diff --git a/fastlib/u/gmravi/allknn/allknn.h b/fastlib/u/gmravi/allknn/allknn.h index eb3523c417..9b04e96fa7 100644 --- a/fastlib/u/gmravi/allknn/allknn.h +++ b/fastlib/u/gmravi/allknn/allknn.h @@ -1,500 +1,794 @@ -#include -#include -#include -#include "batree.h" -#include "amgr.h" -#include "ongr.h" -#include "dsut.h" -#include "hrect.h" -#include "distutils.h" -#include "sheap.h" -#include "ballutils.h" -#include "batree.h" -#include "allnn.h" -#include "dymutil.h" -#include "timing_dyvs.h" -#include "my_time.h" -#include "bruteforce.h" -#include "stats.h" +// This is the new header file that is being formed as a result of code improvement and code displacement -/* TIMING is defined in batree.h, because it has to be used in this file - * and allnn. -crotella - */ +//Lets do it step-by-step +#include "fastlib/fastlib_int.h" +#ifndef ALLKNN_H +#define ALLKNN_H +#define LEAF_SIZE 3 +#define MAX_DOUBLE 32768.0 +//Class definition for AllNNNaive.............................................. -#define NUM_ITERRATIONS 10 - -extern int Num_ball_prunes; -extern int Num_hrect_prunes; -extern double Verbosity; - -#define DEBUG 0 -#ifndef MBW -#define MBW 1e-35 -#endif - -#ifndef FLT_MAX -#define FLT_MAX 1e30 -#endif - -dyv_array *mk_dyv_array_from_dym(dym *d) { - int i; - dyv_array *ret = mk_empty_dyv_array(); - for(i=0; inum_points, num_data = R->num_points; + + public: + ArrayList results; + AllNNNaive(){}; - if(mindist > Q->mindist_sofar) { - Num_ball_prunes++; return; //Num_hrect_prunes++; return; - } - else { - if(banode_is_leaf(Q) && banode_is_leaf(R)) { - int i; - double max_of_node = 0; - for(i=0; i< num_queries; i++) { - int row_i = ivec_ref(Q->rows,i), j; double d; - dyv *point_i = dyv_array_ref(sps,row_i); - for(j=0; jrows,j); - dyv *point_j = dyv_array_ref(sps2,row_j); - - if (row_j != row_i) { - double dist = dyv_distance(point_i,point_j); - if(dist < dyv_ref(nn_dists,row_i)) { - dyv_set(nn_dists,row_i,dist); - ivec_set(nn_rows,row_i,row_j); - } - } - } - d = dyv_ref(nn_dists,row_i); - if(d > max_of_node) - max_of_node = d; - } - Q->mindist_sofar = max_of_node; - } - else if(banode_is_leaf(Q) && !banode_is_leaf(R)) { - //double dist1 = hrect_hrect_min_dsqd(Q->hr,R->child1->hr); - double dist1 = (dyv_distance(Q->pivot,R->child1->pivot) - Q->radius - - R->child1->radius); - double dist2 = (dyv_distance(Q->pivot,R->child2->pivot) - Q->radius - - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor2(sps,sps2, Q,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor2(sps,sps2, Q,second,second_dist, - nn_rows,nn_dists); - } - else if(!banode_is_leaf(Q) && banode_is_leaf(R)) + //Interesting functions....... + void Compute(Matrix *q_matrix, Matrix *r_matrix) { - double dist1 = (dyv_distance(R->pivot,Q->child1->pivot) - R->radius - - Q->child1->radius); - double dist2 = (dyv_distance(R->pivot,Q->child2->pivot) - R->radius - - Q->child2->radius); + //for each column vector of q_matrix find the nearest neighbour in r_matrix - banode *first = (dist1 < dist2) ? Q->child1 : Q->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? Q->child2 : Q->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor2(sps,sps2, first,R,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor2(sps,sps2, second,R,second_dist, - nn_rows,nn_dists); - - Q->mindist_sofar = real_min(Q->mindist_sofar, - real_max(Q->child1->mindist_sofar, - Q->child2->mindist_sofar)); - } - else if(!banode_is_leaf(Q) && !banode_is_leaf(R)) { - { - double dist1 = (dyv_distance(Q->child1->pivot,R->child1->pivot) - - Q->child1->radius - R->child1->radius); - double dist2 = (dyv_distance(Q->child1->pivot,R->child2->pivot) - - Q->child1->radius - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor2(sps,sps2, Q->child1,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor2(sps,sps2, Q->child1,second,second_dist, - nn_rows,nn_dists); - } - { - double dist1 = (dyv_distance(Q->child2->pivot,R->child1->pivot) - - Q->child2->radius - R->child1->radius); - double dist2 = (dyv_distance(Q->child2->pivot,R->child2->pivot) - - Q->child2->radius - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor2(sps,sps2, Q->child2,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor2(sps,sps2, Q->child2,second,second_dist, - nn_rows,nn_dists); - } - Q->mindist_sofar = real_min(Q->mindist_sofar, - real_max(Q->child1->mindist_sofar, Q->child2->mindist_sofar)); - } - } -} - -void batree_allnearest_neighbor(dyv_array *sps, banode *Q, banode *R, - double mindist, ivec *nn_rows, dyv* nn_dists) -{ - int num_queries = Q->num_points, num_data = R->num_points; - - if(mindist > Q->mindist_sofar) { - Num_ball_prunes++; return; //Num_hrect_prunes++; return; - } - else { - if(banode_is_leaf(Q) && banode_is_leaf(R)) { - int i; - double max_of_node = 0; - for(i=0; i< num_queries; i++) { - int row_i = ivec_ref(Q->rows,i), j; double d; - dyv *point_i = dyv_array_ref(sps,row_i); - - for(j=0; jrows,j); - dyv *point_j = dyv_array_ref(sps,row_j); - - if (row_j != row_i) { - double dist = dyv_distance(point_i,point_j); - if(dist < dyv_ref(nn_dists,row_i)) { - dyv_set(nn_dists,row_i,dist); - ivec_set(nn_rows,row_i,row_j); - } - } - } - d = dyv_ref(nn_dists,row_i); - if(d > max_of_node) - max_of_node = d; - } - Q->mindist_sofar = max_of_node; - } - else if(banode_is_leaf(Q) && !banode_is_leaf(R)) { - //double dist1 = hrect_hrect_min_dsqd(Q->hr,R->child1->hr); - double dist1 = (dyv_distance(Q->pivot,R->child1->pivot) - Q->radius - - R->child1->radius); - double dist2 = (dyv_distance(Q->pivot,R->child2->pivot) - Q->radius - - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor(sps,Q,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor(sps,Q,second,second_dist, - nn_rows,nn_dists); - } - else if(!banode_is_leaf(Q) && banode_is_leaf(R)) - { - double dist1 = (dyv_distance(R->pivot,Q->child1->pivot) - R->radius - - Q->child1->radius); - double dist2 = (dyv_distance(R->pivot,Q->child2->pivot) - R->radius - - Q->child2->radius); - - banode *first = (dist1 < dist2) ? Q->child1 : Q->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? Q->child2 : Q->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor(sps,first,R,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor(sps,second,R,second_dist, - nn_rows,nn_dists); - - Q->mindist_sofar = real_min(Q->mindist_sofar, - real_max(Q->child1->mindist_sofar, - Q->child2->mindist_sofar)); - } - else if(!banode_is_leaf(Q) && !banode_is_leaf(R)) { - { - double dist1 = (dyv_distance(Q->child1->pivot,R->child1->pivot) - - Q->child1->radius - R->child1->radius); - double dist2 = (dyv_distance(Q->child1->pivot,R->child2->pivot) - - Q->child1->radius - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor(sps,Q->child1,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor(sps,Q->child1,second,second_dist, - nn_rows,nn_dists); - } - { - double dist1 = (dyv_distance(Q->child2->pivot,R->child1->pivot) - - Q->child2->radius - R->child1->radius); - double dist2 = (dyv_distance(Q->child2->pivot,R->child2->pivot) - - Q->child2->radius - R->child2->radius); - - banode *first = (dist1 < dist2) ? R->child1 : R->child2; - double first_dist = real_min(dist1,dist2); - banode *second = (dist1 < dist2) ? R->child2 : R->child1; - double second_dist = real_max(dist1,dist2); - - batree_allnearest_neighbor(sps,Q->child2,first,first_dist, - nn_rows,nn_dists); - batree_allnearest_neighbor(sps,Q->child2,second,second_dist, - nn_rows,nn_dists); - } - Q->mindist_sofar = real_min(Q->mindist_sofar, - real_max(Q->child1->mindist_sofar, Q->child2->mindist_sofar)); - } - } -} - -void allnnbatch_main(int argc, char **argv) -{ - char *filename = string_from_args("in",argc,argv,"default.fds"); - dym *data = mk_dym_from_filename_improved(filename, argc, argv); - dyv_array *sps = mk_dyv_array_from_dym(data); - int rmin = int_from_args("rmin",argc,argv,5); - double mbw = double_from_args("mbw",argc,argv,MBW); - int num_rows = sps->size; - int iter, iter2; - alloc_timing_dyvs(); - - for(iter = 0; iter < 5; iter++) { - for(iter2 = 0; iter2 < 2; iter2++) { - - dym *queries; - dym *sub_data; - //int local_queries = getnThPartOfnParts(data, 2, iter2, - // &queries, &sub_data); - break_dym_into_train_and_test(data, num_rows / 2, &queries, &sub_data); - - - dyv_array *queries_dyv_array = mk_dyv_array_from_dym(queries); - dyv_array *sub_data_dyv_array = mk_dyv_array_from_dym(sub_data); - - free_dym(queries); - free_dym(sub_data); - - batree *query_tree = mk_batree_from_dyv_array(queries_dyv_array,rmin,mbw, - TRUE); - batree *sub_data_tree = mk_batree_from_dyv_array(sub_data_dyv_array, - rmin, mbw, FALSE); - - int num_queries = dyv_array_size(queries_dyv_array); - dyv *num_visited = mk_dyv(num_queries); - - /* hacky, buy necessary to avoid worse hacks later on... */ - - ivec *true_nn_rows[1]; - ivec *guess_nn_rows[1]; - dyv *guess_nn_dists[1]; - - true_nn_rows[0] = mk_ivec(num_queries); - guess_nn_rows[0] = mk_ivec(num_queries); - guess_nn_dists[0] = mk_constant_dyv(num_queries, FLT_MAX); - - double time1 = get_time(); - - Num_pt_dists = 0; Num_hr_dists = 0; Num_ball_prunes = 0; - Num_hrect_prunes = 0; - - batree_allnearest_neighbor2(queries_dyv_array, sub_data_dyv_array, - query_tree->root, - sub_data_tree->root,FLT_MAX, - guess_nn_rows[0], guess_nn_dists[0]); - - double time2 = get_time(); - - double query_time = (time2-time1); - - add_to_dyv(query_times, query_time); - - free_ivec(true_nn_rows[0]); - free_ivec(guess_nn_rows[0]); - free_dyv(guess_nn_dists[0]); - free_dyv(num_visited); - - - free_dyv_array(sub_data_dyv_array); - free_dyv_array(queries_dyv_array); - free_batree(query_tree); - free_batree(sub_data_tree); - } - } - dyv *total = mk_dyv(dyv_size(build_times)); - for(iter = 0; iter < dyv_size(build_times); iter++) - dyv_set(total, iter, dyv_ref(build_times, iter) + - dyv_ref(query_times, iter)+ dyv_ref(query_build_times, iter)); - - print_timing_report(TRUE); - printf("Total Elapsed time:\n"); - printf(" STD: %f\n", dyv_sdev(total)); - printf(" MIN: %f\n", dyv_min(total)); - printf(" MAX: %f\n", dyv_max(total)); - printf(" AVE: %f\n", dyv_mean(total)); - - free_timing_dyvs(); - free_dym(data); - free_dyv(total); - free_dyv_array(sps); -} - -void allnnsingle_main(int argc, char **argv) -{ - char *filename = string_from_args("in",argc,argv,"default.fds"); - dym *data = mk_dym_from_filename_improved(filename, argc, argv); - dyv_array *sps = mk_dyv_array_from_dym(data); - int rmin = int_from_args("rmin",argc,argv,5); - double mbw = double_from_args("mbw",argc,argv,MBW); - int num_rows = sps->size; - double time1 = get_time(); - alloc_timing_dyvs(); - batree *data_tree = mk_batree_from_dyv_array(sps, rmin, mbw, FALSE); - - int r; - for(r = 0; r < num_rows; r++) { - dyv *query = dyv_array_ref(sps, r); - ivec *visited; - int row = batree_nearest_neighbor(sps, data_tree, query, r, &visited); - free_ivec(visited); - } - double time2 = get_time(); - printf("Build + Query time: %f\n", time2 - time1); - free_dyv_array(sps); - free_dym(data); - free_batree(data_tree); - print_timing_report(FALSE); - free_timing_dyvs(); -} - -void allnn_main_bruteforce(int argc, char **argv) { - char *filename = string_from_args("in",argc,argv,"default.fds"); - dym *data = mk_dym_from_filename_improved(filename, argc, argv); - dyv_array *sps = mk_dyv_array_from_dym(data); - //free_dym(data); - - - - int i, j; - int num_row = dym_rows(data); - double time1 = get_time(); - for(i = 0; i < num_row; i++) { - double best_dist = 1e90; - int best_nn = -1; - dyv *row = dyv_array_ref(sps, i); - for(j = 0; j < num_row; j++) { + // ArrayList arr1; + //ArrayList arr2; + index_t cols_q; + index_t cols_r; + double min_dist; double dist; - if(i == j) - continue; - dyv *cmp = dyv_array_ref(sps, j); - dist = dyv_dsqd(row, cmp); - if(dist < best_dist) { - best_dist = dist; - best_nn = j; - } + //arr1.Init(q_matrix->n_rows()+1); + //arr2.Init(q_matrix->n_rows()+1); + + results.Init(q_matrix->n_cols()); + + //printf("cols_q is %d\n",q_matrix->n_cols()); + //printf("cols_r is %d\n",r_matrix->n_cols()); + //printf("entered nearest neighbour computation\n"); + + for(cols_q=0; cols_q < q_matrix->n_cols(); cols_q++) + { + min_dist=32768.0; + dist=0.0; + for(cols_r=0; cols_r < r_matrix->n_cols(); cols_r++) + { + using namespace la; + dist=la::DistanceSqEuclidean(q_matrix->n_rows(),q_matrix->GetColumnPtr(cols_q),q_matrix->GetColumnPtr(cols_r)); + //printf("The distance is %f\n",dist); + if(distn_rows(),r_matrix->GetColumnPtr(results[i]),q_matrix->GetColumnPtr(i))); + //fprintf(fp,"\n"); + + } + } +}; + +//End of class definition of AllNNNaive........................................ + + +//Definition of class Stat..................................................... + class Stat +{ + //This is not used in case of single tree operations. used only in case of dual tree operations + + private: + double distance_max; //This gives the max distance within which all neighbours should be found for all points + public: + void set_maximum_distance(double distance) + { + this->distance_max=distance; + } + double get_maximum_distance() + { + return distance_max; + } + void Init() {set_maximum_distance(32768.0);} + + void Init(const Matrix& dataset, index_t start, index_t count) + { + Init(); + } + + void Init(const Matrix& dataset, index_t start, index_t count, + const Stat& left_stat, const Stat& right_stat) + { + Init(); + } +}; + +//End of definition of class Stat.............................................. + + + + +//Definition of class SingleTreeResults begins................................ + +class SingleTreeResults +{ + private: + double distance_; + index_t index_; + + public: + + //setter function + void set_result(double distance, index_t index) + { + //Here index is the index in r_matrix which is the potential nn for a given query point + this->distance_=distance; + this->index_=index; + } + + //getter function + + double get_distance() + { + return distance_; + } + + index_t get_index() + { + return index_; + } + + + SingleTreeResults() + { + this->distance_=MAX_DOUBLE; + this->index_=-1; + } +}; + +//definition of class SingleTreeResults ends................................... + + + +typedef BinarySpaceTree, Matrix, Stat> Tree; + + +//Definition of AllNNSingleTree begins........................................ + +class AllNNSingleTree +{ + public: + ArrayList str; + + AllNNSingleTree() + { + //Initialize the results list + str.Init(); + } + + + //Interesting functions.... + + //This is a friend function and can be invoked by other classes too. This takes in two points and sees if they are the same or not + friend bool check_if_equal(double *arr1, double *arr2,index_t size) + { + index_t i=0; + for(i=0;in_cols()); + + // Build the kdtree form the reference matrix. + using namespace tree; + Tree *root=tree::MakeKdTreeMidpoint(*r_matrix,LEAF_SIZE,NULL,NULL); + + + double max_dist_sq=MAX_DOUBLE; + + //For each point find out the nearest neighbour + + for(index_t i=0;in_cols();i++) + { + SingleTreeResults *nearest_nn=new SingleTreeResults(); + str[i]=*FindNearestNeighbour(root,q_matrix->GetColumnPtr(i),r_matrix,nearest_nn); + printf("Distance to the nearest neighbour is %f\n",str[i].get_distance()); + nearest_nn->set_result(MAX_DOUBLE,-1); //This function flushes the values stored in nearest_nn, for the next iteration + } + } + + SingleTreeResults *FindNearestNeighbour(Tree *root,double *point, Matrix *r_matrix, SingleTreeResults *nearest_nn) + { + //check if it is the leaf + if(root->is_leaf()) + { + //find out the minimum distance by querying all points + + double min_dist_for_this_node=MAX_DOUBLE; + SingleTreeResults *potential_nn; + potential_nn=new SingleTreeResults(); + potential_nn->set_result(32768.0,-1); + + for(index_t i=root->begin();iend();i++) + { + //print(r_matrix->GetColumnPtr(i),r_matrix->n_rows()); + //print(point,r_matrix->n_rows()); + double temp_dist=la::DistanceSqEuclidean(r_matrix->n_rows(),r_matrix->GetColumnPtr(i),point); + + + if(check_if_equal(r_matrix->GetColumnPtr(i),point,r_matrix->n_rows())==false && temp_dist < min_dist_for_this_node) //check_if_equal function is being called to avoid comparison between the same points + { + + potential_nn->set_result(temp_dist,i); + min_dist_for_this_node=temp_dist; + } + } + return potential_nn; + } + + else + { + //This is not a leaf + //so find the nearer node and the farther node + //WE CAN FIND OUT THE MINIMUM DISTANCE OF THE POINT TO THE BOUNDING BOX AND EXPLORE THE BOUNDING BOX WHICH IS THE CLOSEST + + float min_distance_to_left_child=root->left()->bound().MinDistanceSq(point); + float min_distance_to_right_child=root->right()->bound().MinDistanceSq(point); + + + Tree *farther; + SingleTreeResults *potential_nn; + if(min_distance_to_left_child < min_distance_to_right_child) + { + //recursively explore the left half + farther=root->right(); + potential_nn=FindNearestNeighbour(root->left(),point,r_matrix,nearest_nn); + } + else + { + //recursively explore the right half + + farther=root->left(); + potential_nn=FindNearestNeighbour(root->right(),point,r_matrix,nearest_nn); + } + + if(potential_nn->get_distance()< nearest_nn->get_distance()) + { + nearest_nn->set_result(potential_nn->get_distance(),potential_nn->get_index()); + } + + if(potential_nn->get_distance()>farther->bound().MinDistanceSq(point)) + { + SingleTreeResults *potential_nn=FindNearestNeighbour(farther,point,r_matrix,nearest_nn); + if(potential_nn->get_distance()get_distance()) + { + nearest_nn->set_result(potential_nn->get_distance(),potential_nn->get_index()); + return nearest_nn; + } + } + else + { + //the farther node need not be explored . Simply return nearest_nn + return nearest_nn; + } + return nearest_nn; + } + } + + }; + + +//Definition of AllNNSingleTree ends......................................... + + +//Definition of AllKNNSingleTreeResults begins.................................... +class AllKNNSingleTreeResults +{ + public: + ArrayList > astr; // u see it is basically a 2-D array of SingleTreeResults + + AllKNNSingleTreeResults() + { + + } +}; + +//Definition of AllKNNSignleTreeResults ends here................................................. + +//definition of AllKnnSingleTree begines.................................................... +class AllKNNSingleTree +{ + public: + + friend bool same_points(double *point1,double *point2, int len);//already defined + AllKNNSingleTreeResults results_matrix; + + AllKNNSingleTree() + { + //Initialize results_matrix. This will later be reinitialized to the number of columns in the function ComputeAllKNNSingleTree + // results_matrix.astr.Init(); + + } + + + //This is the function which will perform the actual single tree algorithm and spit the results + + void ComputeAllKNNSingleTree(Matrix *q_matrix,Matrix *r_matrix,int k) + { + //Initialize results_matrix + + results_matrix.astr.Init(r_matrix->n_cols()); + for(int i=0;in_cols();i++) + results_matrix.astr[i].Init(k); + + //printf("results_matrix initialized\n"); + // Build the kdtree form the reference matrix. + using namespace tree; + + Tree *root=tree::MakeKdTreeMidpoint(*r_matrix,3,NULL,NULL); //here the leaf size is set to 3 + printf("Tree built\n"); + + //Now for each query point find the k nearest neighbours + + + + for(int i=0;in_cols();i++) + { + ArrayList str; + str.Init(k); + int length=0; + + //Length=k if there are more than k number of reference points.By clever programming the length parameter which is now being sent explicitly, can be totally avoided + length=FindKNearestNeighbours(root,q_matrix->GetColumnPtr(i),r_matrix,str,length,k); + + printf("The nearest neighbour distances are\n"); + + for(int l=0;ln_rows();j++) + printf("%f\n",q_matrix->GetColumnPtr(i)[j]); + + } + } + + //A 1-D matrix of the k nearest neighbours is returned + + int FindKNearestNeighbours(Tree *root, double *point,Matrix *r_matrix,ArrayList &str,int length,int k) + { + //Base case is that the node is a leaf + + if(root->is_leaf()) + { + // printf("Will explore leaf\n"); + int position; + //check for number of elements + double dist; + int end; + if(length==0) + { + end=-1; //end points to the position where the array ends. That is it is the index of the last element + } + else + { + end=length-1; + } + + for(int i=root->begin();iend();i++) + { + //one very important check is to see that query point is not the same point as any other point beingcompared + if(!check_if_equal(point,r_matrix->GetColumnPtr(i),r_matrix->n_rows())) + { + dist=la::DistanceSqEuclidean(r_matrix->n_rows(),point,r_matrix->GetColumnPtr(i)); + //find where the new element should be pushed + int start=0; + position=find_index(str,dist,start,end); + + length+=push_into_array(str,position,dist,length,i,k); + end=length-1; + + //this is just like a test. One can safely remove it + if(length>k) + { + printf("SOMEWHERE ERROR HAS OCCURED\n"); + exit(0); + } + + } + //printf("The value of length to be returned from this leaf node is %d\n",length); + } + return length; + } + + else + { + //this is not a root node. Hence find the distance to the bounding boxes + + double min_distance_to_left_child=root->left()->bound().MinDistanceSq(point); + double min_distance_to_right_child=root->right()->bound().MinDistanceSq(point); + + Tree *farther; + + if(min_distance_to_left_child < min_distance_to_right_child) + { + //Recursively explore the left child + farther=root->right(); + length=FindKNearestNeighbours(root->left(),point,r_matrix,str,length,k); + } + else + { + //Recursively explore the right child + farther=root->left(); + length=FindKNearestNeighbours(root->right(),point,r_matrix,str,length,k); + + + } + + //If number of neighbours found are less than k then go ahead and explore the other half too + + if(length farther->bound().MinDistanceSq(point)) + { + length=FindKNearestNeighbours(farther,point,r_matrix,str,length,k); + } + } + return length; + } + } + + //The function sto follow are friend functions. they are also used by the dual tree algorithms + +friend int find_index(ArrayList str,double dist,int start,int end) +{ + + //this means that there are no elements in the array + if(start>end) + return 0; + + //this means there is exactly 1 element in the array + if(start==end) + { + + if(dist>str[start].get_distance()) + { + // printf("will return %d\n",end+1); + return end+1; //return end if the element to be added is at the end of the list + } + else return start; + } + + //find where the element will be in the sorted array. This is just the binary search + + if(dist==str[start+end/2].get_distance()) + return start+end/2; + + else + { + + if(dist &str,int position, double dist,int length, int index,int k) +{ + // printf("Length is %d\n",length); + //printf("Index to be inserted is %d\n",index); + //printf("Distance to be inserted is %f\n",dist); + //printf("The position is %d\n",position); + if(position==length) //that means add the element to the end of list + { + if(length==k) + { + //cannot push into array + return 0; + } + else + { + //add it to the end of the array + str[length].set_result(dist,index); + return 1; + } + } - char *filename = string_from_args("in",argc,argv,"default.fds"); - dym *data = mk_dym_from_filename_improved(filename, argc, argv); - dyv_array *sps = mk_dyv_array_from_dym(data); - //free_dym(data); - - /* Mine: till here data has been read and an array of points created. sps is a pointer to a dyv_array which is a structure which holds a double dimensional array of points */ - - - alloc_timing_dyvs(); - - int rmin = int_from_args("rmin",argc,argv,5); - double mbw = double_from_args("mbw",argc,argv,MBW); - - double time1 = get_time(); - batree *bat = mk_batree_from_dyv_array(sps,rmin,mbw, FALSE); - - /* Mine: A batree has been created by using the set of points stored in dyv_array */ - + ArrayList temp; + temp.Init(k); + + //the element will be added in the middle of the array - int num_data = dyv_array_size(sps); - int num_queries = num_data; - dyv *num_visited = mk_dyv(num_queries); - /* num_data and num_queries give the number of query and data points. Both atre set to the same value */ - /* hacky, buy necessary to avoid worse hacks later on... */ + for(int j=0;jposition;t--) + temp[t].set_result(str[t-1].get_distance(),str[t-1].get_index()); - Num_pt_dists = 0; Num_hr_dists = 0; Num_ball_prunes = 0; - Num_hrect_prunes = 0; - - + for(int j=0;jroot,bat->root,FLT_MAX, - guess_nn_rows[0], guess_nn_dists[0]); + for(int t=length;t>position;t-=1) + { + temp[t].set_result(str[t-1].get_distance(),str[t-1].get_index()); + } + + + for(int j=0;j > astr; +}; + +class AllKNNDualTree +{ + public: + AllKNNDualTreeResults results_matrix; + AllKNNDualTree() + { + + } + + //Friend Functions............................ + + bool check_if_equal(double *arr1, double *arr2, int length); + - double time2 = get_time(); + //This is the function which will perform the actual dual tree algorithm and spit the results - double tot_time = (time2-time1); + void ComputeAllKNNDualTree(Matrix *q_matrix,Matrix *r_matrix,int k) + { + + // Build the kdtree form the reference matrix and the query matrix + using namespace tree; + + Tree *r_tree=tree::MakeKdTreeMidpoint(*r_matrix,3,NULL,NULL); //here the leaf size is set to 3 + printf("ref tree built\n"); + + Tree *q_tree=tree::MakeKdTreeMidpoint(*r_matrix,3,NULL,NULL); //here the leaf size is set to 3 + printf("query tree built\n"); + + + //Inialize the 2-D array - printf("Build + Query time: %f\n",tot_time); + results_matrix.astr.Init(r_matrix->n_cols()); //Initialize the array list to initially contain the number of elements passed on as the parameter + + for(int i=0;in_cols();i++) //initalize each column of the arraylist + results_matrix.astr[i].Init(); + FindKNearestNeighboursDualTree(q_tree,r_tree,q_matrix,r_matrix,k); + + /* for(int l=0;ln_cols();l++) + { + for(int t=0;tbound().MinDistanceSq (r_tree->bound()); //base case + if(q_tree->is_leaf()&& r_tree->is_leaf()) + { + int start,end; + + //check if pruneable + if(q_tree->stat().get_maximum_distance() < distance_between_boxes) + { + //then there is no need to go further and hence we can return + return MAX_DOUBLE; + } + else + { + //not purneable. therefore carry out exhaustive point-to-point computations + + double max_dist=0.0; + double distance; + int position; + int count=0; + + for(int i=q_tree->begin();iend();i++) + { + + count=0; + for(int j=r_tree->begin();jend();j++) + { + if(!check_if_equal(q_matrix->GetColumnPtr(i),r_matrix->GetColumnPtr(j),q_matrix->n_rows())) //to make sure that we are not comparing the same set of points + { + + distance=la::DistanceSqEuclidean (r_matrix->n_rows(),q_matrix->GetColumnPtr(i),r_matrix->GetColumnPtr(j)); + //we would like to find index of this point into str. this will enter into str[i]. This function takes in as argument an array list of single tree results + + + if(results_matrix.astr[i].size()==0) + { + //initialize start and end + + start=0; + end=-1; + } + + int length=results_matrix.astr[i].size(); //this calculates the old length + + position=find_index(results_matrix.astr[i],distance,start,results_matrix.astr[i].size()-1); + if(length results_matrix.astr[i][k-1].get_distance()?max_dist:results_matrix.astr[i][k-1].get_distance(); + + } + + for(int z=0;zstat().get_maximum_distance() < distance_between_boxes) + { + //then there is no need to go further and henraghavce we can return + return MAX_DOUBLE; + } + + //NOT PRUNEABLE + //both are not leafs + if(!q_tree->is_leaf() && !r_tree->is_leaf()) + { + + double max_dist_q_left_r_left=FindKNearestNeighboursDualTree(q_tree->left(),r_tree->left(),q_matrix,r_matrix,k); + + + + double max_dist_q_left_r_right=FindKNearestNeighboursDualTree(q_tree->left(),r_tree->right(),q_matrix,r_matrix,k); + + double max_dist_q_left= max_dist_q_left_r_left< max_dist_q_left_r_right? max_dist_q_left_r_left: max_dist_q_left_r_right;//take minimum + + + double max_dist_q_right_r_left=FindKNearestNeighboursDualTree(q_tree->right(),r_tree->left(),q_matrix,r_matrix,k); + + double max_dist_q_right_r_right=FindKNearestNeighboursDualTree(q_tree->right(),r_tree->right(),q_matrix,r_matrix,k); + + double max_dist_q_right= max_dist_q_right_r_left< max_dist_q_right_r_right? max_dist_q_right_r_left: max_dist_q_right_r_right; + + double max_dist_q=max_dist_q_left>max_dist_q_right?max_dist_q_left:max_dist_q_right; + q_tree->stat().set_maximum_distance(max_dist_q); + return q_tree->stat().get_maximum_distance(); + } + + else + { + + //q_tree is leaf and r_tree is not + if(q_tree->is_leaf()&&!r_tree->is_leaf()) + { + + double max_dist_q_r_left=FindKNearestNeighboursDualTree(q_tree,r_tree->left(),q_matrix,r_matrix,k); + double max_dist_q_r_right=FindKNearestNeighboursDualTree(q_tree,r_tree->right(),q_matrix,r_matrix,k); + double max_dist_q = max_dist_q_r_left > max_dist_q_r_right?max_dist_q_r_right:max_dist_q_r_left; //take minimum + q_tree->stat().set_maximum_distance(max_dist_q); + return q_tree->stat().get_maximum_distance(); + } + + else + { + + //q_tree is not a leaf and r_tree is + + if(!q_tree->is_leaf()&&r_tree->is_leaf()) + { + + double max_dist_q_left_r=FindKNearestNeighboursDualTree(q_tree->left(),r_tree,q_matrix,r_matrix,k); + double max_dist_q_right_r=FindKNearestNeighboursDualTree(q_tree->right(),r_tree,q_matrix,r_matrix,k); + double max_dist_q= max_dist_q_left_r > max_dist_q_right_r? max_dist_q_left_r: max_dist_q_right_r; + q_tree->stat().set_maximum_distance(max_dist_q); + return max_dist_q; + } + } + } + } + } +}; + #endif - - free_dym(data); -} - -void allnn_main(int argc,char *argv[]) { - Verbosity = 0; - allnn_main_single_tree(argc, argv); -} diff --git a/fastlib/u/gmravi/allknn/allnn.h b/fastlib/u/gmravi/allknn/allnn.h index 6817da9181..7e64ba8fab 100644 --- a/fastlib/u/gmravi/allknn/allnn.h +++ b/fastlib/u/gmravi/allknn/allnn.h @@ -12,10 +12,20 @@ class AllNNNaive class Stat { + //This is not used in case of single tree operations. used only in case of dual tree operations - //This is justa dummy class + private: + double distance_max; //This gives the max distance within which all neighbours should be found for all points public: - void Init() {} + void set_maximum_distance(double distance) + { + this->distance_max=distance; + } + double get_maximum_distance() + { + return distance_max; + } + void Init() {set_maximum_distance(32768.0);} void Init(const Matrix& dataset, index_t start, index_t count) { @@ -86,7 +96,7 @@ class AllKNNSingleTreeResults AllKNNSingleTreeResults() { - + } }; @@ -102,41 +112,35 @@ class AllKNNSingleTree // results_matrix.astr.Init(); printf("Initialized properly\n"); } - + friend bool same_points(double *point1,double *point2, int len); //This is the function which will perform the actual single tree algorithm and spew the results void ComputeAllKNNSingleTree(Matrix*,Matrix*,int); // A 2-D matrix is returned - int FindKNearestNeighbours(Tree*,double*,Matrix*,SingleTreeResults*,int,int); //A 1-D matrix of the k nearest neighbours is returned + int FindKNearestNeighbours(Tree*,double*,Matrix*,ArrayList&,int,int); //A 1-D matrix of the k nearest neighbours is returned + }; - - class AllKNNDualTreeResults //This is just the same as AllKNNSingleTreeResults { public: ArrayList > astr; - - }; -classAllKNNDualTree +class AllKNNDualTree { -public: - AllKNNDualTreeResults results_matrix; - //constructor - //cosntructor definition + public: + AllKNNDualTreeResults results_matrix; AllKNNDualTree() { - //Initialize results_matrix_ This will later be reinitialized to the number of columns in the function ComputeAllKNNSingleTree - // results_matrix.astr.Init(); - printf("Initialized properly\n"); + } - - //This is the function which will perform the actual single tree algorithm and spew the results - - void ComputeAllKNNSingleTree(Matrix*,Matrix*,int); // A 2-D matrix is returned - int FindKNearestNeighbours(Tree*,double*,Matrix*,SingleTreeResults*,int,int); //A 1-D matrix of the k nearest neighbours is returned -} + friend bool same_points(double*, double*); + //This is the function which will perform the actual dual tree algorithm and spew the results + + void ComputeAllKNNDualTree(Matrix*,Matrix*,int); // A 2-D matrix is returned + double FindKNearestNeighboursDualTree(Tree *q_tree,Tree *r_tree,Matrix*,Matrix*,int k); //A 1-D matrix of the k nearest neighbours is returned +}; + diff --git a/fastlib/u/gmravi/allknn/build.py b/fastlib/u/gmravi/allknn/build.py index e664b5aa47..6396f1f151 100644 --- a/fastlib/u/gmravi/allknn/build.py +++ b/fastlib/u/gmravi/allknn/build.py @@ -1,16 +1,16 @@ librule( - name = "allknn_mine", # this line can be safely omitted - sources = [], # files that must be compiled - headers = ["allnn.h"], # include files part of the 'lib' + name = "allknn", # this line can be safely omitted + sources = [""], # files that must be compiled + headers = ["allknn.h"], # include files part of the 'lib' deplibs = ["fastlib:fastlib_int"] # depends on fastlib core ) binrule( - name = "main", # the executable name - sources = ["main.cc"], # compile main.cc - headers = [], # no extra headers - deplibs = [":allknn_mine"] # + name = "allknn_main", # the executable name + sources = ["allknn_main.cc"], # compile main.cc + headers = ["allknn.h"], # no extra headers + deplibs = ["fastlib:fastlib_int"] ) # to build: diff --git a/fastlib/u/gmravi/allknn/main.cc b/fastlib/u/gmravi/allknn/main.cc index cc66e2461b..728bd477e1 100644 --- a/fastlib/u/gmravi/allknn/main.cc +++ b/fastlib/u/gmravi/allknn/main.cc @@ -7,10 +7,10 @@ bool check_if_equal(ArrayList arr1, ArrayList arr2) for(i=0;i str,double dist,int start,int end) { printf("Start is %d and end is %d\n",start,end); + printf("Searching for distance %f\n",dist); + printf("In function find index str is...\n"); + for(int j=start;j<=end;j++) + { + printf("distance is %f\n",str[j].get_distance()); + } if(start>end) return 0; if(start==end) { - //printf("str[start].get_distance() is %f",str[start].get_distance()); - //printf("dist is %f\n",dist); + printf("str[start].get_distance() is %f",str[start].get_distance()); + printf("dist is %f\n",dist); if(dist>str[start].get_distance()) { - // printf("will return %d\n",end+1); + printf("will return %d\n",end+1); return end+1; //returned if the element to be added is at the end of the list } else return start; @@ -200,30 +206,32 @@ int find_index(SingleTreeResults *str,double dist,int start,int end) if(dist &str,int position, double dist,int length, int index,int k) { - //printf("Length is %d\n",length); - //printf("Index to be inserted is %d\n",index); - //printf("Distance to be inserted is %f\n",dist); - //printf("The position is %d\n",position); + printf("Length is %d\n",length); + printf("Index to be inserted is %d\n",index); + printf("Distance to be inserted is %f\n",dist); + printf("The position is %d\n",position); if(position==length) //that means add the element to the end of list { if(length==k) { //cannot push into array + for(int l=0;l temp; temp.Init(k); - // printf("temp created\n"); + printf("temp created\n"); //the element will be added in the middle of the array - //printf("The element will be added to the middle of the array\n"); + printf("The element will be added to the middle of the array\n"); for(int j=0;jposition;t--) - temp[t].set_result(str[t-1].get_distance(),str[t-1].get_index()); - // printf("adjusted....."); + printf("since length is not equal to k\n"); + + + for(int t=length;t>position;t-=1) + { + + printf("came here\n"); + printf("Length is %d\n",length); + printf("position is %d\n",position); + printf("will copy to temp\n"); + printf("t is %d\n",t); + printf("distance is %f\n",str[t-1].get_distance()); + printf("index is %d\n",str[t-1].get_index()); + temp[t].set_result(str[t-1].get_distance(),str[t-1].get_index()); + printf("Set up..\n"); + printf("t is %d\n",t); + printf("wi.ll loop...\n"); + } + + printf("adjusrwrewerwerwerwerwe....."); for(int j=0;j &str,int length,int k) { //Base case is that the node is a leaf @@ -308,18 +359,21 @@ int AllKNNSingleTree::FindKNearestNeighbours(Tree *root, double *point,Matrix *r if(!same_points(point,r_matrix->GetColumnPtr(i),r_matrix->n_rows())) { dist=la::DistanceSqEuclidean(r_matrix->n_rows(),point,r_matrix->GetColumnPtr(i)); - //printf("Distance is %f\n",dist); + printf("Distance is %f\n",dist); //find where the new element should be pushed int start=0; + printf("Before going to funcction find index ..\n"); + for(int l=0;lk) @@ -404,7 +458,8 @@ int AllKNNSingleTree::FindKNearestNeighbours(Tree *root, double *point,Matrix *r //Now for each query point find the k nearest neighbours - SingleTreeResults *str=new SingleTreeResults[k]; + ArrayList str; + str.Init(k); //printf("Will start knn calculations\n"); @@ -413,11 +468,8 @@ int AllKNNSingleTree::FindKNearestNeighbours(Tree *root, double *point,Matrix *r for(int i=0;in_cols();i++) { int length=0; - // printf("came here...\n"); - //printf("root=%X\n",root); - //printf("the number of points covered are %d\n",i); - //printf("Total number of points left to be covered are %d\n",r_matrix->n_cols()-i); - length=FindKNearestNeighbours(root,q_matrix->GetColumnPtr(i),r_matrix,str,length,k); + + length+=FindKNearestNeighbours(root,q_matrix->GetColumnPtr(i),r_matrix,str,length,k); printf("The nearest neighbour distances are\n"); @@ -431,12 +483,7 @@ int AllKNNSingleTree::FindKNearestNeighbours(Tree *root, double *point,Matrix *r results_matrix.astr[i][j].set_result(str[j].get_distance(),str[j].get_index()); } - /* printf("knn for this point have been added...........\n"); - for(int j=0;jn_cols()); - char fname[40]; - strcpy(fname,"allknn"); - char query_file[40]; - strcat(fname,"_colors50k.ds"); - strcat(fname,query_file); - printf("The name of query_file is %s\n",query_file); - FILE *fp=fopen(fname,"w"); - for(int t=0;tn_cols();t++) - { - for(int l=0;lbound().MinDistanceSq (r_tree->bound()); //base case + if(q_tree->is_leaf()&& r_tree->is_leaf()) + { + int start,end; + //check if pruneable + if(q_tree->stat().get_maximum_distance() < distance_between_boxes) + { + //then there is no need to go further and hence we can return + return 32768.0; + } + else + { + //not purneable. therefore carry out exhaustive point-to-point computations + double max_dist=0.0; + double distance; + int position; + int count=0; + for(int i=q_tree->begin();iend();i++) + { + printf("for this point count is %d\n",count); + printf("TAKING NEW I=%d............................................................\n",i); + + count=0; + for(int j=r_tree->begin();jend();j++) + { + if(!same_points(q_matrix->GetColumnPtr(i),r_matrix->GetColumnPtr(j),q_matrix->n_rows())) + { + + distance=la::DistanceSqEuclidean (r_matrix->n_rows(),q_matrix->GetColumnPtr(i),r_matrix->GetColumnPtr(j)); + //we would like to find index of this point into str. this will enter into str[i]. This function takes in as argument an array list of single tree results + printf("distance is %f\n",distance); + printf("size is %d\n",results_matrix.astr[i].size()); + if(results_matrix.astr[i].size()==0) + { + //initialize start and end + printf("Initialized start and end\n"); + start=0; + end=-1; + } + + int length=results_matrix.astr[i].size(); //this calculates the old length + printf("at the moment length is %d\n",length); + + position=find_index(results_matrix.astr[i],distance,start,results_matrix.astr[i].size()-1); + if(length results_matrix.astr[i][k-1].get_distance()?max_dist:results_matrix.astr[i][k-1].get_distance(); //this is an update after every point IN THE QUERY NODE + + for(int z=0;zstat().get_maximum_distance() < distance_between_boxes) + { + //then there is no need to go further and henraghavce we can return + return 32768.0; + } + + //NOT PRUNEABLE + //both are not leafs + if(!q_tree->is_leaf() && !r_tree->is_leaf()) + { + printf("both are not leafs......\n"); + double max_dist_q_left_r_left=FindKNearestNeighboursDualTree(q_tree->left(),r_tree->left(),q_matrix,r_matrix,k); + + /* if(max_dist < q_tree->stat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q_left_r_right=FindKNearestNeighboursDualTree(q_tree->left(),r_tree->right(),q_matrix,r_matrix,k); + + double max_dist_q_left= max_dist_q_left_r_left< max_dist_q_left_r_right? max_dist_q_left_r_left: max_dist_q_left_r_right;//take minimum + + /* if(max_dist_q_left< q_tree->stat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q_right_r_left=FindKNearestNeighboursDualTree(q_tree->right(),r_tree->left(),q_matrix,r_matrix,k); + /*if(max_diststat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q_right_r_right=FindKNearestNeighboursDualTree(q_tree->right(),r_tree->right(),q_matrix,r_matrix,k); + + double max_dist_q_right= max_dist_q_right_r_left< max_dist_q_right_r_right? max_dist_q_right_r_left: max_dist_q_right_r_right; + + double max_dist_q=max_dist_q_left>max_dist_q_right?max_dist_q_left:max_dist_q_right; + q_tree->stat().set_maximum_distance(max_dist_q); + return q_tree->stat().get_maximum_distance(); + } + else + { + printf("q is leaf and r is not...\n"); + //q_tree is leaf and r_tree is not + if(q_tree->is_leaf()&&!r_tree->is_leaf()) + { + + double max_dist_q_r_left=FindKNearestNeighboursDualTree(q_tree,r_tree->left(),q_matrix,r_matrix,k); + + /*if(max_dist < q_tree->stat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q_r_right=FindKNearestNeighboursDualTree(q_tree,r_tree->right(),q_matrix,r_matrix,k); + + /*if(max_diststat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q = max_dist_q_r_left > max_dist_q_r_right?max_dist_q_r_right:max_dist_q_r_left; //take minimum + q_tree->stat().set_maximum_distance(max_dist_q); + return q_tree->stat().get_maximum_distance(); + } + + else + { + printf("q is not a leaf and r is \n"); + //q_tree is not a leaf and r_tree is + + if(!q_tree->is_leaf()&&r_tree->is_leaf()) + { + + double max_dist_q_left_r=FindKNearestNeighboursDualTree(q_tree->left(),r_tree,q_matrix,r_matrix,k); + //printf("After getting back to the function the value is %f\n",max_dist); + printf("will compare this vlaue with %f\n",q_tree->stat().get_maximum_distance()); + /* if(max_dist < q_tree->stat().get_maximum_distance()) + { + q_tree->stat().set_maximum_distance(max_dist); + }*/ + + double max_dist_q_right_r=FindKNearestNeighboursDualTree(q_tree->right(),r_tree,q_matrix,r_matrix,k); + + double max_dist_q= max_dist_q_left_r > max_dist_q_right_r? max_dist_q_left_r: max_dist_q_right_r; + q_tree->stat().set_maximum_distance(max_dist_q); + return max_dist_q; + } + } + } + } } + +void AllKNNDualTree::ComputeAllKNNDualTree(Matrix *q_matrix,Matrix *r_matrix,int k) +{ + + //printf("results_matrix initialized\n"); + // Build the kdtree form the reference matrix and the query matrix + using namespace tree; + + Tree *r_tree=tree::MakeKdTreeMidpoint(*r_matrix,3,NULL,NULL); //here the leaf size is set to 3 + printf("ref tree built\n"); + + Tree *q_tree=tree::MakeKdTreeMidpoint(*r_matrix,3,NULL,NULL); //here the leaf size is set to 3 + printf("query tree built\n"); + + printf("Trees built\n"); + //**************************************************************** + results_matrix.astr.Init(r_matrix->n_cols()); //the arraylist ahs been completely initialized + printf("size has been set to %d\n",r_matrix->n_cols()); + for(int i=0;in_cols();i++) + results_matrix.astr[i].Init(); + FindKNearestNeighboursDualTree(q_tree,r_tree,q_matrix,r_matrix,k); + printf("completed the algo. Printing results\n"); + printf("the k nearest neighbours are............\n"); + for(int l=0;ln_cols();l++) + { + for(int t=0;tComputeAllKNNSingleTree(q_matrix,r_matrix,k); } - //the code that follows is just a test module - if(strcmp(method,"test")) + /* + if(strcmp(method,"allknndualtree")==0) { - printf("came here"); - test_module(); - } - if(strcmp(method,"allnndual")==0) - { - - } + printf("in allknndualtree\n"); + //AllKNNSDual tree computations + //int k=fx_param_int_req(NULL,"k"); + AllKNNDualTree *akdt= new AllKNNDualTree(); + akdt->ComputeAllKNNDualTree(q_matrix,r_matrix,k); + }*/ fx_done(); } diff --git a/fastlib/u/gmravi/regression/Makefile b/fastlib/u/gmravi/regression/Makefile new file mode 100644 index 0000000000..827924539e --- /dev/null +++ b/fastlib/u/gmravi/regression/Makefile @@ -0,0 +1,203 @@ +/net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/main: /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/Makefile /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main + @echo '... Making /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/main' + @rm -f /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/main + @ln -s -f /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/main + @echo '*** Created 1 symlinks in /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/.' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a + @echo '... Making bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression + @g++ -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main -g3 -DDEBUG -O0 /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a -lm -lpthread -lg2c +pseudo_4: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/u_gmravi_regression_main.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libu_gmravi_regression_main__auto.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/u_gmravi_regression_main.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/u_gmravi_regression_main.o: /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/main.cc /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfastlib_fastlib_int.h /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression/regression.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/u_gmravi_regression_main.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/u/gmravi/regression && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c main.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/u_gmravi_regression_main.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfastlib_fastlib_int.h: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libdata_data.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libtree_tree.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfx_fx.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libmath_math.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file_int.h /net/hc295/gmravi/home/fastlib/fastlib/fastlib/fastlib.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libpar_par.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libfastlib_fastlib_int.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfastlib_fastlib_int.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libpar_par.h: /net/hc295/gmravi/home/fastlib/fastlib/par/grain.h /net/hc295/gmravi/home/fastlib/fastlib/par/task.h /net/hc295/gmravi/home/fastlib/fastlib/par/thread.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libpar_par.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libpar_par.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libtree_tree.h: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libdata_data.h /net/hc295/gmravi/home/fastlib/fastlib/tree/kdtree_impl.h /net/hc295/gmravi/home/fastlib/fastlib/tree/spacetree.h /net/hc295/gmravi/home/fastlib/fastlib/tree/kdtree.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfx_fx.h /net/hc295/gmravi/home/fastlib/fastlib/tree/bounds.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file_int.h /net/hc295/gmravi/home/fastlib/fastlib/tree/statistic.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libtree_tree.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libtree_tree.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libmath_math.h: /net/hc295/gmravi/home/fastlib/fastlib/math/math.h /net/hc295/gmravi/home/fastlib/fastlib/math/discrete.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/math/kernel.h /net/hc295/gmravi/home/fastlib/fastlib/math/geometry.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libmath_math.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libmath_math.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libdata_data.h: /net/hc295/gmravi/home/fastlib/fastlib/data/dataset.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h /net/hc295/gmravi/home/fastlib/fastlib/data/crossvalidation.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libdata_data.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libdata_data.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file_int.h: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file_int.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file_int.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfx_fx.h: /net/hc295/gmravi/home/fastlib/fastlib/fx/fx.h /net/hc295/gmravi/home/fastlib/fastlib/fx/timer.h /net/hc295/gmravi/home/fastlib/fastlib/fx/datastore.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libfx_fx.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfx_fx.h +pseudo_22: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a' +pseudo_24: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/par_thread.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libpar_par.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libpar_par.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/par_thread.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/par_thread.o: /net/hc295/gmravi/home/fastlib/fastlib/par/task.h /net/hc295/gmravi/home/fastlib/fastlib/par/thread.h /net/hc295/gmravi/home/fastlib/fastlib/par/thread.cc /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/par/grain.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/par_thread.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/par && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c thread.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/par_thread.o +pseudo_31: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a' +pseudo_33: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_geometry.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_discrete.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libmath_math.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libmath_math.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_discrete.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_geometry.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_geometry.o: /net/hc295/gmravi/home/fastlib/fastlib/math/math.h /net/hc295/gmravi/home/fastlib/fastlib/math/discrete.h /net/hc295/gmravi/home/fastlib/fastlib/math/geometry.cc /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/math/kernel.h /net/hc295/gmravi/home/fastlib/fastlib/math/geometry.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/math_geometry.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/math && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c geometry.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_geometry.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_discrete.o: /net/hc295/gmravi/home/fastlib/fastlib/math/math.h /net/hc295/gmravi/home/fastlib/fastlib/math/discrete.h /net/hc295/gmravi/home/fastlib/fastlib/math/discrete.cc /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/math/kernel.h /net/hc295/gmravi/home/fastlib/fastlib/math/geometry.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/math_discrete.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/math && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c discrete.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/math_discrete.o +pseudo_43: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/data_dataset.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libdata_data.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libdata_data.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/data_dataset.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/data_dataset.o: /net/hc295/gmravi/home/fastlib/fastlib/data/dataset.h /net/hc295/gmravi/home/fastlib/fastlib/data/crossvalidation.h /net/hc295/gmravi/home/fastlib/fastlib/data/dataset.cc /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/data_dataset.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/data && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c dataset.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/data_dataset.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h: /net/hc295/gmravi/home/fastlib/fastlib/la/blas.h /net/hc295/gmravi/home/fastlib/fastlib/la/matrix.h /net/hc295/gmravi/home/fastlib/fastlib/la/uselapack.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/la/clapack.h /net/hc295/gmravi/home/fastlib/fastlib/la/la.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libla_la.h +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h: /net/hc295/gmravi/home/fastlib/fastlib/file/textfile.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libfile_file.h +pseudo_51: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +pseudo_53: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/file_textfile.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libfile_file.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfile_file.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/file_textfile.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/file_textfile.o: /net/hc295/gmravi/home/fastlib/fastlib/file/textfile.cc /net/hc295/gmravi/home/fastlib/fastlib/file/textfile.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/file_textfile.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/file && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c textfile.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/file_textfile.o +pseudo_58: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_fx.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_timer.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_datastore.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libfx_fx.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libfx_fx.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_datastore.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_timer.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_fx.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_fx.o: /net/hc295/gmravi/home/fastlib/fastlib/fx/fx.h /net/hc295/gmravi/home/fastlib/fastlib/fx/fx.c /net/hc295/gmravi/home/fastlib/fastlib/fx/timer.h /net/hc295/gmravi/home/fastlib/fastlib/fx/datastore.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/fx_fx.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/fx && gcc -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c fx.c -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_fx.o -Wall +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_timer.o: /net/hc295/gmravi/home/fastlib/fastlib/fx/fx.h /net/hc295/gmravi/home/fastlib/fastlib/fx/timer.h /net/hc295/gmravi/home/fastlib/fastlib/fx/datastore.h /net/hc295/gmravi/home/fastlib/fastlib/fx/timer.c /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/fx_timer.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/fx && gcc -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c timer.c -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_timer.o -Wall +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_datastore.o: /net/hc295/gmravi/home/fastlib/fastlib/fx/fx.h /net/hc295/gmravi/home/fastlib/fastlib/fx/timer.h /net/hc295/gmravi/home/fastlib/fastlib/fx/datastore.h /net/hc295/gmravi/home/fastlib/fastlib/fx/datastore.c /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/fx_datastore.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/fx && gcc -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c datastore.c -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/fx_datastore.o -Wall +pseudo_69: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/la_uselapack.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libla_la.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libla_la.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/la_uselapack.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/la_uselapack.o: /net/hc295/gmravi/home/fastlib/fastlib/la/blas.h /net/hc295/gmravi/home/fastlib/fastlib/la/matrix.h /net/hc295/gmravi/home/fastlib/fastlib/la/uselapack.cc /net/hc295/gmravi/home/fastlib/fastlib/la/uselapack.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/la/clapack.h /net/hc295/gmravi/home/fastlib/fastlib/la/la.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/la_uselapack.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/la && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c uselapack.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/la_uselapack.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h: /net/hc295/gmravi/home/fastlib/fastlib/col/fastalloc.h /net/hc295/gmravi/home/fastlib/fastlib/col/queue.h /net/hc295/gmravi/home/fastlib/fastlib/col/heap.h /net/hc295/gmravi/home/fastlib/fastlib/col/intmap.h /net/hc295/gmravi/home/fastlib/fastlib/col/rangeset.h /net/hc295/gmravi/home/fastlib/fastlib/col/arraylist.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/col/string.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libcol_col.h +/net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a: /net/hc295/gmravi/home/fastlib/fastlib/la/blaspack.tgz + @echo '... Making /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON + @echo '... Extracting FORTRAN files...' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace + @cd /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace && tar -xzf /net/hc295/gmravi/home/fastlib/fastlib/la/blaspack.tgz + @echo '*** Compiling LAPACK with BLAS reference implementation.' + @echo '!!! LAPACK WARNING: For better performance, install ATLAS or Intel MKL.' + @echo '... Our compilation differs slightly from regular LAPACK/BLAS:' + @echo '... NOTE 2: We omit complex-number routines (halves compile time).' + @echo '... NOTE 3: We require case sensitivity for LAPACK/BLAS string parameters.' + @echo '... This may take several minutes (about 800 FORTRAN files).' + @cd /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace && g77 -O2 -c src/*.f + @echo '... Almost done with LAPACK/BLAS...' + @cd /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace && g77 -O0 -c src/dlamch.f src/slamch.f + @cd /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace && ar r /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack.a *.o + @echo '... Created archive, cleaning up.' + @rm -rf /net/hc295/gmravi/home/fastlib/fastlib/bin_keep/x86_64_Linux_COMMON_gcc_COMMON/libblaspack_workspace + @echo '*** Done with LAPACK and BLAS!' +/net/hc295/gmravi/home/fastlib/fastlib/la/blaspack.tgz: + @echo '... Making /net/hc295/gmravi/home/fastlib/fastlib/la/blaspack.tgz' + @echo 'Downloading the file using curl...' + @cd /net/hc295/gmravi/home/fastlib/fastlib/la && curl -L -o blaspack.tgz "http://www.cc.gatech.edu/~garryb/fastlib/blaspack.tgz" +pseudo_81: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/col_col.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libcol_col.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libcol_col.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/col_col.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/col_col.o: /net/hc295/gmravi/home/fastlib/fastlib/col/fastalloc.h /net/hc295/gmravi/home/fastlib/fastlib/col/queue.h /net/hc295/gmravi/home/fastlib/fastlib/col/heap.h /net/hc295/gmravi/home/fastlib/fastlib/col/intmap.h /net/hc295/gmravi/home/fastlib/fastlib/col/rangeset.h /net/hc295/gmravi/home/fastlib/fastlib/col/arraylist.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h /net/hc295/gmravi/home/fastlib/fastlib/col/col.cc /net/hc295/gmravi/home/fastlib/fastlib/col/string.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/col_col.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/col && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c col.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/col_col.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h: /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.h /net/hc295/gmravi/home/fastlib/fastlib/base/scale.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/test.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler.h /net/hc295/gmravi/home/fastlib/fastlib/base/fortran.h /net/hc295/gmravi/home/fastlib/fastlib/base/debug.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.h + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON + @touch /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/libbase_base.h +pseudo_93: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a + @echo '*** Done with /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a' +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a: /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_common.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_cc.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_otrav.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_ccmem.o + @echo '... Making bin/x86_64_Linux_debug_gcc_/libbase_base.a' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_ + @ar r /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/libbase_base.a /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_common.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_cc.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_ccmem.o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_otrav.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_otrav.o: /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.cc /net/hc295/gmravi/home/fastlib/fastlib/base/scale.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/test.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler.h /net/hc295/gmravi/home/fastlib/fastlib/base/fortran.h /net/hc295/gmravi/home/fastlib/fastlib/base/debug.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/base_otrav.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/base && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c otrav.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_otrav.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_ccmem.o: /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.h /net/hc295/gmravi/home/fastlib/fastlib/base/scale.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/test.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler.h /net/hc295/gmravi/home/fastlib/fastlib/base/fortran.h /net/hc295/gmravi/home/fastlib/fastlib/base/debug.h /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.cc /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/base_ccmem.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/base && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c ccmem.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_ccmem.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_cc.o: /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.h /net/hc295/gmravi/home/fastlib/fastlib/base/scale.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/test.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.cc /net/hc295/gmravi/home/fastlib/fastlib/base/compiler_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler.h /net/hc295/gmravi/home/fastlib/fastlib/base/fortran.h /net/hc295/gmravi/home/fastlib/fastlib/base/debug.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/base_cc.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/base && g++ -Wall -Woverloaded-virtual -fno-exceptions -Wparentheses -fno-exceptions -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c cc.cc -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_cc.o +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_common.o: /net/hc295/gmravi/home/fastlib/fastlib/base/ccmem.h /net/hc295/gmravi/home/fastlib/fastlib/base/scale.h /net/hc295/gmravi/home/fastlib/fastlib/base/cc.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/test.h /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h /net/hc295/gmravi/home/fastlib/fastlib/base/common.c /net/hc295/gmravi/home/fastlib/fastlib/base/compiler_impl.h /net/hc295/gmravi/home/fastlib/fastlib/base/compiler.h /net/hc295/gmravi/home/fastlib/fastlib/base/fortran.h /net/hc295/gmravi/home/fastlib/fastlib/base/debug.h /net/hc295/gmravi/home/fastlib/fastlib/base/otrav.h + @echo '... Making bin/x86_64_Linux_debug_gcc_/obj/base_common.o' + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj + @cd /net/hc295/gmravi/home/fastlib/fastlib/base && gcc -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON -I/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_ -I/net/hc295/gmravi/home/fastlib/fastlib -g3 -DDEBUG -O0 -c common.c -o /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/obj/base_common.o -Wall +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h: /net/hc295/gmravi/home/fastlib/fastlib/script/config.py /net/hc295/gmravi/home/fastlib/fastlib/base/config/template_types.c + @echo '... Making bin/x86_64_Linux_COMMON_gcc_COMMON/base/basic_types.h' + @/net/hc295/gmravi/home/fastlib/fastlib/script/config.py --genfiles_dir=/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON --source_dir=/net/hc295/gmravi/home/fastlib/fastlib + @mkdir -p /net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_COMMON_gcc_COMMON/base +clean: + @echo 'Removing the bin/ directory.' + rm -rf /net/hc295/gmravi/home/fastlib/fastlib/bin/* diff --git a/fastlib/u/gmravi/regression/build.py b/fastlib/u/gmravi/regression/build.py new file mode 100644 index 0000000000..f6f405513f --- /dev/null +++ b/fastlib/u/gmravi/regression/build.py @@ -0,0 +1,18 @@ +binrule( + name = "main", # the executable name + sources = ["main.cc"], # + headers = ["regression.h"], # no extra headers + deplibs = ["fastlib:fastlib_int"] + ) + + +# to build: +# 1. make sure have environment variables set up: +# $ source /full/path/to/fastlib/script/fl-env /full/path/to/fastlib +# (you might want to put this in bashrc) +# 2. fl-build main +# - this automatically will assume --mode=check, the default +# - type fl-build --help for help +# 3. ./main +# - to build same target again, type: make +# - to force recompilation, type: make clean diff --git a/fastlib/u/gmravi/regression/cmdline_params b/fastlib/u/gmravi/regression/cmdline_params new file mode 100644 index 0000000000..fb79553f5d --- /dev/null +++ b/fastlib/u/gmravi/regression/cmdline_params @@ -0,0 +1,18 @@ +These are the command line parameters which the code regression.h uses + + + +do_naive=true/false + +method=fast + +fast_kde_output: file name to which the output of fast kde should be written to + + +naive_kde_output:file name to which the navie kde should outptut its results + +kernel: the kernel u want to use + +data: the file name from which the data is read + +query: the file name from which the query is read diff --git a/fastlib/u/gmravi/regression/cmdline_params.txt b/fastlib/u/gmravi/regression/cmdline_params.txt new file mode 100644 index 0000000000..7efe664e0d --- /dev/null +++ b/fastlib/u/gmravi/regression/cmdline_params.txt @@ -0,0 +1,31 @@ +These are the command line parameters which the code regression.h uses + + + +do_naive=true/false + +method=fast + +fast_kde_output: file name to which the output of fast kde should be written to + + +naive_kde_output:file name to which the navie kde should outptut its results + +kernel: the kernel u want to use + +data: the file name from which the data is read + +query: the file name from which the query is read + +bandwidth: The bandwidth of the density estimation +weights: this file is the weights assigned to the dofferent points + + +the command should be: + + +./main --method=fast --do_naive --fast_kde_output=fast_kde_output.txt --naive_kde_output=naive_kde_output.txt --kernel=gaussian --data=query_file.csv --query=query_file.csv --scaling=none --bandwidth=0.1 + + + +./main --method=fast --do_naive --fast_kde_output=fast_kde_output.txt --naive_kde_output=naive_kde_output.txt --kernel=gaussian --data=colors50k.ds --query=colors50k.ds --scaling=none --bandwidth=0.1 diff --git a/fastlib/u/gmravi/regression/colors50k.ds b/fastlib/u/gmravi/regression/colors50k.ds new file mode 100644 index 0000000000..b516373a1d --- /dev/null +++ b/fastlib/u/gmravi/regression/colors50k.ds @@ -0,0 +1,50002 @@ +g_r,r_i + +0.865,0.4618 +0.3941,-0.2404 +0.9091,0.3859 +0.5165,0.2739 +0.8496,0.485 +0.8744,0.2414 +1.8666,0.5676 +1.7377,0.611 +1.2585,0.5266 +1.9584,0.683 +1.1628,0.4662 +1.5157,0.5867 +0.5606,0.342 +0.7244,0.3672 +1.2603,0.5142 +1.1455,0.4458 +0.8675,0.2732 +1.0777,0.4885 +1.4905,0.5547 +1.2755,0.6945 +1.3117,0.6195 +1.0476,0.6645 +1.4574,0.5856 +1.2235,0.5665 +1.079,0.4572 +1.4002,0.46 +1.1871,0.4084 +1.121,0.5033 +0.9851,0.4793 +0.4725,0.0372 +1.0883,0.0464 +0.9301,0.4323 +1.3303,0.4769 +0.8376,0.3252 +1.3347,0.4102 +1.4378,0.4982 +1.1606,0.4841 +1.0799,0.4802 +1.3149,0.491 +0.8995,0.3358 +1.5319,0.4893 +1.278,0.5366 +1.4427,0.5421 +1.6821,0.5295 +1.0846,0.4237 +1.0541,0.4921 +1.5849,0.5255 +1.5613,0.5021 +1.5031,0.4741 +0.931,0.4359 +1.3767,0.8124 +1.4417,0.457 +1.02,0.6705 +3.1814,-0.2607 +1.0073,0.2872 +1.3423,0.5024 +0.911,0.3522 +0.9078,0.3786 +1.0272,0.4397 +0.9645,0.3561 +0.6199,0.2005 +0.6181,0.2405 +0.7893,0.3434 +1.4915,0.5436 +1.5835,0.5366 +1.326,0.5407 +0.9359,0.4431 +1.302,0.451 +1.5554,0.4766 +0.6529,0.1693 +0.9097,0.5231 +1.2381,0.5774 +1.1885,0.4756 +0.9402,0.4836 +0.6992,0.1374 +0.5104,0.2242 +0.5989,0.2975 +1.2388,0.6312 +1.2906,0.5657 +1.0024,0.4534 +0.8593,0.3627 +1.0363,0.3889 +1.1103,0.4817 +1.2261,0.478 +0.7906,0.41 +1.457,0.4574 +1.072,0.5493 +1.453,0.5086 +1.27,0.3425 +1.2499,0.4911 +1.6022,0.5272 +1.0372,0.3966 +1.0028,0.4231 +1.0418,0.4556 +0.9973,0.4683 +1.0087,0.3804 +0.616,0.4188 +0.8185,0.5119 +1.065,0.3952 +0.3944,0.32 +1.4469,1.0944 +0.5446,0.296 +1.0156,0.4199 +0.9043,0.3483 +0.4943,0.2774 +1.0623,0.3898 +1.4033,0.4949 +1.3955,0.6477 +0.8083,0.3868 +1.6936,0.5634 +1.2818,0.5068 +1.3107,0.4591 +1.2957,0.5214 +0.9193,-1.3442 +1.0764,-3.4864 +0.966,0.3275 +1.489,1.3636 +0.6248,0.3193 +0.4982,0.3132 +0.6937,0.3553 +0.8631,0.3843 +0.5336,0.2482 +0.7639,0.4175 +1.0358,0.4548 +1.2512,0.4875 +1.6906,0.5165 +0.4848,0.2644 +1.434,0.5032 +1.5794,0.5138 +0.8521,0.2546 +1.418,0.5202 +1.2175,0.4442 +1.352,0.4586 +1.1437,0.5046 +0.9521,0.4042 +1.1762,0.4799 +1.7846,0.6732 +1.7136,0.5639 +1.3469,0.4545 +1.61,0.5456 +1.0935,0.3953 +1.641,0.5794 +1.2813,0.5926 +0.1625,-0.4445 +0.5143,0.3515 +0.436,0.2033 +0.9798,0.3985 +1.5463,0.5964 +1.5405,0.5835 +1.4715,0.5631 +1.3732,0.4646 +1.3426,0.5066 +1.6397,0.5377 +1.6425,0.6051 +0.9992,0.4072 +1.5673,0.5675 +1.6624,0.6062 +1.4358,0.5166 +1.1726,0.449 +1.5506,0.5782 +1.6375,0.5391 +1.5118,0.5637 +1.5929,0.5837 +1.0161,0.2798 +1.3438,0.8921 +0.9148,0.289 +1.0402,0.4377 +0.8439,0.3657 +0.594,0.2547 +1.0799,0.4531 +0.9155,0.3685 +0.9625,0.366 +0.62,0.3099 +1.2552,0.4505 +0.549,0.2934 +0.8394,0.3523 +1.2563,0.2255 +1.2578,0.4271 +1.5611,0.5394 +1.2167,0.4254 +1.0102,0.3461 +1.1191,0.3402 +1.5519,0.5893 +1.2354,0.4929 +1.7158,0.588 +1.6665,0.4235 +1.5551,0.6571 +1.6428,0.6308 +1.1835,0.4217 +0.9516,0.478 +1.1739,0.4426 +0.9526,0.4039 +0.5464,0.3283 +0.7941,0.2219 +0.6295,0.2838 +0.817,0.3569 +0.8761,0.3013 +0.6611,0.2928 +1.1402,0.4491 +1.1191,0.3671 +1.5427,0.5972 +1.1138,0.4271 +1.4845,0.5861 +1.3578,0.4589 +1.1997,0.4644 +0.7348,0.2516 +1.4984,0.4992 +1.5734,0.5529 +1.0897,0.4134 +1.5188,0.5171 +0.8783,0.4093 +0.9921,0.4523 +1.1535,0.54 +0.6666,0.4161 +0.5958,0.1923 +0.7204,0.2908 +1.1406,0.5307 +0.8068,0.4037 +1.0052,0.2936 +1.1691,0.5233 +1.8865,0.625 +0.6794,0.2005 +0.9237,0.463 +1.3628,0.4876 +1.4553,0.469 +1.6163,0.5717 +1.3008,0.5738 +1.1785,0.5902 +1.3255,0.5047 +1.2992,0.4487 +0.5549,0.1932 +1.2724,0.6044 +1.0453,0.6432 +1.0881,0.5686 +0.5765,0.3417 +0.9147,0.505 +0.7623,0.4728 +1.1066,0.5718 +0.4722,0.3356 +1.6114,0.5135 +1.5403,0.6031 +1.2953,0.5637 +0.7358,0.3794 +1.5526,0.563 +0.5601,0.3443 +1.308,0.5555 +1.6963,0.9534 +1.3842,0.5517 +0.8136,0.4233 +1.1414,0.6417 +1.3002,0.6192 +1.0523,0.5635 +1.5329,0.612 +0.9354,0.5761 +1.1196,0.6189 +1.1583,0.4873 +0.6944,0.4277 +0.6861,0.3331 +1.5831,0.5987 +1.8896,0.7334 +0.7597,0.441 +1.7323,0.4911 +1.6302,0.379 +1.2247,0.4475 +1.2405,0.5029 +0.929,0.4777 +1.3664,0.4837 +1.1669,0.536 +1.367,-0.8746 +1.8364,0.5619 +0.4083,0.2768 +1.0316,0.4418 +-0.0543,0.1576 +1.0045,0.5298 +0.8601,0.427 +1.6102,0.273 +1.0582,0.372 +1.1309,0.3838 +0.6863,0.401 +1.4036,0.4625 +0.6519,0.343 +1.4742,0.3973 +1.3098,0.5521 +1.4278,0.5191 +1.3551,0.6165 +1.0073,0.412 +0.9049,0.4906 +0.6962,0.3325 +0.8294,0.1528 +0.6104,0.3604 +1.0417,0.3751 +0.5301,0.3783 +0.4032,0.3387 +1.1227,0.442 +1.3306,0.436 +1.0987,0.3482 +0.7617,0.3992 +1.4504,0.5279 +0.7122,0.3016 +1.2571,0.4695 +1.1599,0.4914 +0.5251,0.2301 +1.7543,0.5543 +1.6645,0.427 +1.156,0.4833 +1.3601,1.3679 +0.5561,0.2999 +0.8092,0.3755 +0.937,0.4376 +0.3517,0.1944 +1.0928,0.4697 +1.5968,0.5643 +0.9915,0.3049 +0.785,0.0701 +1.3418,0.4735 +1.5155,0.5786 +1.7884,0.6272 +1.4354,0.5808 +1.0954,0.5532 +1.1641,0.4269 +1.3101,0.6022 +1.5701,1.2205 +1.77,0.5906 +0.7965,0.2329 +0.3629,0.367 +0.6802,0.3323 +0.8526,0.3484 +0.3506,0.2016 +0.6029,0.2495 +1.6053,0.5945 +1.2882,0.5184 +1.9048,0.6927 +1.3255,0.5325 +1.5154,0.5991 +1.3603,0.5557 +0.3883,0.3674 +0.7375,0.2515 +0.2981,0.5008 +1.3398,0.5969 +1.5218,0.1769 +0.2342,0.2332 +0.8997,0.3077 +0.9591,0.4224 +1.062,0.5475 +1.0471,0.5194 +1.41,0.8035 +1.381,0.6708 +1.3306,0.6016 +1.5292,0.6235 +1.4872,0.5169 +1.3304,0.624 +1.6057,0.6408 +1.2081,0.3915 +0.5581,0.1978 +1.803,0.7508 +1.0702,0.3813 +1.2448,0.9624 +1.0284,0.4502 +0.7733,0.4324 +1.1055,0.4687 +0.9733,0.3214 +0.4682,0.282 +1.0028,0.5076 +0.4199,0.2835 +0.481,0.3381 +0.581,0.3126 +0.7046,0.3305 +1.8272,0.6872 +1.3448,0.302 +1.8602,0.6647 +0.9018,-0.0925 +1.8055,0.65 +0.7689,0.1083 +1.6673,0.6403 +1.3251,0.5683 +1.8574,0.6971 +1.6566,0.685 +1.1059,0.4278 +1.1166,0.4451 +0.9526,0.4385 +0.9345,0.4554 +0.4104,0.2697 +0.4072,0.2635 +1.2727,0.6274 +1.687,0.4743 +1.0525,0.2858 +0.7927,0.189 +0.6014,0.3079 +0.7205,0.32 +1.3162,0.474 +1.0857,0.5602 +1.0179,0.3395 +1.8481,0.6204 +1.4961,0.663 +1.5829,0.5167 +1.2001,0.4885 +1.6263,0.5179 +1.425,0.4024 +1.2351,0.4877 +1.217,0.4903 +1.3692,0.5583 +0.8962,0.3548 +0.8844,0.2776 +0.9186,0.4724 +1.172,0.5096 +1.0765,0.5659 +0.5638,0.5465 +0.5878,0.2305 +0.9377,0.4576 +0.8983,0.4271 +0.91,0.3427 +0.5907,0.3143 +1.2056,0.4256 +1.3194,0.5098 +0.9775,0.3911 +1.3272,0.4869 +1.7965,0.5652 +1.0126,0.4615 +1.4494,0.6413 +0.6902,0.3896 +0.919,0.5202 +0.6963,0.382 +1.059,0.645 +0.914,0.5544 +0.9599,0.5093 +0.8787,0.2377 +1.1553,0.4766 +1.2498,0.6661 +1.6629,0.6203 +0.6384,0.1645 +1.4478,0.6476 +1.4623,0.6826 +0.7548,0.4039 +0.9868,0.4488 +1.28,0.5203 +1.138,0.5741 +1.9064,0.7136 +1.1334,0.5975 +0.9208,0.5841 +0.9315,0.4155 +1.4251,0.5688 +0.8879,0.3508 +0.9269,0.4307 +1.7824,0.6605 +1.6661,0.6536 +1.5602,0.5813 +1.3983,0.6525 +1.4189,0.5941 +1.8544,0.6986 +1.2673,0.5335 +1.1128,0.501 +1.5945,0.5393 +1.118,0.5154 +1.2994,0.5375 +1.2398,0.4806 +1.5393,0.6089 +1.4315,0.5517 +1.0292,0.5047 +1.3616,0.5542 +1.4096,0.491 +1.2871,0.4822 +0.8643,0.3292 +1.4298,0.5424 +0.9943,0.4654 +0.8542,0.4209 +0.9075,0.3587 +1.2412,0.4896 +1.7234,0.5947 +1.3705,0.4866 +0.9528,0.4484 +1.8774,0.6108 +1.8575,0.6213 +1.0946,0.4739 +0.3577,0.1809 +0.9609,0.4395 +0.6367,0.4135 +1.5749,0.6241 +1.3215,0.609 +1.2748,0.528 +1.2253,0.4541 +1.7615,0.6499 +1.3348,0.527 +1.2472,0.5155 +1.1597,0.4473 +0.1493,-0.2104 +1.3782,0.4777 +0.5875,0.3813 +0.9347,0.5203 +0.6638,0.4211 +1.7064,0.6431 +1.4973,0.4963 +1.4649,0.5025 +1.7426,0.7056 +1.5977,0.5631 +1.7125,0.6443 +1.7304,0.6262 +0.575,0.3376 +0.8011,0.2521 +2.9127,-0.8715 +0.6587,0.4423 +1.4202,0.6173 +1.1115,0.4857 +0.6344,0.3113 +0.9336,0.3888 +0.2779,0.1593 +1.7611,0.6666 +0.4915,0.3272 +1.3479,0.5512 +1.4036,0.4426 +1.5923,0.6088 +1.3822,0.5366 +0.95,0.4532 +0.5074,0.1437 +1.4685,0.5775 +0.6192,0.09 +0.8161,0.2683 +0.9633,0.4729 +0.5704,0.1802 +1.2922,0.4547 +0.5799,0.3597 +0.8921,0.3236 +1.7684,0.6004 +1.2851,0.4523 +1.7745,0.6434 +1.7072,0.5834 +1.7592,0.7224 +1.757,0.6523 +1.9001,0.7167 +2.588,-1.7825 +0.6985,0.3535 +0.689,0.396 +3.0455,-2.4075 +0.9471,0.4776 +0.6311,0.3448 +0.805,0.304 +0.5152,0.318 +0.4779,0.454 +1.4503,0.629 +1.4171,0.4685 +1.5042,0.5812 +1.867,0.7752 +1.313,0.5726 +1.3437,0.5645 +1.0518,0.3669 +1.6675,0.6439 +1.5074,0.5716 +0.9409,0.3422 +0.9319,0.4418 +1.3727,0.9371 +0.9359,0.5327 +0.7303,0.4144 +0.8934,0.3886 +0.7811,0.3252 +0.7517,0.4285 +0.529,0.4111 +0.3509,0.2226 +0.765,0.4267 +1.0473,0.1751 +0.7001,0.3077 +1.7243,0.7 +5.7948,-5.0222 +1.4891,0.5693 +1.5181,0.5636 +1.1343,0.4209 +3.767,0.0559 +1.3754,0.5494 +1.1809,0.5345 +5.7653,0.2963 +0.6038,0.1868 +1.4384,0.5385 +1.1436,0.3713 +1.445,0.6105 +1.5705,0.6726 +1.5535,0.6117 +1.4773,0.6001 +1.3012,0.515 +1.5592,0.6565 +1.4269,0.5462 +1.1688,0.4955 +0.9581,0.4614 +0.3774,0.2801 +0.8029,0.3774 +0.5153,0.4502 +0.9351,0.5599 +3.6189,-2.2972 +2.5492,-2.7025 +1.43,0.607 +1.7766,0.6018 +1.4843,0.5646 +1.1185,0.5007 +1.1934,0.5503 +0.0516,-0.8276 +0.6526,0.2085 +0.7758,-7.4292 +1.1944,0.5227 +0.8862,0.4311 +0.7082,0.5295 +0.505,0.3697 +0.6852,0.4055 +0.8734,0.3399 +0.8586,0.5577 +1.0678,0.5173 +0.8481,0.4167 +1.3406,0.4581 +1.1226,0.4547 +1.5788,0.4971 +0.9521,0.3864 +1.1659,0.5208 +1.0407,0.5117 +1.1738,0.5382 +1.8086,0.7219 +0.8432,0.384 +0.3691,0.1652 +0.8214,0.3861 +1.0378,0.333 +0.7256,0.2485 +0.4622,0.2412 +0.8787,0.4009 +0.4238,0.313 +0.7339,0.4133 +0.5436,0.28 +0.5006,0.3548 +0.9065,0.3855 +1.8269,0.6662 +1.945,0.5285 +1.5114,0.5876 +1.7297,0.6289 +1.7674,0.6275 +1.245,0.4862 +1.2905,0.4846 +1.2837,0.4245 +0.7538,0.3032 +1.4307,0.506 +0.7442,0.5611 +1.0892,0.4972 +0.6918,0.2218 +0.9795,0.4209 +1.0945,0.3856 +1.0481,0.1172 +1.0693,0.4223 +0.6784,0.1987 +0.5024,0.3439 +0.0252,0.4845 +0.8319,0.329 +0.3871,0.2471 +0.664,0.395 +0.8655,0.3187 +1.2788,0.487 +1.1291,0.3214 +1.7897,0.6378 +1.1958,0.434 +1.494,0.469 +0.9526,0.4057 +1.271,0.4742 +0.8894,0.4265 +1.8854,0.5466 +1.8506,0.6604 +2.037,0.621 +1.2536,0.4602 +1.6681,0.5435 +1.8687,0.6596 +1.1858,0.427 +1.6534,0.5475 +1.3806,0.465 +1.2608,0.5345 +0.8542,0.5858 +0.4962,0.3725 +1.0741,0.4063 +0.9217,0.4143 +0.4996,0.2871 +1.2733,0.4949 +1.8879,0.6123 +0.9386,0.4592 +1.1157,0.3916 +1.1034,0.4401 +1.5976,0.3737 +1.3689,0.4649 +2.1034,0.9846 +1.1311,0.5095 +0.5997,0.4392 +0.6749,0.339 +0.8699,0.3669 +0.65,0.3405 +0.3171,0.1689 +0.3227,0.2746 +0.5869,0.4053 +0.9435,0.4288 +0.852,0.4159 +1.8125,0.659 +1.0878,0.5862 +1.8773,0.6071 +0.7002,0.3836 +1.3788,0.5237 +1.8593,0.661 +1.8736,0.6101 +1.0861,0.4648 +0.9881,0.5603 +1.6261,0.5513 +1.4664,0.5451 +0.9129,0.524 +0.9578,0.3742 +0.8774,0.5081 +0.7036,0.4187 +0.4848,0.1533 +1.0872,0.4392 +1.6199,0.6042 +1.6156,0.6029 +2.5516,0.4614 +1.0096,0.517 +1.5953,0.9088 +1.4672,0.4847 +1.2805,0.4947 +0.8044,0.2648 +1.4475,0.5191 +0.9083,0.2389 +1.7675,0.5457 +1.3784,0.4736 +1.8081,0.6054 +1.3653,0.4716 +1.0082,0.4468 +0.3496,0.2894 +0.9195,0.4769 +0.92,0.4289 +0.9217,0.4214 +0.2954,0.2081 +0.9062,0.5521 +0.9303,0.4075 +1.0257,0.5065 +0.7268,0.4263 +0.6314,0.347 +1.8044,0.7183 +1.6055,0.657 +2.2074,0.3763 +1.5123,0.5515 +1.3954,0.5059 +0.5274,0.3029 +0.4652,0.2853 +1.7373,0.9812 +0.8082,0.3126 +0.5264,0.0776 +1.4771,0.4546 +0.5949,0.6664 +0.928,0.3838 +1.0189,0.4253 +0.4049,0.279 +0.4305,0.2523 +0.8066,0.3694 +0.8547,0.516 +0.521,0.2997 +1.087,0.4526 +0.6959,0.4802 +1.0446,0.5893 +1.0544,0.5088 +1.3524,0.4608 +1.3882,0.5279 +1.2556,0.488 +0.8888,0.4536 +1.3498,0.5075 +0.8063,0.3899 +0.4249,0.2987 +0.5933,0.0956 +1.6792,0.7973 +1.0697,0.3212 +0.6658,0.3246 +1.1856,0.5255 +1.7295,0.6432 +1.3428,0.552 +1.5606,0.634 +1.3097,0.555 +1.0628,0.5368 +1.2776,0.6002 +1.6909,0.6006 +1.5272,0.558 +1.5256,0.5787 +1.0162,0.5076 +1.7618,0.6647 +1.9337,0.6794 +1.3654,0.523 +1.6165,0.5418 +1.8519,0.4747 +1.2107,0.4326 +1.2235,0.452 +1.1279,0.2695 +0.9368,0.6158 +1.663,0.5141 +1.1557,0.5145 +0.9145,0.1791 +2.8893,0.0853 +0.8363,0.3572 +1.0365,0.43 +0.6282,0.0271 +0.7729,0.3647 +0.4229,0.2116 +1.7172,0.5974 +0.742,0.3323 +1.7408,0.5621 +0.9789,0.3484 +1.7923,0.6342 +0.986,0.4725 +1.6692,0.599 +0.7971,0.3626 +0.9012,0.4635 +1.5024,0.5496 +1.0852,0.4224 +1.5786,0.6675 +1.5192,0.6585 +1.4156,0.6109 +1.2454,0.5688 +1.2768,0.5705 +1.304,0.6803 +1.5582,0.6687 +1.6679,0.7411 +1.1175,0.4769 +0.8715,0.4316 +0.9015,0.5669 +1.8135,0.5409 +1.0761,0.6041 +1.0586,0.4242 +1.328,0.6544 +1.2456,0.5583 +0.9177,0.4649 +1.0275,0.3496 +1.1997,0.5235 +1.2586,0.5712 +1.1321,0.5856 +0.5779,0.3821 +0.9062,0.5083 +0.6697,0.4249 +0.7327,0.3769 +0.9728,0.5155 +0.9321,0.4398 +1.2363,0.4742 +1.2323,0.6227 +1.5808,0.6367 +1.3469,0.5012 +1.6367,0.651 +0.7928,0.3474 +1.1799,0.4782 +1.1694,0.5692 +0.8104,0.5109 +1.4168,0.6045 +0.9455,0.4559 +1.0152,0.3762 +1.1662,0.523 +1.404,0.5629 +1.8024,0.653 +1.2694,0.3861 +0.8845,0.3661 +1.1376,0.3061 +1.4558,0.5592 +1.1365,0.4879 +0.7385,0.4556 +0.8057,0.4691 +1.0176,0.407 +1.0938,0.5128 +1.0529,0.492 +0.8308,-0.028 +1.2785,0.5038 +1.8697,0.641 +1.2303,0.5678 +1.2188,0.5524 +0.7428,0.3791 +1.2602,0.5484 +1.4922,0.4039 +1.6748,0.5481 +0.8123,0.3177 +0.7374,0.8112 +1.416,0.2414 +0.5081,0.307 +1.0801,0.267 +0.5017,0.252 +0.6076,0.3259 +3.421,1.4743 +1.3735,1.976 +1.1036,0.4156 +1.6121,0.566 +1.0893,0.3467 +2.0076,0.7431 +1.757,0.594 +1.4572,0.5102 +1.312,0.5405 +1.5012,0.5438 +1.6432,0.575 +0.7,0.3412 +2.0986,0.6502 +1.1474,0.4772 +1.8978,0.7487 +1.841,0.6523 +1.2513,0.5206 +1.0135,0.4316 +1.3146,0.5552 +1.2906,0.5565 +1.5919,0.5781 +0.7247,0.3589 +0.8332,0.3994 +0.7483,0.3114 +0.4738,0.2583 +0.8273,0.1803 +0.8085,0.3788 +0.9502,0.4447 +1.007,0.4645 +0.9104,0.4902 +1.4359,0.5895 +1.4248,0.5644 +1.3571,0.5562 +1.467,0.5696 +1.613,0.6193 +1.055,0.4384 +1.3829,0.5247 +1.4939,0.6265 +0.9697,0.4228 +1.8745,0.6251 +1.1696,0.5237 +1.4586,0.5918 +1.3945,0.5555 +1.1613,0.3792 +0.681,0.054 +0.7787,-0.0921 +1.4309,0.6017 +0.8664,0.3553 +1.1902,0.5233 +1.1066,0.4468 +0.8587,0.4283 +0.7202,0.3876 +0.5909,0.3724 +0.4392,0.2206 +1.1611,0.6317 +0.9288,0.4093 +1.1532,0.5904 +1.4572,0.5471 +1.4851,0.6735 +1.5964,0.6656 +1.3116,0.4711 +1.3347,0.5325 +1.7793,0.6308 +1.3937,0.5135 +1.009,0.3819 +1.3464,0.4592 +1.3678,0.4604 +1.4623,0.5037 +1.4958,0.5238 +1.0794,0.5583 +1.2129,0.4893 +1.0901,0.4917 +0.6712,0.2779 +1.0952,0.0926 +1.4813,0.5949 +1.1281,0.5065 +1.074,0.4523 +0.7886,0.444 +0.8326,0.5589 +0.9652,0.3472 +0.5492,0.3551 +0.8852,0.428 +0.8193,0.4489 +0.841,0.5207 +0.5694,0.2835 +1.1382,0.5195 +1.6984,0.6234 +1.458,0.5968 +0.82,0.3546 +1.0106,0.4239 +1.7949,0.9812 +0.6359,0.3181 +1.5098,0.556 +1.5039,0.5922 +1.9116,0.699 +1.9502,0.7002 +1.8293,0.9617 +1.4782,0.5886 +1.856,0.6878 +1.183,0.4445 +1.1502,0.3179 +0.8929,0.3341 +0.7004,0.2732 +0.7187,0.2739 +0.5656,0.2327 +1.4008,0.4739 +0.5317,0.2086 +1.3201,0.4627 +1.0882,0.3822 +1.4246,0.4779 +1.4107,0.4916 +1.6014,0.4949 +1.8573,0.7288 +1.4577,0.4973 +1.4688,0.4728 +1.3772,0.5465 +1.4979,0.5123 +2.013,0.7188 +1.8855,0.6261 +0.9349,0.3858 +0.9066,0.3659 +1.8405,0.5337 +0.623,0.098 +1.0302,0.405 +1.1522,0.4186 +1.3092,0.4661 +0.9086,0.4313 +0.7097,0.3978 +0.5375,0.3619 +1.2213,0.4226 +1.2192,0.5966 +1.5465,0.5104 +1.3378,0.4289 +1.3719,0.4617 +0.598,0.1594 +1.637,0.6243 +1.2674,0.4707 +1.6982,0.5648 +1.8816,0.746 +1.4817,0.4708 +1.6207,0.6217 +0.9475,0.4978 +1.0598,0.4943 +1.029,0.5302 +0.7317,0.3336 +0.98,0.5049 +1.481,0.6342 +1.1437,0.5292 +1.1651,0.5389 +1.6074,0.0168 +2.1592,-0.6524 +1.0668,0.397 +1.6254,0.598 +1.2944,0.5958 +0.8322,0.2125 +1.5458,0.5526 +0.7498,0.4219 +1.8554,0.6947 +5.8808,-5.1906 +1.8523,0.6729 +1.0233,0.4023 +1.1027,0.6072 +0.7255,0.4204 +0.6114,0.3917 +1.3358,0.4038 +1.6061,0.5811 +1.3321,0.4751 +1.3327,0.5268 +0.6937,0.1367 +0.776,0.4234 +1.3764,0.4333 +0.909,0.4882 +0.5347,0.0977 +0.7374,0.3917 +0.9738,0.4234 +0.6917,0.2492 +1.4205,0.5114 +1.3639,0.5148 +1.3893,0.5016 +1.205,0.4624 +1.3575,0.5554 +1.2892,0.5475 +1.3328,0.5364 +1.269,0.503 +1.3353,0.5358 +1.2725,0.6158 +0.9578,0.4563 +0.963,0.4479 +1.2461,0.5089 +1.3492,0.5261 +1.0439,0.4798 +1.0408,0.4504 +1.1953,0.2667 +1.5805,0.5017 +0.8625,0.4485 +1.3927,0.4407 +0.9317,0.365 +1.2442,0.4231 +0.3543,0.2841 +1.0297,0.4332 +1.0648,0.4972 +1.6891,0.5496 +1.0053,0.5097 +1.2209,0.4288 +1.0565,0.5513 +1.4176,0.4752 +1.4786,0.5436 +1.6846,0.6208 +1.6474,0.6397 +0.5006,0.0372 +1.6499,0.5798 +1.4473,0.568 +1.9294,0.6681 +2.1494,0.5224 +1.08,0.3001 +1.141,0.5555 +0.7065,0.446 +0.8731,0.4326 +2.4924,0.1151 +0.9952,0.4592 +4.6013,0.2608 +0.923,0.4945 +0.9441,0.4279 +1.0299,0.5104 +1.2777,0.5554 +0.7191,0.0344 +1.5712,0.566 +1.4995,0.5889 +0.9101,0.4182 +1.3525,0.5973 +1.0728,0.514 +1.4823,0.4994 +1.5832,0.6227 +1.6054,0.6365 +1.0487,0.4717 +0.9272,0.3372 +1.1428,0.4338 +1.6121,0.5185 +1.1575,0.4538 +1.058,0.522 +0.9075,0.3394 +0.7795,0.3439 +0.579,0.2016 +0.6765,0.497 +1.1985,0.4103 +0.4472,0.2267 +1.264,0.4902 +1.6107,0.5546 +1.5101,0.5567 +0.9411,0.4153 +1.9088,0.7992 +1.586,0.5195 +1.2947,0.4969 +1.0989,0.4585 +1.1832,0.2125 +1.5929,0.5518 +2.0992,0.7484 +2.0012,0.6321 +1.1422,0.4569 +1.0837,0.4819 +0.5118,0.315 +0.9496,0.3973 +0.7539,0.5518 +1.1924,0.4641 +0.7536,0.4376 +0.5027,0.0959 +0.7742,0.4879 +0.5241,0.1363 +0.7007,0.4582 +1.0685,0.5115 +0.6545,0.4725 +0.9559,0.4615 +0.5038,0.2688 +1.2047,0.5373 +1.1285,0.3831 +1.4111,0.6331 +0.8534,0.4837 +0.7438,0.4001 +0.9183,0.4098 +1.4336,0.716 +0.4961,0.1979 +0.9298,0.432 +1.4062,0.5654 +0.9479,0.5343 +0.1985,0.1341 +0.4102,0.3016 +0.4777,0.2741 +0.377,0.3071 +0.965,0.2405 +0.8309,0.4115 +0.4585,0.1709 +0.8838,0.5048 +0.9764,0.5022 +0.5094,0.3339 +0.7819,0.3618 +1.4273,0.6352 +0.4759,0.3204 +1.5654,0.2076 +1.3824,0.5564 +1.1735,0.5206 +0.9956,0.464 +1.0046,0.3867 +1.7611,0.6654 +0.8529,0.1576 +1.5187,0.5523 +1.1,0.5502 +1.8584,0.4966 +2.3252,0.489 +7.1175,0.5671 +1.3399,0.425 +1.1765,0.2546 +2.1067,0.5629 +2.0147,0.4997 +2.0519,0.4072 +0.7854,0.2224 +4.3379,0.3708 +-0.2628,-0.0688 +8.2178,0.2121 +2.7894,0.5057 +2.3026,0.9827 +3.0066,0.574 +2.7227,0.6111 +0.994,0.4517 +1.9462,0.5403 +0.7762,0.0904 +0.8871,0.4289 +0.4159,0.2621 +0.9866,0.4339 +0.6153,0.4699 +0.958,0.478 +0.9671,0.4807 +0.9159,0.3785 +0.9719,0.3509 +0.8765,0.4699 +0.9552,0.4166 +0.9879,0.4234 +1.0227,0.557 +0.9314,0.4291 +0.5856,0.3109 +0.5596,0.2612 +0.8704,0.4744 +0.5724,0.0592 +0.793,0.3643 +0.7373,0.4146 +0.4485,0.2681 +0.8122,0.4487 +0.9334,0.4419 +1.2223,0.5186 +0.7779,0.4539 +0.6623,0.2807 +1.0866,0.414 +1.5222,0.57 +1.0196,0.4935 +1.6704,0.6518 +0.4548,0.1724 +1.2728,0.4898 +1.4584,0.5421 +0.8037,0.1759 +1.0549,0.3791 +0.4804,0.3102 +1.0666,0.5045 +0.7419,0.2095 +1.1296,0.5816 +0.9257,0.4806 +0.8948,0.5444 +1.0431,0.5952 +1.1619,0.5076 +1.4032,0.5573 +1.5844,0.6362 +1.6216,0.5871 +1.3084,0.4073 +0.8397,0.4283 +1.5357,0.6783 +1.3319,0.6906 +1.4918,0.6121 +0.9658,0.4363 +0.8595,0.6175 +0.9045,0.5477 +1.0456,0.517 +1.2461,0.5107 +0.6669,0.4567 +1.2688,0.541 +1.1809,0.4449 +1.4421,0.622 +1.7463,0.6674 +1.2891,0.2947 +0.7253,0.0993 +1.3975,0.5886 +1.4374,0.6939 +1.0554,0.5651 +1.4107,0.5699 +1.5065,0.6336 +1.4335,0.5335 +1.3779,0.6553 +1.4726,0.5945 +1.2806,0.5334 +0.6065,0.1533 +0.9786,0.4538 +1.6809,0.5413 +1.3527,0.4567 +0.6005,0.3443 +0.9787,0.5381 +0.9762,0.4792 +0.8583,0.2352 +0.7919,0.4116 +1.0303,0.4543 +1.4079,0.6459 +1.547,0.4931 +1.555,0.5427 +0.6577,0.288 +1.4265,0.605 +1.8552,0.6947 +1.3835,0.5068 +-0.269,-4.757 +1.1688,0.4659 +0.7847,0.3374 +0.7101,0.3458 +1.1897,0.4381 +0.5052,0.2336 +1.0834,0.4643 +0.6914,0.3194 +1.1719,0.4383 +1.0049,0.3554 +1.3464,0.5376 +1.0183,0.4934 +1.4222,0.4739 +0.7552,0.3999 +1.6394,0.5244 +1.1486,0.4186 +0.9142,0.4537 +0.9609,0.3984 +1.0243,0.4068 +0.2393,0.1372 +0.6995,0.3724 +0.9464,0.4232 +1.8692,0.5907 +1.4453,0.5035 +1.7756,0.6225 +1.6582,0.6696 +1.5529,0.4436 +1.7813,0.5785 +1.3886,0.503 +0.8493,0.3254 +0.8803,0.4419 +0.6817,0.3733 +1.2439,0.4385 +0.9687,0.4146 +0.431,0.4222 +0.9875,0.6067 +1.8331,0.6279 +1.1952,0.3502 +1.2617,0.6172 +0.775,0.3949 +1.7076,0.6688 +1.1782,0.5174 +1.3288,0.7522 +1.2162,0.4901 +0.5731,0.2665 +1.1691,0.5969 +0.7004,0.4113 +0.7645,0.3469 +0.3669,0.145 +0.6631,0.4137 +1.1722,0.6107 +1.4554,0.6056 +0.9197,0.4759 +1.5076,0.5576 +1.461,0.6163 +1.319,0.6702 +1.3297,0.5384 +1.0878,0.4838 +1.7278,0.5709 +2.0264,0.6042 +1.2937,0.4491 +1.3856,0.6319 +1.296,0.3222 +1.2077,0.3809 +0.779,0.3335 +0.7662,0.3796 +0.5445,0.342 +0.4794,0.2702 +1.1603,0.1972 +0.9419,0.4371 +1.2222,0.5544 +0.7283,0.2646 +1.6839,0.5676 +1.7266,0.4755 +1.4239,0.4208 +1.8483,0.8003 +0.9648,0.304 +1.1156,0.4378 +1.7331,0.5553 +1.3233,0.4508 +1.1203,0.4584 +1.6895,0.8434 +0.8877,0.3921 +0.9947,0.3707 +0.3491,0.1503 +0.6018,0.2929 +1.0462,0.4162 +0.3008,0.1545 +0.4831,0.1854 +0.4441,0.237 +1.1624,0.4476 +1.3028,0.4425 +1.3532,0.5469 +0.6019,0.2481 +1.0304,0.4308 +1.0481,0.5092 +0.7382,0.3398 +0.4829,0.1251 +0.689,0.3761 +0.5629,0.3442 +0.7227,0.3196 +0.6034,0.1223 +1.0804,0.5272 +1.4374,0.4815 +1.2117,0.5359 +1.4473,0.5319 +1.0975,0.5544 +0.9094,0.3179 +1.2283,0.5173 +1.1252,0.5265 +1.358,0.4217 +1.5031,0.5105 +0.6915,0.2061 +1.834,0.6625 +1.5481,0.5133 +0.9245,0.3413 +1.2138,0.5734 +1.6263,0.6104 +1.0171,0.2769 +0.6332,-0.219 +1.4904,0.5944 +1.7989,0.6489 +1.1761,0.3759 +0.8475,0.1685 +0.0343,-0.0488 +1.1761,0.4862 +0.5722,0.3849 +1.3711,0.6389 +0.9539,0.5405 +0.6285,0.362 +0.8878,0.5299 +0.4542,0.3205 +0.171,0.2186 +1.0108,0.4464 +1.1779,0.5132 +0.6329,0.3276 +0.9914,0.4692 +1.4113,0.5863 +1.3493,0.7455 +1.8262,-0.6736 +0.8326,0.4135 +0.9304,0.4902 +0.4289,0.2903 +0.9141,0.4199 +0.532,0.2142 +0.9436,0.4773 +0.6259,0.3317 +0.7914,0.4394 +0.9266,0.4958 +1.3776,0.6418 +0.9318,0.4048 +1.0269,0.469 +1.3279,0.5755 +0.9363,0.5087 +0.982,0.5023 +1.15,0.4599 +1.4069,0.6379 +1.4344,0.4203 +1.0358,0.3691 +1.2472,0.566 +1.4639,0.645 +1.519,0.4631 +1.0248,0.1687 +1.6804,0.5282 +0.9003,0.4061 +0.915,0.3636 +1.5502,0.5904 +0.4572,0.1895 +0.916,0.4832 +0.6756,0.4133 +0.8142,0.33 +0.9312,0.4128 +1.3595,0.5667 +1.1315,0.4646 +0.6506,0.3398 +0.9519,0.3755 +0.5693,0.2097 +0.983,0.4295 +1.1314,0.4224 +1.1708,0.3397 +1.0292,0.374 +1.1727,0.563 +1.0608,0.3848 +0.9558,0.5102 +0.997,0.4649 +0.931,0.4796 +0.6717,0.4523 +0.368,0.1695 +0.7825,0.415 +1.1108,0.2861 +0.4591,0.3401 +0.9019,0.4927 +1.3563,0.5335 +1.253,0.4958 +0.7804,0.3929 +1.5144,0.5445 +1.0649,0.5521 +1.7337,0.6363 +1.6321,0.5975 +0.9904,0.2909 +1.2005,0.506 +0.7271,0.3402 +1.2177,0.5263 +0.7493,0.427 +0.3844,0.3058 +0.3231,0.3178 +0.7584,0.3941 +0.7029,0.2403 +1.2234,0.4743 +0.4855,0.3175 +1.0343,0.5282 +1.0889,0.5959 +0.9224,0.3667 +1.3795,0.6613 +1.3606,0.5548 +1.2578,0.6696 +1.4145,0.5929 +0.6906,0.2718 +0.6988,0.3342 +0.8667,0.5645 +1.0639,0.4195 +1.5075,0.4415 +1.2649,0.9583 +1.571,0.6382 +2.0083,0.6433 +0.8047,0.2945 +1.6184,0.5569 +1.0021,0.4109 +1.2076,0.3988 +1.4268,0.5452 +0.8648,0.4379 +1.0431,0.3567 +0.9681,0.4521 +1.0532,0.3542 +0.8953,0.3599 +1.2086,0.4094 +1.2124,0.4601 +1.2209,0.446 +1.2849,0.4885 +0.8637,0.332 +1.3685,0.4129 +1.2184,0.5321 +1.3071,0.8808 +1.4524,0.5539 +1.289,0.5473 +1.4587,0.4713 +1.3479,0.5172 +1.1535,0.4118 +1.0096,0.3961 +1.2916,0.3571 +1.1737,0.4476 +1.6275,0.5258 +0.6278,0.0158 +1.1528,0.5039 +0.5452,0.1404 +1.2259,0.485 +0.7226,0.2106 +0.8907,0.3726 +0.7759,0.3201 +1.114,0.3355 +0.9525,0.1495 +1.2749,0.4659 +1.3125,0.4434 +1.765,0.4395 +1.6659,0.5303 +1.7694,0.5111 +0.8043,0.1876 +1.5597,0.5439 +2.0318,0.5932 +1.1192,0.4704 +1.1891,0.4908 +1.6055,0.5561 +1.4593,0.5634 +0.9599,0.4398 +1.0604,0.4008 +0.838,0.3786 +0.3994,0.101 +1.0725,0.4533 +0.547,0.2421 +0.5721,0.2352 +0.4715,0.2268 +1.7376,0.6718 +1.2143,0.4715 +1.405,0.5163 +0.794,0.3701 +1.506,0.5175 +2.0301,0.5513 +0.9412,0.4158 +1.4175,1.2776 +0.3164,-0.0462 +1.0962,0.418 +0.5157,0.2944 +0.2068,0.2436 +0.7516,0.3354 +1.0749,0.4189 +0.8183,0.264 +0.3349,0.2129 +0.6456,0.3146 +0.7353,0.4511 +1.0444,0.4264 +1.0384,0.4049 +0.5314,0.3675 +0.6913,0.3151 +1.3475,0.5132 +0.5765,0.2285 +1.723,0.6093 +1.628,0.4608 +1.2351,0.5237 +1.0845,0.4046 +0.5908,0.1717 +1.8873,0.5888 +1.4303,0.5235 +1.0086,0.4375 +0.9538,0.4786 +1.1191,0.5329 +1.2648,0.4708 +0.6353,0.4452 +0.894,0.4948 +1.1771,0.519 +1.2081,0.5003 +1.1366,0.4318 +1.1463,0.5115 +1.238,0.521 +0.5701,0.0586 +1.026,0.6053 +0.7496,0.457 +0.5961,0.3722 +0.7677,0.4786 +1.2388,0.4776 +0.7081,0.2389 +1.1314,0.4745 +1.4569,0.5769 +1.3721,0.6052 +1.2548,0.5558 +1.188,0.6186 +1.3495,0.7358 +1.1407,0.5989 +1.1594,0.5971 +1.4148,0.6456 +1.0591,0.5514 +0.9977,0.6459 +0.7614,0.4115 +0.9835,0.255 +1.3193,0.5438 +0.8793,0.3947 +0.5244,0.2638 +0.996,0.5213 +1.0986,0.5549 +0.6581,0.4044 +0.6395,0.2648 +1.1317,0.4535 +1.0339,0.4841 +0.8212,0.4778 +1.3341,0.6252 +1.2481,0.6174 +1.0526,0.596 +0.8393,0.391 +1.252,0.5501 +0.8392,0.4187 +0.986,0.592 +1.3938,0.6114 +0.5773,0.3569 +1.1317,0.4457 +1.0907,0.4956 +1.0921,0.4654 +0.8506,0.3334 +1.2044,-2.6787 +1.401,0.5086 +1.373,0.5008 +0.5278,0.2033 +0.5587,0.3003 +1.2233,0.4416 +1.1401,0.6249 +0.9172,0.5148 +0.8145,0.4343 +0.7797,0.4315 +1.0784,0.4673 +1.15,0.4714 +1.4922,0.6262 +0.8943,0.4483 +0.6131,0.3685 +1.3718,0.5616 +0.957,0.4701 +1.5162,0.6149 +0.5867,0.3623 +0.9102,0.291 +0.5756,-1.9552 +1.4018,0.4173 +0.4955,0.0853 +1.3513,0.5517 +1.188,0.5296 +2.0344,0.6394 +1.1523,0.4886 +1.5062,0.5321 +1.125,0.4683 +1.0738,0.4127 +0.9821,0.4791 +1.3797,0.663 +0.8589,0.4494 +0.6822,0.3509 +0.7597,0.2887 +1.3024,0.4859 +1.1377,0.478 +0.8071,0.4746 +0.5295,0.2512 +0.8756,0.3793 +1.1004,0.5319 +0.6684,0.4423 +0.4469,0.186 +1.0704,0.569 +1.5504,0.5906 +1.8927,0.6511 +1.0452,0.6299 +1.7442,0.5773 +1.2396,0.558 +1.4128,0.648 +1.0875,0.399 +1.4997,0.5914 +1.3418,0.5488 +0.9816,0.4537 +1.0724,0.4312 +0.4718,0.2987 +1.0292,0.4079 +0.5588,0.1544 +2.4258,0.0082 +0.94,0.2929 +0.7008,0.2688 +0.5645,0.3231 +0.7905,0.4016 +1.6737,0.4772 +0.6289,0.3507 +1.4847,0.4998 +1.0869,0.3987 +1.0826,0.3585 +0.6997,0.4244 +0.8648,0.4703 +0.8696,0.4227 +0.8852,0.463 +1.0207,0.414 +0.9797,0.3865 +0.6064,0.4062 +0.5029,0.3463 +0.5772,0.3716 +0.6329,0.364 +1.3771,0.6431 +0.8348,0.3732 +1.5362,0.6202 +1.3045,0.4523 +1.2142,0.5031 +0.8067,0.391 +1.828,0.631 +1.0309,0.4788 +0.598,0.1783 +1.5734,0.5623 +1.6655,0.7625 +1.6002,0.5986 +1.4554,0.5955 +1.2366,0.2727 +1.7031,0.7003 +1.4289,0.6214 +0.7364,0.2742 +0.9106,0.5204 +0.6409,0.3982 +1.0666,0.4457 +1.0708,0.3598 +0.9613,0.4418 +0.8205,0.2476 +1.5489,0.5803 +1.7743,0.6889 +0.9545,0.5125 +0.8518,0.4058 +1.4722,0.5332 +0.7214,0.2719 +1.789,0.5706 +1.9315,0.5881 +1.1281,0.2946 +0.7341,0.4587 +0.7099,0.3583 +0.4707,0.0631 +1.1401,0.3373 +1.4348,0.5935 +1.4479,0.4469 +1.6201,0.4705 +1.3505,0.5588 +1.4914,0.5493 +1.099,0.5365 +1.621,0.5284 +1.8109,0.6698 +1.4366,0.5372 +1.6491,0.7707 +2.6815,-0.2506 +0.8788,0.422 +0.7845,0.4088 +0.432,0.2967 +0.6398,0.333 +0.8399,0.4829 +1.0034,0.5312 +1.0341,0.455 +0.7962,0.4186 +0.8664,0.4333 +0.6133,0.1722 +1.6046,0.582 +1.2456,0.4773 +1.6336,0.5882 +1.7379,0.6173 +1.7574,0.6461 +1.9661,0.7924 +1.6347,0.6753 +1.8658,0.6428 +1.5169,0.5891 +1.3472,0.4455 +1.6542,0.6378 +1.8885,0.6866 +1.0751,0.4237 +1.7853,0.7848 +0.929,0.3569 +0.4663,0.8822 +0.8958,-0.7805 +1.8317,-0.4654 +1.3861,0.4687 +2.0153,0.6052 +0.9125,0.0827 +0.5794,0.2787 +0.4632,0.1018 +0.9665,0.2939 +0.9805,0.3438 +0.9491,0.4616 +1.1755,0.5796 +0.8929,0.2874 +1.7359,0.5954 +1.3312,0.4994 +0.5801,0.3102 +0.8614,0.3344 +1.3012,0.5457 +1.108,0.5206 +1.2812,0.5007 +1.7491,0.6186 +1.3604,0.5542 +1.0993,0.5885 +1.1558,0.5169 +1.0916,0.4004 +0.4125,0.2686 +1.101,0.4355 +0.8632,0.465 +0.7657,0.4054 +1.2513,0.4811 +1.3867,0.5767 +0.8159,0.4526 +1.0616,0.4382 +1.7481,1.1872 +0.8541,0.4111 +1.3356,0.6219 +1.1889,0.5551 +2.0216,0.6567 +0.5204,0.2429 +1.381,0.7063 +1.3713,0.646 +0.9854,0.2997 +1.4731,0.5326 +1.5645,0.4836 +0.6707,0.4255 +0.7011,0.4076 +1.4735,0.581 +1.2066,0.5963 +1.4547,0.4706 +1.546,0.7138 +1.288,0.5778 +1.2609,0.6085 +1.4013,0.5775 +0.8675,0.4143 +1.4809,0.49 +1.4605,0.6075 +1.4663,0.5517 +1.4549,0.5474 +1.6676,0.553 +1.498,0.4951 +1.6333,0.5728 +2.0175,0.6032 +1.1063,0.3956 +1.8522,0.8075 +1.2545,0.5148 +1.3621,0.5302 +1.5707,0.6154 +1.6149,0.329 +0.9843,0.4438 +0.8615,0.401 +1.4641,0.6438 +0.9289,0.3859 +0.838,0.4467 +1.4172,0.4986 +0.9083,0.2589 +0.8963,0.4125 +0.9309,0.3278 +0.8728,0.3824 +0.4551,0.2462 +1.1109,0.514 +1.0523,0.4174 +1.1057,0.5644 +1.3615,0.5194 +1.6267,0.656 +1.5775,0.5292 +0.8037,0.3867 +0.6969,0.3514 +1.4201,0.5379 +0.569,0.3619 +0.7813,0.6308 +1.7073,0.7359 +1.0807,0.4816 +0.8651,0.3359 +0.6458,0.352 +1.4674,0.5822 +0.4753,0.2479 +0.2522,0.089 +0.6684,0.3561 +0.4323,0.2525 +0.6989,0.2569 +0.2622,0.3843 +1.0143,0.4219 +0.9278,0.4545 +0.9441,0.3441 +0.3374,0.2074 +0.6752,0.3764 +1.4513,0.6333 +1.7275,0.7161 +1.0229,0.5799 +0.2798,0.2351 +1.0125,0.4684 +0.6713,0.3345 +0.4029,0.271 +0.6736,0.3249 +0.8416,0.4048 +1.7573,0.6568 +1.1067,0.4555 +1.1153,0.4358 +1.1011,0.4871 +0.8033,0.355 +0.7734,0.2595 +1.0188,0.3438 +1.1036,0.4429 +1.1178,0.3815 +1.1725,0.4596 +1.1487,0.4113 +0.4078,0.2044 +0.6946,0.3183 +0.9956,0.4441 +1.3583,0.5576 +1.7666,0.5962 +1.7802,0.6742 +0.6267,0.2254 +0.6717,0.1209 +1.7444,0.5531 +2.2564,0.4212 +0.8848,0.3824 +1.9834,0.6635 +1.4125,0.6143 +0.9152,0.4703 +0.9736,0.3591 +0.7515,0.3195 +1.0364,0.3732 +1.0198,0.4995 +0.7826,0.3526 +1.0615,0.4575 +1.2209,0.4732 +0.8703,0.3133 +1.0747,0.4951 +0.6093,0.1813 +1.5019,0.703 +1.2234,0.5197 +1.4249,0.8251 +1.6666,0.5231 +0.533,0.1074 +1.0393,0.4523 +0.4535,0.2072 +0.906,0.4463 +0.7264,0.3493 +0.9737,0.3781 +0.6426,0.4029 +0.8843,0.5324 +1.0264,0.464 +1.4659,0.5311 +0.9155,0.3431 +0.2718,-0.5922 +0.9391,0.3286 +1.5788,0.6063 +1.3756,0.6321 +1.2969,0.5558 +1.5176,-1.7974 +0.755,-0.3759 +0.6908,-2.1872 +1.8806,0.8827 +1.5275,0.6979 +0.2078,0.9625 +1.1176,1.0666 +0.637,0.295 +1.2682,0.5487 +1.9487,0.6959 +0.7316,0.3036 +1.0611,0.6143 +1.5705,0.7238 +1.3343,0.7323 +1.638,0.6775 +1.6129,0.729 +0.9755,0.5237 +1.6016,0.6632 +1.4083,0.5954 +1.0236,0.4698 +0.6947,0.2463 +0.9164,0.3655 +2.61,0.4985 +1.0441,0.4715 +0.9878,0.4893 +1.4881,-0.2697 +0.9369,0.4979 +1.2334,0.4896 +1.6598,0.5815 +0.7255,0.2433 +1.6163,0.66 +0.9227,0.4527 +1.7876,0.7776 +1.0916,0.6852 +1.2254,0.5813 +0.7716,0.3474 +0.9842,0.6344 +1.6605,0.6703 +0.865,0.3793 +0.5079,0.3995 +1.0654,0.6131 +0.523,0.2571 +0.8314,0.3826 +1.0421,0.5387 +1.1424,0.5162 +1.4707,0.6484 +1.3627,0.6755 +1.5416,0.605 +1.2129,0.4833 +1.4428,0.589 +1.5694,0.5953 +0.8884,0.3468 +1.0492,0.4705 +0.2374,0.3549 +1.0814,0.4854 +1.0932,0.3738 +0.641,0.3243 +1.0249,0.477 +0.5943,0.3185 +0.9644,0.4119 +1.1507,0.4813 +0.5457,0.1477 +0.5801,0.2828 +0.624,0.2265 +0.7035,0.3045 +0.7642,0.3385 +1.273,0.542 +0.3314,0.2317 +1.3291,0.5957 +1.2931,0.4953 +1.3861,0.5407 +0.716,0.2075 +1.758,0.6169 +0.6613,0.0766 +0.6939,0.3516 +1.7847,0.5815 +1.4703,0.5535 +0.7855,0.3254 +0.4046,0.2377 +0.8682,0.3557 +0.5944,0.196 +0.9852,0.3926 +1.3269,0.3082 +0.7163,0.2725 +0.8989,0.4645 +1.1933,0.3515 +1.8257,0.6168 +1.5134,0.5959 +1.9549,0.6952 +1.4129,0.5715 +0.854,0.3933 +0.7005,0.3609 +-0.2951,-0.6427 +-0.0669,-0.2836 +5.4907,0.2697 +5.2482,-0.0947 +-0.3577,-0.6154 +-0.5148,-0.5803 +0.5497,-0.4801 +0.9028,0.8717 +0.0713,-0.5323 +-0.0035,-0.6226 +0.8216,0.2003 +0.9788,0.5209 +0.9658,0.5698 +0.8819,0.5908 +0.9732,0.5539 +1.0332,0.5687 +1.0103,0.4513 +1.1828,0.505 +0.5356,0.3328 +0.5728,0.3565 +0.5508,0.2882 +1.0198,0.5198 +1.0798,0.6397 +0.8271,0.5115 +0.9309,0.4845 +0.7791,0.5737 +0.5509,0.364 +0.9661,0.4958 +0.9019,0.3945 +1.714,0.6806 +1.1081,0.4754 +0.9065,0.4808 +1.392,0.5907 +1.4254,0.5934 +1.2761,0.5591 +0.9404,0.4515 +1.0131,0.4227 +1.46,0.6243 +0.9555,0.4825 +1.9158,0.8519 +1.8648,0.6619 +1.4375,0.6451 +0.8485,0.5037 +0.3182,0.2915 +0.9771,0.539 +-0.2566,1.1436 +0.8458,0.55 +0.6089,0.5985 +1.0898,0.5615 +0.4574,0.363 +0.4755,0.2556 +0.9828,0.4047 +0.7171,0.4004 +0.5151,0.1342 +0.4699,0.3459 +1.1406,0.4845 +1.3692,0.6311 +0.5659,0.3677 +0.8115,0.4648 +1.2017,0.5051 +1.51,0.4065 +0.579,0.5083 +1.2462,0.4519 +0.6197,0.3607 +1.0098,0.416 +1.1041,0.4769 +0.5092,0.3018 +0.8666,0.4033 +1.4,0.5404 +1.5881,0.5742 +1.5357,0.572 +0.9934,0.3891 +1.3749,0.5056 +1.0621,0.5162 +1.542,0.5165 +0.3916,0.1704 +0.531,0.1233 +1.3796,0.4593 +0.9836,0.4005 +1.1042,0.5584 +1.6284,0.9967 +1.225,0.5042 +0.7477,0.4525 +1.2804,0.5101 +0.4578,0.1586 +0.6111,0.3114 +0.1727,0.2588 +0.9029,0.3513 +0.5535,0.2662 +0.7134,0.3213 +0.9581,0.4372 +0.9265,0.48 +0.8357,0.4441 +0.4095,-0.0746 +1.2294,0.587 +1.3125,0.521 +1.2988,0.4938 +0.9654,0.3936 +0.7091,0.3994 +1.3877,0.5622 +1.1887,0.455 +1.541,0.539 +0.9492,0.481 +1.0691,0.4416 +1.0969,0.2889 +0.9354,0.3903 +1.3712,0.4004 +0.7593,0.1116 +0.6251,0.3146 +0.468,0.2193 +0.6241,0.2064 +0.7226,0.2627 +0.9062,0.3908 +0.936,0.3709 +0.6328,0.24 +1.1585,0.2577 +1.2048,0.2995 +0.3739,0.042 +1.2386,0.3922 +0.7475,0.1976 +0.9345,0.2364 +1.3544,0.3742 +0.9942,0.4508 +1.3231,0.4297 +0.673,0.2347 +0.4764,0.259 +1.0214,0.3994 +1.0998,0.5368 +1.531,0.5309 +1.0928,-0.1422 +1.1518,0.5412 +0.6843,0.4082 +1.039,0.5603 +1.2204,0.3931 +0.7758,0.3531 +3.1855,0.1801 +0.2327,-0.5251 +1.1174,0.6291 +1.1258,0.6529 +2.1638,0.7347 +1.3752,0.5851 +1.6501,0.6612 +1.0417,0.4952 +1.3666,0.6457 +0.7993,0.3311 +1.2692,0.5748 +1.1429,0.6158 +1.0103,0.5678 +0.7434,0.3028 +1.3335,0.7384 +1.0395,0.6046 +1.0341,0.4955 +0.7351,0.2369 +1.069,0.606 +1.0752,0.6101 +1.1602,0.6395 +0.8271,0.3584 +1.3363,0.5271 +1.2397,0.6542 +1.1484,0.5949 +1.0185,0.7336 +1.1313,0.5876 +1.7163,0.6956 +1.2845,0.576 +1.3184,0.7897 +1.5915,0.5048 +0.9397,0.5394 +1.5239,0.6186 +1.4286,0.6684 +1.4024,0.5843 +2.0259,0.8866 +0.7755,0.5928 +1.1267,0.5741 +1.0663,0.5702 +1.0823,0.3572 +1.3352,0.7175 +1.0082,0.472 +1.191,0.6681 +1.2776,0.6611 +1.4773,0.6015 +0.834,0.4836 +1.2218,0.5249 +1.3318,0.5299 +1.4226,0.733 +1.8729,1.09 +1.511,0.7076 +0.9443,0.4323 +1.4295,0.568 +1.1629,0.4357 +1.8652,0.784 +1.3916,0.7759 +1,0.5505 +1.2442,0.5875 +0.9375,0.5643 +0.6794,0.4619 +1.0007,0.5796 +1.0138,0.5582 +0.6608,0.3868 +2.0047,0.8213 +1.8936,0.7868 +1.3257,0.499 +1.5556,0.6756 +1.6303,0.7226 +1.4505,0.7642 +1.5528,0.6983 +1.8215,0.8357 +1.5455,0.6693 +0.71,0.0284 +0.9477,0.4384 +0.517,0.3171 +0.9641,0.5122 +0.6369,0.5135 +0.9868,0.4646 +1.1641,0.5564 +1.0684,0.4127 +1.0712,0.4959 +1.4997,0.6749 +1.5647,0.6884 +1.3157,0.6444 +1.3493,0.6146 +0.7899,0.3146 +1.1879,0.4819 +1.8381,0.6008 +0.8026,0.2516 +1.7267,0.6574 +0.6926,0.4995 +0.8901,0.3495 +1.0663,0.5822 +1.2804,0.686 +1.4841,0.7273 +1.0134,0.5807 +0.688,0.3614 +0.9863,0.5405 +0.5557,0.4804 +0.6028,0.4056 +0.6515,-0.0265 +1.3942,0.5862 +0.9825,0.6764 +1.2981,0.5625 +1.1106,0.7354 +0.7443,0.5724 +1.5886,0.7737 +1.1115,0.6794 +1.1481,0.7593 +1.3403,0.6562 +0.8271,0.4594 +0.9633,0.4288 +0.4993,0.2776 +0.8427,0.351 +1.1245,0.5256 +1.4602,0.5614 +1.0477,0.3984 +1.5595,0.5881 +1.2141,0.4199 +1.1711,0.3975 +1.5104,0.5204 +1.512,0.48 +1.0465,0.3287 +1.4253,0.5235 +1.2953,0.5044 +0.6044,0.2544 +1.7857,0.5426 +2.0079,0.5587 +1.1488,0.4872 +0.7381,0.1867 +0.5979,0.3049 +1.1384,0.3839 +1.1285,0.4368 +0.7832,0.3499 +1.0668,0.5129 +1.113,0.5099 +1.0858,0.452 +0.6036,0.2444 +1.4204,0.6174 +1.9083,0.6928 +0.3781,0.073 +1.7482,0.5581 +1.4002,0.507 +1.6032,0.5676 +1.3676,0.5051 +1.1837,0.4896 +0.9965,0.3946 +1.259,0.5586 +1.6616,0.5529 +1.2939,0.557 +1.545,0.5436 +1.4168,0.5282 +0.7316,0.2428 +1.6639,0.609 +1.4576,0.5692 +0.8183,0.2966 +0.9182,0.1968 +1.61,1.3574 +1.8628,0.686 +0.9584,0.4778 +0.3535,0.426 +0.7673,0.3908 +1.1109,0.4596 +1.3076,0.5332 +1.0342,0.3905 +1.166,0.5157 +0.4858,0.109 +0.4352,0.2135 +0.4497,0.2026 +0.8333,0.4225 +0.7705,0.3948 +1.6066,0.5662 +1.7388,0.583 +1.3944,0.5455 +0.5889,0.1238 +1.3506,0.5745 +1.1947,0.531 +0.8276,0.4324 +1.3076,0.4267 +0.6527,0.3234 +1.7396,0.6422 +0.6784,0.2956 +1.4586,0.4867 +0.6103,-0.3016 +0.6861,0.3322 +1.0202,0.4597 +0.8314,0.3584 +1.0669,0.4465 +1.1045,0.4815 +0.8527,0.2629 +1.0147,0.5015 +1.2152,0.4621 +0.4541,0.2274 +0.5083,0.1161 +0.5744,0.305 +0.923,0.3916 +0.7506,0.3918 +0.8888,0.4046 +0.6501,0.3336 +0.626,0.0585 +0.7643,0.2912 +1.7147,0.542 +0.6884,-0.0499 +1.1922,0.5107 +0.7342,0.2828 +0.7189,0.164 +1.5487,0.5056 +0.8056,0.4306 +1.1352,0.5252 +1.0848,0.4609 +1.1381,0.5596 +1.3446,0.6648 +0.6836,0.2797 +0.481,0.3334 +0.9804,0.4136 +0.2831,0.1844 +1.1567,0.4196 +0.4624,0.2826 +1.1596,0.4808 +0.6982,0.4099 +0.403,0.2855 +0.8021,0.2149 +0.7051,0.2793 +0.7009,0.2959 +0.5078,0.1905 +0.4941,0.2976 +0.9596,0.4645 +1.7713,0.6226 +1.1283,0.4174 +0.8932,0.421 +1.3786,0.5961 +1.3822,0.4988 +1.644,0.6252 +1.4023,0.56 +0.4696,0.3875 +0.9844,0.4015 +0.9923,0.4613 +1.1498,0.4601 +1.1686,0.4725 +0.5001,0.2882 +0.3841,0.2656 +1.002,0.4358 +0.9161,0.2379 +0.8424,0.4071 +0.9145,0.2763 +0.831,0.2149 +0.7514,-0.0229 +0.9183,0.3777 +0.5994,0.2391 +1.4933,0.3237 +1.3737,0.451 +1.3137,0.4061 +0.9946,0.4214 +0.9514,0.3151 +1.2253,0.2361 +1.1638,0.4274 +0.8547,0.3983 +1.3771,0.4735 +1.4512,0.5254 +1.779,0.7659 +0.9151,0.5372 +1.4843,0.5222 +0.9697,0.362 +0.9039,0.3662 +1.2821,1.1005 +0.8226,0.3885 +0.7208,0.4347 +0.9604,0.4635 +1.1982,0.4545 +0.5084,0.2845 +0.9122,0.4323 +0.4571,0.3119 +0.8924,0.3757 +0.9841,0.4045 +0.3154,0.2445 +1.6679,0.4466 +0.676,0.3681 +0.9315,0.4227 +0.5355,0.1608 +1.0945,0.4178 +1.5089,0.5093 +1.2973,0.5654 +0.785,0.3681 +1.4179,0.443 +1.4587,0.5317 +1.7444,0.5964 +0.8799,0.1618 +0.9919,0.4161 +1.2797,0.4675 +1.365,0.5003 +1.0062,0.4206 +0.9775,0.3912 +0.9968,0.4097 +1.2256,0.4752 +1.2425,0.4564 +0.7829,0.4041 +1.1816,0.4582 +0.4754,0.2561 +0.9564,0.5103 +0.6003,0.3862 +0.3831,0.1674 +0.5872,0.319 +0.9595,0.4743 +0.2888,0.2424 +0.6085,0.2609 +0.6788,0.3424 +0.8899,0.4204 +1.1889,0.4616 +0.4029,0.3755 +0.8168,0.3993 +0.4692,0.2346 +0.4792,0.3112 +1.8061,0.601 +1.3997,0.5367 +0.6998,0.2028 +0.9961,0.4486 +1.8504,0.6315 +0.8829,0.4653 +1.0306,0.4541 +1.1454,0.4729 +1.553,0.5427 +1.2748,0.431 +1.4789,0.5465 +1.2669,0.5143 +1.2945,0.476 +1.6654,0.5111 +1.1927,0.6126 +1.0893,0.437 +1.5805,0.5659 +1.376,0.5587 +1.2713,0.4596 +1.3436,0.5284 +0.5678,0.3563 +0.8288,0.2791 +0.871,0.407 +1.0339,0.4427 +1.1977,0.4085 +1.0969,0.4183 +1.6048,0.5238 +1.3143,0.5679 +1.1847,0.5095 +1.4596,0.5279 +1.6995,0.6578 +1.5191,0.7022 +1.5749,-0.4923 +1.1429,0.4101 +1.3745,0.5119 +1.3452,0.5546 +0.41,0.2992 +1.7355,0.65 +1.3505,0.5171 +1.5387,0.5827 +1.5823,0.6206 +1.231,0.529 +0.7542,0.4276 +1.0392,0.2692 +1.3896,0.6132 +0.8964,0.5007 +1.0332,0.3962 +1.1969,0.4691 +1.253,0.468 +0.9168,0.4476 +0.8657,0.3202 +1.1249,0.345 +0.5621,0.2267 +0.5245,0.3092 +0.6325,0.4363 +0.7421,0.4262 +0.5942,0.2258 +0.5629,0.3687 +1.1292,0.4244 +1.7923,0.628 +0.6793,0.2637 +1.1399,0.3885 +1.3113,0.4672 +1.5975,0.6286 +1.086,0.4455 +1.1978,0.4158 +1.1422,0.5622 +1.0691,0.4394 +1.2681,0.5046 +0.632,0.1774 +1.0715,0.4387 +1.0279,0.4004 +0.705,0.3671 +0.7248,0.1514 +0.544,0.3199 +0.8875,0.3648 +1.2877,0.8218 +1.1692,0.4394 +0.6428,0.2511 +0.712,0.3782 +0.8003,0.4027 +1.6522,0.5532 +0.856,0.3878 +0.9654,0.4983 +0.5969,-0.0398 +1.5569,0.524 +1.1024,0.4535 +1.0277,0.4641 +1.0789,0.543 +1.1554,0.3791 +1.3328,0.5022 +1.1588,0.3789 +1.5383,0.5368 +1.1772,0.6001 +0.3272,0.2457 +0.7727,0.1069 +1.1354,0.3681 +1.1588,0.4439 +0.9479,0.4487 +0.892,0.3026 +0.3273,0.0702 +0.7973,0.3736 +0.5373,0.2982 +1.4999,0.4979 +1.3336,0.5404 +1.2336,0.49 +1.5039,0.3317 +1.8538,0.5073 +1.2312,0.4084 +2.0167,0.7698 +1.2509,0.4372 +0.5377,0.3016 +0.4904,0.3988 +5.7937,0.2823 +1.3267,0.5028 +1.3356,0.5238 +1.4549,0.6202 +0.7518,0.1993 +1.2821,0.5205 +0.8159,0.4379 +1.2986,0.5761 +-0.2842,2.0349 +1.6008,-4.9245 +0.717,0.304 +1.294,0.6392 +1.4311,0.5344 +0.9565,0.4053 +0.6739,0.3335 +0.6595,0.335 +0.757,0.3447 +1.2721,0.5096 +0.5675,0.1463 +1.0034,0.4631 +0.4677,0.2794 +1.4519,0.4761 +1.5792,0.6097 +1.633,0.5511 +1.555,0.5623 +1.3999,0.5283 +1.5872,0.5584 +1.5599,0.5889 +1.3948,0.5189 +1.0164,0.5972 +1.5861,0.5621 +1.358,0.5036 +0.6171,0.3543 +0.9672,0.1983 +1.1468,0.494 +1.2543,0.5067 +1.4015,0.6032 +0.709,0.34 +1.076,0.4244 +1.8205,0.658 +0.969,0.2558 +0.5058,0.2668 +1.1164,0.427 +1.101,0.5586 +1.7883,0.6808 +0.547,0.2464 +1.3952,0.6115 +0.8901,0.3893 +1.7938,0.6254 +1.402,0.4808 +0.8901,0.4157 +1.4279,1.5211 +0.4282,0.1825 +0.9267,0.2831 +1.4936,0.501 +1.8522,0.7222 +1.9507,0.7456 +1.7982,0.6149 +1.5663,0.5014 +0.9036,0.3531 +1.7855,0.6295 +1.2514,0.4063 +1.5483,0.5314 +0.9654,0.4033 +1.0403,0.4209 +0.7411,0.3853 +1.3425,0.5524 +0.6164,0.417 +1.5122,0.5143 +1.6115,0.5583 +0.9945,0.3609 +1.4575,0.4776 +1.1129,0.4423 +1.5561,0.5344 +1.573,0.5706 +1.5766,0.5927 +0.489,0.3253 +1.1067,0.4166 +0.7547,0.3269 +1.1186,0.5287 +1.8962,0.577 +1.6119,0.6054 +1.8929,0.5862 +0.9375,0.4253 +1.0384,0.4432 +1.2939,0.4853 +1.5508,0.8595 +1.087,0.6025 +0.7426,0.3776 +0.6807,0.4495 +0.9377,0.3648 +0.7239,0.4783 +0.6898,0.2461 +1.0597,0.4466 +1.3062,0.5644 +0.4931,0.2017 +1.0503,0.5211 +1.7317,0.725 +1.4436,0.5826 +1.2439,0.4783 +1.8785,0.8516 +1.3123,0.4513 +1.2376,0.4791 +1.13,0.4669 +1.5969,0.5742 +1.1067,0.3625 +1.2099,0.4449 +0.9161,0.3517 +1.1392,0.4542 +0.6873,0.2334 +0.7851,0.4447 +0.78,0.4188 +0.4099,0.2068 +0.5147,0.3327 +1.0728,0.4953 +1.5423,0.4894 +1.2753,0.4492 +1.4696,0.4929 +1.3637,0.8647 +1.394,0.5308 +1.3156,0.5379 +1.1229,0.5397 +0.5648,0.3799 +0.9999,0.4553 +1.0589,0.4584 +1.0801,0.4486 +1.3651,0.5514 +0.7192,0.4231 +0.3989,0.3325 +0.4932,0.3151 +0.6709,0.4353 +0.7452,0.1091 +0.491,0.3108 +0.6284,0.3843 +0.4424,0.2876 +0.6347,0.3139 +1.3659,0.533 +1.5034,0.5573 +0.879,0.3461 +1.1137,0.5102 +1.6041,0.6445 +0.9205,0.3953 +0.706,-0.0819 +1.5553,0.5606 +1.1685,0.5203 +1.4497,0.4194 +1.0843,0.4058 +1.0759,0.4631 +1.5114,0.5499 +0.9769,0.3992 +0.9618,0.2782 +1.0194,0.3794 +0.9411,0.3933 +0.6204,0.3656 +0.9168,0.4838 +0.9325,0.4951 +0.7658,0.3878 +0.8636,0.4411 +0.5618,0.2407 +0.7277,0.4275 +0.8328,0.3586 +1.35,0.5131 +1.424,0.4906 +1.4374,0.492 +1.3714,0.4529 +1.0042,0.4399 +0.8571,0.4287 +0.5386,0.3711 +0.7883,0.2615 +0.5259,0.2662 +0.5937,0.2775 +0.7361,0.1607 +0.5797,0.199 +1.1033,0.4665 +0.5454,0.2821 +0.2079,-0.0114 +1.255,0.4333 +1.0255,0.5597 +1.2819,0.4728 +1.1292,0.4261 +1.4217,0.4773 +0.9217,0.4142 +1.3751,0.5364 +0.8055,0.4111 +1.6937,0.8135 +0.5823,0.1701 +0.7671,0.3994 +0.6797,0.3455 +0.2923,0.1769 +0.4216,0.1965 +0.5311,0.3185 +1.6608,0.6202 +1.5012,0.6041 +1.1353,0.4459 +1.4195,0.5252 +0.7368,0.3493 +1.6157,0.6466 +1.3905,0.5528 +1.4498,0.2842 +0.9507,0.2882 +1.0607,0.3962 +1.427,0.5751 +1.1815,0.4881 +1.1959,0.5238 +1.6089,0.5373 +1.3534,0.5394 +1.2437,0.4797 +1.2398,0.4422 +0.5979,0.2985 +0.8895,0.394 +1.1552,0.5654 +1.1534,0.4357 +1.4975,0.5757 +0.6101,0.1986 +0.5887,0.3783 +0.6175,0.3226 +1.6656,-0.1201 +1.4791,-0.5138 +0.8891,0.3433 +0.4471,0.2866 +0.8598,0.2398 +1.4034,0.4863 +1.3862,0.5419 +1.6242,0.6123 +1.4582,0.5319 +1.4277,0.4773 +1.0625,0.4791 +1.5961,0.5941 +1.3474,0.5408 +1.4787,0.5141 +1.1729,0.4239 +0.4205,0.2278 +0.8739,0.3971 +1.1943,0.444 +1.1045,0.4268 +0.6457,0.3261 +0.4876,0.3674 +0.5657,0.282 +1.0132,0.42 +1.0809,0.4189 +0.8565,0.4543 +0.9625,0.425 +0.332,0.1869 +0.5446,0.2927 +0.9884,0.4396 +0.8672,0.4832 +0.4545,0.1787 +1.3486,0.5483 +1.2894,0.4679 +0.3782,0.0172 +0.2571,0.3598 +1.0479,0.5304 +1.4284,0.546 +0.4802,0.234 +1.7267,0.663 +1.768,0.6412 +1.6917,0.5927 +0.187,0.2271 +2.08,0.4397 +0.6289,0.4122 +1.0385,0.4 +0.8267,0.4672 +0.6344,0.3042 +0.5702,0.1968 +0.4619,0.2301 +0.3824,0.1918 +0.7018,0.3657 +0.5797,0.2882 +0.5195,0.2576 +1.0095,0.4523 +1.2178,0.4989 +0.8649,0.3162 +0.9316,0.3844 +1.4361,0.5085 +0.8476,0.4145 +1.6824,0.5616 +1.3004,0.5233 +0.8869,0.3283 +1.4862,0.5315 +1.1413,0.4298 +1.2264,0.4321 +0.4515,0.2605 +1.1884,0.5832 +1.4296,0.5238 +0.7438,0.1309 +1.0017,-0.1162 +1.309,0.5065 +1.2648,0.4808 +0.4719,0.2471 +0.5161,0.3041 +0.9284,0.4188 +0.8835,0.46 +1.2336,0.4075 +1.4148,0.5548 +0.7961,0.5263 +1.0286,0.4599 +1.1943,0.4316 +0.516,0.3498 +0.4821,0.3211 +0.7149,0.2998 +1.1641,0.5043 +1.0825,0.4406 +1.2945,0.5115 +1.3101,0.49 +1.3656,0.5055 +1.3238,0.5027 +1.318,0.5087 +1.6773,0.5303 +1.8673,0.6543 +1.1756,0.5261 +0.9783,0.4461 +1.3736,0.5216 +0.7778,0.0508 +1.4886,0.5542 +0.9228,-1.5097 +0.9457,0.4088 +1.0656,0.493 +0.5098,0.3853 +0.9433,0.3982 +0.4565,0.1969 +0.7347,0.3829 +0.8373,0.4005 +1.1373,0.4818 +0.8012,0.323 +0.989,0.259 +0.9168,0.5243 +1.4589,0.3996 +0.7267,0.502 +1.234,0.5232 +0.8246,0.5079 +0.6534,0.3519 +0.2967,0.3417 +1.314,0.4806 +1.1798,0.4374 +1.166,0.4797 +1.2298,0.4853 +0.6509,0.4333 +0.4696,-0.0235 +1.0239,0.439 +0.9658,0.5809 +0.9722,0.4055 +0.4394,0.2152 +1.0112,0.5428 +0.5139,0.2715 +1.6478,0.5901 +1.326,0.5408 +0.7857,0.3828 +0.6333,0.3969 +0.6254,0.3329 +1.5428,0.5 +0.8675,0.4391 +1.0774,0.5255 +0.6605,0.3342 +0.5869,0.2975 +0.4318,0.4298 +0.9642,0.4933 +0.7694,0.3954 +1.1191,0.3872 +0.906,0.4567 +1.8356,0.7087 +1.8013,0.6119 +1.8769,0.75 +1.0883,0.509 +1.382,0.5758 +1.2145,0.456 +0.853,0.4023 +1.7851,-0.0736 +0.4138,0.2428 +0.8328,0.405 +0.8647,0.4303 +0.8762,0.4361 +0.9593,0.4801 +0.5746,0.3604 +1.183,0.4611 +0.9522,0.4889 +0.4616,0.2684 +0.5755,0.2522 +0.4709,0.3312 +0.8959,0.5256 +0.8814,0.4831 +1.0178,0.4298 +1.0825,0.4622 +0.906,0.3673 +0.6438,0.346 +0.8239,0.3839 +1.6891,0.5959 +0.9213,0.3813 +0.9216,0.3655 +0.5882,0.26 +0.4425,0.1485 +1.2321,0.4741 +0.6668,0.3774 +0.7149,0.1377 +0.7055,0.3691 +1.293,0.6607 +1.0208,0.4728 +1.1092,0.5726 +0.6964,0.4469 +0.737,0.1955 +0.8291,0.4208 +1.2646,0.5075 +1.0556,0.3885 +1.1786,0.5061 +0.936,0.3923 +0.517,0.3791 +1.0627,0.5021 +1.1613,0.4843 +1.1543,0.4686 +0.8199,0.2408 +0.8494,0.4595 +1.111,0.4478 +0.9506,0.4139 +0.5618,0.3319 +1.0093,0.4202 +0.5671,0.4156 +0.4428,0.2531 +0.9609,0.3631 +0.4638,0.3113 +0.6585,0.1648 +0.6948,0.3456 +0.7327,0.3109 +1.3375,0.4164 +0.0997,0.475 +1.5376,0.5199 +0.6823,0.3785 +0.9155,0.3569 +0.7285,0.4598 +0.5784,0.2715 +1.0266,0.5141 +1.0768,0.3859 +1.0607,0.4316 +1.5633,0.6007 +1.3678,0.4984 +1.5565,0.6244 +0.9567,0.4013 +1.1878,0.5116 +0.6027,-0.2078 +1.0234,0.5094 +1.1742,0.5177 +0.9639,0.3491 +0.8807,0.3701 +0.9132,0.4023 +0.6134,0.2346 +0.9763,0.3412 +0.5901,0.3638 +0.5665,0.2555 +1.1121,0.3944 +0.7728,0.3722 +0.9163,0.3814 +1.059,0.2597 +1.6618,0.5693 +0.9738,0.369 +1.0101,0.4552 +1.1212,0.526 +1.1119,0.5153 +1.5845,0.8922 +1.3149,0.5203 +1.3425,0.4558 +0.8566,0.3299 +0.4658,0.2085 +0.478,0.2415 +0.773,0.366 +1.3157,0.6234 +1.327,0.501 +1.1502,0.4617 +0.9607,0.4401 +0.5404,0.8373 +0.7165,0.1393 +0.9372,0.4231 +0.6766,0.4533 +0.9245,0.4775 +0.6398,0.2013 +0.4715,0.3364 +0.6743,0.3544 +0.4651,0.2873 +0.9691,0.4107 +0.9316,0.4095 +1.3059,0.605 +0.5694,0.242 +0.6417,0.246 +1.0443,0.4149 +1.3662,0.4811 +1.5671,0.5495 +1.4417,0.5172 +1.3327,0.4555 +1.4209,0.4981 +1.758,0.5656 +0.9602,0.3876 +0.73,0.2921 +1.5208,0.5439 +1.5434,0.5299 +1.4875,0.5697 +-0.0181,0.2582 +1.2967,0.5183 +1.0265,0.4216 +0.9784,0.4295 +0.8588,0.3479 +1.1908,0.4527 +1.4163,0.4818 +0.789,0.268 +0.897,0.4135 +0.9079,0.335 +0.9092,0.3655 +0.8713,0.348 +0.8506,0.3885 +1.5515,0.5013 +1.3319,0.4055 +1.3459,0.5015 +1.3029,0.4965 +1.1185,0.4539 +1.7039,1.1201 +1.2166,0.497 +1.274,0.512 +0.8504,0.3945 +0.3889,0.1763 +1.7632,0.4767 +1.0934,0.4787 +0.9426,0.4014 +0.9903,0.3697 +0.6076,0.4129 +1.0333,0.4666 +1.0783,0.4398 +0.9372,0.3769 +0.975,0.4498 +0.7189,0.3034 +0.7472,0.4373 +0.9288,0.4393 +0.8533,0.5119 +1.113,0.4081 +1.2762,0.5195 +1.4436,0.5398 +1.0762,0.408 +0.506,0.2299 +0.542,0.2481 +0.9941,0.4562 +0.3017,0.1394 +1.0389,0.4991 +0.894,0.2606 +1.1036,0.3909 +0.5632,0.2261 +0.5077,0.2716 +0.6918,0.4241 +0.4312,0.3101 +0.501,0.243 +0.4348,0.1489 +0.8276,0.4574 +1.4827,0.506 +0.6834,0.2988 +0.5553,0.3429 +1.4295,0.5781 +1.426,0.4582 +1.224,0.4615 +0.6895,0.4253 +1.4843,0.5599 +1.0544,0.4697 +1.0849,0.4109 +0.3817,0.2661 +1.3604,0.6005 +1.359,0.45 +1.0834,0.5255 +1.037,0.452 +0.9606,0.4103 +1.1107,0.6481 +0.7926,0.4081 +0.9967,0.3931 +0.816,-2.2645 +0.6065,0.3826 +0.9246,0.3799 +0.448,0.3473 +1.0958,-0.1099 +1.1074,-0.2222 +5.7542,-5.5577 +2.0338,-2.7358 +0.3234,0.0514 +0.4421,0.2856 +0.7262,0.3413 +1.0059,0.4708 +0.7026,0.3142 +1.1219,0.4476 +0.4248,0.2867 +0.4539,0.2966 +0.6494,0.3911 +0.8964,0.4129 +0.6723,0.3623 +0.8521,0.4897 +0.8466,0.3468 +0.6353,0.3397 +1.0417,0.6487 +1.0965,0.4256 +0.7701,0.4092 +1.5385,0.6701 +1.8101,0.6923 +0.979,0.5375 +1.154,0.4557 +0.5221,0.3257 +1.0798,0.5175 +0.9042,0.381 +0.3728,0.0967 +1.499,0.6077 +0.832,0.4468 +1.147,0.4421 +0.5661,0.3004 +0.6245,0.3095 +0.9186,0.3846 +1.0668,0.4638 +0.4487,0.14 +0.9311,0.3141 +1.0293,0.4284 +0.5528,0.2292 +0.9953,0.4727 +0.8145,0.4147 +0.5313,0.2863 +0.5606,0.2928 +0.6267,0.4779 +1.5227,0.4795 +1.1408,0.1503 +1.5542,0.521 +1.5086,0.5467 +1.6279,0.5363 +1.7368,0.6069 +0.6226,0.2441 +1.738,0.7268 +0.521,0.2301 +0.8171,0.477 +1.3701,0.4744 +1.1659,0.5077 +0.6689,0.5043 +-0.2248,0.0449 +0.3348,0.1733 +0.2457,0.1992 +0.5655,0.2397 +0.8895,0.3999 +0.5294,0.3153 +0.9307,0.5388 +0.7402,0.4035 +0.7373,0.4958 +1.1241,0.3938 +0.8577,0.3173 +0.4474,0.1808 +0.3475,0.3206 +1.2684,0.471 +0.8834,0.4526 +0.6794,0.2649 +0.9087,0.4158 +1.109,0.4641 +0.687,0.3918 +0.5247,0.3178 +0.5398,0.2115 +0.5517,0.3628 +1.3869,0.5028 +0.9928,0.5038 +1.1162,0.4871 +1.3496,0.573 +1.3185,0.5071 +1.2084,0.535 +0.9621,0.3621 +0.9453,0.4008 +0.4388,0.2804 +1.4864,0.5182 +0.7766,0.339 +1.1912,0.4483 +0.6412,0.5192 +1.0187,0.3941 +0.9223,0.407 +0.5686,0.2745 +0.6301,0.4433 +0.396,0.2292 +1.0937,0.4914 +0.9731,0.437 +0.9681,0.4869 +0.709,0.2818 +0.6038,0.3438 +0.5493,0.3221 +0.7162,0.3452 +0.5166,0.2976 +0.5283,0.2911 +1.0082,0.4047 +0.5761,0.363 +0.9738,0.3968 +1.3081,0.6245 +1.1837,0.4726 +1.2247,0.4355 +0.9047,0.3193 +1.121,0.5162 +1.0173,0.4871 +1.3308,0.5036 +0.7537,0.3749 +0.9487,0.4537 +0.299,0.2762 +1.2645,0.4555 +1.2667,0.4759 +1.2417,0.4602 +1.1616,0.4608 +0.7157,0.3843 +0.3672,0.2506 +0.8912,0.3992 +0.4826,0.2635 +0.7367,0.4208 +1.0315,0.2835 +0.6379,0.3708 +0.6846,0.3692 +0.7749,0.4152 +0.4217,0.3715 +0.3825,0.1903 +0.7525,0.3111 +0.6595,0.4216 +1.4146,0.4341 +0.9635,0.4587 +0.8301,0.3328 +1.0361,0.4761 +1.2163,0.4819 +1.2573,0.482 +1.4147,0.5537 +1.3824,0.5225 +0.924,0.4255 +1.0674,0.5019 +1.286,0.4411 +0.7652,0.1979 +0.7928,0.3345 +0.8737,0.3351 +0.5581,0.3377 +1.0125,0.4121 +0.3194,0.2104 +1.1454,0.4659 +0.612,0.3215 +1.194,0.4673 +1.4352,0.4984 +1.1207,0.4487 +1.7016,0.6189 +0.2281,0.0807 +1.686,0.6705 +1.2532,0.4429 +1.0264,0.4624 +1.5638,0.5284 +1.5631,0.5314 +1.0633,0.3212 +0.9238,0.5006 +1.201,0.5137 +0.3219,0.1447 +0.595,0.2893 +0.9605,0.4235 +0.4172,0.1925 +0.6261,0.255 +1.0021,0.4691 +0.4992,0.3096 +1.6045,0.6293 +1.0889,0.4403 +1.096,0.4128 +1.6701,0.5921 +1.5183,0.7816 +1.6992,0.5552 +1.5983,0.5477 +1.7438,0.513 +1.4404,0.5391 +1.1004,0.3558 +1.1025,0.3299 +1.0737,0.5608 +1.3404,0.4285 +0.4799,0.0661 +0.9143,0.3829 +1.2191,0.5142 +1.1653,0.4095 +1.0186,0.4358 +1.555,-2.3816 +1.0454,0.4444 +1.0611,0.4719 +0.5985,0.2484 +0.9578,0.4261 +1.482,0.5678 +0.2649,0.1124 +1.0414,0.3276 +3.0011,-0.0417 +0.9883,0.4107 +0.5764,0.2656 +0.6088,0.3331 +1.2493,0.4421 +1.3387,0.5957 +1.1265,0.4334 +1.1423,0.4473 +0.7304,0.324 +0.576,0.3312 +0.6983,0.3007 +0.827,0.2819 +0.6414,0.3021 +1.6847,0.6517 +0.7194,0.3286 +0.7753,0.1248 +1.7553,0.6303 +1.6366,0.5471 +1.0942,0.3689 +0.9979,0.4081 +0.9184,0.344 +1.123,0.5462 +1.4008,0.4966 +1.102,0.3682 +1.5169,0.4651 +1.1944,0.6451 +1.4335,0.4719 +1.946,0.5664 +1.1595,0.4228 +0.9814,0.3473 +1.056,0.3784 +0.33,0.1774 +0.5448,0.3771 +1.0433,0.3483 +1.0343,0.3725 +1.4306,0.4756 +1.5497,0.5257 +0.8701,0.3967 +0.4927,0.1955 +1.1174,0.4948 +0.7653,0.3923 +0.9417,0.3599 +1.0747,0.3755 +1.0116,0.4796 +0.472,0.4021 +-0.0595,-0.1719 +0.4573,0.319 +1.3051,0.4449 +0.7276,0.2996 +1.0895,0.2861 +1.7597,0.5239 +1.2237,0.3812 +1.3815,0.4366 +1.4232,0.467 +1.3762,0.423 +1.2861,0.4222 +1.409,0.5436 +1.3595,0.4685 +1.3952,0.5391 +1.3777,0.4575 +1.4672,0.4743 +1.3402,0.5182 +1.2934,0.4683 +1.5419,0.4562 +1.5157,0.6905 +1.5788,0.5099 +1.2681,0.4949 +1.5919,0.5422 +1.6857,0.5285 +1.4512,0.5098 +1.272,0.4939 +1.7212,1.0933 +1.9617,-0.342 +0.8887,0.4448 +0.9122,0.5258 +0.7165,0.3877 +0.6229,0.3509 +3.5678,0.2619 +0.8186,0.4343 +0.9687,0.3766 +1.0553,0.5695 +0.1458,1.1243 +0.6172,0.3602 +0.9581,0.5183 +0.4287,0.2151 +0.8941,0.4322 +0.6331,0.3347 +0.4945,0.2541 +0.3004,0.1624 +3.8962,0.0455 +0.6573,0.3784 +0.3232,0.299 +0.5417,0.2542 +1.0471,0.5079 +0.8766,0.3615 +1.799,0.6474 +1.3318,0.5366 +1.292,0.5511 +1.3887,0.5607 +1.4393,0.5725 +1.2856,0.5314 +1.5638,0.6518 +0.8033,0.4561 +0.3784,0.0359 +1.8421,0.7779 +0.9706,0.4075 +1.2467,0.4989 +0.6565,0.2898 +1.0748,0.4084 +1.1407,0.4571 +0.8855,0.4434 +0.9809,0.4898 +1.0538,0.5893 +0.385,0.2855 +1.1114,0.5132 +0.6115,-0.0507 +0.4709,0.2882 +0.8718,0.3252 +0.7541,0.354 +0.5103,0.2117 +0.832,0.3586 +0.6242,0.062 +0.2572,0.2374 +0.8878,0.4582 +1.3482,0.5657 +1.2899,0.3804 +1.2249,0.5392 +1.274,0.5318 +1.1198,0.4511 +1.5286,0.5439 +1.3727,0.5299 +0.5268,0.1125 +1.4428,0.5868 +0.7723,0.2903 +1.397,0.5577 +1.2898,0.4311 +1.5038,0.5437 +0.6287,0.0695 +0.6773,0.4377 +0.9762,0.3478 +1.025,0.3993 +1.0329,0.405 +0.7591,0.2964 +0.861,0.3356 +0.8602,0.4012 +0.9446,0.4822 +0.8129,0.4473 +0.9177,0.1858 +0.5868,0.2801 +0.8069,0.3526 +0.7828,0.4446 +0.3374,0.3215 +0.5138,0.2158 +1.2724,0.5496 +0.6584,0.2778 +0.1098,0.2599 +0.8837,0.4291 +0.316,0.1699 +0.9433,0.3118 +0.6248,0.3788 +1.4048,0.4916 +0.4901,0.1712 +0.7054,0.2442 +1.2185,0.4455 +1.3806,0.5205 +1.237,0.5613 +0.6887,0.2397 +1.3933,0.4433 +1.3016,0.4708 +0.726,0.2381 +1.208,0.47 +0.95,0.4588 +0.8546,0.4829 +0.8706,0.3347 +1.1326,0.2982 +1.5941,1.1047 +0.837,0.3649 +1.1709,0.5231 +1.2495,0.4256 +0.7475,0.3755 +0.7701,0.3258 +0.5276,0.1402 +1.014,0.5144 +0.7895,0.322 +0.9722,0.4634 +0.7706,0.3656 +0.7431,0.3503 +0.4387,0.1213 +1.6462,0.6003 +1.822,0.6324 +1.0387,0.493 +1.6963,0.6255 +1.5932,0.5559 +1.648,0.6318 +0.9043,0.4155 +1.6949,0.64 +1.1656,0.2867 +1.293,0.5492 +1.3685,0.4955 +1.1399,0.3987 +1.0279,0.4041 +1.1646,0.4322 +1.3047,0.5441 +1.7187,0.5694 +1.0508,-0.037 +1.5676,0.5958 +0.9572,0.4486 +0.848,0.1437 +0.3707,0.1449 +1.7083,0.5922 +1.1275,0.4292 +1.121,0.4192 +0.8304,0.4041 +0.7765,0.3926 +0.9854,0.4337 +0.5836,0.3046 +1.0052,0.3806 +0.9074,0.2159 +0.759,0.3704 +0.8811,0.4126 +0.7563,0.2759 +0.92,0.4007 +0.6542,0.3529 +0.8216,0.3766 +1.1345,0.5624 +0.4973,0.2377 +1.2323,0.3769 +0.9029,0.4293 +0.696,0.3255 +1.2693,0.4203 +0.8879,0.3312 +1.0626,0.4166 +1.5186,0.5075 +1.4311,0.532 +2.1862,0.3642 +1.7238,0.5423 +1.9068,0.6625 +1.7681,0.6027 +1.0969,0.4312 +0.9843,0.4341 +0.7058,0.3745 +0.5118,0.2602 +1.8255,0.0966 +1.0248,0.4074 +-0.3748,-1.1036 +2.9923,-3.0705 +0.7527,-0.5617 +0.8486,0.3803 +0.8318,0.4809 +0.8607,0.1935 +0.8453,0.4478 +0.6453,0.3383 +0.4379,0.4007 +0.5986,0.3397 +0.7784,0.37 +0.635,0.3156 +0.6031,0.3336 +0.5233,0.2131 +0.4294,0.208 +0.5654,0.3296 +0.2558,0.0773 +0.4163,0.2734 +0.4761,0.2873 +0.4975,0.1877 +0.5704,0.2039 +1.7354,0.567 +1.4514,0.5105 +1.3528,0.4767 +0.8695,0.4172 +1.0083,0.4825 +1.3226,0.4803 +1.5235,0.5122 +1.2812,0.4586 +1.7017,0.602 +1.0117,0.5134 +1.6738,0.5924 +1.4176,0.5329 +1.2688,0.578 +1.5311,0.6033 +-0.7458,1.6599 +0.3938,0.1508 +1.5021,0.4043 +0.3699,0.225 +1.0611,0.4188 +1.4548,0.4894 +1.2905,0.483 +0.7723,0.5144 +0.5273,0.3361 +0.4405,0.3001 +0.7964,0.409 +1.171,0.4727 +0.5279,0.3641 +0.8961,0.2489 +0.9199,0.4915 +0.5266,0.3421 +0.794,0.3742 +1.0379,0.6151 +1.2862,0.5058 +1.0161,0.4131 +1.4,0.4468 +1.5626,0.5737 +1.3394,0.509 +0.5222,0.1252 +1.002,0.4298 +1.7494,0.604 +1.2705,0.4901 +1.3886,0.5774 +1.5759,0.6405 +1.2533,0.5394 +0.6125,0.1877 +0.8345,0.6896 +0.8244,0.5943 +0.2911,0.2965 +1.2091,0.4947 +0.7906,0.3517 +1.1947,0.5306 +0.8822,0.5302 +0.7178,0.3265 +1.0124,0.505 +0.5019,0.3202 +0.9492,0.3551 +0.7242,0.4028 +0.6151,0.337 +0.582,0.3267 +0.4294,0.2833 +0.4477,0.2362 +1.2925,0.4702 +1.2902,0.4705 +1.7802,0.6795 +1.3878,0.5869 +1.3125,0.694 +1.2086,0.5138 +1.4296,0.517 +1.4141,0.5458 +0.61,0.2813 +1.7724,1.027 +1.483,0.5037 +1.2605,0.4355 +5.526,-1.7642 +1.8596,0.3831 +0.7323,0.1454 +1.163,0.2623 +0.9684,0.2769 +1.1642,0.1757 +1.4125,0.2613 +0.8406,0.3456 +1.1096,0.2643 +0.2882,-0.1188 +1.3229,0.109 +0.8686,0.245 +0.9124,0.3059 +0.5967,0.0206 +0.8665,0.158 +1.7143,0.5397 +0.43,0.1867 +1.149,0.3346 +0.5317,0.2466 +1.8569,0.4916 +1.3657,0.2639 +2.1931,0.4889 +1.6972,0.5052 +0.5688,0.1572 +1.5855,0.2518 +1.9146,0.386 +1.8204,0.4572 +1.9984,0.3772 +1.325,0.3305 +1.5297,0.3263 +1.8141,0.2897 +0.9608,0.4973 +0.3759,0.1751 +0.7231,0.2857 +0.9604,0.4078 +0.3791,0.1296 +0.7603,0.4825 +0.3615,0.2783 +1.0158,0.4466 +0.5028,0.3337 +0.9661,0.4532 +0.9219,0.4396 +1.6121,0.6951 +1.2356,0.5096 +1.6992,0.6217 +1.3684,0.5335 +1.7346,0.7135 +1.8925,0.7589 +1.3221,0.5466 +0.744,0.5458 +0.5373,0.4246 +0.4901,0.2503 +0.4376,0.2523 +0.9839,0.5027 +0.3917,0.4207 +0.7048,0.1066 +0.4828,0.2871 +1.1955,0.5823 +1.1601,0.5544 +1.8619,0.6905 +1.4216,0.5823 +1.7809,0.6716 +1.4891,0.6012 +1.3309,0.5857 +1.3018,0.569 +0.8325,0.3902 +1.5232,0.6321 +0.9953,0.391 +0.8086,0.5227 +1.0474,0.4071 +0.5255,0.3085 +1.1231,0.3442 +1.0218,0.4793 +1.3191,0.5165 +1.1097,0.4301 +0.4074,0.2639 +0.6525,0.291 +0.721,0.306 +0.5876,0.2243 +0.6596,0.2932 +0.9968,0.4273 +0.4607,0.2755 +0.7151,0.3529 +0.4214,0.2366 +0.9022,0.5118 +1.2924,0.4675 +1.2128,0.4306 +1.2733,0.4635 +0.6847,0.266 +1.2547,0.5542 +0.5938,0.3164 +1.6945,0.5611 +1.3441,0.4225 +1.5756,0.5467 +0.9939,0.3848 +0.6939,0.3385 +0.5761,0.1388 +1.0053,0.4307 +1.2043,-0.1198 +1.3326,0.5663 +0.9241,0.3705 +1.4662,0.5562 +1.4808,0.5869 +0.5648,0.1904 +0.8569,0.4983 +0.9067,0.4075 +1.2941,0.5221 +1.0132,0.5549 +0.7634,0.4008 +1.3295,0.6129 +1.1847,0.5816 +0.4581,0.1032 +0.947,0.4492 +1.9447,0.7702 +1.2868,0.5709 +1.1035,0.4554 +0.9837,0.5311 +0.9464,0.5062 +0.9613,0.4827 +0.9939,0.4589 +0.8906,0.4118 +1.0326,0.6147 +1.4366,0.5688 +0.4661,0.2261 +0.7187,0.452 +0.3775,0.3169 +0.8221,0.4069 +0.7498,0.3806 +0.8737,0.4498 +0.4332,0.4006 +0.5989,0.2035 +0.6659,0.3696 +1.1624,0.4783 +0.8011,0.3593 +0.7955,0.4418 +1.2318,0.5156 +1.1216,0.4866 +1.0851,0.3911 +1.3311,0.4923 +0.5307,0.2324 +1.5707,0.5994 +1.6299,0.5743 +0.7936,0.3758 +0.5936,0.1952 +1.0256,0.4961 +0.9905,0.5038 +0.4357,0.3605 +0.9133,0.4636 +0.8907,0.5272 +0.4636,0.3658 +0.6678,0.3771 +0.468,0.0861 +0.7676,0.3822 +0.9206,0.6246 +0.6583,0.3515 +0.5631,0.3354 +0.6986,0.3892 +0.9783,0.4375 +0.987,0.4317 +0.534,0.1876 +0.6256,0.2754 +0.8326,0.4644 +0.6913,0.1802 +0.9428,0.4177 +1.4968,0.5648 +1.5644,0.6194 +0.7811,0.4816 +0.8561,0.266 +1.1325,0.494 +0.9198,0.4258 +0.9206,0.3755 +0.6268,0.379 +0.9814,0.5284 +1.3698,0.5017 +0.7437,0.3087 +0.6334,0.3369 +1.1117,0.4391 +0.6984,0.3888 +0.5749,0.3248 +1.2819,0.4004 +0.5331,0.2308 +0.5573,0.3414 +0.95,0.4234 +1.6462,0.618 +0.9017,0.3287 +0.3594,0.1423 +0.3619,-0.1599 +1.3514,0.4773 +0.503,0.1515 +1.68,0.5551 +1.4609,0.4708 +1.3798,0.5381 +0.8985,0.4006 +1.6377,0.7806 +0.5398,0.4092 +0.3918,0.4065 +1.0744,0.5005 +1.0375,0.5294 +0.7756,0.5265 +1.1266,0.4861 +0.9512,0.4647 +0.391,0.2797 +0.8096,0.4753 +0.9164,0.557 +0.9148,0.3519 +1.2088,0.5379 +1.7847,0.6803 +1.5992,0.6687 +1.0644,0.5255 +1.7754,0.751 +1.1371,0.6049 +0.6823,0.4709 +0.4198,0.312 +1.5653,0.5984 +0.8714,0.5678 +1.1741,0.5702 +0.3818,0.2489 +0.3894,0.2845 +0.5551,0.3412 +0.7765,0.4236 +1.1005,0.4696 +1.0327,0.5269 +1.1604,0.2856 +1.0758,0.4741 +1.1248,0.4921 +0.4011,0.3843 +0.5659,0.3114 +0.8716,0.693 +1.9857,0.7106 +1.2854,0.5565 +1.5802,0.5552 +1.3374,0.5566 +1.553,0.6399 +0.5765,0.1852 +1.5441,0.6303 +1.0707,0.564 +0.9118,0.5669 +1.0731,0.5705 +1.5269,0.7232 +0.6578,0.4625 +0.9154,0.3606 +1.3401,0.6363 +0.9642,0.3475 +0.9328,0.5361 +0.7798,0.7906 +1.1337,0.5812 +0.6216,0.4806 +0.5555,0.362 +1.0218,0.4 +0.5216,0.3404 +0.724,0.4451 +0.9746,0.4645 +0.7368,0.4168 +1.0492,0.4652 +1.2342,0.4877 +1.0465,0.3905 +0.5672,0.2202 +0.9772,0.3846 +0.9596,0.4267 +1.1314,0.5088 +1.4406,0.6201 +0.9995,0.371 +0.5676,0.1294 +1.0929,0.4799 +1.0573,0.3584 +1.4905,0.555 +0.8008,0.4387 +1.3328,0.5274 +1.2237,0.4836 +1.1792,0.4485 +0.979,0.4706 +0.7837,0.4249 +0.2345,0.3167 +1.0954,0.4827 +0.5871,0.1994 +0.8908,0.4788 +1.0259,0.6205 +0.4522,0.2654 +1.014,0.4185 +1.2642,0.5084 +1.175,0.5141 +0.6722,0.3001 +1.2064,0.4386 +1.2036,0.4171 +1.1951,0.4114 +1.2594,0.4306 +1.2282,0.3442 +0.6779,0.2153 +1.2156,0.4386 +0.9355,0.4995 +1.2914,0.4289 +0.4344,0.4377 +0.347,0.2602 +0.7826,0.4181 +1.0484,0.5156 +0.5745,0.3495 +1.0736,0.4654 +1.2857,0.5338 +1.0473,0.5364 +1.7759,0.6292 +0.977,0.5039 +1.3564,0.5127 +1.0236,0.4321 +1.1452,0.4376 +1.3379,0.4742 +1.3963,0.5024 +1.1686,0.4451 +1.0701,0.4158 +1.5295,0.6976 +1.2928,0.5461 +2.044,0.645 +1.1405,0.3977 +1.3518,0.4815 +1.0486,0.3841 +1.145,0.4819 +1.1717,0.5277 +1.1285,0.5227 +1.1584,0.3849 +0.7333,0.4046 +2.1592,0.6249 +0.8896,0.311 +1.3224,0.4869 +0.7681,0.2285 +0.8703,0.3916 +1.1103,0.3078 +1.0362,0.5096 +1.2204,0.4335 +0.9987,0.4927 +0.8068,0.3491 +1.1353,0.4619 +0.6998,0.265 +0.8682,0.3778 +1.1822,0.2979 +0.5954,0.3323 +0.7534,0.3554 +0.7137,0.3747 +1.2446,0.4825 +1.6155,0.5501 +1.1954,0.3878 +2.0868,0.6589 +1.8475,0.5961 +0.9896,0.4316 +0.8004,0.3896 +1.0487,0.1284 +1.3309,0.4942 +1.1969,0.3215 +1.2841,0.3992 +0.9636,0.299 +1.3283,0.4476 +0.9219,0.4065 +1.2638,0.4158 +1.24,0.3539 +1.0099,0.3975 +1.1549,0.3222 +1.0262,0.3456 +1.5377,0.4996 +1.1652,0.4378 +0.8449,0.1998 +1.0046,0.4274 +0.4233,0.1533 +0.991,0.2784 +0.9274,0.4159 +0.5632,0.3411 +0.5294,0.1542 +0.5535,0.2599 +1.051,0.4366 +0.811,0.3371 +0.1843,0.1281 +3.7705,-0.7182 +1.4646,0.5134 +0.971,0.331 +1.1875,0.5103 +1.2738,0.4016 +1.0491,0.4652 +0.9397,0.2447 +1.3228,0.5289 +1.3205,0.4801 +1.5318,0.5891 +1.4812,0.6137 +0.8985,0.5186 +1.2875,0.4832 +0.4997,0.4102 +1.1044,0.5153 +0.3298,0.3262 +0.5433,0.3726 +0.4866,0.3024 +0.5237,0.1976 +1.0501,0.4324 +1.3348,1.0318 +0.5348,0.3865 +0.7632,0.454 +0.5366,0.3135 +0.6282,0.3518 +1.0643,0.5852 +1.0733,0.5666 +1.0582,0.5258 +0.3009,0.3943 +0.8068,0.4415 +0.6625,0.4761 +0.6608,0.4381 +0.8749,0.4941 +0.5967,0.4076 +0.8139,0.6086 +0.494,0.4749 +0.6589,0.4182 +0.8999,0.5273 +0.5793,0.4775 +0.4991,0.4487 +1.3368,0.498 +1.1259,0.4682 +0.8832,0.5293 +0.7696,0.2847 +0.6378,0.1135 +1.5676,0.7087 +0.9379,0.5811 +0.5,0.4172 +1.2306,0.6225 +1.025,0.5197 +1.4298,0.6672 +1.4999,0.6488 +1.0214,0.5019 +0.6946,0.2145 +1.0016,0.5785 +0.8459,0.2383 +0.6917,0.3357 +1.1608,0.425 +0.5689,0.1475 +0.9213,0.3631 +0.8286,0.4038 +0.5122,0.2438 +0.4172,0.2949 +0.5301,0.4376 +0.6338,0.3283 +0.3735,0.3222 +0.6475,0.4005 +1.0586,0.4862 +1.012,0.3726 +0.3647,0.2127 +1.9209,0.7375 +1.1883,0.3563 +0.9641,0.271 +0.9103,0.4385 +1.0553,0.4949 +1.5802,0.5166 +1.6649,0.576 +0.6985,0.253 +1.61,0.5916 +1.7063,0.5731 +1.4392,0.4741 +0.6401,0.1954 +0.8466,0.3481 +0.8072,0.1957 +1.9318,0.5867 +1.0279,0.3899 +0.817,0.4038 +0.5367,0.2454 +0.7378,0.4442 +0.7845,0.461 +0.6453,0.3307 +1.0104,0.4061 +1.0732,0.4302 +0.8142,0.4021 +0.757,0.3324 +0.6648,0.311 +1.4933,0.5388 +0.7139,0.339 +1.03,0.4918 +1.2725,0.5198 +1.3004,0.4632 +1.3863,0.5742 +1.3568,0.5143 +0.9524,0.3667 +0.4582,0.2432 +0.4422,0.3331 +0.7287,0.2484 +0.3842,0.2156 +0.3309,0.1895 +0.1523,-0.0089 +0.476,0.3688 +1.1292,0.5011 +1.004,0.5286 +0.8519,0.4179 +0.3466,0.1934 +0.686,0.1945 +1.1865,0.6083 +0.891,0.408 +1.3438,1.2253 +1.0178,0.5198 +0.9591,0.5294 +0.5124,0.2962 +0.9925,0.4057 +0.7156,0.3836 +0.9424,0.4252 +0.5616,0.3098 +0.5772,0.3742 +0.8497,0.446 +0.9579,0.4808 +0.6838,0.1196 +0.7676,0.4146 +1.2152,0.5347 +0.7468,0.5044 +1.0278,0.4058 +0.9381,0.3358 +1.3177,0.5725 +0.6262,0.256 +1.1601,0.4427 +0.6148,0.1339 +0.5822,0.1196 +0.7683,0.3758 +0.8006,0.2161 +0.6519,0.2515 +1.2688,0.4476 +1.4456,0.477 +0.8174,0.1687 +0.5698,0.303 +0.7067,0.0216 +0.9578,0.5025 +2.0972,0.3655 +1.2468,0.4442 +1.2773,0.5063 +1.0067,0.2936 +2.1458,0.6313 +1.341,0.4854 +1.1703,0.4563 +1.2578,0.4375 +1.3904,0.7849 +1.0246,0.5394 +1.044,0.5724 +1.0079,0.5474 +0.8595,0.4587 +0.3675,0.3656 +1.015,0.562 +0.4644,0.4118 +1.4612,0.4697 +0.9473,0.4943 +0.7669,0.3662 +0.7396,0.336 +1.01,0.378 +1.0138,0.6368 +0.9761,0.5397 +1.006,0.5456 +1.061,0.5252 +0.9604,0.4905 +0.4637,0.3566 +1.4187,0.8452 +1.967,0.6732 +1.7245,0.737 +1.0789,0.5484 +1.0247,0.5726 +0.3322,0.1642 +1.4265,0.6628 +0.7223,0.4175 +1.0571,0.5479 +0.9942,0.4969 +1.7847,0.7722 +1.2241,0.6513 +1.4644,0.5085 +1.4362,0.6195 +1.0444,0.4624 +0.6964,0.3598 +1.1226,0.5506 +1.2697,0.5638 +1.5326,0.9035 +1.3947,0.3267 +0.8417,0.5409 +1.5441,0.6198 +1.5969,0.649 +0.8744,0.3345 +0.6278,0.4363 +1.1302,0.4989 +0.746,0.3911 +1.1383,0.4731 +0.6943,0.3858 +0.5154,0.2842 +0.5504,0.2953 +0.9038,0.367 +1.1136,0.4295 +1.0496,0.4318 +1.3479,0.2776 +0.7188,0.3349 +1.4151,0.5773 +0.8782,0.281 +1.2432,0.46 +2.0399,0.6694 +1.5096,0.4935 +1.5025,0.5433 +1.0169,0.2309 +0.6248,0.3173 +1.3809,0.547 +1.1377,0.3667 +1.1796,0.3236 +0.6491,0.2762 +1.0886,0.3362 +0.9388,0.3644 +1.1252,0.4082 +0.4955,0.1539 +1.0706,0.3526 +0.9382,0.401 +0.9142,0.3303 +1.3387,0.5158 +0.781,-0.0716 +0.5755,0.24 +1.0932,0.2627 +1.5557,0.5346 +0.6797,0.0118 +1.7221,0.5348 +1.4257,0.4562 +1.3701,0.447 +1.4117,0.365 +0.8212,0.3801 +1.0277,0.3792 +1.4024,0.5553 +0.9242,0.4084 +1.3249,0.5889 +1.5146,0.3836 +1.7022,0.4696 +1.3593,0.4683 +1.4055,0.3951 +1.1124,0.4339 +1.5242,0.5179 +1.3376,0.4105 +1.8516,0.568 +0.7444,0.313 +1.1686,0.507 +0.4127,0.1703 +0.8754,0.2035 +0.6418,0.3166 +0.8589,0.2043 +1.0225,0.3755 +0.7117,0.2841 +1.6509,0.5841 +1.3394,0.4507 +1.5117,0.532 +0.7665,0.4451 +0.3198,0.1582 +1.1196,0.4641 +0.5758,0.3437 +0.9303,0.3506 +0.6434,0.3056 +0.5788,0.1906 +0.4911,0.4337 +0.5262,0.4069 +0.3747,0.3984 +1.2759,0.4766 +0.8467,0.3934 +1.4504,0.5443 +1.0943,0.7684 +1.6422,0.6943 +1.4378,0.5233 +0.856,0.4722 +0.5516,0.2525 +0.466,0.2354 +0.1874,0.0174 +0.7157,0.3543 +0.7001,0.4524 +0.4713,0.3857 +1.0285,0.4521 +0.5371,0.1997 +1.155,0.5413 +1.5071,0.6618 +1.0283,0.4344 +1.2029,0.4252 +1.1904,0.5884 +0.9795,0.3624 +1.1677,0.5179 +0.9842,0.3999 +1.2692,0.5186 +1.31,0.4724 +0.5584,0.3203 +1.3335,0.508 +1.6335,0.2239 +0.7352,0.2719 +1.0331,0.3697 +1.0183,0.4187 +0.8886,0.3395 +1.0102,0.3913 +0.4806,0.3547 +0.8557,0.4376 +0.5983,0.3939 +0.7451,0.363 +0.4127,0.1703 +0.44,0.4247 +0.4227,0.3393 +1.2824,0.4335 +0.7688,0.3764 +1.0208,0.4799 +1.825,0.7344 +0.3585,0.1636 +0.6076,0.1661 +1.2673,0.4771 +1.5138,0.5478 +0.7169,0.1943 +0.5514,0.2621 +0.3986,0.193 +1.202,0.4723 +0.263,0.1448 +0.9172,0.4767 +0.8571,0.4254 +0.6753,0.3067 +1.0615,0.4412 +0.6152,0.496 +0.7653,0.4108 +1.0019,0.5083 +1.4797,0.5158 +0.7152,0.2314 +0.6918,0.3309 +1.0622,0.486 +1.1377,0.5383 +1.5352,0.6752 +0.8563,0.4771 +1.0097,0.48 +1.0482,0.556 +1.1147,0.546 +1.0999,0.4035 +0.4152,0.178 +0.5117,0.1461 +0.8368,0.218 +0.8534,0.382 +0.8321,0.372 +1.0201,0.4289 +0.7899,0.3409 +1.7818,0.7551 +0.8113,0.4225 +0.751,0.4072 +0.5523,0.264 +0.6997,0.3474 +1.1854,0.4636 +0.8871,0.4394 +1.1329,0.4944 +0.9501,0.3705 +0.814,0.2422 +0.9709,0.4715 +1.2213,0.4923 +1.5448,0.4861 +1.3387,0.4938 +0.9817,0.442 +1.3353,0.5264 +1.3539,0.4224 +2.1506,0.8318 +0.3682,0.2599 +0.9221,0.4456 +0.8594,0.4324 +1.0896,0.5343 +0.4968,0.3084 +0.8395,0.406 +1.2991,0.6396 +0.5833,0.3439 +0.9004,0.4703 +0.7075,0.4896 +0.5852,0.2898 +1.113,0.7335 +0.3036,0.2706 +0.3669,0.4106 +1.4351,0.5701 +1.4176,0.5143 +1.4471,0.6597 +1.4789,0.5653 +0.4329,0.2621 +0.8506,0.5055 +1.5913,0.6738 +1.5134,0.6778 +0.88,0.3063 +0.6535,0.2229 +1.1116,0.4514 +1.0793,0.5473 +1.2517,0.5213 +0.9623,0.7426 +1.0653,0.6178 +0.8446,0.4086 +1.4779,0.6643 +1.5382,0.6563 +1.7735,0.642 +1.0142,0.4824 +1.0108,0.3655 +0.4486,0.3084 +0.7897,0.3692 +0.4985,0.279 +0.4899,0.1108 +1.3893,0.496 +1.5052,0.491 +1.2281,0.5354 +1.5451,0.5541 +1.4427,0.5755 +1.2518,0.4596 +1.5443,0.6062 +1.8146,0.5446 +1.1178,0.3285 +1.3623,0.3649 +1.2353,0.3446 +1.2334,0.3145 +1.2517,0.3474 +1.1761,0.4379 +1.381,0.4955 +1.7333,0.5823 +0.9689,0.3108 +1.128,0.298 +1.163,0.3634 +0.8594,0.5498 +1.7249,0.5689 +1.3544,0.3685 +1.257,0.4178 +1.2714,0.3981 +1.352,0.4203 +0.7836,0.2382 +1.4609,0.4151 +0.7818,0.3245 +0.9943,0.4374 +0.8837,0.356 +0.8356,0.2267 +1.1777,0.3144 +1.365,0.2562 +1.2372,0.3921 +1.5209,0.4392 +1.2857,0.43 +1.4687,0.5317 +1.7342,0.5776 +1.7971,0.6503 +0.7506,0.3702 +0.5502,0.4498 +0.9516,0.5026 +0.9447,0.4646 +0.5225,0.3075 +0.724,0.4315 +0.235,0.3135 +0.9502,0.4944 +0.3909,0.2281 +0.6594,0.4074 +1.2439,0.5355 +0.5136,0.1342 +1.0223,0.4449 +1.337,0.519 +0.9293,0.5692 +0.8218,0.3688 +0.926,0.5661 +0.7431,0.3737 +1.031,0.4863 +0.5333,0.2635 +0.9973,0.4046 +1.3826,0.7761 +0.9107,0.3408 +1.016,0.4558 +1.4905,0.5197 +0.7724,0.3089 +0.9463,0.3832 +0.9268,0.3483 +1.0152,0.4548 +0.9597,0.4931 +0.5203,0.4034 +0.932,0.4804 +0.8486,0.4433 +1.4581,0.5654 +0.5948,0.3789 +0.4902,0.3295 +0.8956,0.41 +0.857,0.3093 +1.0158,0.4259 +1.0322,0.4308 +0.462,0.0675 +1.015,0.4054 +0.2327,0.3337 +0.6236,0.2882 +1.038,0.4387 +0.9019,0.4866 +0.8676,0.3906 +0.5801,0.2596 +0.6156,0.3259 +0.9352,0.5308 +0.9791,0.4073 +0.7927,0.2091 +0.8005,0.5508 +0.5307,0.2617 +0.8771,0.4197 +0.898,0.3761 +0.9018,0.49 +1.5145,0.6188 +0.8238,0.4217 +0.7026,0.3111 +1.3728,0.5354 +0.8894,0.4494 +1.4193,0.5697 +0.8276,0.3963 +1.4084,0.5708 +1.0144,0.5158 +1.5854,0.72 +1.6809,0.9413 +1.646,0.6121 +0.9567,0.3973 +0.96,0.3826 +1.7148,0.8579 +0.6778,0.3616 +1.4179,0.5168 +1.5352,0.6295 +3.1399,-2.8662 +0.8789,0.3381 +0.6588,0.2794 +0.7615,0.396 +1.0141,0.4504 +0.5766,0.1914 +0.9892,0.3639 +1.0312,0.3992 +0.4194,0.3109 +0.4617,0.0581 +0.8726,0.3698 +0.6964,0.3879 +0.5328,-0.0183 +0.3134,0.2951 +0.5809,0.4115 +0.9182,0.42 +0.612,0.0964 +1.0305,0.4723 +0.5452,0.2191 +0.9904,0.3088 +1.1104,0.5252 +0.9686,0.406 +1.3569,0.7294 +0.7337,0.3051 +0.5272,0.1805 +0.782,0.427 +1.7228,0.6914 +1.0505,0.334 +0.81,0.4571 +0.7418,0.4144 +1.0504,0.3919 +0.297,0.1179 +0.3483,0.2791 +0.9753,0.4578 +0.9649,0.5001 +0.3598,0.3564 +0.7113,0.3211 +1.2999,0.7056 +0.9302,0.4289 +0.8945,0.411 +0.7616,0.4327 +0.6823,0.3803 +0.5015,0.4215 +0.6179,0.3587 +0.9373,0.5412 +0.3926,0.3641 +0.7082,0.6576 +0.8076,0.3884 +0.8622,0.3987 +0.7317,0.4196 +0.823,0.377 +0.4853,0.1571 +0.4164,0.1906 +0.7389,0.3038 +0.373,0.2436 +0.6319,0.3692 +1.1817,0.4621 +0.636,0.3362 +0.8362,0.4143 +0.5424,0.365 +0.3832,0.2654 +1.2959,0.6011 +1.1565,0.6074 +1.2454,0.6058 +0.5352,0.1834 +0.4328,0.0857 +0.797,0.2997 +1.5322,0.7139 +0.7644,0.4971 +0.865,0.5748 +1.1702,0.4367 +0.5278,0.2934 +0.8782,0.5284 +0.4284,0.0835 +1.1725,0.4144 +0.1129,0.2473 +1.5633,1 +0.4302,0.0493 +0.9517,0.3315 +0.6999,0.3307 +0.5693,0.3356 +0.7187,0.3894 +1.741,0.6167 +1.0294,0.4118 +0.6311,0.2962 +0.7049,0.2901 +0.5521,0.2987 +1.2227,0.47 +1.0663,0.4662 +1.1842,0.3666 +0.9911,0.3456 +1.4037,0.5407 +1.1599,0.384 +0.7933,0.4037 +1.1162,0.4134 +1.2155,0.3425 +1.0522,0.4393 +0.3862,0.2084 +1.4041,1.3358 +0.9324,0.4287 +0.708,0.3554 +0.9416,0.5529 +0.6398,0.4402 +1.1205,0.4677 +0.5341,0.3904 +1.5027,0.522 +0.7055,0.2556 +1.4686,0.5706 +1.1499,0.5537 +1.6763,0.5438 +1.3214,0.576 +1.4676,0.5795 +0.7709,0.381 +1.5029,1.028 +1.1641,0.6191 +1.1572,0.5673 +1.2342,0.5491 +0.4783,0.2702 +0.5012,0.2975 +0.4615,0.286 +1.221,0.5762 +1.1449,0.5916 +0.8718,0.3662 +1.0377,0.4749 +0.8975,0.4191 +1.2291,0.4849 +1.1618,0.6239 +0.8276,0.2131 +1.3376,0.5706 +1.3245,0.5407 +0.7126,0.2033 +0.8613,0.5724 +1.2877,0.4943 +1.2145,0.4321 +1.6213,0.6189 +0.719,0.3472 +1.0755,0.5602 +1.0715,0.5865 +0.7817,0.5205 +0.9728,0.2763 +0.7965,0.3273 +0.6843,0.3752 +1.1863,0.4474 +1.1659,0.4934 +0.9808,0.4547 +0.9981,0.3052 +1.2643,0.5273 +1.0711,0.5169 +1.7001,0.6787 +1.5261,0.5547 +1.554,0.5261 +1.6705,0.4366 +1.2248,0.4835 +1.607,0.422 +0.7304,0.2544 +1.3496,0.511 +0.9173,0.3995 +1.1611,0.3946 +0.5394,0.1308 +0.7975,0.3508 +0.9558,0.393 +0.4564,0.2498 +1.0085,0.3737 +0.6225,0.0504 +0.675,-0.0464 +0.4483,0.3454 +1.2595,0.4412 +0.9664,0.3694 +0.7314,0.3694 +0.7835,0.2021 +0.7705,0.3159 +1.5421,0.4739 +0.6496,0.3698 +0.8005,0.2266 +0.875,0.2973 +0.8812,0.3806 +0.97,0.4242 +1.124,0.5666 +1.4608,0.4042 +1.397,0.3654 +1.6136,0.38 +1.4071,0.5845 +0.7893,0.1562 +1.2355,0.3949 +0.4714,0.2049 +0.5136,0.2055 +0.7154,0.1801 +1.1643,0.4233 +0.6707,0.3328 +0.8328,0.2702 +0.6425,0.3691 +0.5538,0.3888 +1.0091,0.6349 +0.3453,0.1618 +0.9689,0.4764 +0.9169,0.5204 +0.9804,0.4183 +1.1914,0.6141 +1.2722,0.482 +0.6521,0.2152 +0.907,0.4296 +0.6665,0.3563 +1.3386,0.3767 +1.0066,0.4635 +1.1626,0.4724 +1.0542,0.5228 +0.4724,0.2707 +1.6563,0.6857 +1.1825,0.4806 +1.3032,0.5749 +0.9887,0.5018 +0.4146,0.296 +0.3981,0.1616 +0.8928,0.5487 +0.4335,0.2822 +0.4369,0.2866 +1.187,0.6115 +0.3047,0.1502 +1.4305,0.9485 +0.7636,0.457 +1.0622,0.5111 +0.9628,0.4859 +0.4971,0.2985 +0.4484,0.2396 +0.7774,0.5311 +1.0132,0.4429 +0.6558,0.4217 +0.4874,0.332 +0.8566,0.5177 +0.2843,0.3777 +0.5415,0.3735 +0.7634,0.4752 +0.7287,0.4765 +0.707,0.4227 +1.2207,0.5472 +0.6009,0.2813 +0.6763,0.3542 +0.7881,0.4425 +0.9082,0.33 +1.5004,0.6859 +1.0565,0.5431 +0.5549,0.4611 +1.3643,0.604 +1.0086,0.5971 +0.8375,0.4819 +1.1724,0.6884 +0.3616,0.2526 +1.6134,0.7184 +1.3119,0.5748 +0.8958,0.5056 +1.7841,0.7015 +0.584,0.396 +1.0248,0.4171 +1.0713,0.5303 +0.5215,0.4295 +0.5742,0.388 +-0.1094,0.2004 +0.9371,0.3443 +0.9767,0.494 +1.0603,0.4635 +0.6335,0.4325 +0.4721,0.1981 +-0.0312,0.1646 +0.9044,0.4152 +1.0237,0.4575 +0.7161,0.4208 +0.9277,0.5402 +0.7194,0.3601 +0.8987,0.396 +0.766,0.4537 +1.4452,0.6409 +1.4157,0.5567 +1.2359,0.5691 +0.8736,0.3329 +1.3691,0.6858 +0.6858,0.3956 +1.0924,0.5687 +1.2892,0.5419 +0.7952,0.4501 +0.5741,-0.0513 +0.8976,0.455 +1.1991,0.4561 +0.7878,0.2603 +0.4865,0.3072 +0.5823,0.2742 +0.969,0.4374 +0.727,0.3383 +0.9872,0.3261 +0.4863,0.2825 +0.186,0.198 +0.6895,0.3527 +1.0599,0.4285 +0.9389,0.3867 +0.9169,0.373 +0.8151,0.3685 +1.0991,0.4472 +0.9837,0.3842 +0.8219,0.4595 +0.9723,0.4864 +0.717,0.3688 +0.5906,0.1579 +0.5235,0.2291 +1.0998,0.4067 +0.951,0.3946 +0.5255,0.2959 +0.9409,0.386 +0.7329,0.4349 +0.9815,0.3917 +0.4666,0.2135 +0.6695,0.4013 +0.8936,0.3802 +0.7076,0.411 +0.968,0.4456 +0.6026,0.3603 +0.9166,0.5456 +0.4417,0.1815 +1.1931,0.5534 +0.7068,0.2404 +0.52,0.3498 +0.8958,0.3276 +0.5255,0.3101 +1.0158,0.4102 +0.9564,0.4642 +0.3598,-0.1741 +0.1091,0.2062 +0.2438,0.2737 +0.392,0.1351 +0.6493,0.2107 +0.8429,0.2109 +0.706,0.4207 +0.8725,0.4254 +0.535,0.2686 +0.5455,0.1841 +0.6038,0.1854 +0.7571,0.4058 +0.3312,0.2031 +0.9551,0.4926 +0.36,0.3829 +0.6199,0.3176 +0.4529,0.4943 +0.6319,0.1056 +1.3436,0.5874 +0.7714,0.3467 +1.2268,0.465 +1.3023,0.5145 +0.1991,0.0049 +0.259,0.3135 +0.4693,0.1597 +1.1125,0.4435 +0.9284,0.3776 +0.8086,0.3768 +0.4348,0.3342 +0.156,0.2444 +0.4534,0.1379 +-0.3149,0.2358 +0.7411,-0.0236 +1.4026,0.5511 +0.568,0.2604 +0.6813,0.3775 +0.6962,0.2388 +0.259,-0.588 +1.2367,0.4592 +1.1814,0.4922 +1.1896,0.4348 +1.1822,0.52 +1.5222,0.5541 +1.2995,0.5639 +1.3818,0.4871 +0.6586,0.3461 +0.7221,0.4086 +0.0137,-0.0204 +0.983,0.3521 +1.3603,0.4239 +0.3948,0.1399 +1.6748,0.4562 +1.097,0.4325 +1.1753,0.4198 +1.1537,0.4336 +1.0657,0.3976 +1.346,0.3897 +0.6383,0.3132 +1.0468,0.3533 +0.5888,0.4016 +0.8131,0.4115 +1.2318,0.4491 +0.6708,0.2727 +1.4375,0.3481 +1.395,0.3953 +1.1828,0.346 +1.5792,0.4808 +1.6813,0.5296 +1.715,0.5747 +0.9429,0.4182 +1.197,0.5164 +1.6112,0.5121 +0.9525,0.3364 +1.4645,0.5767 +0.9287,0.289 +0.8238,0.3063 +1.4051,0.5405 +1.1226,0.4619 +1.1971,0.4591 +0.6893,0.1551 +1.1734,0.3629 +1.1302,0.3069 +1.1749,0.509 +1.1547,0.1324 +1.1839,0.4927 +1.0566,0.3339 +1.122,0.33 +1.5816,0.6362 +0.4787,0.2232 +1.175,0.4774 +0.9805,0.6223 +0.9587,0.4819 +0.3237,0.1434 +0.4824,0.3175 +0.7898,-1.935 +1.0119,0.4283 +0.2027,0.0966 +0.7254,0.2311 +0.9809,0.3546 +0.8611,0.3583 +0.5546,0.2883 +0.7201,0.2731 +1.239,0.4585 +1.6257,0.5615 +1.1622,0.3958 +0.4774,0.3546 +0.6647,0.2522 +1.312,0.4406 +0.7378,0.3255 +1.2402,0.4897 +1.1632,0.5406 +0.7261,0.397 +1.2171,0.6652 +0.6341,0.2223 +0.9903,0.5028 +1.1461,0.4776 +1.2362,0.4695 +1.0848,0.413 +1.7563,0.5337 +1.949,0.6447 +1.2921,0.5231 +0.933,0.4368 +0.9644,0.3979 +0.6739,0.347 +1.6887,0.5321 +1.5627,0.5203 +1.5098,0.5006 +0.9789,0.3898 +1.129,0.4984 +1.6762,0.9605 +0.6678,0.2783 +1.0888,0.4548 +1.1485,0.4604 +0.8198,0.4728 +0.7305,0.372 +0.4075,0.1234 +1.4347,0.5441 +0.8762,0.4905 +0.7378,0.3786 +0.7537,0.2938 +1.0734,0.4547 +0.7505,0.3184 +0.7702,0.3608 +1.0403,0.3691 +0.6983,0.3688 +1.0203,0.355 +0.6988,0.1187 +1.1028,0.4141 +1.0686,0.3791 +0.5443,0.2111 +0.5828,0.2272 +0.9019,0.4612 +1.4682,0.6034 +1.2999,0.4713 +1.506,0.5312 +0.9946,0.289 +1.3013,0.5241 +1.2818,0.578 +1.6853,0.6734 +1.3682,0.5222 +0.899,0.3827 +1.2886,0.4394 +1.3184,0.5747 +1.5906,0.5527 +1.3653,0.4861 +0.6536,0.1699 +1.3801,0.5566 +1.1768,0.5051 +1.0015,0.3091 +1.1749,0.3467 +0.722,0.2974 +0.8913,0.3248 +1.534,0.4995 +0.2853,0.1914 +0.6293,0.132 +0.5446,0.1445 +0.873,0.2353 +0.6054,0.1637 +0.5195,0.216 +1.6757,0.5207 +1.388,0.4671 +1.1843,0.3841 +1.0919,0.3652 +1.6754,0.4539 +1.6266,0.5124 +0.801,0.0865 +1.2124,0.4185 +0.5696,0.1961 +1.4038,0.3724 +0.6379,0.1796 +0.4798,0.3197 +1.0402,0.4914 +0.5138,0.1929 +0.4382,0.2572 +0.5639,0.2433 +0.2961,0.3109 +0.4435,0.23 +0.6114,0.2522 +0.8372,0.3903 +0.7455,0.3269 +0.7006,0.3765 +0.9525,0.2554 +1.1545,0.3759 +1.4043,0.3298 +1.3525,0.5453 +1.1529,0.521 +1.1148,0.5138 +0.6996,0.3955 +0.2347,0.2357 +0.7379,0.4231 +0.6196,0.7305 +0.391,0.8956 +0.2298,0.2419 +1.3022,0.5823 +0.972,0.5072 +0.9156,0.5898 +0.6503,0.3739 +0.3835,0.3184 +0.4473,0.2769 +1.3005,0.6274 +1.5697,1.5377 +0.0795,0.2358 +0.6542,0.4252 +0.6116,0.3849 +0.9155,0.3407 +0.518,0.4932 +0.8651,0.4551 +0.6561,0.5166 +0.9733,0.3454 +0.4131,0.3849 +0.3925,0.4188 +1.0196,0.5661 +0.8494,0.4256 +1.2304,0.4963 +1.0824,0.4702 +0.8988,0.5034 +0.8841,0.4589 +1.135,0.6621 +0.4077,0.1456 +0.9959,0.4033 +0.625,0.6534 +0.633,0.4912 +0.6043,0.3772 +0.8344,0.46 +0.8064,0.4426 +0.3557,0.3185 +0.6642,0.259 +0.5253,0.3056 +0.4997,0.2768 +0.3983,0.2512 +0.865,0.4066 +0.945,0.4535 +-0.2319,0.7382 +1.5364,0.6159 +1.0677,0.5346 +1.4944,0.6833 +0.503,0.1049 +0.5649,0.1897 +0.6004,0.2207 +0.7826,0.5576 +1.5389,1.0762 +1.0316,0.4814 +0.8846,0.5465 +0.8986,0.4219 +0.6998,0.3594 +0.8744,0.423 +0.4333,0.0648 +0.9397,0.3949 +0.5706,0.353 +1.0428,0.465 +0.2498,0.2622 +0.288,0.3166 +0.6598,0.445 +1.3189,0.5602 +0.5864,0.2631 +1.1361,0.4877 +1.5013,0.5707 +1.3386,0.5736 +0.2715,0.0112 +0.8655,0.4216 +0.7093,0.63 +0.5241,0.2502 +0.7781,0.3718 +1.2456,0.5755 +0.5984,0.2625 +1.3906,0.7603 +0.8005,0.485 +0.678,0.3774 +0.7498,0.4303 +0.5799,0.3523 +0.2991,0.2556 +0.415,0.3233 +0.376,0.3558 +0.8758,0.4245 +1.1407,0.4708 +1.0438,0.5373 +1.2415,0.6302 +0.326,0.2976 +0.5445,0.2144 +0.3795,0.1173 +1.2856,0.5136 +1.1205,0.4862 +1.0378,0.4204 +1.0821,0.4204 +1.0116,0.2374 +0.4947,0.2961 +1.0312,0.4692 +0.9164,0.2747 +0.6724,0.2516 +0.5613,0.315 +1.0997,0.4123 +0.7404,0.2923 +1.0433,0.4889 +0.802,0.3429 +0.3393,0.2688 +1.2218,0.5862 +0.9014,0.4779 +0.902,0.3531 +0.5073,0.2223 +1.0427,0.3707 +0.9103,0.3717 +1.5366,0.5241 +0.5482,0.1928 +0.5226,0.0846 +1.2692,0.4362 +0.6534,-0.0222 +1.4101,0.4827 +1.4697,0.5042 +0.5687,0.3184 +1.4997,0.4701 +1.8194,0.7428 +1.1864,0.559 +1.5341,0.4897 +1.3187,0.5388 +1.0975,0.551 +1.3054,0.6784 +1.5129,0.4778 +1.5177,0.4552 +1.4937,0.5093 +1.7822,0.7124 +0.496,0.3982 +0.8855,0.4942 +0.6328,0.3497 +0.7567,0.4357 +0.5397,0.3048 +0.4146,0.2632 +0.7509,0.1919 +1.2557,0.6308 +1.2472,0.7342 +1.2102,0.5493 +1.2371,0.6399 +1.2641,0.7065 +0.7712,0.3686 +0.585,0.245 +0.6115,0.1896 +0.3245,0.2666 +0.8899,0.5861 +0.7023,0.2659 +0.5763,0.3687 +1.0651,0.5939 +1.0142,0.4885 +1.6612,1.1953 +1.069,0.6011 +0.6642,0.5181 +0.8052,0.5255 +0.9151,0.5627 +1.1101,0.5616 +0.5709,0.322 +0.443,0.3881 +1.023,0.5695 +0.6589,0.4193 +1.0446,0.5225 +0.9939,0.4816 +1.0542,0.5109 +0.9686,0.5031 +0.7912,0.4575 +1.5913,0.6807 +2.0482,0.7511 +1.8654,0.8127 +1.7812,0.7404 +1.0287,0.6044 +1.1013,0.478 +0.9291,0.0185 +1.6198,0.1506 +1.8011,0.128 +1.0866,0.3683 +0.4872,0.1179 +0.4605,0.1218 +0.7432,0.1717 +1.2267,0.3678 +0.915,0.2976 +1.3471,0.3351 +0.6483,0.302 +0.789,0.2027 +1.9546,0.5294 +0.6489,0.0638 +1.59,0.4214 +1.1516,0.3189 +1.5544,0.3602 +1.9633,0.431 +0.8175,0.1972 +1.2865,0.2496 +0.8241,0.1413 +1.7757,0.3448 +0.5256,0.1334 +0.8872,0.2194 +0.8656,0.155 +0.8888,0.4029 +0.9265,0.1157 +1.1236,0.294 +1.5991,0.3943 +1.4831,0.5247 +1.1288,0.3104 +1.3235,0.5002 +1.5863,0.3099 +1.2064,0.3011 +0.7499,0.1645 +1.5511,0.4099 +0.7627,0.2058 +0.3578,0.1018 +0.8799,0.0399 +1.1608,0.1269 +1.0947,0.2614 +0.8029,0.3038 +1.2254,0.3966 +1.3168,0.2583 +0.71,0.1639 +1.4221,0.3088 +1.2612,0.2413 +1.0873,0.3812 +1.2547,0.2866 +0.8231,0.2588 +0.9869,0.2771 +0.7803,0.312 +1.2669,0.4669 +0.9166,0.4388 +0.5341,0.2238 +1.4084,0.4042 +1.1554,0.3208 +1.7679,0.3054 +1.2758,0.2478 +1.2595,0.3335 +0.5421,0.2083 +0.8489,0.2635 +1.0981,0.3922 +1.9876,0.4523 +0.1411,0.1262 +0.7183,0.0699 +1.4789,0.4696 +0.7039,-0.015 +1.0906,0.3617 +0.72,0.1694 +0.6188,0.2083 +1.4822,0.5504 +1.3534,0.3961 +0.528,0.2845 +0.5544,0.0269 +0.6177,0.0562 +0.5297,0.216 +0.8969,0.3856 +1.1497,0.4754 +0.6754,0.2832 +1.2742,0.4327 +1.1127,0.3108 +0.8726,0.2933 +1.0928,0.7323 +0.8374,0.2359 +1.8166,0.4789 +1.4822,0.4352 +1.3746,0.453 +1.8144,0.4919 +1.9589,0.6391 +1.3706,0.4822 +1.3325,0.5471 +1.6384,0.5901 +1.5253,0.4931 +1.9746,0.4969 +1.1222,0.2187 +0.9922,0.4476 +0.9901,0.41 +0.7784,0.4341 +0.7344,0.3708 +0.5028,0.3242 +0.5682,0.2728 +0.7638,0.3647 +0.4527,0.2019 +0.458,0.2471 +0.8603,0.1865 +1.1986,0.4446 +0.9258,0.4482 +0.4254,0.298 +0.6982,0.3237 +1.36,0.5983 +1.4338,0.5057 +1.5644,0.6103 +1.5019,0.5591 +1.4041,0.4597 +1.6389,0.4971 +0.5576,0.271 +0.9973,0.4174 +0.9091,0.5046 +1.5208,1.2336 +0.5067,0.4419 +0.5521,0.2866 +1.2499,0.4967 +0.3697,0.3199 +0.9577,0.531 +0.5374,0.32 +0.6025,0.4806 +0.4809,0.4357 +0.5207,0.4051 +0.4958,0.3736 +0.8924,0.5048 +0.8074,0.4032 +0.4927,0.4614 +0.4657,0.4587 +1.2269,0.5025 +1.296,0.5677 +0.2647,0.3072 +0.8672,0.5093 +1.1879,0.561 +1.0297,0.575 +0.6041,0.3358 +1.1338,0.5973 +1.3548,0.6231 +0.5528,0.2017 +1.1754,0.5896 +0.924,0.464 +1.4748,0.7563 +0.5115,0.2351 +0.5039,0.4183 +0.847,0.46 +0.8663,0.4915 +0.7577,0.4281 +0.5399,0.3244 +0.8124,0.5411 +0.449,0.3013 +0.4117,0.4014 +0.3587,0.2639 +0.9887,0.4389 +1.2549,0.5246 +0.4531,0.2861 +0.6564,0.3313 +1.4021,0.5323 +1.1367,0.5125 +1.3021,0.5832 +1.0259,0.4964 +0.9684,0.58 +0.8552,0.4401 +1.4437,0.5589 +0.9956,0.3577 +1.634,0.582 +1.4552,0.4848 +1.4275,0.5131 +1.3698,0.5537 +0.7016,-0.1238 +0.5913,0.4524 +1.3066,0.5162 +0.5137,-0.0817 +1.2966,0.4383 +0.5849,0.2772 +0.8251,0.3946 +1.3557,0.4683 +1.2474,0.502 +0.6951,0.3592 +0.5136,0.0819 +0.9799,0.4534 +0.9755,0.4051 +0.5983,0.2699 +0.5575,0.2953 +0.7606,0.3885 +0.9615,0.4278 +0.7055,0.3267 +1.3961,0.4768 +1.2772,0.5038 +0.8575,0.3301 +1.2957,0.488 +0.9613,0.4596 +1.302,0.0884 +1.0914,0.5194 +0.9282,0.3451 +0.9901,0.3978 +0.384,0.2369 +1.1295,0.4669 +0.8072,0.2955 +0.8718,0.5438 +0.7301,0.4856 +0.6504,0.2883 +0.5561,0.2853 +1.1209,0.4827 +0.6325,0.3694 +0.8908,0.3001 +0.8499,0.2722 +0.8997,0.3572 +0.7191,0.4301 +0.3702,0.3048 +0.7484,0.4146 +0.6207,0.1155 +0.8915,0.4749 +1.5025,0.5532 +1.1689,0.5095 +0.871,0.2884 +0.7392,0.4091 +0.5512,0.1274 +0.7495,0.4079 +1.4635,0.5019 +1.062,0.4261 +0.5261,0.2043 +1.4793,0.5681 +1.3543,0.4922 +1.2415,0.4606 +1.3905,0.4812 +0.7206,0.5276 +1.1745,0.1493 +0.765,0.2465 +1.3337,0.5164 +0.4719,0.3233 +1.0543,0.4217 +0.695,0.2501 +0.7373,-0.0798 +0.7536,0.4258 +0.2668,0.2674 +0.9081,0.3761 +0.8967,0.3663 +0.5691,0.112 +0.6261,0.3114 +1.364,0.5178 +1.5122,0.5151 +1.4742,0.5123 +1.4678,0.5293 +1.5252,0.5373 +1.4352,0.5842 +1.6885,0.6037 +0.9856,0.5544 +1.3728,0.5376 +1.2245,0.4721 +1.2527,0.4586 +1.5521,0.5153 +1.0976,0.3812 +1.4078,0.4578 +0.8923,0.3751 +1.3072,0.3988 +1.7264,0.5 +1.6829,0.5565 +1.2387,0.5191 +1.9036,0.5653 +1.2288,0.3946 +0.2275,0.4074 +0.9536,0.3859 +1.5049,0.9238 +0.7228,0.3999 +0.4169,0.1782 +0.8527,0.4794 +0.7961,0.2779 +0.6733,0.3571 +1.3589,0.4538 +1.2428,0.4034 +1.3681,0.4566 +1.0743,0.5051 +1.084,0.2844 +0.8687,0.3232 +0.6262,0.2829 +1.4384,0.5183 +1.2104,0.452 +0.626,0.3445 +0.936,0.4663 +0.1725,0.337 +0.4219,0.3104 +0.6852,0.4642 +0.4758,0.1474 +0.6111,0.2945 +1.2769,0.5475 +1.6141,0.5953 +1.2978,0.5308 +1.2129,0.5679 +1.4027,0.5618 +1.1897,-4.7077 +0.9665,0.4594 +1.1154,0.4677 +0.3747,0.4314 +0.5154,0.357 +0.5825,0.4463 +0.5918,0.3566 +0.7028,0.4241 +0.8573,0.3695 +0.7879,0.4546 +1.2486,0.6612 +0.9646,0.4539 +0.5589,0.403 +0.7012,0.3099 +1.217,0.471 +1.4868,0.5931 +1.1275,0.4206 +0.4382,0.2821 +1.349,0.5731 +1.2355,0.4754 +1.533,0.6126 +0.763,0.4315 +1.3205,0.2815 +1.1273,0.4576 +1.2672,0.5115 +1.1647,0.4228 +0.9443,0.4195 +0.701,0.3697 +0.9416,0.3836 +1.6855,0.522 +0.8247,0.2998 +0.9177,0.4182 +0.7498,0.3694 +0.8823,0.4438 +0.5383,0.2267 +0.9139,0.4308 +0.6376,0.4264 +0.5035,0.2143 +0.9264,0.4609 +0.8835,0.3763 +0.4411,0.3793 +1.0302,0.4776 +1.674,0.5811 +0.6203,0.3057 +1.0259,0.3844 +1.5654,0.4726 +1.5586,0.4878 +1.634,0.6294 +1.5046,0.458 +0.7053,0.4719 +-0.0382,0.0762 +0.1923,0.1746 +1.1085,0.4668 +0.8203,0.4244 +0.8633,0.4068 +1.1032,0.5349 +1.0739,0.5545 +0.3676,0.3367 +0.9453,0.4578 +0.6873,0.2522 +0.5077,0.2963 +1.1172,0.4801 +0.4854,0.3592 +0.5286,0.3314 +0.916,0.4866 +1.5365,0.5858 +1.5727,0.5964 +0.4312,0.4748 +1.5376,0.5772 +1.1372,0.4947 +1.0275,0.5059 +1.0534,0.4587 +0.7211,0.3384 +1.4197,0.5535 +1.8504,0.7826 +1.4261,0.4065 +1.4023,0.4379 +1.5136,0.5531 +1.3115,0.4919 +1.9329,0.567 +0.5529,0.2287 +0.3737,0.1813 +0.4431,0.3527 +0.9634,0.3707 +1.3471,0.5576 +1.4223,0.5209 +1.3987,0.5945 +1.3899,0.5369 +1.2142,0.4881 +1.0906,0.5019 +1.152,0.5693 +1.106,0.5853 +0.8484,0.3407 +1.207,0.5515 +1.3727,0.5534 +2.1109,-1.5199 +1.6651,0.8988 +0.4965,-1.0668 +0.9844,0.4065 +0.5834,0.2585 +0.6081,0.3602 +1.1845,0.5298 +1.5807,0.5841 +1.8798,0.5657 +1.7669,0.4716 +1.9108,0.6433 +1.3245,0.4334 +0.675,0.3243 +1.505,0.5915 +2.3924,0.6885 +1.0859,0.4075 +0.6875,0.2964 +0.53,0.0878 +0.6534,0.3083 +0.9908,0.4377 +1.0248,0.3718 +0.9507,0.4049 +0.8745,0.4167 +0.5435,0.3345 +0.6112,0.2989 +1.3314,0.5192 +0.7942,0.3538 +0.7225,0.1959 +0.9156,0.4612 +0.7663,0.3938 +1.0884,0.3396 +0.3963,0.2055 +0.8959,0.3812 +0.9011,0.5355 +1.0517,0.5389 +0.7512,0.4418 +0.9257,0.402 +0.5519,0.2802 +1.4965,0.5657 +1.7131,0.5767 +1.5155,0.5494 +1.6134,0.5061 +1.4148,0.4357 +1.4904,1.0104 +0.9757,0.5022 +1.3155,0.535 +4.8052,0.3333 +1.0932,0.4599 +0.9069,0.3888 +0.7746,0.4427 +0.5749,0.328 +0.9951,0.4704 +0.8286,0.4017 +0.3595,0.1782 +0.6659,0.2495 +1.0533,0.4088 +0.6619,0.2402 +0.4453,-0.2259 +1.7588,0.6492 +0.9214,0.3945 +0.9395,0.5146 +1.5125,0.5442 +1.2658,0.4827 +0.5675,0.2785 +1.2663,0.5411 +1.2158,0.4189 +1.3048,0.4811 +1.3182,0.4755 +1.3063,0.4912 +0.8491,0.4385 +0.9639,0.4017 +0.8853,0.303 +1.2697,0.5021 +0.7909,0.4908 +0.5559,0.2999 +0.854,0.4809 +1.1594,0.4617 +0.4235,0.1133 +0.7714,0.487 +0.8772,0.2357 +0.7684,0.3334 +1.0001,0.5529 +0.4479,0.2977 +0.8783,0.4012 +1.7332,0.5845 +0.56,0.191 +1.2493,0.5284 +1.2605,0.505 +0.7576,0.4071 +0.9425,0.394 +0.429,0.0991 +1.1871,0.4514 +1.1491,0.4419 +1.8689,0.6577 +1.6289,0.5645 +1.8751,0.6191 +1.854,0.628 +1.174,0.481 +0.9227,0.3082 +1.7042,0.5237 +0.7442,0.3945 +1.0996,0.7972 +1.0034,0.5144 +1.1107,0.4243 +1.4154,0.5078 +0.9615,0.4242 +0.5412,0.2052 +0.3121,0.1559 +0.9672,0.4229 +0.7931,0.4807 +1.132,0.4925 +1.2704,0.5202 +2.5193,0.4927 +1.3709,0.542 +1.3766,0.4549 +0.6331,0.1865 +1.6978,0.6001 +0.6998,0.5594 +1.4417,0.5517 +1.8557,0.6546 +1.5006,0.5901 +1.6017,0.5577 +1.2755,0.4763 +1.4164,0.566 +1.0366,0.4522 +1.0663,0.4248 +0.9614,0.4251 +0.9576,0.1457 +1.3378,0.5491 +1.2745,0.5007 +1.3381,0.4569 +0.588,0.3683 +1.0505,0.4798 +0.6807,0.3938 +1.2338,0.5012 +0.8888,0.495 +0.8278,0.3766 +0.8968,0.309 +0.7165,0.3563 +0.4997,0.3061 +1.2407,0.5685 +0.6267,0.219 +0.8152,0.3565 +0.7873,0.4644 +0.8353,0.2936 +1.6409,0.5685 +1.4733,0.6044 +1.2609,0.5363 +1.5255,0.5265 +1.5696,0.4958 +1.2616,0.4713 +1.0176,0.478 +1.0565,0.4594 +0.9162,0.4346 +1.3199,0.5227 +0.8175,0.3778 +1.3634,0.5911 +1.389,0.4337 +1.4436,0.5474 +1.8806,0.6531 +0.442,-0.0582 +1.1682,0.5276 +1.0187,0.4859 +0.9933,0.4631 +1.0763,0.6327 +0.676,0.3432 +1.1556,0.3974 +1.0359,0.4591 +1.5188,0.5401 +1.2687,0.4657 +1.7028,0.6048 +0.5444,0.1814 +1.307,0.5572 +0.8858,0.5139 +1.3588,0.5519 +1.5726,0.6232 +1.4551,0.554 +0.8713,0.4799 +0.7387,0.3728 +1.0725,0.4682 +1.3475,0.529 +1.1304,0.4608 +1.1197,0.3787 +0.914,0.4594 +0.6348,0.3594 +0.4331,0.2314 +0.4377,0.4486 +0.5877,0.4405 +1.0249,0.5165 +1.0868,0.4611 +1.1411,0.4759 +0.9879,0.5427 +0.9105,0.5048 +0.8063,0.0578 +1.4747,0.6339 +1.8638,0.6564 +0.8257,0.4072 +1.2769,0.4606 +1.4945,0.5321 +1.2767,0.5948 +0.9222,0.4898 +0.9289,0.4525 +0.9483,0.4128 +0.7651,0.4241 +0.3983,0.3627 +0.9096,0.4262 +0.7742,0.3608 +1.6262,0.5478 +0.6458,0.4389 +0.595,0.4032 +0.6363,0.3071 +0.9048,0.3427 +0.9639,0.5238 +0.8631,0.2724 +1.2457,0.5014 +1.0131,0.4361 +1.4355,0.5602 +0.7449,0.3544 +0.8618,0.3528 +1.0265,0.4632 +0.4077,0.2451 +0.9761,0.5261 +1.1424,0.5477 +0.9606,0.3143 +0.8318,0.4805 +0.6647,0.389 +0.5336,0.3165 +1.3911,0.5426 +0.6922,0.293 +0.6204,0.3084 +1.3858,0.5097 +1.2786,0.4979 +1.6856,0.6135 +1.4243,0.5378 +0.6924,0.2936 +1.2027,0.4822 +1.2938,0.4786 +1.211,0.4267 +1.423,0.5413 +1.3253,0.5083 +1.0738,0.4565 +0.841,0.4436 +1.2658,0.4802 +0.6936,0.413 +1.0099,0.4055 +0.5867,0.3149 +1.1175,0.415 +0.3909,0.1659 +0.5924,0.2667 +0.6327,0.308 +0.8172,0.3309 +0.5771,0.3332 +0.9175,0.3287 +0.5015,0.3687 +0.8228,0.3975 +1.2667,0.4432 +1.1242,0.401 +1.2681,0.5132 +0.603,0.2484 +1.296,0.444 +0.8164,0.3101 +1.5405,0.6176 +1.4355,0.4962 +1.4809,0.4856 +0.9901,0.3769 +0.7987,0.4633 +0.2741,0.303 +1.0219,0.5343 +0.7116,0.3437 +0.7436,0.4085 +0.8263,0.4478 +0.9823,0.3848 +0.4397,0.2971 +0.3712,0.3156 +0.5313,0.3453 +0.7319,0.2643 +1.453,0.5346 +0.9761,0.4129 +0.605,0.2635 +0.9188,0.3902 +1.3343,0.5867 +1.4913,0.5845 +1.608,0.539 +0.5925,0.1584 +1.2057,0.4678 +1.2004,0.475 +0.9445,0.3872 +1.2162,0.4366 +1.2328,0.4127 +1.3279,0.5293 +0.5053,0.3689 +0.4458,0.1647 +0.7985,0.442 +0.805,0.4093 +1.0848,0.5106 +0.7246,0.2934 +0.5098,0.2143 +0.8286,0.3991 +1.0251,0.4392 +0.4983,0.2785 +1.1706,0.4432 +0.7624,0.423 +0.8953,0.3613 +0.5901,0.2659 +1.2915,0.397 +1.364,0.4771 +1.3209,0.4461 +1.3612,0.5082 +1.139,0.3953 +1.2281,0.3846 +1.1222,0.304 +1.2355,0.4107 +1.1696,0.4258 +0.8833,0.3814 +1.2549,0.4315 +1.2769,0.4408 +1.257,0.4597 +1.1854,0.4335 +1.1946,0.4602 +1.2059,0.4593 +1.2925,0.4816 +1.2062,0.426 +1.581,0.5254 +1.2155,0.4497 +0.735,0.3529 +0.5895,0.2101 +0.644,0.3265 +0.8002,0.4364 +0.8059,0.3786 +1.1457,0.5656 +0.8085,0.4109 +0.4148,0.3446 +1.0341,0.5093 +0.4562,0.253 +0.7323,0.4119 +1.1349,0.3613 +0.9383,0.509 +0.4455,0.2033 +0.5459,0.332 +1.4737,0.5524 +1.052,0.427 +1.2509,0.4457 +1.172,0.3858 +1.0409,0.3599 +1.2045,0.4509 +1.2396,0.4643 +0.5332,0.0952 +1.2377,0.3884 +1.22,0.4689 +1.2577,0.4769 +1.1742,0.425 +1.1457,0.4503 +1.1905,0.4655 +1.205,0.4789 +1.115,0.3711 +1.1753,0.4065 +1.5307,0.5154 +1.3078,0.5316 +1.1682,0.4416 +1.1633,0.4272 +1.1221,0.4261 +0.5844,0.1627 +1.2827,0.4992 +0.5272,0.2508 +0.735,0.3732 +0.8667,0.4642 +1.0665,0.2281 +0.9287,0.4574 +0.7094,0.3321 +0.5907,0.3549 +0.899,0.4189 +0.6829,0.3555 +0.5376,0.2904 +0.5407,0.3294 +1.2754,0.4681 +0.9159,0.4488 +0.457,0.3016 +1.3171,0.4934 +1.0824,0.5544 +1.0762,0.4831 +1.4005,0.4954 +0.7437,0.3546 +1.784,0.6122 +1.309,0.5003 +1.7209,0.6313 +0.2614,0.185 +1.2275,0.4814 +1.3117,0.5601 +1.437,0.5723 +1.4692,0.4918 +1.1989,0.4366 +1.0466,0.4362 +1.2194,0.4872 +0.9746,0.4291 +0.9322,0.4093 +0.9077,0.5338 +0.9558,0.5334 +1.2483,0.8622 +1.6558,0.6508 +0.3062,0.2763 +0.6479,0.3099 +1.0062,0.4482 +0.7914,0.3928 +0.5594,0.3071 +0.9244,0.4792 +0.8971,0.4298 +0.4765,0.2481 +0.4952,0.3195 +1.3077,0.4953 +1.4769,0.4623 +1.0908,0.3026 +0.6092,0.3257 +1.3399,0.5324 +1.1673,0.4669 +1.5009,0.5659 +1.3484,0.5278 +1.7203,0.6447 +0.6755,0.3504 +1.6334,0.6368 +2.1513,-0.3203 +1.0112,0.4402 +1.0041,0.4049 +0.8035,0.3968 +1.2655,1.2226 +0.7271,0.3784 +0.8107,0.4054 +0.8416,0.1385 +-0.4783,0.2227 +0.7386,0.4 +0.9729,0.4312 +0.9641,0.4182 +0.8833,0.5065 +1.1934,0.1062 +0.3294,0.2806 +0.9953,0.4309 +1.0124,0.4425 +0.4607,0.1797 +0.9872,0.2899 +0.7923,0.5027 +0.8359,0.3806 +0.926,0.4422 +0.8932,0.3329 +0.9454,0.3592 +1.6515,0.5645 +0.7005,0.3627 +0.4166,0.2458 +0.4917,0.1867 +1.0772,0.3323 +0.5441,0.2577 +0.3064,0.2295 +0.8226,0.2362 +0.7029,0.4636 +0.6452,0.4064 +0.8085,0.3035 +0.7579,0.4267 +0.9498,0.4148 +0.4426,0.3367 +0.7609,0.2888 +0.5247,0.403 +0.6119,0.2758 +0.3411,0.2937 +0.619,0.2699 +0.3439,0.2236 +3.5647,0.0194 +1.6432,0.6997 +1.8021,0.5832 +0.5405,0.3489 +1.1578,0.4594 +0.6608,0.2694 +1.1662,0.4982 +1.4314,0.5556 +1.226,0.5129 +1.289,0.4437 +1.3845,0.5625 +0.6246,0.3527 +0.5266,0.2692 +0.8953,0.4681 +0.8713,0.4077 +1.1308,0.4449 +0.5682,0.2344 +0.7889,0.3284 +0.8121,0.3178 +1.3391,0.5018 +0.9448,0.3883 +1.0479,0.4967 +0.9642,0.4695 +1.2619,0.4507 +1.1429,0.4267 +1.0938,0.46 +0.5747,0.3474 +0.9389,0.383 +1.0948,0.4473 +0.9368,0.38 +0.4549,0.2199 +1.0197,0.1003 +0.8737,0.2917 +0.7133,0.2807 +0.5083,0.305 +1.0263,0.3964 +0.619,0.3314 +1.0271,0.4569 +0.6105,0.4108 +0.7373,0.3331 +0.9518,0.4736 +1.3093,0.4147 +0.516,0.2034 +0.4482,0.2547 +1.2438,0.5173 +2.9734,0.5477 +1.2015,0.4475 +1.0636,0.4765 +1.3033,0.4809 +1.4278,0.4559 +1.1612,0.3331 +0.5158,0.3484 +0.7242,0.3311 +0.5879,0.3948 +0.5889,0.2849 +0.9927,0.5289 +0.9481,0.4241 +0.9148,0.313 +0.8422,0.35 +0.9443,0.4312 +1.0045,0.5309 +0.5235,0.1849 +0.793,0.4515 +0.9115,0.4321 +0.8692,0.5146 +0.5372,0.3222 +1.0915,0.5487 +0.5676,0.2601 +0.5172,0.1527 +0.5486,0.211 +1.1833,0.5042 +1.5245,0.671 +1.3705,0.5182 +1.4378,0.5306 +1.6307,0.5745 +0.8417,0.3161 +1.7861,0.6488 +0.7398,0.3716 +1.0681,0.4951 +0.5918,0.2848 +1.1385,0.5066 +0.8385,0.2344 +0.949,0.4483 +0.9892,0.4075 +1.2139,0.5701 +1.1303,0.4822 +5.5527,0.4762 +0.7816,-0.2931 +0.3013,0.1974 +0.927,0.5022 +1.6693,0.5941 +0.4418,0.1346 +0.9688,0.4858 +1.0522,0.4315 +0.6517,0.342 +0.9848,0.4556 +1.1375,0.4401 +1.3499,0.3681 +1.4814,0.4135 +0.8446,0.3013 +1.6343,0.4823 +1.7209,0.8507 +1.364,0.5398 +1.2879,0.5001 +0.9802,0.3772 +1.4344,0.5703 +0.5375,0.063 +1.64,0.6178 +1.3095,0.5726 +0.9551,0.4209 +1.0561,0.4794 +0.8907,0.3745 +1.3508,0.4937 +1.3266,0.5069 +1.4217,0.4604 +1.5221,0.534 +0.909,0.2529 +0.7203,0.3203 +0.6414,0.276 +0.9705,0.4555 +1.0371,0.4981 +0.4579,0.2068 +0.7063,0.3721 +1.3572,0.4314 +1.2721,0.3444 +1.2523,0.4667 +1.0385,0.4731 +1.766,0.595 +1.7319,0.6435 +1.2691,0.5413 +1.2638,0.4385 +1.6433,0.5672 +1.0377,0.3771 +1.2305,0.4501 +1.1612,0.4201 +0.9952,0.4891 +0.7988,0.3456 +0.543,0.2702 +0.7433,0.3246 +0.6826,0.3619 +0.772,0.339 +0.3284,0.2552 +0.2081,0.1202 +0.4512,0.2519 +1.425,0.4907 +1.7674,0.5547 +0.4847,0.2778 +1.0433,0.341 +1.2912,0.4179 +1.0917,0.3038 +0.9022,0.3543 +1.4327,0.5498 +1.2993,0.4972 +0.8385,0.38 +1.1281,0.4843 +0.3937,0.3 +1.0012,0.3975 +0.439,0.3178 +0.6518,0.2937 +1.4008,0.5124 +1.6952,0.613 +1.2786,0.5282 +1.4577,0.6169 +1.4021,0.5774 +1.415,0.5344 +1.6788,0.5712 +1.0075,0.3876 +1.1123,0.4052 +1.2394,0.572 +1.4624,0.6177 +1.5465,0.576 +1.0063,0.3363 +1.1656,0.5236 +1.1667,0.5055 +1.5627,0.5082 +0.7047,0.3012 +1.163,0.7262 +1.3467,0.4781 +1.2212,0.4583 +1.2288,0.5557 +0.7574,0.3464 +1.1604,0.6061 +1.3767,0.4834 +0.9305,0.3856 +1.3053,0.476 +1.1102,0.3439 +1.0308,0.1328 +1.2127,0.4517 +1.2674,0.5212 +1.3285,0.4701 +0.8344,0.4757 +0.6772,0.3108 +1.0398,0.4747 +0.9656,0.5339 +0.8263,0.409 +1.3399,0.4914 +0.83,0.3949 +0.618,0.368 +0.7396,0.3419 +0.8833,0.4465 +0.5728,0.3565 +1.5844,0.2146 +0.3472,0.469 +0.3689,0.6907 +1.1691,0.5107 +1.266,0.4674 +1.2999,0.5437 +1.1709,0.5123 +0.6399,0.2787 +1.072,0.3718 +1.4949,0.4832 +0.2692,0.2316 +1.4569,0.4339 +1.2075,0.5433 +1.383,0.5734 +1.2386,0.4426 +1.2399,0.5783 +1.2792,0.6192 +1.5852,0.8958 +0.7863,0.3858 +1.1272,0.5198 +1.4067,0.4238 +1.9425,0.2416 +1.2852,0.4738 +1.3125,0.4597 +1.2263,0.5305 +1.1729,0.4473 +1.343,0.5128 +1.0407,0.4362 +1.1613,0.5021 +0.4131,0.2602 +0.7697,0.4576 +0.614,0.2903 +0.9788,0.3921 +0.8658,0.4484 +1.0168,0.3516 +0.1838,0.2665 +1.1098,0.4612 +0.7348,0.5154 +3.2266,-3.1592 +0.5271,0.3242 +0.6439,0.3369 +0.2715,0.2747 +0.8608,0.3456 +1.2956,0.5524 +1.1799,0.5161 +1.1158,0.4939 +1.1447,0.4809 +1.3413,0.5577 +1.3193,0.5534 +1.2765,0.574 +1.1821,0.2953 +1.3555,0.4916 +1.3286,0.5 +1.3573,0.5481 +1.2936,0.4988 +1.231,0.5639 +1.2716,0.4618 +0.5013,0.2979 +0.8038,0.4283 +1.2283,0.4572 +1.399,0.5129 +1.4125,0.3768 +1.3139,0.5266 +1.3183,0.5026 +1.4373,0.5102 +1.1119,0.8984 +1.2263,0.359 +0.963,0.4187 +0.9442,0.427 +0.6366,0.379 +0.9268,0.4728 +1.3155,0.486 +0.2044,0.2288 +0.9431,0.5428 +1.0444,0.481 +0.33,0.0894 +1.8372,0.649 +1.1503,0.5209 +0.6897,0.3687 +0.9067,0.466 +1.3405,0.4923 +1.347,0.477 +1.2831,0.4523 +1.5473,0.5395 +1.2996,0.5183 +1.2823,0.4831 +1.277,0.4905 +1.3688,0.4643 +1.3807,0.5056 +0.8922,0.4098 +1.357,0.4867 +1.621,0.5717 +1.3698,0.4627 +1.1041,0.5593 +1.3106,0.4682 +0.9569,0.5075 +1.0925,0.4282 +1.3506,0.4777 +1.3312,0.5612 +1.42,0.5238 +1.3624,0.4861 +1.3396,0.4961 +1.2617,0.4929 +1.3522,0.4891 +0.5071,0.3498 +0.3044,0.0028 +0.9948,0.4184 +0.8156,0.3363 +0.7518,0.3246 +0.9321,0.3999 +0.8574,0.3565 +0.9074,0.3933 +1.4174,0.1872 +0.6288,0.4712 +1.6174,-2.7815 +0.5062,0.3908 +1.4462,0.4311 +0.8258,0.3406 +0.6773,0.3858 +1.0508,0.3771 +2.8188,0.1353 +0.8099,0.4331 +0.394,0.2641 +0.5829,0.3492 +1.2036,0.44 +0.6856,0.3783 +0.7214,0.3299 +0.4434,0.2245 +1.7698,0.6762 +1.61,0.57 +1.33,0.4661 +1.3861,0.5092 +0.775,0.3023 +0.3914,-0.2223 +1.3115,0.5507 +0.6112,0.3091 +1.2367,0.5278 +1.2053,0.4979 +1.3502,0.4875 +1.3568,0.5027 +0.513,0.2803 +1.167,0.4451 +1.4805,0.6049 +1.7604,0.6865 +1.3764,0.525 +1.1592,0.3635 +1.3161,0.3978 +0.9277,0.3913 +0.8452,0.4271 +0.3769,0.2114 +1.4751,0.5207 +1.4468,0.5446 +0.8887,0.4255 +0.643,0.434 +0.808,0.3403 +0.5475,0.1861 +0.3829,0.2607 +1.1702,0.5001 +1.4522,0.5043 +1.3472,0.5037 +1.2901,0.5228 +1.2276,0.5697 +1.3882,0.5408 +1.3123,0.5301 +0.5509,0.1224 +0.3875,0.1301 +1.3136,0.5554 +1.4253,0.5498 +0.5436,0.2069 +0.405,0.263 +0.2597,0.2466 +1.2565,0.4788 +1.6191,0.5022 +1.7903,0.6358 +2.0509,0.733 +0.9374,0.3044 +1.2542,-0.3008 +0.4477,0.2016 +1.0404,0.3952 +1.3488,0.5334 +0.6455,0.3419 +0.5436,0.1932 +0.6356,0.3223 +0.4556,0.2335 +0.6106,0.2524 +0.8247,0.4042 +0.3797,0.3103 +0.9637,0.3934 +0.2918,0.214 +0.6103,0.4041 +0.8214,0.3229 +0.5247,0.3048 +1.3823,0.6387 +1.7366,0.6349 +1.4128,0.555 +1.4336,0.498 +1.2707,0.4543 +1.7395,0.5617 +1.1857,0.4835 +1.6987,0.5636 +1.2851,0.52 +1.4104,0.4613 +1.5848,0.5268 +0.9317,0.3693 +0.9639,0.4713 +0.8366,0.3021 +0.4338,0.1502 +0.7103,0.3813 +0.9945,0.3902 +0.5343,0.3236 +0.979,0.4143 +1.318,0.4578 +0.9356,0.4408 +1.0412,0.5452 +0.4454,0.12 +0.693,0.3037 +0.7815,0.3051 +1.818,0.5806 +1.1946,0.5492 +1.1228,0.4339 +1.5871,0.5702 +0.7511,0.2784 +1.2808,0.4186 +1.8819,0.6334 +1.5974,0.6901 +1.728,0.5685 +0.8686,0.3217 +0.505,0.3528 +0.3959,0.246 +0.8224,0.2981 +0.3941,0.1836 +0.9845,0.4427 +0.9961,0.458 +0.4411,0.2426 +0.7621,0.3173 +1.4526,0.5014 +1.0894,0.3864 +0.4609,0.3126 +1.9056,0.6071 +0.7658,0.4859 +0.7674,0.0953 +1.0837,0.4117 +1.0489,0.4016 +0.8168,0.3286 +1.0012,0.3855 +0.9249,0.4665 +1.1285,0.4485 +1.16,0.494 +1.2028,0.4668 +1.7074,0.5602 +0.7704,0.2406 +0.4711,0.1866 +0.605,0.2945 +0.6034,0.3318 +1.3497,0.46 +0.7741,0.3725 +0.3068,0.2409 +0.6906,0.3392 +0.5284,0.2545 +0.9427,0.4395 +0.5545,0.2406 +0.8503,0.4262 +0.6522,0.3483 +1.8691,0.5636 +1.4862,0.5225 +1.3366,0.4957 +1.3484,0.5878 +1.7346,0.5771 +0.5307,0.2489 +1.6998,0.6041 +0.6852,0.3052 +1.1171,0.4205 +0.7783,0.5274 +0.9787,0.4149 +1.0924,0.3728 +0.9448,0.3694 +0.8695,0.4395 +1.0058,0.4015 +0.8194,0.1878 +0.8663,0.4673 +0.501,0.3153 +0.8326,0.5345 +0.7298,0.3102 +0.6681,0.154 +0.517,0.2619 +0.4643,0.3241 +0.5665,0.2184 +1.0645,0.4603 +0.5269,0.3814 +0.8633,0.2857 +0.7985,0.274 +1.3474,0.5528 +1.8299,0.5596 +0.97,0.4555 +1.8869,0.6092 +1.4965,0.5491 +0.5481,0.306 +0.2229,0.3115 +0.7705,0.2489 +0.8417,0.4242 +1.1169,0.5106 +1.134,0.4426 +0.9339,0.5491 +0.8799,0.4385 +1.1019,0.5006 +0.9658,0.4047 +1.4889,0.5743 +1.3569,0.6138 +1.7329,0.5675 +1.377,0.5381 +1.4616,0.5579 +1.5989,0.5667 +0.9929,0.36 +1.5068,0.5269 +0.8947,0.3237 +1.0116,0.4011 +0.8973,0.3081 +0.3876,0.248 +-0.2514,-1.6557 +0.9315,0.4307 +0.8655,0.2835 +0.7606,0.2255 +0.6432,0.2218 +0.5861,0.3376 +1.2506,0.5014 +1.1093,0.4514 +0.5746,0.1788 +0.636,0.2791 +1.4625,0.5117 +1.1704,0.412 +1.6579,0.476 +1.4806,0.4994 +0.5238,0.311 +1.4216,0.453 +1.4416,0.4529 +1.4271,0.4517 +1.4913,0.4564 +1.4539,0.5442 +1.3816,0.4565 +0.9495,0.4763 +1.4289,0.451 +1.331,0.3775 +1.3728,0.5691 +1.3016,0.5543 +1.5111,0.4762 +1.1931,0.4397 +0.5784,0.3397 +0.6264,0.2585 +0.8858,0.2899 +0.6707,0.1833 +1.0385,0.4382 +1.0222,0.4162 +0.9144,0.5022 +0.9512,0.4125 +0.5008,0.2817 +0.8645,0.3948 +0.7345,0.3757 +0.5032,0.321 +1.0555,0.4896 +0.7917,0.3504 +0.7132,0.3155 +1.4111,0.5921 +1.7796,0.5919 +1.7847,0.6508 +0.513,0.0499 +1.6324,0.5653 +1.2065,0.4598 +0.9236,0.2724 +1.2426,0.437 +0.7435,0.4237 +0.9483,0.3966 +1.3157,0.519 +0.5785,0.1984 +0.4836,0.2448 +0.8215,0.2944 +0.7371,0.4172 +0.5221,0.2942 +0.9312,0.3349 +0.7616,0.3586 +1.6022,0.5598 +1.4485,0.4885 +1.3566,0.4831 +0.9289,0.3992 +1.0211,0.3976 +1.0834,0.4234 +0.9215,0.4483 +1.0428,0.4399 +0.6152,0.3666 +0.8849,0.4105 +0.9155,0.3676 +0.8468,0.4145 +0.7475,0.3865 +1.0584,0.4796 +1.2069,0.4697 +0.5339,0.146 +1.3267,0.5007 +0.5836,0.323 +1.1714,0.5256 +1.3203,0.5677 +1.227,0.4015 +0.8216,0.4116 +1.4682,0.5445 +5.4077,0.6922 +0.9104,0.3896 +0.815,0.3468 +0.9738,0.374 +0.9138,0.3947 +0.5454,0.3539 +0.4291,0.2832 +0.6812,0.3844 +0.4057,0.2031 +1.3401,0.459 +0.65,0.2977 +0.6856,0.3096 +0.6036,0.2918 +0.7842,0.6773 +0.7878,-3.7635 +0.7713,-6.4737 +0.7223,0.3331 +0.994,0.385 +0.4745,0.2081 +0.9704,0.411 +0.7357,0.1316 +1.478,0.5917 +0.9046,0.318 +1.4483,0.5438 +1.0632,0.4548 +0.7375,0.3037 +1.1861,0.4953 +0.7275,0.3919 +0.4995,0.3349 +0.9966,0.3805 +1.0569,0.3805 +0.5679,0.216 +0.5692,0.312 +0.7907,0.3165 +1.2439,0.4687 +0.8852,0.3804 +0.7939,0.397 +1.5428,0.4903 +0.8048,0.2887 +1.6751,0.5798 +0.7792,0.2887 +0.9782,0.3945 +1.3957,0.5165 +1.4512,0.4565 +0.9773,0.3603 +1.0182,0.3413 +1.5895,0.4933 +1.5928,0.6298 +1.0164,0.3913 +0.8742,0.3168 +1.2715,0.4782 +0.9291,0.4683 +0.9081,0.4083 +0.4162,0.2047 +0.8095,0.4272 +0.712,0.428 +0.8863,0.3807 +0.3777,0.211 +1.2668,0.4586 +0.8079,0.3006 +1.3591,0.4638 +1.1267,0.4304 +1.472,0.5413 +0.9669,0.4527 +0.396,0.1746 +0.5904,0.3909 +0.6152,0.3186 +0.5994,0.3057 +1.0187,0.5702 +0.8462,0.3703 +0.7882,0.2887 +0.6697,0.2823 +0.9855,0.2341 +0.745,0.3721 +0.3524,0.1869 +0.568,0.2303 +1.8172,0.5723 +1.1752,0.435 +1.2616,0.4387 +1.0003,-0.0479 +0.9271,0.4003 +2.036,0.5053 +0.7154,0.455 +0.7567,0.3707 +1.2339,0.3658 +0.8854,0.5279 +0.9382,0.3308 +0.9289,0.3727 +0.9568,0.4808 +0.9288,0.3572 +0.6441,0.3112 +0.3715,0.2826 +0.9215,0.3119 +1.006,0.4107 +1.1653,0.3903 +0.603,0.3113 +0.9241,0.3634 +0.3374,0.2663 +1.4578,0.4196 +0.8929,0.5004 +0.5057,0.2083 +0.7708,0.2938 +0.4456,0.0333 +0.5462,0.2521 +0.9502,0.3603 +0.8792,0.3171 +0.8642,0.306 +0.8296,0.4134 +0.97,0.4444 +0.9056,0.3626 +0.6968,0.361 +1.3801,0.5386 +1.5481,0.8661 +0.6298,0.2826 +1.5928,0.5446 +0.8956,0.3407 +0.8151,0.3223 +0.8139,0.2822 +0.8951,0.2749 +1.123,0.4034 +0.931,0.2849 +0.7354,0.2807 +0.9206,0.4483 +0.9527,0.4268 +0.7067,0.4769 +0.9241,0.4199 +1.0179,0.3558 +0.7474,0.4472 +0.9522,0.4272 +0.8055,0.4332 +0.9789,0.4925 +0.9488,0.4682 +0.7919,0.4697 +0.9555,0.4206 +0.5049,0.2826 +0.8488,0.3989 +0.6963,0.2684 +0.5741,0.3258 +0.8589,0.5464 +0.7792,0.3561 +0.884,0.4352 +0.4111,0.3519 +0.3631,0.2888 +0.9023,0.4472 +0.8757,0.4237 +0.9543,0.5509 +0.8656,0.4001 +0.9506,0.423 +0.8565,0.2892 +0.416,0.2296 +0.9012,0.4425 +0.7549,0.561 +0.6319,0.3948 +0.7996,0.4165 +0.8664,0.3612 +0.5401,0.3096 +0.9547,0.4574 +1.1037,0.4315 +1.0538,0.4465 +0.8096,0.4456 +0.7435,0.4339 +0.9474,0.4351 +1.3805,0.5973 +1.0781,0.7109 +1.7558,0.6718 +1.5932,0.6554 +1.0338,0.5112 +1.3827,0.5394 +1.1854,0.4835 +1.1653,0.5141 +2.2144,0.5284 +1.0092,0.6161 +1.3651,0.6082 +1.7853,0.6301 +1.6654,0.5992 +0.7472,0.4273 +1.1167,0.7035 +0.8541,-0.152 +1.4991,0.6767 +0.9582,0.438 +1.4445,0.5597 +0.3845,-0.0646 +0.9692,0.5055 +1.102,0.5833 +1.2865,0.558 +1.3989,0.4935 +0.9281,0.4344 +0.8206,0.5373 +0.795,0.3019 +0.5133,0.3459 +1.2763,0.4676 +0.3113,0.2113 +0.6893,0.3819 +0.958,0.4254 +-0.0883,0.1946 +0.5004,0.2908 +0.9161,0.5398 +0.6449,0.3765 +0.8209,0.3408 +0.4462,0.2914 +0.6979,0.4145 +0.508,0.352 +0.5523,0.2899 +0.463,0.1271 +0.3967,0.2531 +0.5261,0.0567 +1.478,0.5862 +1.5005,0.6027 +1.3098,0.5327 +1.6601,0.8778 +1.4124,0.581 +0.3847,-0.0046 +1.3695,0.5453 +1.4995,0.5822 +1.5348,0.5701 +1.3917,0.6199 +1.3461,0.5424 +1.395,0.5898 +1.545,0.5575 +1.4665,0.67 +0.496,0.3002 +0.7698,0.5662 +0.8067,0.5469 +0.7735,0.3441 +0.769,0.411 +1.25,0.469 +1.256,0.6125 +0.9127,0.56 +0.583,0.4078 +0.8797,0.4974 +0.3557,0.3934 +0.4839,0.315 +0.5016,0.2227 +0.7956,0.1843 +1.364,0.5152 +1.4876,0.5551 +1.0828,0.5191 +1.336,0.555 +0.6915,0.2043 +1.5048,0.6323 +0.7412,0.1969 +1.3946,0.5754 +1.5455,0.6785 +0.3928,0.2084 +0.5869,0.0875 +0.9458,0.581 +1.0017,0.3914 +0.8548,0.4617 +0.99,0.4345 +0.5736,0.3794 +1.0401,0.4231 +0.4846,0.2791 +0.4999,0.2682 +0.3821,0.2151 +0.3937,0.2779 +0.6949,0.403 +0.8573,0.3837 +0.7669,0.4164 +0.6212,0.3533 +0.7071,0.2033 +0.4981,0.2831 +0.8546,0.4397 +1.5356,0.4841 +0.6068,0.2293 +0.6174,0.3155 +1.1219,0.4589 +0.9451,0.2641 +0.6861,0.2425 +0.911,-0.1801 +0.8646,0.4306 +1.2947,0.5012 +1.2315,0.2838 +0.8856,0.4076 +0.9392,0.433 +0.9504,0.3946 +1.0368,0.4557 +1.0344,0.5315 +1.1928,0.4773 +0.9975,0.4903 +1.0052,0.3451 +0.6352,0.2339 +0.6626,0.3883 +0.9939,0.3672 +1.233,0.5674 +0.6985,0.4009 +0.8951,0.4556 +0.5534,0.2647 +0.3224,0.21 +0.2579,0.2458 +0.905,0.1921 +0.8376,0.2911 +1.4865,0.6995 +1.19,0.5704 +0.5445,0.302 +1.1312,0.4126 +1.5271,0.4889 +1.2528,0.9147 +0.7163,0.2468 +1.1297,0.3985 +0.5804,0.1223 +0.7066,0.3518 +0.8489,0.3889 +0.7564,0.2741 +0.865,0.4875 +1.0395,0.3636 +0.4623,0.1006 +1.8984,0.4466 +0.6792,0.3125 +1.1372,0.572 +0.5823,0.2447 +0.7282,0.3042 +-0.1687,0.4946 +0.4684,0.2321 +1.6978,0.6668 +0.5678,0.1768 +0.7329,0.3679 +1.3436,0.4613 +1.2364,0.4413 +1.0932,0.4352 +0.7067,0.3235 +0.5949,0.3777 +1.7184,0.5593 +1.5007,0.5342 +1.0394,0.4732 +1.3454,0.4941 +1.067,0.4601 +0.5032,0.336 +1.2529,0.4201 +0.8219,0.4648 +0.5225,0.206 +1.7891,0.7793 +1.6989,0.6759 +1.2448,0.4843 +1.2762,0.5577 +1.0271,0.4952 +0.3458,0.0213 +1.0709,0.8726 +1.189,0.5009 +0.5801,0.2825 +1.5803,0.5259 +1.3198,0.6017 +0.6435,0.5273 +0.5352,0.2386 +0.5213,0.3956 +1.0156,0.5307 +1.1654,0.6981 +0.7677,0.4222 +1.2017,0.5441 +1.2692,0.6003 +1.0251,0.5068 +0.9243,0.5843 +0.998,0.54 +0.7308,0.369 +0.7144,0.3669 +1.238,0.5326 +0.8505,0.394 +0.6731,0.4461 +0.8833,0.5326 +0.6925,0.4253 +0.7386,0.3912 +0.6742,0.3464 +1.3549,0.6149 +0.7672,0.4426 +1.6633,0.6911 +1.5101,0.4535 +1.6031,0.8086 +0.4149,0.2188 +0.3917,0.1516 +0.8552,0.3363 +1.2953,0.5937 +0.6292,0.3849 +1.1817,0.6334 +1.305,0.5447 +0.9791,0.4672 +0.7313,0.4005 +3.1323,0.076 +0.7387,0.4258 +0.8728,0.4419 +0.315,0.2905 +0.4935,0.3342 +1.4034,-2.8153 +0.5313,0.1575 +0.8528,0.358 +0.8083,0.5233 +1.3934,0.553 +0.6136,0.3031 +1.7837,0.6941 +0.7487,0.4554 +0.5066,0.2742 +0.7019,0.2009 +1.4642,0.5523 +1.0874,0.4865 +1.5387,0.6275 +0.5112,0.2528 +0.9082,0.452 +0.4384,0.2806 +0.4264,0.313 +0.4578,0.2197 +1.3356,0.5309 +1.2563,0.6002 +0.7834,0.2216 +1.1904,0.4134 +1.1262,0.396 +1.3454,0.4366 +0.8117,0.3457 +1.4265,0.5536 +0.8896,0.3831 +0.6734,0.3691 +1.2501,0.5611 +0.9008,0.4576 +0.7886,0.4853 +1.1105,0.5516 +1.1592,0.4144 +0.6082,0.3318 +1.2673,0.3857 +1.3566,0.4883 +1.192,0.444 +1.2768,0.5306 +1.4202,0.5802 +1.1434,0.4889 +1.2865,0.5935 +1.1897,0.6252 +0.8794,0.5207 +1.4583,0.5998 +0.8525,0.546 +0.3318,0.335 +0.2795,0.3185 +0.1861,0.2784 +0.3715,0.1957 +1.1695,0.7561 +1.1554,0.6579 +0.7353,0.3969 +1.2584,0.6084 +1.1008,0.5347 +1.3077,0.8968 +0.9983,0.6115 +0.7901,0.4953 +0.4408,0.4627 +0.4116,0.277 +0.6635,0.5258 +0.1175,0.277 +0.877,0.497 +1.4554,0.7023 +0.9783,0.5453 +1.4722,0.8237 +0.7578,0.6263 +0.9226,0.4743 +1.8826,1.0136 +1.0036,0.3863 +0.3267,-0.1757 +0.8769,0.2934 +1.7936,0.6168 +0.6354,-0.2223 +0.8775,0.3592 +1.4443,0.4875 +0.8338,0.4009 +0.7693,0.4144 +0.6333,0.1198 +0.9708,0.4674 +0.9811,0.4828 +0.7746,0.4798 +0.7053,0.4047 +0.8129,0.1809 +1.2339,0.4859 +0.69,0.5066 +0.8485,0.2389 +1.1867,0.4978 +1.0462,-5.2722 +1.6401,0.4481 +1.1378,0.5019 +1.0153,0.4801 +0.994,0.3752 +0.7385,0.3229 +0.6378,0.4407 +0.9198,0.5392 +1.112,0.4377 +1.7049,0.4854 +0.7905,-0.0677 +1.4912,0.485 +0.9844,0.5747 +1.9126,0.7713 +2.2806,0.2627 +1.6167,0.6622 +0.471,0.3901 +0.4011,0.2896 +1.0542,0.527 +1.4761,0.68 +0.9665,0.5458 +1.0781,0.6318 +1.1082,0.5598 +0.9406,0.5365 +0.8443,0.4443 +1.5427,0.7257 +1.62,0.598 +1.1634,0.8433 +1.3576,0.4717 +1.6439,0.8051 +0.6577,0.5364 +1.5245,0.5498 +1.0857,0.5203 +1.0875,0.6655 +0.4347,0.3984 +0.5601,0.3203 +1.4583,0.8121 +1.4352,0.6918 +1.6295,0.7009 +1.5273,0.5624 +1.0308,0.4435 +1.1614,0.6389 +1.069,0.5231 +0.5934,0.4134 +0.7994,0.3688 +0.763,0.4124 +0.5911,0.3949 +0.3411,-0.303 +0.7045,0.2468 +0.974,0.3546 +0.4581,0.2508 +1.1241,0.3717 +0.8754,0.2909 +1.6895,0.6723 +1.6451,0.6315 +1.4578,0.7632 +0.3513,0.3361 +1.1661,0.4926 +0.7035,0.1853 +1.7104,0.563 +0.6108,0.1826 +1.729,0.4457 +1.0014,0.3045 +1.3279,0.4873 +1.6016,0.4842 +1.5718,0.3986 +1.0739,0.3719 +1.5025,0.3794 +1.6871,0.476 +1.4184,0.4267 +1.6522,0.6289 +1.8278,0.4894 +1.2645,0.4175 +1.1642,0.3134 +1.0249,0.3458 +1.9077,0.5782 +0.8302,0.332 +1.1944,0.364 +0.276,0.0899 +0.7009,0.4191 +0.6545,0.1874 +1.3065,0.4077 +0.6523,0.422 +1.08,0.3417 +1.7486,0.5717 +1.8409,0.542 +1.1632,0.3811 +1.6693,0.4672 +1.2535,0.2816 +1.6736,0.5463 +0.9043,0.354 +1.6496,0.7976 +1.4167,0.4592 +0.379,0.1337 +1.7304,0.4908 +1.1811,0.4954 +1.4915,0.4595 +1.1884,0.4777 +1.3548,0.5463 +1.4999,0.5611 +1.0893,0.4596 +1.7617,0.5627 +1.4517,0.5946 +1.1222,0.4783 +0.6552,0.3792 +0.0662,0.1392 +0.9695,0.5361 +0.8385,0.4577 +0.7762,0.4789 +1.0378,0.5389 +0.9574,0.597 +0.654,0.4631 +0.9952,0.591 +0.5298,0.4221 +1.1048,0.5771 +1.2035,0.5098 +0.8316,0.4234 +0.9932,0.3356 +1.7672,0.576 +1.367,0.6162 +1.0585,0.6154 +2.0079,0.8816 +1.5148,0.6734 +1.3741,0.5995 +1.2099,0.5652 +1.7509,0.8218 +1.1184,0.2906 +1.612,0.6428 +1.7521,0.7162 +0.3123,0.2654 +0.8988,0.4402 +0.6323,0.3352 +0.5921,0.3863 +0.4259,0.3539 +0.6152,0.3969 +1.0626,0.5708 +0.5399,0.3917 +0.5231,0.3344 +0.668,0.2859 +1.0611,0.3805 +1.2151,0.3944 +1.5888,1.2066 +0.8038,0.6004 +1.0246,0.7234 +0.5901,0.2751 +1.3716,0.7396 +0.7916,0.583 +1.2011,0.5745 +1.2724,0.5953 +1.1475,0.4157 +1.1167,0.5757 +0.9584,0.4294 +1.3839,0.4358 +1.5604,0.6289 +0.621,0.2879 +1.6422,0.6014 +1.4334,0.4916 +0.6394,0.2753 +1.0877,0.3365 +1.2399,0.368 +1.1445,0.4405 +1.0234,0.2844 +1.1374,0.4075 +1.1073,0.2449 +0.8283,0.335 +0.789,0.2299 +1.1196,0.3046 +1.1076,0.3512 +1.3044,0.4746 +1.0375,0.1248 +1.3478,0.4552 +1.5771,0.5978 +1.4699,0.2555 +1.4343,0.3848 +1.2625,0.2554 +1.7,0.6886 +1.4747,0.354 +1.0651,0.3083 +1.4778,0.4364 +1.5807,0.5018 +0.4328,0.2188 +0.4027,0.2585 +0.4812,0.1655 +0.2944,0.2484 +0.5377,0.3188 +1.0451,0.4363 +0.9645,0.5911 +0.9574,0.4437 +1.0788,0.4433 +1.0822,0.453 +1.1121,0.485 +1.1143,0.4895 +1.4013,0.6166 +1.2073,0.6805 +0.5613,0.2775 +0.9707,0.3476 +0.832,0.4453 +1.1474,0.4378 +0.5307,0.2717 +1.0585,0.5239 +0.9157,0.465 +0.8706,0.4732 +0.7801,0.5627 +0.98,0.5383 +1.34,0.7856 +0.2848,0.2083 +1.2572,0.481 +1.6364,0.6115 +0.7947,0.3639 +1.9264,0.7227 +0.4025,0.2589 +0.52,0.3298 +0.2626,0.27 +0.5911,0.3956 +0.5243,0.3342 +0.5579,0.3304 +0.482,0.352 +0.3773,0.2243 +0.1946,0.1653 +0.9529,0.5611 +0.3508,0.3379 +1.1289,0.6977 +0.4688,0.3404 +0.9764,0.5739 +0.3107,0.2918 +0.4836,0.3375 +0.5457,0.3762 +0.3244,0.2581 +0.166,0.1979 +0.5293,0.4669 +1.115,0.6148 +0.6706,0.4008 +0.1874,0.3376 +0.613,0.4104 +0.4072,0.441 +0.4632,0.3184 +0.6011,0.3094 +0.682,0.1567 +0.6951,0.4038 +0.4656,0.3684 +1.6503,0.7458 +1.4167,0.7712 +0.9606,0.5089 +1.2483,0.9329 +1.1021,0.5696 +0.7918,0.4221 +1.4589,0.4608 +1.3363,0.5468 +1.7744,0.6098 +1.4376,1.1629 +0.5929,0.2353 +0.9131,0.2586 +1.3933,0.3182 +0.9785,0.3381 +0.4623,0.2193 +1.2502,0.5242 +0.8918,0.302 +1.1247,0.4839 +1.0446,0.4671 +0.8684,0.3163 +1.2002,0.4155 +1.4458,0.5104 +1.3681,0.4602 +1.0268,0.369 +1.1955,0.6331 +0.3788,0.1848 +0.6669,0.3599 +1.1188,0.4631 +0.5703,0.5527 +1.2946,0.4639 +0.8611,0.4354 +1.6156,0.9603 +1.657,0.5421 +1.0748,0.5373 +1.4627,0.7075 +0.8938,0.3696 +0.2378,0.1481 +1.1018,0.4927 +0.8745,0.5723 +1.2168,0.4315 +0.4295,0.5959 +0.7568,-0.0057 +1.0446,0.5765 +1.0055,0.522 +0.8139,0.3093 +1.1082,0.5842 +1.0886,0.5793 +1.0086,0.5582 +0.4258,0.5738 +1.0346,0.4862 +0.3101,0.2229 +1.1108,0.5132 +1.1161,0.5343 +1.2042,0.599 +0.435,0.3154 +0.5398,0.1465 +1.0088,0.4149 +0.9984,0.4232 +0.4791,0.231 +1.4454,0.7785 +1.4013,0.623 +1.1669,0.4545 +1.2507,0.6725 +1.0744,0.5742 +1.1248,0.4869 +1.0493,0.5053 +1.074,0.5381 +1.1538,0.4319 +0.8452,0.8867 +1.0735,0.54 +0.7108,0.3014 +1.1829,0.312 +0.5935,0.4042 +1.1226,0.5665 +1.1184,0.5174 +0.9464,0.4578 +1.0136,0.5468 +0.9615,0.5316 +1.0937,0.4598 +0.9445,0.4282 +0.7272,0.3597 +1.1254,0.4101 +0.4181,0.2387 +0.9952,0.4858 +0.8899,0.4136 +1.38,0.4873 +0.9972,0.4177 +0.7822,0.2199 +0.8987,0.244 +0.6123,0.2341 +0.8835,0.493 +0.963,0.5705 +1.046,0.3811 +1.7438,0.6917 +1.5623,0.5862 +0.8126,-0.1255 +1.0606,0.4634 +1.2045,0.3975 +0.6717,0.1878 +1.1501,0.2584 +1.0049,0.3648 +1.3438,0.3546 +0.9601,-0.3489 +1.0652,0.3506 +0.9414,0.2789 +0.8563,0.19 +0.94,0.3154 +0.6685,0.258 +0.5863,0.0229 +1.0728,0.3223 +1.0026,0.2893 +0.4895,0.2407 +0.859,0.295 +0.637,0.2004 +0.9719,0.3254 +0.8347,0.2202 +0.5686,0.2103 +0.9376,0.398 +1.5508,1.2812 +2.0113,0.4557 +0.7883,0.2761 +1.6173,0.4122 +1.274,0.3069 +0.63,0.3027 +1.3872,0.4399 +1.0342,0.3437 +1.3441,0.4187 +1.4685,0.4176 +1.1878,0.3813 +0.9558,0.4129 +1.8322,0.4703 +0.5727,0.2016 +0.5576,0.0966 +1.7892,0.5493 +1.136,0.3034 +1.0472,0.4513 +1.0453,0.3827 +0.9786,0.4339 +0.4728,0.314 +0.5928,0.3175 +0.9382,0.4234 +0.7488,0.4943 +0.797,0.5041 +0.5385,0.4339 +1.1363,0.4598 +2.2929,0.5414 +1.0976,0.3963 +1.9468,0.7541 +1.2487,-0.0532 +0.4703,0.2805 +0.507,0.4476 +0.525,0.3265 +1.1331,0.5191 +0.7249,0.2871 +1.4485,0.5775 +1.0803,0.5255 +1.4994,0.9651 +1.734,0.6652 +1.0094,0.5683 +0.7435,0.4218 +1.4506,0.554 +1.1043,0.4907 +1.5385,0.527 +1.2068,0.4471 +1.3989,0.3936 +1.3192,0.4 +1.7507,0.4315 +1.6843,1.0394 +1.1424,0.3745 +0.8936,0.2529 +0.643,0.2991 +1.2631,0.5117 +1.267,0.4247 +0.9972,0.3665 +1.8096,1.1441 +1.5543,0.4221 +1.4669,0.4511 +1.1909,0.4109 +1.4558,0.5612 +0.9449,0.2871 +1.4984,0.496 +1.5708,0.5725 +1.4617,0.4849 +0.7937,0.8587 +1.1553,0.4465 +0.5956,0.3237 +1.1573,0.6154 +0.4405,0.4117 +0.3132,0.2711 +1.3172,0.4231 +0.6121,0.2439 +0.9887,0.2707 +0.3833,0.2459 +1.132,0.4907 +0.8591,0.4227 +0.9838,0.4295 +0.7134,0.4816 +0.668,0.5043 +0.5593,0.403 +1.3446,0.4746 +1.3068,0.4433 +1.5284,0.9924 +1.3469,0.4307 +1.0129,0.3908 +1.4531,0.5203 +1.2342,0.4862 +1.1356,0.5421 +1.5293,0.5045 +1.3366,0.4695 +1.3035,0.4566 +0.5502,0.3344 +1.1597,0.5084 +1.2518,0.5991 +1.0981,0.6579 +1.2453,0.5714 +1.2229,0.5937 +1.0746,0.5882 +1.2348,0.579 +0.8421,0.4531 +1.1348,0.5937 +1.1807,0.5415 +0.8746,0.5114 +1.0329,0.4604 +1.0519,0.5998 +1.213,0.6311 +1.11,0.6357 +0.9315,0.6044 +0.8821,0.5965 +1.2138,0.6126 +1.3869,0.6898 +1.1248,0.589 +1.3616,0.7193 +1.1075,0.6476 +0.9132,0.5083 +1.1512,0.658 +0.9829,0.6302 +1.1445,0.5697 +1.1062,0.632 +1.0765,0.615 +0.3619,0.4639 +1.0048,0.6337 +0.2078,0.2622 +0.9952,0.5636 +0.3247,0.3115 +0.1979,0.155 +0.37,0.2201 +0.5516,0.3419 +1.1633,1.2995 +0.282,0.3313 +0.537,0.4369 +0.8066,0.5495 +0.2267,1.0673 +0.7338,0.4661 +1.1106,0.6785 +0.5241,0.3808 +0.736,0.48 +0.4336,0.3013 +0.5025,0.3372 +1.07,0.5461 +1.3111,0.5408 +1.2534,0.6022 +0.7919,0.5105 +1.0312,0.5705 +0.8898,0.5715 +0.4831,0.4932 +0.7045,0.5208 +0.6948,0.567 +0.2097,0.0448 +0.9575,0.5614 +0.244,0.2875 +0.7088,0.5211 +1.0469,0.6732 +0.4245,0.3642 +0.9489,0.5204 +0.4783,0.1807 +0.6308,0.3931 +0.7419,0.4483 +0.9206,0.494 +0.4924,0.4495 +1.0273,0.5248 +0.9587,0.5913 +0.9918,0.5886 +1.1252,0.5519 +1.1734,0.7511 +0.4402,0.4648 +1.391,0.7423 +1.2877,0.6725 +0.9882,0.6008 +0.8754,0.5645 +1.05,0.5939 +0.6602,0.3867 +0.5748,0.1121 +0.9838,0.4339 +0.6806,0.5051 +1.553,0.4913 +0.7295,0.411 +0.9194,0.4766 +0.8293,0.5359 +0.9792,0.4482 +1.4913,1.6318 +0.763,0.4488 +0.4274,0.3587 +0.3111,0.255 +0.4895,0.3868 +0.9606,0.4443 +0.7518,0.2538 +0.6494,0.3557 +0.379,0.3127 +0.8686,0.3019 +0.9214,0.2273 +0.3678,0.3095 +0.4976,0.3445 +0.6253,0.3468 +1.1669,0.5129 +0.621,0.2928 +0.7399,0.5125 +1.281,0.4454 +1.5795,0.5003 +1.6678,0.5871 +0.9582,0.2619 +1.3328,0.4867 +1.3642,0.4043 +1.3102,0.4125 +0.9112,0.3049 +1.1217,0.4885 +1.5064,0.4899 +1.3507,0.497 +1.7124,0.6118 +0.8468,0.5494 +1.0328,0.6639 +0.9619,0.4307 +0.9032,0.4737 +0.6777,0.5233 +0.5383,0.4478 +0.9409,0.3971 +1.0028,0.4005 +0.7772,0.3154 +0.5759,0.4254 +0.7087,0.507 +0.7095,0.4591 +0.3607,0.5982 +1.6679,0.6514 +1.6688,0.5746 +1.4933,0.5235 +1.7521,0.5732 +1.0884,0.5723 +1.0474,0.4471 +1.3209,0.6479 +1.5174,0.754 +0.6207,0.3945 +0.49,0.4379 +0.4684,0.3456 +0.7727,0.5604 +0.6822,0.5268 +0.6811,0.3862 +0.537,0.4335 +0.8251,0.4513 +1.3736,0.6155 +1.4112,0.9722 +0.8819,0.585 +0.7358,0.353 +0.7755,0.403 +0.8671,0.4791 +1.3397,1.3624 +1.1152,0.6133 +0.9623,0.6239 +0.7111,0.5965 +0.8504,0.3191 +1.0789,0.5145 +0.8121,0.5491 +0.2961,0.4921 +0.5353,0.2597 +0.6983,0.2731 +1.0536,0.5346 +1.0511,0.5345 +0.6818,0.4047 +0.4452,0.4101 +1.4291,0.7052 +1.6444,0.7944 +0.8309,0.5733 +0.8566,0.6135 +1.1371,0.6149 +1.304,0.3472 +1.4603,0.7948 +1.2668,0.7143 +1.6446,0.8007 +0.5337,0.4936 +1.492,0.7752 +1.5487,0.6545 +1.1871,0.5994 +1.3791,0.6195 +1.4376,0.6396 +1.6713,0.7246 +1.4367,0.6882 +1.8393,0.7053 +0.2802,0.1981 +0.2757,0.1414 +1.5921,0.4791 +1.3718,0.4398 +0.6729,-0.1023 +0.7986,0.425 +0.9393,0.3798 +0.5355,0.4211 +0.7216,0.4016 +0.8814,0.392 +0.5086,0.2361 +0.691,0.3054 +0.8567,0.2978 +0.5202,0.0735 +0.8699,0.4261 +0.5102,0.2055 +1.4107,0.7414 +0.5806,0.3716 +1.445,0.5612 +0.8567,0.4395 +1.4173,0.6691 +1.3732,0.6145 +0.4459,0.2729 +0.5483,-0.0455 +1.1857,0.2029 +1.2393,0.42 +1.3808,0.4981 +1.0865,0.4583 +0.9886,0.3457 +1.8338,0.4244 +1.4841,0.547 +1.6568,0.5025 +1.3867,0.6991 +0.8147,0.3602 +0.7971,0.4029 +0.6532,0.2448 +0.8996,0.4334 +0.7666,0.4037 +1.314,0.4146 +0.9276,0.4034 +0.8029,0.2999 +1.6301,0.4166 +1.8271,0.5195 +0.7527,0.3339 +1.4154,0.4362 +1.5505,0.4838 +1.0993,0.3673 +0.8722,0.3566 +1.458,0.4625 +1.5376,0.4524 +1.6035,0.6378 +0.8562,0.4014 +1.3147,0.5001 +0.5657,0.3556 +0.2921,0.8079 +1.4228,0.6936 +1.0361,0.6548 +0.8253,0.4601 +1.0465,0.5887 +1.0147,0.5122 +1.3776,0.7661 +0.4028,0.3402 +0.5179,0.365 +1.3848,0.8744 +0.3896,0.2459 +0.6406,0.46 +1.3818,0.7978 +0.885,0.4065 +0.9484,0.4331 +0.8566,0.2691 +0.8583,0.4058 +0.6709,0.5066 +0.7201,0.1949 +1.3408,0.5025 +1.0328,0.4849 +1.3207,0.4776 +1.4713,0.7695 +1.1511,0.4236 +1.2039,0.615 +1.4435,0.6571 +1.2298,0.5367 +1.414,0.7668 +0.9761,0.5516 +1.0195,0.6049 +0.5646,0.3891 +0.6176,0.2904 +0.4048,0.2084 +0.4501,0.2402 +1.5928,0.6448 +1.3662,1.4261 +1.0191,0.4167 +1.1598,0.419 +1.2118,0.5016 +1.2838,0.6057 +0.8864,0.545 +0.6039,0.3396 +0.587,0.2576 +0.922,0.4671 +0.3527,0.1759 +1.0281,0.6171 +1.2485,0.5701 +1.8147,0.7932 +1.0188,0.5475 +1.2777,0.5822 +1.5174,0.6292 +1.776,0.6613 +1.4917,0.6516 +0.9517,0.4754 +1.3513,0.4706 +1.092,0.5352 +1.4642,0.5075 +1.0229,0.495 +1.7315,0.6205 +1.2445,0.5454 +1.3066,0.5597 +1.5005,0.474 +1.5592,0.4688 +1.4064,0.4527 +1.3047,0.4232 +1.1879,0.3916 +1.0312,0.4231 +1.0901,0.4473 +0.6681,0.2471 +1.0925,0.3036 +0.739,0.2477 +0.5754,0.1955 +1.2096,0.4312 +0.8213,0.3174 +0.8237,0.2872 +0.5199,0.1967 +0.9938,0.3597 +0.7734,0.2651 +1.1325,0.3981 +1.1347,0.3887 +1.1705,0.418 +0.6105,0.3122 +0.9611,0.3515 +1.0572,0.3399 +0.9897,0.234 +1.4372,0.3265 +1.0866,0.4392 +1.4728,0.4275 +1.4641,1.087 +0.3653,0.2658 +0.7871,0.4462 +0.5793,0.2863 +0.9813,0.4482 +1.0028,0.5109 +0.739,0.2815 +0.5004,0.2154 +0.5788,0.4048 +0.9222,0.4846 +0.4758,0.441 +0.6998,0.3199 +0.61,0.2532 +0.8405,0.3455 +0.5687,0.3255 +0.8793,0.29 +1.3314,0.4269 +0.7215,0.2619 +1.3498,0.4592 +1.2342,0.5824 +1.4032,0.3455 +0.4651,0.08 +0.3094,0.2852 +0.9578,0.2866 +1.1107,0.7374 +1.3871,0.7487 +0.1865,0.2556 +0.2909,-0.2193 +0.2835,0.2823 +0.7882,0.3412 +0.7691,0.4452 +0.3729,0.1585 +0.3725,0.2124 +0.5254,-0.0205 +0.335,0.19 +0.9019,0.5273 +1.3389,1.052 +0.3124,0.3213 +1.1072,0.7042 +1.277,1.1203 +0.8095,0.4354 +1.1755,0.6841 +0.2469,0.2129 +0.5343,0.2661 +0.9958,0.5023 +0.8311,0.5494 +0.8107,0.5722 +0.8272,0.4545 +0.2247,0.2508 +0.7073,0.577 +1.1757,0.5497 +0.5389,0.4246 +0.667,0.4001 +0.7068,-0.3384 +0.7261,0.4727 +1.0267,0.5744 +1.2769,0.7165 +0.8522,0.6011 +0.6502,0.5731 +0.6282,0.2645 +1.5765,0.6626 +0.6388,0.2644 +1.3764,1.083 +0.7094,0.4791 +1.3087,0.5487 +1.6623,0.6021 +1.7391,0.5623 +0.9709,0.4352 +0.4273,0.258 +0.7944,0.397 +0.6892,0.4124 +0.6746,0.2727 +0.8093,0.3069 +0.8213,0.3257 +0.9207,0.4553 +1.4697,0.5668 +1.2078,0.4051 +0.735,0.0468 +1.5701,0.6588 +1.2636,0.4287 +0.9603,0.5529 +1.6943,0.5122 +1.2127,0.4418 +1.0948,0.4216 +0.597,0.3563 +0.3985,0.3496 +0.6872,0.3492 +0.6039,0.562 +0.3237,0.3441 +1.0084,0.4875 +0.9548,0.3052 +0.9055,0.2903 +1.1174,0.4912 +0.9402,0.528 +0.8787,0.4452 +0.9944,0.3665 +1.1037,0.4521 +0.9891,0.4118 +1.0835,0.3687 +0.4578,0.4185 +0.7295,0.5897 +1.1019,0.6504 +1.8658,0.6045 +1.3858,0.4686 +1.2851,0.5059 +1.3986,0.6287 +1.7131,0.655 +1.0405,0.4803 +0.7021,0.1419 +0.8951,0.5584 +1.3462,0.6595 +1.6904,0.7349 +1.313,0.7336 +0.6122,0.3353 +1.3436,0.742 +0.3413,0.2571 +0.7476,0.355 +1.2881,0.8178 +0.3948,0.3583 +0.5304,0.4214 +0.7959,0.4957 +0.9481,0.5642 +0.2986,0.5915 +0.4895,0.3353 +0.4277,0.3625 +0.8179,0.4243 +1.0643,0.5027 +1.0164,0.5688 +1.0169,0.4899 +0.7038,0.5489 +1.3806,0.7799 +1.2404,0.4807 +0.3405,0.4144 +0.4576,0.3384 +0.7235,0.4983 +0.72,0.4156 +0.9226,0.5507 +0.4179,0.3531 +0.2379,0.3785 +0.8944,0.5718 +0.1165,0.1817 +0.9129,0.2679 +0.4369,0.4134 +0.7048,0.5988 +0.5614,0.3975 +0.565,0.4471 +1.2805,0.5539 +1.1964,0.4927 +0.6569,0.4662 +0.739,0.4268 +0.783,0.4138 +0.7523,0.4002 +0.6876,0.2473 +0.8182,0.3414 +0.9478,0.5286 +1.2203,0.5858 +1.4518,0.7755 +0.8752,0.5601 +0.9172,0.5204 +1.23,0.7409 +1.8451,0.7646 +1.3309,0.6224 +0.3468,0.2994 +0.711,0.4231 +1.4321,0.6723 +0.5344,0.4528 +1.3395,0.5583 +0.9531,0.435 +1.062,0.488 +0.7553,0.4325 +0.7915,0.4812 +0.4623,0.227 +1.0066,0.3686 +0.5394,0.0956 +0.5713,0.2448 +0.7671,0.254 +0.8097,0.4096 +0.9716,0.3865 +0.7725,0.3083 +1.151,0.3355 +0.8958,0.2531 +1.3831,0.5212 +1.4864,0.6569 +0.5445,0.3736 +0.4275,0.2296 +0.6458,0.1681 +1.2329,0.3789 +0.7385,0.1875 +1.3338,0.333 +0.8709,0.2494 +1.0316,0.2587 +1.3428,0.3944 +0.9434,0.2533 +0.5056,0.1685 +0.4942,-0.0458 +1.2119,0.4405 +1.2676,0.2794 +0.7517,0.2822 +0.6875,0.3598 +1.0973,0.339 +1.1087,0.3589 +0.5603,0.3637 +0.79,0.2115 +0.8185,0.2508 +0.9798,0.135 +1.2314,0.3065 +1.169,0.3205 +1.1834,0.5359 +0.6582,0.2481 +1.0167,0.3383 +1.1423,0.5076 +0.7871,0.3167 +0.7406,0.3662 +1.1987,0.3851 +0.3756,0.2718 +1.8308,0.7458 +1.4213,0.4056 +0.8103,0.2237 +1.1399,0.2813 +1.7936,0.533 +1.1121,0.3583 +1.3359,0.3184 +1.368,0.4251 +1.223,0.4288 +1.4059,0.4043 +0.8432,0.1736 +0.5039,0.2709 +1.1847,0.3523 +1.3211,0.484 +1.1052,0.4847 +0.8687,0.2887 +0.9571,0.4315 +0.7699,0.4566 +1.0877,0.4619 +1.102,0.5093 +1.0085,0.4987 +1.1868,0.545 +0.4684,0.2573 +0.6873,0.3201 +0.7828,0.3639 +0.5795,-0.1745 +0.6933,0.3879 +0.3394,0.3312 +0.4953,0.2922 +0.5155,0.3625 +1.0928,0.5251 +0.7775,0.4226 +0.5765,0.4749 +0.4184,0.3596 +1.2801,0.5795 +0.9245,0.5226 +0.7551,0.3921 +0.7007,0.4601 +0.9845,0.4266 +1.5182,0.4156 +1.6095,0.6334 +0.4557,0.2016 +1.1548,0.5785 +1.6403,0.631 +0.7906,0.4433 +1.5635,0.628 +1.6478,0.6891 +0.8934,0.468 +1.0016,0.4576 +1.0915,0.5248 +0.8731,0.5811 +0.7985,0.4793 +1.0275,0.5316 +0.4945,0.4052 +0.7504,0.4176 +0.4462,0.2881 +0.782,0.3765 +0.9149,0.4245 +0.8933,0.3929 +1.4431,0.4133 +1.3948,0.5472 +1.5865,0.7635 +0.9284,0.3282 +1.7337,0.5301 +0.7413,0.0342 +1.0262,0.2126 +0.7793,0.2854 +1.1583,0.376 +0.598,0.1239 +0.9258,0.3755 +0.7672,0.3391 +0.7618,0.2313 +0.8321,0.3706 +1.5664,0.3707 +1.8986,0.5447 +1.3578,0.3919 +1.2927,0.4334 +1.6862,0.4506 +1.3213,0.3825 +1.6231,0.4664 +1.788,0.5358 +0.8761,0.5316 +0.4487,0.3125 +0.5123,0.3406 +0.4028,0.4922 +0.6834,0.4076 +0.9861,0.3476 +1.1069,0.4009 +0.6148,0.1345 +1.1378,0.4484 +0.9872,0.4642 +0.5032,0.4217 +-0.0695,0.577 +0.3956,0.3345 +1.4838,0.4617 +1.5427,0.6292 +0.6821,0.2791 +1.3199,0.3583 +1.8106,0.6885 +1.5393,0.7629 +1.6148,0.5624 +1.4995,0.6102 +0.3598,0.4144 +0.497,0.3536 +0.5003,0.2626 +0.1446,0.2793 +0.8324,0.457 +-0.1034,0.0621 +0.5728,0.3968 +0.6374,0.4438 +0.8181,0.535 +1.0925,0.5593 +0.1591,1.2212 +0.6369,0.3941 +0.8416,0.4731 +0.7692,0.6694 +0.2743,-0.0236 +0.3879,0.1306 +0.3058,0.2659 +0.3253,0.3823 +1.0894,0.5243 +1.1475,0.5896 +0.4977,0.3336 +0.5523,0.297 +0.6944,0.4718 +0.9276,0.2981 +0.5675,0.3684 +0.3003,0.3624 +0.5093,0.4731 +1.1319,0.5308 +1.2484,0.4238 +0.8655,0.1063 +0.9038,0.3989 +0.609,0.3691 +1.1918,0.7094 +0.8809,0.5636 +0.4895,0.1964 +1.3534,0.6443 +1.4627,0.7062 +1.2505,0.6467 +0.9766,0.4848 +1.4277,0.6288 +0.7992,0.4322 +0.5065,0.3422 +1.1179,0.5827 +0.5546,0.0065 +0.428,-0.0467 +0.6037,0.4347 +1.6219,0.6154 +0.6629,0.4991 +1.3204,0.6318 +1.4678,0.5497 +1.0198,0.4096 +0.4125,0.2573 +0.9076,0.454 +0.6383,0.1858 +1.0229,0.3736 +1.1051,0.3945 +1.1003,0.4083 +0.3672,0.2498 +1.2159,0.4794 +0.6433,0.3274 +0.6634,0.4002 +1.0051,0.4301 +0.5205,0.1596 +0.9669,0.3872 +0.4057,0.6025 +0.7479,0.2797 +0.8258,0.324 +0.8366,0.2488 +1.3086,0.3871 +1.1018,0.3274 +0.9669,0.2251 +0.7241,0.1585 +0.8165,0.3476 +0.5098,0.0857 +0.7396,0.2375 +1.0598,0.4057 +1.0015,0.4108 +1.2672,0.4242 +1.0797,0.4523 +0.4913,0.4291 +1.3912,0.5008 +1.4959,0.5151 +1.2925,0.4571 +1.3288,0.5388 +0.7723,0.3636 +0.8832,0.3628 +0.6822,0.2091 +0.9886,0.3866 +0.8218,0.3274 +1.2121,0.371 +1.1593,0.4444 +0.5707,0.4248 +0.6262,0.4676 +1.7356,0.6723 +1.0052,0.4795 +0.6789,0.4592 +0.2719,0.1557 +0.899,0.4422 +1.726,0.7589 +1.0012,0.5276 +0.3838,0.5149 +0.5767,0.1004 +0.7362,0.2329 +1.0732,0.4961 +1.2474,0.6112 +1.3066,0.6274 +1.0311,0.531 +0.8842,0.4353 +0.4394,0.4162 +0.443,0.3329 +1.2637,0.5029 +1.3536,0.489 +1.0974,0.5564 +1.7777,0.7128 +0.7471,0.3444 +1.2249,0.5639 +0.8779,0.3937 +1.6849,0.7916 +0.7825,0.5572 +0.4671,0.4552 +0.5767,0.5372 +1.2173,0.857 +0.5965,0.5046 +0.023,0.2418 +0.5935,0.5321 +1.304,1.0477 +1.1733,0.8296 +1.5321,1.7723 +1.0485,1.275 +1.1194,0.6114 +0.463,0.4241 +0.7694,0.6407 +0.7767,0.5988 +0.916,0.6399 +0.4054,0.3055 +0.5908,0.4949 +1.5654,0.7253 +0.4322,0.4378 +0.827,0.6704 +0.5182,0.4865 +0.7295,0.2939 +0.8535,0.413 +0.794,0.5155 +0.7802,0.6042 +1.1504,0.7148 +0.4173,0.4442 +0.6628,0.2667 +1.1236,0.6501 +1.3427,0.7513 +1.1871,0.6017 +1.1357,0.5449 +1.4618,0.5752 +1.6095,0.7343 +0.555,0.4241 +1.7218,0.7908 +0.7041,0.2421 +0.9872,0.4751 +0.9016,0.5387 +0.5227,0.1203 +0.8753,0.5731 +0.8104,0.2353 +0.4191,0.2816 +0.7941,0.5689 +0.7638,0.3963 +0.4856,0.3845 +0.56,0.2305 +1.0028,0.4319 +1.5479,0.5653 +0.8485,0.4167 +0.7779,0.3573 +0.8378,0.4681 +1.3598,0.4931 +1.3277,0.4446 +0.5665,0.2243 +1.2776,0.3892 +1.3213,0.6806 +1.276,0.6295 +0.91,0.4899 +0.8817,0.5452 +1.3525,0.6578 +1.187,0.6194 +0.7728,0.1156 +1.4527,0.4519 +1.3646,0.5849 +1.3523,0.4834 +0.9846,0.4538 +1.2871,0.3818 +1.6301,0.7079 +1.7776,0.6048 +1.2165,0.4369 +1.129,0.3908 +1.0543,0.3918 +1.4232,0.4184 +1.4322,0.5222 +1.5643,0.5446 +1.0371,0.4571 +1.3763,0.3675 +0.9948,0.3348 +0.8125,0.3625 +1.1591,0.4137 +1.0205,0.4177 +1.0606,0.42 +0.4143,0.1154 +0.4975,0.1968 +1.2424,0.3681 +0.966,0.3825 +0.5635,0.3755 +1.0354,0.3049 +0.6789,0.3148 +0.8737,0.3315 +1.0494,0.3713 +0.6554,0.3115 +1.3166,0.4695 +1.2096,0.388 +1.1451,0.6622 +1.2343,0.4493 +1.5756,0.8601 +1.8242,0.5022 +1.7061,0.5967 +1.1339,0.3651 +1.646,0.6113 +1.3842,0.5512 +0.9081,0.9029 +0.9876,0.3263 +1.0021,0.5479 +0.9187,0.5128 +1.4266,0.8257 +0.9178,0.5243 +0.8503,0.3294 +0.4193,0.234 +0.7977,0.4909 +0.8638,0.371 +0.3912,0.2567 +0.9423,0.5033 +0.9725,0.5663 +0.8848,0.4921 +0.8301,0.4469 +0.5535,0.4952 +0.8519,0.4424 +1.2433,0.6176 +0.6883,0.4296 +0.3799,0.2993 +1.2569,0.5187 +0.7839,0.3866 +1.5758,0.6105 +1.4998,0.5366 +0.8212,0.4775 +0.8351,0.3623 +0.8958,0.4062 +0.8351,0.4453 +1.1321,0.5493 +0.5139,0.1878 +1.0829,0.3297 +1.1006,0.5364 +0.6527,0.3539 +1.2605,0.5715 +0.8108,0.3989 +0.9034,0.2986 +0.4726,0.2465 +1.303,0.4531 +0.842,0.4332 +1.2624,0.3087 +1.2208,0.3347 +0.9882,0.4541 +1.4516,0.5482 +1.269,0.5484 +0.8868,0.4749 +1.5908,0.4367 +1.7531,0.5398 +1.3306,0.4712 +1.4823,0.4516 +1.6998,0.5506 +1.4561,0.5655 +1.457,0.4878 +1.7185,0.5901 +1.5136,0.4801 +1.598,0.4582 +1.5186,0.6118 +1.4667,0.4342 +1.0008,0.3627 +1.0415,0.3126 +1.0757,0.3382 +0.9693,0.365 +1.1547,0.3366 +1.1034,0.4729 +1.3114,0.3225 +1.075,0.3367 +0.721,0.2675 +1.0989,0.2273 +1.2747,0.4651 +0.8605,0.2094 +0.8483,0.3216 +0.9148,0.1945 +0.7872,0.2565 +0.8673,0.1844 +0.5664,0.193 +0.9882,0.2736 +0.7472,0.4989 +0.9666,0.2707 +1.0899,0.3349 +0.4596,0.4127 +0.4518,0.0915 +0.7172,0.1885 +1.147,0.3682 +1.1914,0.3905 +1.4456,0.4717 +1.3582,0.4276 +0.9519,0.247 +0.9691,0.3031 +1.403,0.372 +1.0707,0.2248 +2.3216,0.8369 +1.0058,0.4896 +0.8593,0.5454 +0.9472,0.5533 +0.9377,0.4391 +0.682,0.2667 +0.5515,0.2733 +0.8571,0.3999 +1.1264,0.4165 +1.1199,0.4768 +0.7633,0.3932 +0.9319,0.3714 +0.4306,0.3569 +0.5686,0.387 +1.1757,0.5354 +0.9635,0.5041 +0.8321,0.4055 +0.4723,0.3725 +0.5326,0.3957 +0.5959,0.1653 +0.6003,0.2532 +0.9267,0.4455 +0.9208,0.3939 +1.691,0.5535 +0.7889,0.3854 +1.1572,0.4692 +0.7171,0.3556 +0.7261,0.3905 +1.1982,0.6542 +0.9558,0.5731 +0.4674,0.3283 +0.3786,0.2901 +1.5276,0.9071 +0.3677,0.0152 +0.7687,0.4771 +1.0813,0.6211 +0.6598,0.3135 +0.7912,0.546 +0.7101,0.5063 +0.4672,0.2782 +0.8001,0.4995 +0.7728,0.526 +0.3098,0.4098 +0.8365,0.5335 +0.4633,0.4949 +0.5967,0.5063 +0.4858,0.3384 +0.6391,0.456 +0.7792,0.3568 +0.5686,0.375 +0.613,0.4043 +1.0068,0.4927 +1.7457,0.8842 +1.2129,0.675 +1.4404,0.7507 +1.1039,0.6381 +1.209,0.6538 +0.8805,0.3496 +1.4602,0.7829 +1.0473,0.4927 +1.2233,0.6487 +1.2499,0.5317 +1.1257,0.5675 +1.2053,0.6291 +0.3809,0.2234 +6.9701,-6.2052 +0.4243,0.2312 +0.54,0.1913 +1.0466,0.4453 +0.9564,0.3771 +1.139,0.4268 +1.4515,1.1175 +0.4772,0.3 +0.4792,0.183 +0.6221,0.2767 +0.9648,0.4271 +0.5404,0.3099 +1.3205,0.4448 +0.802,0.3015 +0.6334,0.2478 +1.0098,0.3769 +0.7483,0.1146 +1.2433,0.5696 +1.2654,0.4667 +1.1754,0.5898 +1.5321,0.4728 +1.4414,0.573 +1.3452,0.5259 +1.7804,0.5713 +1.0212,0.5108 +1.3441,0.6907 +1.8096,0.5648 +1.4045,0.5156 +1.0793,-0.4316 +0.7906,0.1136 +0.728,0.1489 +1.0422,0.3034 +1.1103,0.2053 +1.3748,0.3774 +0.2607,0.0453 +0.5197,0.1943 +0.8021,0.2788 +0.6809,0.306 +0.7152,0.2736 +1.3698,0.3646 +1.2484,0.3787 +1.5209,0.3903 +1.6047,0.2994 +0.7461,0.209 +0.6209,0.0507 +0.2709,0.2897 +0.1852,0.258 +0.9184,0.5297 +1.0387,0.5794 +0.773,0.4869 +0.9468,0.5321 +0.9039,0.5234 +1.1176,0.5378 +1.0355,0.5809 +1.0266,0.5766 +1.0151,0.6035 +0.9485,0.6025 +0.5758,0.4794 +0.4075,0.1053 +0.6297,0.4323 +0.7892,0.5116 +0.7687,0.4903 +0.7682,0.4748 +0.9776,0.484 +0.6791,0.4097 +0.6621,0.4768 +0.3835,0.2706 +1.1657,0.3985 +0.5437,-0.0032 +1.1257,0.5331 +0.5863,0.5099 +1.653,0.8811 +0.9813,0.5404 +1.0359,0.6933 +0.6742,0.4655 +0.5904,0.4786 +0.9185,0.5965 +0.926,0.5577 +0.8012,0.3499 +0.877,0.4977 +0.9659,0.6557 +0.7017,0.4748 +0.4723,0.3971 +0.5927,0.1861 +0.9293,0.4955 +1.226,0.517 +0.7886,0.7243 +1.085,0.3859 +1.0186,0.4692 +1.2215,0.6125 +0.9069,0.462 +0.5534,0.0753 +1.4648,0.4009 +1.276,0.4465 +1.4347,0.4735 +0.9877,0.5092 +1.2646,0.5465 +0.6297,0.3881 +0.8591,0.3989 +0.7718,0.1441 +0.9693,0.2442 +0.6996,0.3903 +1.3401,0.3579 +1.6086,0.4638 +1.8435,0.4704 +0.8582,0.2747 +1.1471,0.3507 +1.4287,0.3952 +0.7335,0.1243 +0.4929,0.1078 +0.8616,0.2033 +0.8838,0.3439 +0.625,0.1697 +1.4515,0.3994 +1.1396,0.3915 +0.8451,0.4059 +1.0709,0.3843 +0.6587,0.3715 +1.036,0.4257 +1.6388,0.4773 +1.4199,0.3849 +1.3269,0.4679 +0.9794,0.3081 +1.5457,0.6711 +1.3413,0.5234 +0.5079,0.3795 +0.5116,0.3598 +0.8125,0.4663 +0.7013,0.3961 +0.4393,0.258 +1.0853,0.5527 +0.6507,0.4722 +0.296,0.3568 +0.7014,0.4651 +1.3281,0.4462 +0.4901,0.4321 +1.0034,0.5213 +0.7598,0.5193 +1.0057,0.5923 +0.7868,0.3639 +0.7144,0.426 +1.4513,0.4718 +0.8389,0.2219 +1.1351,0.4665 +1.3558,0.459 +0.726,0.3533 +1.14,0.4752 +1.621,0.9747 +0.7776,0.6308 +1.1388,0.6095 +1.0697,0.6276 +0.8256,0.5485 +0.3946,0.3445 +0.6522,0.4189 +1.1476,0.5886 +0.7708,0.4172 +0.3371,0.1886 +0.5188,0.1605 +0.8261,0.348 +1.9669,0.8657 +1.5177,0.6966 +1.1906,0.5531 +1.4084,0.5978 +1.2737,0.682 +1.6872,0.5708 +1.615,0.5777 +1.2032,0.1523 +0.9458,-0.1008 +1.0757,-0.0882 +1.4528,0.1314 +1.2632,0.0102 +0.5839,-0.0091 +1.0667,0.2613 +1.1484,0.1458 +0.6781,0.0179 +1.3984,0.2815 +0.935,0.2873 +0.5121,0.0348 +0.6696,0.1124 +0.7002,0.259 +0.6892,0.0609 +1.6756,0.3108 +0.8283,0.184 +1.6665,0.5621 +0.9281,0.4292 +1.0328,0.4467 +1.7074,0.5849 +1.8268,0.6037 +0.7258,0.4487 +0.8499,0.4317 +0.8442,0.5153 +0.9508,0.5152 +0.6796,0.4246 +1.6711,0.5688 +0.8536,0.3244 +1.4928,0.5794 +1.6388,0.5573 +1.5057,0.4629 +1.4352,0.5702 +1.7829,0.5499 +1.0469,0.5068 +1.5362,0.5619 +1.214,0.5203 +1.7894,0.6814 +1.2001,0.5031 +1.2757,0.5299 +1.281,0.5324 +1.25,0.5112 +1.6226,0.4809 +1.3163,0.122 +0.9287,0.8959 +1.3471,0.5149 +1.3485,0.5603 +1.4082,0.5485 +1.4341,0.606 +0.9248,0.4445 +1.5283,0.6604 +1.72,0.6742 +1.4058,0.5463 +1.1445,0.5651 +1.5191,0.4797 +1.2345,0.6184 +1.2987,0.5684 +1.674,0.7138 +1.182,0.4999 +1.3997,0.4956 +0.5504,0.359 +1.0031,0.4567 +0.3803,0.1377 +0.7081,0.3882 +0.6124,0.3958 +0.8608,0.453 +1.0012,0.4119 +0.7484,0.4681 +0.3022,0.0303 +0.7994,0.3105 +0.4393,0.1895 +0.8691,0.3332 +0.5396,0.3033 +1.488,0.5192 +1.2925,0.5044 +1.5754,0.6052 +0.9256,0.4825 +1.2875,0.518 +1.07,0.4589 +1.765,0.7249 +1.7665,0.6318 +1.2313,0.4881 +1.0756,0.4214 +0.9734,0.4611 +1.1054,0.4987 +1.0268,0.4664 +1.2832,0.5115 +1.1217,0.4998 +0.8653,0.3479 +1.3536,0.4826 +0.7089,0.4441 +7.1556,0.2616 +4.2879,0.1106 +0.28,0.3277 +0.8051,0.4862 +0.702,0.3575 +1.385,0.5716 +1.4439,0.4442 +0.8666,0.438 +0.5198,0.2924 +0.6835,0.3331 +0.2155,0.134 +0.5086,0.2401 +0.3439,0.2015 +1.0422,0.4351 +0.9319,0.472 +0.7483,0.3859 +1.0191,0.4789 +1.3493,0.5531 +2.5499,0.2449 +1.4062,0.5638 +0.6766,0.2581 +1.4512,0.6042 +1.4852,0.5316 +1.442,0.5956 +0.9727,0.436 +1.2004,0.6147 +0.8575,0.5518 +1.484,0.5607 +0.8525,0.4435 +1.2095,0.4107 +1.4132,0.5715 +1.4453,0.5431 +1.161,0.5173 +1.0455,0.5048 +1.3115,0.5281 +1.2933,0.487 +1.0907,0.3886 +0.6496,0.0514 +0.9714,0.4417 +1.3646,0.5235 +1.0705,0.4702 +0.7474,0.351 +0.4912,0.3013 +0.8781,0.4232 +0.5359,0.281 +0.5824,0.2951 +0.6818,0.4047 +0.7963,0.3922 +0.3998,0.2479 +0.9886,0.3661 +0.9091,0.4845 +0.2947,0.0095 +0.5401,0.3558 +0.5398,0.3084 +2.1105,0.6148 +1.3619,0.4823 +1.2248,0.4936 +1.3964,0.492 +1.5215,0.4684 +1.3017,0.5238 +1.3407,0.4674 +1.6889,0.7367 +1.1856,0.4713 +0.5983,0.3729 +1.4069,0.418 +0.495,0.0738 +1.4776,0.6268 +1.0283,0.4057 +1.4927,0.5408 +1.1234,0.4693 +1.9916,0.6774 +0.7255,0.4042 +1.1481,0.5644 +1.0445,0.4085 +1.0812,0.4957 +1.0203,0.4253 +0.5257,0.2572 +0.8941,0.3776 +0.6711,0.3576 +0.5355,0.2431 +1.112,0.5161 +1.0754,0.4755 +0.5657,0.2013 +0.905,0.5395 +1.2507,0.5382 +1.3548,0.5052 +1.3089,0.482 +1.0567,0.4297 +1.0554,0.4089 +1.2293,0.6034 +1.4624,0.5323 +1.0998,0.4142 +1.8651,0.6325 +1.666,0.5628 +0.7673,0.3631 +1.8283,0.6355 +1.7646,0.7366 +0.695,0.4019 +1.3587,0.5499 +1.1545,0.339 +1.4563,0.5339 +0.9867,0.4865 +1.6374,0.5652 +0.9758,0.4536 +0.9483,0.4108 +1.1351,0.4433 +0.5174,0.2797 +0.6718,0.2669 +0.8636,0.1628 +1.1321,0.532 +1.2414,0.2708 +0.627,0.3048 +0.8413,0.3447 +0.9722,0.4803 +0.722,0.3742 +0.9323,0.4163 +0.5395,0.268 +0.6595,0.1691 +1.0632,0.4368 +1.2774,0.4508 +1.0003,0.5499 +0.6745,0.25 +1.5305,0.5872 +1.0969,0.5462 +1.3277,0.584 +0.8996,0.4104 +1.411,0.626 +0.9754,0.472 +1.3548,0.5578 +1.2065,0.4914 +1.2105,0.4931 +1.2344,0.4858 +1.0713,0.3636 +0.6872,0.3401 +1.5818,0.6161 +1.524,0.5028 +1.1154,0.4291 +1.0324,0.3897 +0.464,0.1514 +0.5107,0.227 +0.7069,0.2236 +0.4285,0.1046 +0.417,0.1655 +0.9651,0.4065 +1.2369,0.3923 +0.7577,0.3601 +0.6837,0.3199 +0.8575,0.3954 +1.4425,0.5726 +0.8311,0.5021 +1.8404,0.6417 +1.4654,0.4898 +1.3402,0.4481 +1.3475,0.4512 +0.7094,0.2669 +1.6115,0.4699 +0.6821,0.3093 +1.3684,0.528 +1.7134,0.6776 +1.4749,0.5101 +1.3413,0.4665 +1.295,0.4096 +1.387,0.5623 +1.333,0.4938 +1.4958,0.5159 +2.2571,0.6483 +0.8471,0.4084 +1.0512,0.4811 +1.9814,0.6032 +0.8332,0.4109 +0.5639,0.422 +0.3704,0.255 +1.1075,0.3972 +1.2869,0.5275 +1.0561,0.4501 +0.9513,0.3511 +0.5968,0.2298 +0.8744,0.356 +0.7102,0.2962 +0.7913,0.4499 +0.6188,0.3214 +1.2088,0.4655 +1.4999,0.5133 +1.3796,0.4592 +1.475,0.5338 +0.7484,0.3994 +1.5502,0.6185 +1.6562,0.5315 +1.0913,0.4982 +1.3745,0.5263 +0.6539,0.4588 +1.1792,0.4844 +0.5954,0.4414 +0.1758,-0.1013 +0.5017,0.2892 +0.469,0.277 +0.5001,0.2866 +0.6631,0.2054 +0.8577,0.3389 +0.5359,0.3213 +0.9033,0.4198 +0.7404,0.3923 +0.7283,0.3431 +0.4995,0.1868 +0.4736,-0.0013 +1.1535,0.4582 +1.3394,0.4989 +1.0756,0.5387 +1.4093,0.5158 +1.3386,0.5003 +1.7802,0.635 +1.4215,0.4712 +1.3379,0.4794 +0.7979,0.4721 +1.2494,0.4306 +1.0463,0.426 +1.9275,0.59 +0.8669,0.3401 +0.5172,0.3222 +0.9663,0.4114 +1.3359,0.517 +0.8431,0.371 +1.028,0.4221 +1.076,0.4854 +0.4218,0.2809 +0.1858,0.2366 +1.0479,0.4829 +1.3204,0.544 +0.6776,0.2445 +1.1931,0.5857 +1.1194,0.4367 +1.8036,0.9227 +0.8562,0.5044 +1.0661,0.6085 +1.3138,0.5049 +1.4705,0.5957 +1.7127,0.6287 +0.6818,0.4348 +0.8383,0.4835 +1.6268,1.3947 +1.3722,0.4852 +1.3598,0.4531 +0.7352,0.3377 +0.6825,0.3563 +0.7011,0.3796 +1.05,0.5134 +0.9602,0.5018 +1.127,0.4399 +0.8359,0.2378 +0.3915,0.2025 +0.7881,0.3728 +0.4815,0.2874 +0.7007,0.3312 +1.7087,0.5424 +1.498,0.5632 +1.0287,0.4085 +1.1047,0.3627 +1.3768,0.5118 +1.0814,0.5554 +1.1183,0.5538 +1.4059,0.5415 +1.3165,0.5163 +1.5796,0.5397 +1.111,0.4698 +1.4347,0.4972 +1.2997,0.4919 +1.4737,0.5607 +1.5203,0.4762 +1.3826,0.5533 +0.9116,0.402 +1.3719,0.5251 +0.9275,0.428 +0.8907,0.378 +1.35,0.5018 +1.1168,0.4575 +0.945,0.4507 +0.8112,0.3236 +0.5984,0.336 +0.7813,0.4243 +0.672,0.3186 +1.3314,0.4778 +1.3441,0.5323 +0.5266,0.2024 +1.6532,0.5459 +1.2564,0.4983 +1.4483,0.5901 +0.9913,0.4458 +0.9512,0.4011 +0.7299,0.4352 +1.1527,0.3823 +1.1704,0.5344 +0.9044,0.469 +0.7078,0.4382 +0.8511,0.4523 +0.5003,0.2281 +0.9427,0.4666 +0.6484,0.3528 +0.9835,0.4712 +0.9924,0.3027 +0.3948,0.2433 +1.2768,0.4543 +1.3874,0.4919 +1.3172,0.5691 +1.3607,0.5184 +0.9326,0.4517 +0.5863,0.6572 +1.2292,0.4861 +0.7315,0.443 +1.0396,0.4525 +1.015,0.4665 +1.3369,0.6273 +1.2273,0.421 +0.8079,0.3521 +0.5882,0.4008 +0.8194,0.503 +0.648,0.358 +0.4494,0.2671 +0.4066,-0.7758 +0.7278,0.3413 +0.7358,0.3216 +0.4577,0.3329 +0.7557,0.2274 +0.8544,0.355 +1.5842,0.5518 +1.4274,0.3254 +1.4854,0.4953 +1.0894,0.4335 +0.927,0.4571 +1.5767,0.5379 +1.4807,0.5095 +0.409,0.2588 +1.2357,0.4712 +1.3703,0.5073 +1.4185,0.3892 +1.1223,0.3716 +1.3995,0.3187 +1.1278,-0.2784 +1.0682,0.2671 +1.0244,0.4659 +1.0067,0.4652 +0.7771,0.4089 +1.4489,0.5561 +1.5881,0.3793 +0.9588,0.4592 +0.9509,0.4238 +0.5853,0.3416 +0.9944,0.4496 +0.944,0.4161 +0.8042,0.3715 +0.7601,0.4553 +0.431,0.28 +0.7152,0.3967 +0.8809,0.439 +0.9305,0.3356 +0.5122,0.2864 +1.0633,0.3317 +0.4703,0.2711 +0.5521,0.1981 +0.6049,0.3852 +1.2556,0.452 +1.0499,0.5049 +0.681,0.491 +0.8034,0.3137 +1.5724,0.5898 +1.2571,0.5349 +1.1994,0.5015 +0.7811,0.2328 +0.9862,0.4494 +1.5478,0.4979 +1.335,0.6821 +1.4287,0.5646 +1.5141,0.6376 +1.497,0.5868 +1.3953,0.5286 +1.5021,0.5765 +1.4819,0.5397 +1.2757,0.5071 +0.985,0.3062 +1.023,0.3924 +1.3329,0.7033 +1.3742,0.6074 +1.3858,0.6556 +1.3515,0.5755 +1.3673,0.617 +1.3921,0.6093 +1.2221,0.4378 +1.9231,0.6945 +1.218,0.3306 +0.9364,0.4543 +0.6316,0.3217 +0.8747,0.4149 +0.8315,0.332 +1.2304,0.5644 +0.9353,0.5817 +0.4034,0.3957 +0.7061,0.4333 +0.88,0.4123 +1.6624,0.6558 +0.7166,0.3697 +1.0704,0.4916 +1.257,0.5683 +1.4069,0.5758 +1.7273,0.6594 +1.5578,0.6169 +0.7939,-0.5115 +1.2135,-0.8777 +0.9292,0.4399 +1.5022,0.5906 +0.7966,0.3367 +1.8522,0.7439 +1.2378,0.5325 +0.6114,0.1989 +0.8929,0.4079 +0.6871,0.4443 +1.1953,0.4578 +1.143,0.4696 +0.6884,0.4423 +0.6269,0.3724 +0.6486,0.3128 +0.9098,0.3757 +0.6607,0.1945 +1.03,0.4117 +0.7616,0.4209 +0.6543,0.3332 +0.8331,0.4538 +1.0842,0.3969 +0.6892,0.3074 +0.8437,0.3993 +1.4129,0.528 +1.4512,0.4969 +1.5922,0.4714 +1.2425,0.4529 +1.7344,0.581 +0.8337,0.5988 +0.6898,0.2914 +0.7914,0.4652 +1.6597,0.6011 +1.4554,0.6343 +2.5305,0.516 +1.0531,0.4308 +1.0107,0.4343 +1.0325,0.4501 +1.3482,0.4969 +1.2383,0.4897 +1.2101,0.4132 +0.7357,0.3933 +0.5404,0.366 +0.325,0.1649 +0.9278,0.4483 +0.5054,0.4472 +0.677,0.396 +0.9117,0.4801 +0.5523,0.2955 +0.9781,0.4563 +1.2431,0.5077 +0.6541,0.3013 +1.4408,0.5921 +1.1271,0.5976 +1.4523,0.4763 +0.9613,0.406 +1.7726,0.5637 +1.5746,0.4881 +1.0213,0.3977 +1.1732,0.4338 +1.4132,0.5142 +0.8985,0.4881 +0.8629,0.4042 +0.4296,0.2261 +0.4515,0.2633 +0.3678,0.3198 +0.5795,0.3716 +0.4269,0.2597 +0.4714,0.1897 +0.6385,0.2285 +1.49,0.5126 +0.7436,0.3755 +1.774,0.6098 +0.6924,0.3109 +1.8242,0.5869 +0.739,0.2951 +0.5314,0.1665 +0.5113,0.468 +1.452,0.5194 +1.3039,0.4804 +0.9361,0.4262 +1.2764,0.4803 +1.2338,0.4528 +1.006,0.5268 +1.2652,0.4083 +1.1458,0.4524 +0.9779,0.4921 +0.8935,0.2034 +0.629,0.4489 +0.94,0.1173 +1.1592,0.577 +0.7182,-0.0909 +1.1866,0.4478 +1.4976,0.5982 +0.3556,0.0425 +1.3125,0.5004 +1.3432,0.5147 +1.0268,0.3619 +1.4429,0.5384 +1.5022,0.5561 +1.079,0.449 +1.017,0.4944 +1.3347,0.4607 +1.5575,0.6532 +1.189,0.5187 +0.7032,0.4115 +1.0382,0.4752 +0.8535,0.5521 +0.5015,0.1017 +1.1027,0.3268 +0.4808,0.1625 +0.9837,0.2972 +1.5043,0.5524 +0.8654,0.4611 +0.4594,0.2763 +1.0803,0.4482 +1.4398,0.572 +1.6519,0.6212 +1.2612,0.5858 +1.2617,0.4875 +1.4856,0.64 +1.5393,0.6951 +1.1774,0.5319 +1.4604,0.5187 +1.2236,0.5103 +1.1233,0.3693 +1.3535,0.5363 +1.6474,0.5336 +1.5635,0.5544 +1.7426,0.6194 +1.6668,0.6084 +1.186,0.4994 +1.2222,0.4905 +1.0591,0.4242 +0.758,0.4387 +1.1125,0.4736 +0.5906,0.3028 +0.7331,0.3751 +1.1346,0.3931 +1.0241,0.3727 +0.477,0.3334 +0.695,0.2338 +1.0791,0.5055 +0.7891,0.3468 +1.0522,0.4152 +0.4481,0.2541 +0.4682,0.2164 +1.4514,0.545 +1.619,0.5956 +0.6165,0.3372 +1.1162,0.6173 +1.5197,0.5609 +1.0667,0.5261 +1.5389,0.5748 +1.7373,0.7016 +1.4132,0.5442 +1.5479,0.5583 +1.1664,0.5025 +1.4868,0.5457 +1.3431,0.544 +0.8012,0.5654 +1.0051,0.4329 +1.151,0.4439 +1.343,0.5357 +0.7249,0.5505 +1.161,0.455 +1.0042,0.407 +1.3037,0.4395 +0.5778,0.2491 +0.7947,0.385 +0.649,0.2625 +0.6369,0.3147 +1.1931,0.5074 +0.2149,0.135 +0.8035,0.4512 +0.48,0.2053 +0.5247,0.2854 +0.3544,0.2067 +1.355,0.4769 +1.362,0.5116 +1.5173,0.5145 +1.3365,0.4946 +1.3366,0.4712 +1.7144,0.6412 +1.5219,0.4982 +0.6178,0.3569 +0.6687,0.3328 +0.9527,0.4071 +0.8836,0.4293 +0.533,0.2886 +1.2149,0.4824 +0.7792,0.4417 +0.9254,0.4775 +1.2477,0.49 +1.0681,0.3834 +0.5853,0.2969 +0.649,0.2604 +0.7273,0.3604 +0.8086,0.4053 +0.7302,0.3801 +1.1332,0.4317 +0.8603,0.4528 +0.7559,0.3791 +0.6489,0.2692 +0.9194,0.3823 +1.0731,0.4389 +1.5632,0.5791 +1.013,0.5146 +0.948,0.4243 +0.3711,0.0089 +1.5307,0.5395 +1.5162,0.5842 +1.5847,0.5367 +1.515,0.8738 +2.0753,-0.3049 +6.0181,3.316 +0.5957,0.3228 +0.9044,0.4503 +1.0606,0.6335 +0.8054,0.3816 +0.6944,0.3714 +0.7064,0.5533 +0.4254,0.2993 +0.6869,0.2803 +0.5292,0.1387 +0.9789,0.481 +0.7193,0.3268 +1.2446,0.4259 +1.3625,0.5139 +1.3705,0.4958 +1.7856,0.8161 +1.4187,0.5533 +1.5351,0.5627 +1.9041,0.1139 +0.4591,0.4375 +0.4156,0.2799 +1.0292,0.4408 +0.6342,0.3369 +0.8352,0.3701 +0.7703,0.4471 +0.0371,0.3756 +0.8154,0.3687 +0.9956,0.5152 +0.9541,0.4493 +0.7452,0.3417 +0.7328,0.4539 +0.8568,0.3937 +0.8164,0.3857 +0.9926,0.5114 +1.4485,0.5736 +1.4513,0.5029 +0.9132,0.3683 +1.2458,0.501 +1.4047,0.5085 +1.471,0.5493 +1.1272,0.4854 +1.3319,0.5617 +0.6138,0.2728 +1.0501,0.39 +0.6227,0.2955 +0.8922,0.382 +0.9449,0.5224 +0.7633,0.3945 +1.4305,0.5022 +1.292,0.4979 +1.2448,0.522 +1.4218,0.512 +0.7213,0.424 +0.8015,0.3601 +0.8985,0.5105 +1.0716,0.4389 +0.8265,0.3891 +1.2518,0.4932 +1.2145,0.4944 +1.3273,0.4766 +1.4677,0.5193 +1.6449,0.5692 +1.271,0.6091 +0.916,0.4419 +1.1672,0.4933 +1.0915,0.4792 +0.8364,0.2731 +1.1245,0.4421 +0.725,0.4064 +0.5025,0.2507 +0.731,0.2137 +0.272,0.2889 +0.5496,0.2677 +0.9944,0.5168 +0.6337,0.2426 +1.1561,0.5603 +1.4606,0.5129 +0.7959,0.3414 +1.3266,0.5311 +1.1892,0.4706 +1.2899,0.4523 +1.2613,0.4951 +0.7055,0.3398 +1.1888,0.5037 +1.2737,0.4535 +1.6158,0.5717 +0.7189,0.1993 +1.2971,0.5829 +0.8746,0.3468 +0.9708,0.4138 +0.9829,0.4052 +0.9882,0.4419 +0.442,0.3932 +1.0011,0.4038 +0.5553,0.1543 +0.5021,0.3576 +0.9732,0.4466 +0.9072,0.3778 +0.5005,0.2982 +0.9527,0.3774 +0.5367,0.3329 +0.6214,0.3961 +0.6737,0.2234 +0.8309,0.3682 +0.4715,0.2644 +0.9239,0.4018 +0.8135,0.3988 +0.5141,0.227 +0.4373,0.2313 +0.7401,0.6805 +0.4222,0.3437 +0.8335,0.4398 +0.6205,0.2524 +0.4787,0.1897 +1.2019,-0.6647 +1.3686,0.4438 +0.5665,-0.1483 +0.7355,0.3356 +0.9856,0.48 +0.6483,0.3159 +1.4973,0.6071 +1.171,0.5686 +1.3059,0.4215 +1.3685,0.4751 +0.5495,0.345 +1.3762,0.5885 +0.2639,0.2914 +0.9357,0.379 +0.7448,0.3385 +1.3739,0.4862 +1.4444,1.08 +0.6542,0.2554 +0.6066,0.4279 +0.54,0.3892 +0.649,0.4136 +0.9933,0.421 +0.6535,0.3644 +0.4004,0.2871 +0.884,0.2607 +0.7611,0.3005 +0.9461,0.5782 +0.8816,-0.0104 +0.6105,0.2134 +0.6672,0.3036 +1.0792,0.4681 +0.8873,0.5053 +1.6692,0.6256 +1.7063,0.687 +1.108,0.3629 +1.8272,0.6667 +0.5106,0.1985 +0.9169,0.3407 +1.7315,0.5185 +1.3555,0.5817 +1.5755,0.5367 +0.8124,0.3996 +0.8899,0.4053 +0.8242,0.3388 +1.0068,0.6731 +1.2554,0.5632 +1.2933,0.499 +0.6853,0.2956 +0.7443,0.3622 +0.8822,0.3914 +0.3861,0.2873 +0.8796,0.2197 +1.1089,0.2674 +1.2459,0.2529 +0.1207,0.1796 +0.8522,0.3562 +1.21,0.3853 +0.2238,0.2117 +0.9574,0.4615 +0.9272,0.4204 +0.9421,0.2954 +1.3306,0.4668 +1.7487,0.898 +0.5352,0.3459 +0.8225,0.0226 +1.7548,0.6857 +1.2283,0.4634 +1.1127,0.3626 +1.0313,0.1973 +0.7168,0.3455 +1.2044,0.1941 +1.4143,0.4958 +0.4196,0.0802 +1.7194,0.5851 +1.8884,0.6045 +1.7906,0.5816 +0.3725,0.278 +0.9098,0.24 +1.1816,0.4849 +1.4572,0.5255 +0.9256,0.443 +1.2881,0.5393 +0.9556,0.4245 +0.8473,0.3537 +0.9716,0.4043 +1.5883,0.5114 +0.5983,0.0244 +1.2597,0.421 +1.7137,0.5821 +1.0526,0.6231 +1.4766,0.483 +1.2685,0.5425 +1.3544,0.5667 +1.3482,0.5564 +1.3038,0.4138 +1.558,0.5238 +0.7572,0.4269 +0.9084,0.4178 +1.2163,0.4921 +0.9875,0.4472 +0.9392,0.4208 +0.9054,0.4143 +0.6881,0.3928 +0.593,0.334 +0.5724,0.3368 +0.4105,0.3931 +0.579,0.3594 +1.0467,0.4467 +0.5644,0.2714 +1.2268,-1.3726 +1.0407,0.4864 +0.9001,0.5242 +0.684,0.4284 +0.9758,0.4403 +1.1767,0.5642 +1.1504,0.5358 +1.6351,0.5 +1.7179,0.5705 +1.0132,0.4213 +1.3771,0.4712 +1.031,0.5012 +1.4288,0.57 +1.7726,0.9995 +1.2928,0.4599 +1.3746,0.5765 +1.6207,0.5305 +1.6288,0.6487 +1.16,0.4522 +0.4348,0.2056 +0.8886,0.4489 +0.9705,0.3899 +0.9766,0.3729 +1.0721,0.462 +0.6769,0.4231 +0.6231,0.2993 +0.8106,0.3406 +0.9398,0.4221 +0.4329,0.2522 +1.3312,0.4801 +1.1273,0.4344 +1.1792,0.4986 +1.8803,0.7113 +1.577,0.6414 +1.4746,0.5078 +0.805,0.3546 +1.406,0.5529 +0.849,0.4432 +1.1184,0.3505 +-0.4338,1.3078 +2.2913,-1.47 +1.0476,0.4575 +0.9344,0.3558 +1.4286,0.8428 +0.8455,0.3809 +1.4415,0.4524 +0.9752,0.4702 +0.9673,0.4077 +1.1297,0.5035 +0.9992,0.4005 +1.1216,0.3998 +0.4596,0.2981 +1.0734,0.4415 +0.8428,0.3773 +0.8115,0.3578 +1.0472,0.3461 +1.6323,0.5686 +1.352,0.4513 +1.2007,0.4596 +1.6382,0.5541 +1.291,0.5247 +1.2516,0.5509 +1.5557,0.536 +1.3089,0.4976 +1.0162,0.468 +0.6547,0.4552 +0.8425,0.3601 +0.4167,0.3737 +0.6506,0.2013 +0.974,0.3897 +0.6499,0.3752 +-0.1376,-0.2181 +1.0211,0.3894 +1.0994,0.4834 +0.8334,0.4114 +0.9754,0.4581 +0.9789,0.5185 +0.5851,0.2426 +0.4271,0.2303 +0.3403,0.2759 +0.5007,0.2904 +0.4727,0.3163 +0.2878,0.3654 +1.0198,0.4949 +0.4097,0.3911 +0.5559,0.266 +0.3118,0.1538 +0.5405,0.3952 +0.8237,0.4674 +1.7665,0.6503 +1.3989,0.5264 +1.1785,0.3006 +0.5455,0.3874 +0.6963,0.3738 +1.3502,0.5909 +0.2456,0.1317 +0.9856,0.3153 +1.0096,0.4064 +0.4007,0.537 +0.8807,0.3692 +1.389,0.5008 +1.0332,0.4694 +0.9493,0.4305 +0.9212,0.3448 +0.8732,0.3957 +1.0334,0.4177 +0.6863,0.3339 +0.5515,0.1218 +0.9079,0.3889 +0.7314,0.3095 +0.2188,0.1689 +0.9596,0.5585 +0.9156,0.4423 +0.9489,0.4941 +0.6642,0.3336 +0.8091,0.5238 +0.4534,0.3645 +1.0332,0.528 +0.5744,0.3835 +1.9739,0.0175 +-0.1569,-0.4433 +0.9099,-0.1075 +3.1163,-0.4523 +0.7528,0.3904 +0.6666,0.3674 +0.4893,0.2945 +0.6601,0.3422 +0.5675,0.3391 +0.6617,0.358 +0.8873,0.4521 +0.7623,0.5259 +1.6232,0.5445 +1.132,0.4584 +1.4925,0.5605 +1.4951,0.5907 +0.7759,0.4854 +1.4473,0.56 +0.1393,0.0252 +0.1664,0.2884 +1.0538,0.4286 +0.5821,0.3861 +0.87,0.3661 +1.0386,0.3892 +0.3593,0.2522 +1.0427,0.3959 +0.48,0.5359 +0.4583,0.2831 +0.9089,0.4987 +1.1357,0.4956 +0.7582,0.4721 +0.8479,0.4267 +0.9085,0.3406 +0.4851,0.3664 +0.4521,0.2873 +0.8146,0.3892 +1.0574,0.437 +0.5607,0.3614 +0.7142,0.3274 +0.6485,0.309 +0.2998,0.2278 +0.8816,0.3992 +0.6674,0.3386 +1.1867,0.4424 +1.1706,0.3998 +1.0612,0.4752 +0.4615,0.293 +0.3376,0.2089 +0.4533,0.2766 +1.5369,0.5864 +1.6879,0.5215 +1.281,0.4898 +0.8264,0.1111 +0.6529,0.1455 +0.3985,0.3049 +1.1055,0.4306 +0.8795,0.2809 +0.9258,0.3244 +0.9829,0.3766 +1.0057,0.4176 +0.9311,0.4323 +1.0867,0.4475 +0.9258,0.3566 +0.7551,0.3423 +0.3197,0.0784 +0.5604,0.3196 +0.9423,0.3666 +0.5553,0.303 +0.9103,0.4849 +0.6984,0.3604 +1.4085,0.603 +1.5051,0.5824 +0.8744,0.3429 +1.6184,0.5911 +1.2373,0.5086 +1.6571,0.6561 +1.2136,0.3881 +0.9904,0.4343 +1.5656,0.629 +4.2661,0.3318 +1.0543,0.4061 +1.0081,0.3878 +0.9726,0.34 +1.2664,0.4725 +1.5125,0.9017 +-0.0095,0.0421 +1.0182,0.3924 +0.6955,0.4222 +0.9539,0.3814 +0.6106,0.4319 +1.0884,0.5097 +0.8212,0.2941 +0.4389,0.3353 +0.5672,0.4587 +1.2704,-0.444 +1.3073,0.6252 +0.8809,0.3984 +0.3508,0.0377 +0.8391,0.3773 +1.2857,0.4009 +0.657,0.2746 +1.5091,0.2714 +1.219,0.4765 +1.6771,0.6169 +1.6216,0.5442 +0.3089,0.1099 +0.7446,0.3801 +0.8956,0.3115 +0.6437,0.2974 +0.4995,0.4104 +0.8674,0.4367 +0.4426,0.3462 +1.0026,0.4228 +0.7273,0.4264 +1.0785,0.4642 +0.3808,0.2384 +0.6408,0.3626 +0.8451,0.4497 +0.1694,0.2561 +0.7441,0.4486 +0.5023,0.3617 +0.3445,0.2804 +1.3239,0.1074 +1.0118,0.4531 +0.791,0.2495 +1.7852,0.7003 +1.1159,0.5267 +1.1629,0.4868 +1.2039,0.5149 +0.84,0.3071 +1.0478,0.4114 +1.4613,0.5353 +1.0157,0.4356 +0.9915,0.4438 +0.8487,0.3633 +0.8182,0.4794 +1.0215,0.4854 +0.5546,0.3236 +0.4269,0.2246 +0.6628,0.2742 +1.0106,0.5214 +1.6445,0.6003 +1.2319,0.4562 +0.8949,0.4201 +0.9141,0.4225 +1.1436,0.4835 +1.0623,0.4981 +1.3073,0.4831 +1.612,0.5438 +1.2957,0.5662 +1.6342,0.5756 +0.8095,0.2943 +0.8597,0.3792 +0.5367,0.3032 +0.927,0.4904 +0.8736,0.4677 +1.6147,0.1761 +0.6322,0.3381 +0.8536,0.3562 +0.9357,0.3582 +1.3232,0.4268 +0.9168,0.3521 +0.6266,0.2585 +0.7553,0.3255 +0.9209,0.4032 +4.1747,0.1574 +0.7771,0.315 +1.2799,0.4292 +0.626,0.408 +1.378,0.4745 +0.7147,0.4058 +1.7518,0.6192 +0.9641,-0.0199 +1.4409,1.008 +1.1312,0.4375 +0.7749,0.3154 +1.2718,0.4628 +0.8517,0.352 +0.8968,0.2649 +1.504,0.5469 +0.8955,0.4722 +0.975,0.3782 +1.4311,0.4614 +1.5035,0.4842 +1.1666,0.4433 +1.375,0.4738 +0.7906,0.3867 +0.6511,0.2708 +1.0935,0.3876 +1.0578,0.401 +1.0337,0.3699 +1.118,0.4813 +1.0953,0.4091 +0.9156,0.3649 +1.3778,0.4932 +0.8925,0.3606 +0.9198,0.2895 +1.1239,0.5619 +0.5226,0.2355 +1.0989,0.5364 +1.6358,0.5371 +0.9138,0.5833 +0.7767,0.2962 +0.6235,0.0366 +1.672,0.8033 +1.6682,0.5935 +1.4879,-5.4858 +0.533,0.294 +1.0138,0.4345 +1.0381,0.3727 +1.0361,0.3708 +0.997,0.3613 +1.0072,0.4872 +0.91,0.4112 +0.6156,0.3617 +0.8134,0.374 +0.4354,0.2436 +0.7172,0.3802 +0.2853,0.1946 +1.1139,0.3966 +0.9334,0.4948 +1.0357,0.2739 +0.6889,0.3059 +0.5112,0.351 +0.7415,0.3887 +0.9297,0.4519 +0.6533,0.241 +1.1002,0.5302 +0.6098,0.3883 +0.5936,0.3239 +1.1522,0.5326 +1.38,0.5553 +0.4719,0.2381 +0.633,0.2918 +1.0708,0.6417 +1.0105,0.4283 +0.99,0.4519 +0.9972,0.4474 +1.0607,0.3994 +1.1551,0.4413 +0.8806,0.3914 +1.0502,0.4321 +1.0432,0.4105 +0.997,0.4114 +1.7788,0.6093 +0.9361,0.4738 +0.9743,0.4626 +0.9159,0.4541 +1.0934,0.4357 +1.3784,0.5382 +0.6027,-0.4186 +0.5323,0.3353 +0.322,0.3373 +1.0436,0.3202 +0.7301,0.3958 +0.823,0.5081 +0.6865,0.3293 +0.696,0.3573 +1.3254,0.5718 +1.0996,0.4469 +0.361,0.4215 +1.4412,0.6149 +1.1798,0.495 +1.0073,0.4621 +1.757,0.6194 +1.7679,0.8549 +1.6481,0.5803 +1.0233,0.5057 +1.3929,0.5851 +0.7164,0.2984 +0.9989,0.4543 +0.7962,0.3501 +1.3037,0.5641 +0.9251,0.3793 +1.1658,0.4763 +1.3425,0.4983 +1.0234,0.3566 +0.9026,0.4608 +0.901,0.4472 +1.5021,0.5838 +0.6401,0.3271 +0.8563,0.3909 +0.9583,0.403 +0.4,0.44 +0.6812,0.3692 +0.4266,0.2131 +0.6667,0.3424 +0.9581,0.3756 +0.6321,0.4045 +0.5984,0.2974 +0.448,0.2293 +1.8125,0.8048 +1.6019,0.5164 +1.6446,0.5815 +1.7174,0.6239 +0.4672,0.2408 +1.4206,0.5995 +1.9528,0.6949 +1.5335,0.5113 +1.16,0.4117 +1.2976,0.4901 +0.6692,0.1991 +1.3645,0.5421 +1.8194,0.5647 +1.6578,0.4656 +1.4632,0.5513 +1.0886,0.4629 +1.2847,0.5087 +1.0657,0.4121 +1.0252,0.3962 +0.6518,-1.3183 +1.0835,0.4327 +1.0942,0.487 +0.647,0.2416 +1.2462,0.5009 +0.9405,0.4868 +0.9209,0.5192 +0.7758,0.2954 +0.637,0.3162 +1.0496,0.4729 +0.4893,0.3528 +1.2862,0.5372 +1.7604,0.6138 +3.8097,0.3574 +1.2632,0.4732 +0.8048,0.4079 +1.7925,0.7746 +1.033,0.4071 +1.6175,0.3658 +1.413,0.5848 +1.1859,0.4438 +1.1194,0.3749 +1.131,0.3648 +0.5709,0.3072 +0.5281,0.2404 +0.5065,0.3048 +0.3372,0.2181 +1.2818,0.4629 +0.6088,0.1278 +0.7473,0.4135 +1.039,0.3961 +0.9234,0.4494 +0.7244,0.3638 +1.853,0.5403 +1.1138,0.5042 +1.2965,0.551 +1.3665,0.476 +1.3461,0.4971 +1,0.434 +1.3643,0.5318 +1.4242,0.5449 +1.3468,0.4343 +0.8555,0.5021 +0.956,0.4899 +0.6838,0.4444 +1.0022,0.5272 +1.1568,0.4823 +1.2669,0.5709 +1.2252,0.4995 +1.0733,0.542 +0.6649,0.3703 +0.541,0.2791 +0.9265,0.3999 +0.6792,0.4024 +0.2722,0.3218 +1.3358,0.5385 +1.3137,0.5298 +1.3924,1.0534 +1.2542,0.5076 +1.5082,1.4188 +0.4807,0.318 +0.8824,0.4299 +0.7374,0.3994 +0.5845,0.2383 +0.6353,0.3751 +0.5025,0.2187 +0.4396,0.1839 +0.7265,0.4698 +1.2063,0.5664 +1.3057,0.5482 +1.3117,0.5764 +1.4185,0.5041 +1.0762,0.5054 +1.1443,0.5728 +1.8235,0.6474 +1.2046,0.5442 +1.16,0.5164 +1.2976,0.6606 +1.1139,0.4981 +0.8961,0.3731 +0.6065,0.2491 +1.3298,0.5584 +0.9948,0.2847 +0.8168,0.3899 +1.0247,0.5435 +1.261,0.5367 +0.4865,0.2854 +1.3218,0.4734 +0.9879,0.4676 +0.6029,0.2293 +0.8217,0.3587 +0.7134,0.3376 +0.5079,0.3315 +0.6341,0.3041 +0.7833,0.2541 +1.2285,0.4481 +1.1499,0.4692 +0.838,0.4304 +0.8179,0.346 +1.4466,0.5203 +0.7793,0.3372 +0.8948,0.1369 +0.7281,0.2458 +0.8594,0.3465 +0.8644,0.3281 +0.5394,0.2706 +0.8709,0.4533 +0.9939,0.2893 +0.9968,0.3898 +0.7151,0.2646 +0.5879,0.1924 +0.6243,0.2377 +0.6429,0.1043 +0.5289,0.1157 +1.1329,0.4776 +0.988,0.4567 +0.6605,0.3719 +0.5492,0.204 +0.9149,0.3223 +0.463,0.1968 +0.8738,0.3464 +1.0559,0.3385 +0.73,0.2557 +1.2182,0.3897 +0.8063,0.1807 +0.3815,0.0577 +1.2254,0.3268 +0.9871,0.4855 +0.8046,0.2928 +1.274,0.3864 +0.4025,0.3217 +1.2824,0.6199 +1.3194,0.7079 +1.1399,0.6376 +0.4212,0.4428 +0.6099,0.1997 +1.168,0.7295 +0.6501,0.6018 +1.079,0.5964 +0.9128,0.5124 +1.0076,0.654 +0.8026,0.4476 +0.7741,0.4422 +0.335,0.253 +0.7178,0.4597 +1.1992,0.5978 +1.0282,0.4785 +0.8377,0.5608 +1.2386,0.6913 +1.2178,0.5766 +1.2403,0.6023 +1.287,0.636 +2.2636,0.9313 +0.8557,0.5359 +1.3268,0.6217 +1.2816,0.5164 +1.2518,0.6066 +1.296,0.5853 +0.9566,0.5581 +1.2334,0.5535 +1.162,0.494 +0.6488,0.3844 +0.8742,0.3616 +0.9374,0.5285 +0.9348,0.4702 +0.8212,0.4103 +1.1924,0.5784 +0.9536,0.5131 +0.967,0.5036 +0.7392,0.443 +0.3907,0.2979 +1.3473,0.5399 +0.8191,0.4694 +0.8095,0.354 +1.5781,0.5859 +1.2304,0.5468 +1.219,0.5412 +1.1464,0.4885 +1.0165,0.6206 +0.9832,0.4836 +0.7654,0.4248 +1.2856,0.5405 +1.1133,0.4974 +1.2512,0.6091 +1.443,0.6844 +0.8159,0.3529 +1.4423,0.642 +1.5379,0.6915 +1.5789,0.6617 +1.1955,0.642 +1.3343,0.5961 +1.4425,0.5671 +1.0963,0.5669 +1.5261,0.6085 +1.0795,0.5043 +1.445,1.0973 +0.4585,0.4032 +0.8821,0.4865 +1.3046,0.5064 +0.7543,0.4883 +0.2556,0.3582 +1.4713,0.6138 +1.1491,0.576 +1.0908,0.4863 +1.2025,0.561 +1.7687,0.6459 +1.4544,0.5956 +0.9286,0.4099 +1.2468,0.5981 +1.3759,0.4207 +1.2228,0.6107 +1.6286,0.6817 +0.9967,0.3755 +1.294,0.5749 +1.1951,0.6173 +3.6006,0.6605 +8.1303,0.0399 +2.0592,0.4695 +1.2612,1.1344 +3.9256,1.1697 +2.5928,0.5285 +1.8776,0.3559 +6.282,0.4724 +2.1571,0.3069 +7.7032,0.2553 +2.1078,0.4485 +0.811,0.0216 +1.807,0.3876 +1.9564,0.5426 +2.7217,0.3942 +2.7913,0.5189 +3.229,0.631 +3.493,0.5904 +2.3295,0.5294 +2.6388,0.3976 +1.9818,0.2187 +3.1843,0.4381 +1.9103,0.3785 +2.9453,0.4325 +1.5497,-1.6315 +1.0565,0.1432 +1.3845,0.6154 +1.3311,0.1658 +0.4583,0.4303 +1.1359,0.5449 +1.11,0.5832 +1.2238,0.6126 +1.4974,1.2624 +0.8864,0.4624 +0.8101,0.4127 +0.5908,0.3901 +1.7883,0.6563 +0.8249,0.3649 +0.7147,0.4815 +0.6812,0.3594 +0.7977,0.4669 +1.2492,0.55 +0.7052,0.3466 +0.602,0.3136 +1.2361,0.5525 +1.1664,0.5738 +0.4326,0.2645 +0.6316,0.2804 +0.6717,0.2887 +1.4664,0.5359 +1.2845,0.5898 +1.6144,0.843 +1.0271,0.5753 +1.2131,0.596 +0.972,0.5527 +0.7112,0.3093 +0.7635,0.4971 +1.1621,0.6181 +0.8596,0.3197 +0.8344,0.4189 +0.8925,0.4403 +1.7815,0.5737 +1.5573,0.5657 +0.6552,0.3778 +0.6635,0.4102 +0.8146,0.464 +0.8371,0.5191 +0.7964,0.3611 +0.9302,0.4016 +0.8061,0.3092 +1.359,0.5363 +1.3578,0.4554 +1.5605,0.5206 +1.3716,0.4329 +1.7237,0.5613 +1.6736,0.5589 +1.1386,0.4719 +2.135,0.451 +1.0237,0.4388 +0.7839,0.329 +0.707,0.234 +0.7903,0.2685 +0.6382,0.3973 +1.1781,0.5178 +0.8839,0.2755 +0.4466,0.1727 +0.3941,0.3403 +0.6153,0.5471 +0.675,0.3494 +0.5296,0.3402 +1.7952,0.5746 +0.5647,0.3948 +1.7139,0.5227 +1.1957,0.4218 +1.4934,0.4195 +0.9887,0.4212 +1.0316,0.5621 +1.4263,0.642 +1.2272,0.5506 +0.9541,0.4876 +0.8393,0.496 +1.2576,0.6868 +1.5859,0.7141 +1.7106,0.7869 +0.2209,0.3776 +0.7887,0.374 +0.6117,0.5182 +0.8072,0.4972 +0.7698,0.4496 +0.2076,0.2052 +0.6954,0.3917 +0.3854,0.2116 +1.5589,0.5935 +1.6777,0.4442 +1.5406,0.6135 +0.8632,0.3797 +0.07,0.2498 +0.9713,0.4271 +0.8602,0.3969 +0.5714,0.336 +0.2901,0.0569 +2.9918,0.8912 +-0.052,-0.1537 +0.6396,0.4559 +0.4082,0.2202 +0.942,0.4517 +0.9378,0.434 +0.9669,0.5133 +0.6104,0.363 +0.7158,0.4176 +0.7531,0.3354 +1.2675,0.4867 +1.5134,0.6225 +0.5189,0.3693 +1.0428,0.542 +1.0238,0.4991 +1.0247,0.6295 +0.2953,0.3272 +0.6967,0.3735 +0.8989,0.4491 +1.2674,0.5274 +1.3269,0.5109 +1.2983,0.3988 +1.3014,0.5748 +0.9429,0.3737 +0.481,0.187 +1.2951,0.4774 +1.1944,0.4318 +0.7878,0.1979 +0.9511,0.3494 +1.2731,0.8553 +1.3722,0.5251 +1.1282,0.5407 +0.5772,0.2732 +0.7119,0.3149 +0.8684,0.4721 +1.4225,0.5662 +0.5276,0.3244 +0.852,0.4264 +0.761,0.4576 +0.625,0.2831 +0.6533,0.3156 +0.6024,0.2923 +0.2589,0.095 +0.4919,0.1704 +0.8291,0.4332 +0.7479,0.2106 +1.1974,0.2746 +1.6093,0.5597 +0.6732,0.3118 +1.3191,0.5246 +1.1522,0.3617 +1.2144,0.3905 +1.8017,0.4911 +1.8712,0.6126 +0.8095,0.2643 +1.4467,0.3912 +1.2847,0.4976 +2.241,0.4651 +1.5463,0.4768 +1.4276,0.4169 +1.2067,0.5144 +0.438,0.3595 +1.5492,0.9378 +0.5059,0.0891 +1.0911,0.346 +1.0832,0.3581 +0.3813,0.0373 +1.042,0.5464 +0.5451,0.2291 +0.8828,0.4974 +0.619,0.237 +0.9975,0.3221 +1.0464,0.4063 +1.0086,0.4644 +1.6294,0.6594 +1.7842,0.584 +1.7057,0.5708 +1.772,0.5286 +1.2446,0.4041 +1.4015,0.3627 +0.9369,0.3639 +1.2758,0.4195 +1.2551,0.4657 +1.1089,0.4452 +1.2578,0.4213 +0.9323,0.3201 +1.3427,0.7007 +1.9037,0.8066 +1.5133,0.5594 +2.0554,0.7801 +1.6433,0.6383 +1.2938,0.4199 +1.3169,0.141 +0.5853,0.141 +0.692,0.1952 +1.3792,0.5509 +0.6188,0.1093 +0.7366,0.1904 +0.5055,0.1371 +1.1208,0.4278 +0.7742,0.1648 +0.801,0.2487 +0.9477,0.3386 +0.5558,0.2725 +1.3651,0.4219 +1.4351,0.414 +1.3291,0.4012 +1.1684,0.4536 +1.4017,0.4579 +1.2872,0.4329 +1.1327,0.4293 +1.384,0.4845 +1.332,0.4962 +1.2639,0.2193 +1.3324,0.4394 +1.8686,0.7163 +1.4765,0.626 +1.2504,0.4798 +1.4769,0.4717 +1.5833,0.4191 +1.629,0.5735 +1.4495,0.5149 +1.234,0.4456 +0.9294,0.4651 +0.5894,0.2731 +0.5532,0.5401 +1.0598,0.5262 +1.0953,0.4027 +0.9611,0.3768 +0.806,0.4662 +1.6329,0.7001 +0.7233,0.5085 +0.6921,0.4345 +0.3741,0.5382 +0.3151,0.1286 +0.1595,0.3189 +0.2701,0.3415 +0.5538,0.3476 +0.6591,0.501 +0.6297,0.5652 +0.5016,0.3512 +0.5991,0.3138 +1.3947,0.7327 +1.8053,0.7929 +1.2082,0.6441 +0.4813,0.3036 +0.5143,0.0996 +1.4592,0.6792 +1.1335,0.6226 +0.6023,0.0972 +0.7169,0.636 +1.2151,0.7239 +1.0242,0.0129 +0.5072,0.348 +1.4103,0.6541 +1.3152,0.5476 +1.0531,0.455 +0.4665,0.3073 +1.0635,0.5698 +1.1185,0.6406 +0.716,0.5833 +0.4753,0.2821 +0.6363,0.4675 +0.8549,0.5069 +0.4347,0.2136 +1.3252,0.6165 +1.088,0.5802 +1.1243,0.4322 +0.5079,0.3031 +0.8852,0.3259 +1.2904,0.4921 +0.573,0.1269 +0.8516,0.3833 +1.3021,0.4946 +0.7545,0.3902 +1.1018,0.3772 +1.0935,0.4038 +0.8898,0.3266 +0.8638,0.4613 +1.0333,0.4084 +1.4038,0.5524 +0.7233,0.3085 +1.1724,0.4918 +1.0038,0.3195 +0.7753,0.4172 +1.1799,0.4462 +1.0845,0.4731 +1.0973,0.504 +1.4174,0.3463 +0.7436,0.1037 +1.7162,0.5226 +1.3281,0.4659 +1.149,0.542 +1.2897,0.5086 +0.9345,0.5304 +1.3252,0.7097 +0.956,0.5225 +1.3231,0.6052 +0.9715,0.5022 +0.456,0.2529 +0.7872,0.3823 +0.6524,0.3189 +0.774,0.3782 +0.4129,0.3559 +0.8629,0.4243 +0.9137,0.5904 +0.5227,0.4262 +1.2941,0.6264 +0.5926,0.4557 +1.4099,0.6294 +0.7913,0.4544 +0.8077,0.5088 +0.6025,0.3443 +2.2525,0.5339 +1.4126,0.5356 +1.2047,0.3901 +1.444,0.5006 +1.4067,0.5458 +1.4384,0.4538 +1.3193,0.5552 +1.4014,0.5536 +1.1939,0.5744 +1.2912,0.5683 +1.3511,0.6083 +1.4356,0.6189 +1.3438,0.5767 +0.9492,0.5751 +1.1735,0.6051 +1.1278,0.5389 +1.3636,0.5368 +1.3301,0.5683 +0.9282,0.3778 +1.2843,0.6121 +1.2546,0.5477 +1.288,0.4114 +1.2635,0.6265 +1.4206,0.6366 +1.1856,0.6761 +1.1954,0.5946 +0.3873,0.1844 +1.258,0.5739 +1.1825,0.6673 +1.3301,0.6226 +1.4093,0.6987 +1.2136,0.6192 +1.2977,0.7259 +0.8621,0.5281 +1.2494,0.6043 +1.0688,0.5514 +0.5603,0.4499 +1.2798,0.6231 +1.3941,0.7349 +0.7894,0.5766 +1.1151,0.6177 +0.5201,0.4417 +0.7206,0.4802 +0.8737,0.6296 +0.9193,0.5001 +0.5701,0.3247 +0.4533,0.3659 +1.7007,0.7498 +1.1358,0.6485 +1.3774,0.6566 +1.0735,0.6778 +1.2833,0.8057 +1.2289,0.541 +1.3249,0.5472 +0.9147,0.4724 +1.2641,0.5652 +1.3523,0.654 +0.4453,0.1306 +1.2766,0.5139 +1.0835,0.4697 +1.0061,0.4798 +0.8406,0.4679 +1.3497,0.587 +1.3358,0.531 +0.9286,0.4343 +0.9927,0.4467 +1.2801,0.4852 +1.2478,0.4882 +0.5179,0.2789 +0.9025,0.4284 +0.6184,0.3263 +0.8639,0.5002 +0.5468,0.2294 +1.2746,0.4652 +0.7921,0.4199 +0.5118,0.2404 +1.5354,0.5634 +1.215,0.4714 +1.3642,0.5602 +1.3255,0.553 +1.29,0.5508 +1.779,0.6316 +1.2784,0.634 +1.1026,0.5085 +1.044,0.3998 +1.1498,0.4521 +0.9354,0.4125 +0.774,0.1658 +0.9232,0.1453 +0.7661,0.1516 +0.9413,0.3818 +1.2829,0.2683 +0.7129,0.1305 +0.8164,0.3778 +1.3819,0.5037 +1.4189,0.4737 +1.4377,0.4936 +1.4393,0.4261 +1.0942,0.4367 +1.5802,0.3191 +1.3903,0.4086 +0.7879,0.3247 +0.6435,0.2526 +0.9234,0.3628 +1.1767,0.3392 +1.3647,0.3708 +1.8508,0.669 +1.7419,0.504 +0.6349,0.1236 +1.3726,0.4309 +1.1656,0.3628 +1.3585,0.3907 +1.316,0.4227 +1.2792,0.5001 +1.3379,0.4089 +1.221,0.5329 +1.3583,0.4549 +1.2358,0.3606 +0.9022,0.3 +1.4193,0.3209 +1.0264,0.4017 +1.2134,0.4047 +1.1079,0.4471 +0.9454,0.4093 +0.5377,0.0633 +0.9756,0.3374 +1.2459,0.4799 +0.828,0.3302 +0.9124,0.4046 +0.9587,0.4244 +0.7471,0.403 +0.6836,0.2818 +0.7652,0.3459 +0.5536,0.2846 +0.8123,0.2615 +0.8467,0.382 +0.7552,0.4431 +1.1343,0.4521 +1.1638,0.5388 +1.4035,0.5015 +1.3083,0.4122 +1.6481,0.6557 +0.5968,0.1505 +0.7103,0.1738 +0.8834,0.2686 +0.8301,0.1937 +0.8949,0.3865 +0.9143,0.3236 +0.8782,0.4039 +0.6647,0.0908 +1.0575,0.3968 +0.8044,0.4354 +0.7681,0.2203 +0.7334,0.351 +0.7555,0.3452 +0.7786,0.3589 +0.6633,0.2707 +0.9394,0.5099 +0.7454,0.3233 +0.9576,0.3384 +0.5567,0.1198 +0.9203,0.4516 +0.8054,0.4576 +1.3663,0.3401 +1.8418,0.4715 +0.7063,0.054 +1.9628,0.6718 +0.8895,0.3217 +1.1119,0.4545 +1.5062,0.5796 +0.5884,0.0847 +1.2124,0.4705 +0.781,0.4389 +1.6844,0.6839 +1.0486,0.4383 +0.8738,0.5149 +1.3201,0.5985 +0.6983,0.3386 +0.6994,0.5697 +1.4473,0.6396 +0.5385,0.4339 +0.7935,0.3774 +0.9888,0.4625 +0.9755,0.4579 +0.3772,0.2508 +1.08,0.5938 +0.6256,0.2348 +0.3763,0.2967 +0.453,0.3207 +0.9154,0.7124 +0.2811,0.3073 +0.3948,0.3862 +1.137,0.5639 +0.306,0.0051 +0.8291,0.601 +1.4612,0.6889 +1.0761,0.4304 +1.008,0.44 +1.3746,0.5105 +1.2359,0.6176 +0.5675,0.183 +0.5384,0.1045 +0.6847,0.327 +0.9352,0.5478 +1.3515,0.6221 +1.1913,0.5828 +1.3323,0.6316 +1.6985,0.6853 +0.73,0.399 +1.055,0.5456 +1.2546,0.4979 +0.8336,0.2316 +1.411,0.627 +1.107,0.5798 +1.388,0.5459 +0.6373,0.3143 +0.612,0.4048 +1.3261,0.7654 +1.4451,0.6125 +0.2914,0.3578 +1.2322,1.0532 +0.8567,0.5069 +0.3496,0.3761 +0.8717,0.5636 +0.6572,0.4526 +0.7226,0.4985 +0.9477,0.5164 +0.9494,0.5758 +0.8402,0.5605 +0.7634,0.4968 +0.745,0.3618 +0.955,0.5829 +1.0644,0.6813 +1.2912,0.6909 +0.4734,0.3273 +1.0069,0.5947 +0.9628,0.5459 +0.983,0.5712 +0.2829,0.3747 +0.2495,0.397 +0.4636,0.2708 +1.139,0.7172 +0.4748,0.1557 +1.2561,0.6595 +1.3469,0.6789 +1.3857,0.6889 +0.845,0.7053 +1.2466,0.6026 +1.1139,0.6088 +0.3456,0.2325 +1.4985,0.6077 +1.4116,0.5866 +1.4563,0.6227 +1.3255,0.668 +1.4187,0.5579 +1.0007,0.628 +1.191,0.6578 +0.7341,0.3844 +2.428,-0.1061 +0.8615,0.5262 +1.7598,0.7204 +1.2709,0.846 +0.6068,0.4478 +1.0324,0.6657 +0.6464,0.1535 +0.3931,0.3749 +1.1458,0.4962 +1.4332,0.7343 +1.396,0.5467 +0.744,0.5366 +0.8896,0.5155 +1.0924,0.5097 +1.554,0.7338 +1.2877,0.6349 +1.1138,0.5373 +1.4491,0.6698 +1.5701,0.5645 +1.6606,0.571 +1.3929,0.658 +1.236,0.4733 +1.0869,0.4684 +1.7141,0.2628 +1.2438,0.5284 +1.7816,0.6833 +0.8174,0.398 +1.1481,0.5253 +0.9652,0.4128 +1.1959,0.5234 +0.7214,0.4423 +0.5501,0.306 +1.0341,0.4842 +0.8401,0.4192 +0.3644,0.2451 +1.4698,0.539 +1.1899,0.5158 +0.8545,0.2929 +1.1537,0.4189 +1.4384,0.5393 +0.6354,0.2363 +0.9646,0.286 +0.8317,0.3549 +1.3371,0.4331 +0.9416,0.4166 +1.4297,0.4675 +1.0213,0.3881 +1.949,0.6613 +1.0146,0.246 +1.0617,0.3126 +0.7659,0.3019 +0.5616,0.2932 +0.4545,0.279 +1.181,0.4129 +0.9212,0.3461 +1.1224,0.4389 +0.6633,0.4027 +1.3767,0.5441 +1.2658,0.3894 +0.4316,0.2665 +1.605,0.5814 +1.6056,0.5428 +0.9818,0.3223 +1.5703,0.6746 +0.9991,0.6491 +1.0059,0.5105 +1.1621,0.4452 +0.3447,0.2926 +1.1487,0.4004 +0.9089,0.572 +0.6681,0.3231 +1.0628,0.4434 +1.1532,0.3651 +0.838,0.404 +1.4262,0.6273 +0.7651,0.4467 +0.8815,0.5142 +1.2098,0.5384 +1.5017,0.6565 +1.2555,0.4943 +1.3205,0.4044 +0.6985,0.2251 +1.3443,0.3618 +0.9879,0.4484 +1.0866,0.4584 +0.9447,0.4367 +0.5026,0.1561 +0.5818,0.3076 +0.7403,0.3023 +1.2026,0.4638 +1.0321,0.4911 +1.6654,0.6042 +0.5287,0.2719 +0.5822,0.1811 +1.3596,0.4371 +0.329,-0.0959 +2.4763,0.0334 +1.1966,0.4456 +1.2629,0.2399 +1.3104,0.3922 +0.8615,0.3556 +0.4116,0.1912 +1.0597,0.4335 +0.1358,0.2846 +0.6143,-0.0027 +0.9351,0.3402 +1.0481,0.3875 +0.9238,0.3391 +0.7337,0.3023 +0.6667,0.3679 +0.9134,0.3645 +0.2585,0.264 +1.1226,0.4283 +1.293,0.456 +0.927,0.3899 +1.6594,0.4276 +1.4428,0.5149 +1.2374,0.4164 +0.7554,0.1756 +0.4986,0.1099 +1.5333,0.9393 +0.7449,0.3443 +0.6406,0.3456 +0.5569,0.3054 +0.7743,0.3052 +0.6817,0.3758 +1.1827,0.4655 +0.6485,0.2152 +0.6965,0.3419 +0.5921,0.1551 +0.3792,0.0567 +0.7754,0.3681 +0.735,0.3242 +0.6147,0.3354 +0.7774,0.1673 +1.0795,0.4382 +0.812,0.3893 +0.7624,0.348 +1.5238,0.5605 +0.8951,0.4526 +0.4143,0.0967 +0.377,0.1702 +0.6139,0.1133 +0.7196,0.2067 +0.4341,0.1701 +0.3649,0.1495 +0.5951,0.2403 +1.0912,0.4974 +0.9209,0.4133 +0.8299,0.338 +0.8185,0.2191 +0.5359,0.2623 +0.5024,0.337 +0.6995,0.3603 +0.5096,0.2155 +1.3718,0.4486 +1.1103,0.4367 +1.3677,0.4629 +1.2641,0.3799 +0.7221,-0.889 +1.1282,0.3451 +1.0279,0.4285 +6.816,-6.1771 +0.4161,-0.1816 +1.5006,0.5407 +1.2021,0.4496 +1.1832,0.4843 +1.3279,0.5465 +1.1131,-0.8381 +0.1891,0.0168 +1.0162,0.4489 +0.3491,0.2397 +0.8543,0.3703 +1.4694,1.3884 +0.578,0.2952 +0.7574,0.3218 +0.9135,0.4016 +0.6861,0.419 +0.5408,0.235 +0.2693,0.3373 +0.3159,0.3348 +0.5465,0.3555 +0.3626,0.3863 +1.1092,0.5305 +1.2559,0.5859 +0.4514,0.5141 +0.9978,0.6041 +0.7617,0.5803 +0.2513,0.4316 +0.7846,0.5614 +0.6051,0.3243 +1.2995,0.6369 +0.7338,0.3472 +1.8539,0.8149 +0.479,0.4261 +1.314,0.6323 +1.0362,0.5147 +1.3316,0.5766 +1.7611,1.0858 +-0.011,-0.1402 +0.751,0.4445 +0.3101,0.2997 +0.4017,0.3298 +0.1512,0.3055 +0.2119,0.3358 +0.1209,0.325 +0.1875,0.3346 +0.7537,0.4246 +0.7533,0.4784 +0.2873,0.4012 +0.8686,0.5126 +0.5056,0.5243 +0.4782,0.4417 +0.8997,0.5145 +0.6865,0.494 +1.2196,1.1887 +1.2027,0.7709 +0.1981,0.3105 +0.8056,0.5226 +1.2617,0.8816 +0.6516,0.4724 +0.2861,0.3906 +0.8565,0.5048 +1.362,1.3554 +1.2654,1.5848 +0.4453,0.4551 +1.0481,0.5285 +0.92,0.5016 +0.99,0.6148 +0.3918,0.3321 +0.6091,0.458 +0.3327,0.4409 +0.949,0.5553 +0.5094,0.4084 +0.75,0.5796 +0.859,0.5244 +0.8228,0.4977 +0.4485,0.4544 +0.427,0.4174 +0.7046,0.4862 +0.4387,0.3977 +0.5927,0.5504 +0.2189,0.3755 +0.803,0.5236 +0.9491,0.6648 +0.7915,0.5193 +0.3899,0.4876 +1.095,0.6044 +0.3987,0.2806 +0.6649,0.5101 +0.7892,0.4486 +0.8534,0.486 +0.804,0.5401 +1.752,0.9954 +0.7798,0.4458 +0.7466,0.4999 +1.6399,1.0832 +0.4679,-0.2481 +1.0392,0.6271 +0.7823,0.5738 +0.4479,0.5097 +0.3479,0.3366 +0.9082,0.4474 +1.3396,0.5677 +0.9336,0.5313 +0.8979,0.4851 +0.8192,0.4699 +0.789,0.5603 +0.7904,0.4337 +0.7366,0.442 +0.7882,0.4156 +0.8287,0.4289 +0.8638,0.36 +0.9844,0.5921 +1.2897,0.4881 +0.4556,0.3852 +0.7669,0.4271 +0.5199,0.1683 +0.562,0.4035 +0.4045,0.4084 +0.1847,0.3557 +0.6523,0.4616 +0.8792,0.5312 +0.3548,0.2561 +0.8644,0.4615 +0.7078,0.4829 +1.1775,0.5339 +0.5291,0.3478 +0.4553,0.2717 +0.2782,0.188 +0.8984,0.372 +0.3863,0.3158 +0.5048,0.2741 +0.4607,0.2732 +0.3465,0.2413 +0.4866,0.3165 +0.8101,0.3541 +0.2309,0.2808 +1.0582,0.4786 +1.1059,0.6563 +0.741,0.5251 +0.5978,0.4591 +1.4397,0.7038 +0.6455,0.2976 +0.6499,0.4183 +1.2525,0.6126 +1.5665,0.5652 +0.6196,0.3038 +1.2371,0.4347 +1.1847,0.5012 +1.3596,0.6508 +1.195,0.4342 +0.7689,0.3479 +0.999,0.5223 +1.2297,0.5382 +1.2492,0.4872 +0.4557,0.2868 +0.5835,0.3808 +1.2457,0.5265 +1.0872,0.5159 +0.3315,0.3642 +0.8905,0.4242 +0.327,0.1392 +1.3354,0.4905 +1.2902,0.4562 +1.2507,0.4991 +1.2738,0.5258 +1.3128,0.443 +1.3285,0.4517 +1.118,0.4487 +1.0539,0.3829 +1.2608,0.5197 +1.4651,0.9735 +1.023,0.5411 +0.9746,0.4882 +0.4452,0.2551 +0.5479,0.3677 +0.9403,0.4975 +0.6848,0.3839 +0.7007,0.3489 +0.7842,0.3827 +0.3528,0.2515 +1.2376,0.6543 +1.361,0.6052 +1.6781,0.6734 +0.4769,0.2715 +1.5747,0.6395 +1.2008,0.4016 +1.1488,0.4722 +0.7488,0.3825 +1.4148,0.5038 +1.4471,0.5024 +0.9858,0.446 +1.3576,0.4809 +0.3714,0.137 +0.9612,0.4779 +1.1665,0.3648 +0.9419,0.1821 +0.7384,0.3102 +0.6432,0.4143 +0.6647,0.1802 +0.7921,0.4344 +0.8596,0.4132 +0.6717,0.44 +1.575,0.4229 +1.2659,0.3612 +1.3721,0.5422 +0.711,0.229 +1.736,0.4794 +1.6682,0.5761 +0.5776,0.2455 +1.6505,0.595 +1.4933,0.5538 +0.8943,0.3567 +1.2048,0.5317 +1.0457,0.3446 +1.094,0.6458 +1.116,0.6012 +0.4831,0.2693 +0.7117,0.4617 +0.7108,0.3561 +1.25,0.5675 +1.2874,0.6183 +1.0232,0.5275 +0.9963,0.5803 +0.9283,0.5705 +0.6878,0.4622 +0.8048,0.5107 +1.0662,0.5652 +0.2328,0.3493 +0.6058,0.4431 +0.8315,0.3773 +0.3862,0.219 +1.0119,0.4879 +0.9908,0.3915 +1.1133,0.4628 +1.2297,0.5811 +1.2373,0.6065 +1.19,0.5611 +1.1227,0.6584 +1.0824,0.695 +1.1856,0.5425 +1.1002,0.6686 +1.0242,0.5912 +0.9614,0.489 +1.3474,0.693 +1.3599,0.5953 +1.0115,0.4874 +1.3037,0.5735 +0.9252,0.5533 +0.5245,0.4577 +1.0748,0.4919 +1.2324,0.4346 +1.2482,0.5424 +1.1835,0.5568 +0.6782,0.3169 +0.5484,0.2513 +1.0797,0.3871 +1.3685,0.5279 +1.1155,0.4937 +0.4486,-0.4554 +0.8704,0.429 +0.9821,0.3728 +0.4282,0.3833 +0.9767,0.5096 +1.0043,0.5595 +0.4197,0.3186 +0.646,0.3327 +0.735,0.2984 +0.6525,0.3796 +0.4987,0.3722 +1.0537,0.399 +0.6967,0.3263 +0.655,0.3016 +0.7101,0.2055 +1.098,0.522 +0.656,0.348 +1.5356,0.6216 +1.7291,0.662 +1.3958,0.5487 +1.4284,0.5535 +1.4923,0.5407 +0.8705,0.3549 +0.4764,0.1816 +1.1646,0.4275 +1.4779,0.6571 +1.3696,0.1231 +1.5723,1.0471 +1.6278,0.53 +1.0494,0.3513 +0.7579,0.2737 +1.0657,0.3946 +1.0752,0.3844 +0.5505,0.1845 +0.9523,0.267 +1.1132,0.4104 +0.7623,0.3168 +0.7086,0.3604 +0.4604,0.1867 +0.6549,0.2824 +1.0082,0.3417 +1.4722,0.4047 +0.8825,0.3457 +1.4777,0.4293 +1.0342,0.3726 +0.5886,0.2186 +1.4124,0.3754 +1.3562,0.4204 +1.6518,0.4954 +0.8325,0.3621 +7.817,-7.1381 +0.7301,0.1652 +0.4948,0.115 +0.5534,-0.0175 +0.89,0.3108 +0.6232,0.3333 +0.3966,0.1439 +1.0686,0.4375 +1.0129,0.4309 +0.754,0.4117 +1.2282,0.4917 +1.2643,0.5464 +0.6333,0.2255 +1.0324,0.3036 +1.7492,0.6962 +0.9783,0.3585 +0.5233,0.2838 +1.4605,1.2675 +0.8955,0.4021 +0.9391,0.3245 +0.7938,0.495 +1.0006,0.3385 +0.8424,0.4028 +0.7258,0.2405 +0.7561,0.445 +1.0185,0.4615 +1.2131,0.3879 +0.865,0.3801 +0.9624,0.4419 +1.6533,0.1965 +0.9476,0.3288 +2.0002,0.9614 +1.4989,0.4748 +0.5869,0.2159 +1.1075,0.2971 +1.1243,0.416 +0.9889,0.6324 +0.762,0.4898 +1.0322,0.4746 +0.5913,0.3679 +1.0807,0.4756 +0.9482,0.2864 +0.9613,0.5193 +1.0056,0.5371 +1.1472,0.5748 +0.9741,0.5004 +0.669,0.3249 +1.0299,0.377 +0.4937,0.3329 +1.2835,0.5085 +0.855,0.2757 +1.0729,0.5706 +0.9773,0.4146 +0.5875,0.4082 +0.6313,0.291 +0.9794,0.4765 +0.9139,0.5039 +0.4876,0.2594 +0.3841,0.3409 +0.7635,0.4844 +0.678,0.4027 +1.034,0.613 +0.7762,0.4779 +1.2775,0.7022 +1.0098,0.4456 +1.2501,0.4528 +1.308,0.4851 +1.085,0.553 +1.3448,0.4451 +1.0726,0.4938 +1.5731,0.6247 +1.7166,0.7211 +1.6481,0.6718 +1.7657,0.6608 +1.9244,0.6407 +0.9505,0.6138 +1.5273,0.7052 +1.6419,0.7409 +1.284,0.5662 +0.89,0.5496 +0.3975,0.3332 +0.207,0.299 +0.8955,0.5663 +0.9875,0.52 +0.9329,0.5553 +1.0688,0.5774 +1.037,0.5037 +0.5179,0.3198 +0.9593,0.4453 +1.0753,0.6455 +0.7558,0.5407 +1.0432,0.5154 +0.6144,0.4344 +0.3179,0.4494 +0.8684,0.4545 +0.4385,0.4639 +0.8322,0.5385 +0.9188,0.5424 +0.3885,0.4851 +0.4479,0.3951 +0.6699,0.4151 +0.7928,0.508 +1.5575,0.8119 +0.5567,0.5529 +0.8445,0.5301 +1.2273,0.6954 +1.7966,0.6602 +1.37,0.6384 +0.9878,0.5335 +1.404,0.5954 +1.6577,0.6864 +0.6711,0.4001 +0.8737,0.4609 +1.0762,0.6081 +0.7367,0.533 +1.1075,0.6628 +0.7041,0.4514 +0.3727,0.317 +0.1911,0.3645 +0.4635,0.3632 +0.4583,0.3564 +0.3475,0.3059 +0.4998,0.2338 +0.828,0.3442 +0.5442,0.1906 +0.9003,0.5837 +0.9523,0.559 +1.4733,0.6 +1.4902,0.667 +0.9056,0.4391 +1.6423,0.7243 +1.0653,0.6623 +1.5362,0.5964 +0.7356,0.4653 +1.7595,0.6203 +0.8183,0.1131 +0.5719,0.2725 +1.322,0.625 +1.666,0.5736 +0.9852,0.4763 +0.5,0.1899 +1.34,0.4933 +0.3887,0.3094 +0.557,0.0734 +0.7368,0.3267 +1.3927,1.1608 +0.8202,0.4273 +0.2413,0.2928 +0.4415,0.1032 +1.1575,0.2847 +1.4543,0.5727 +1.3343,0.5579 +1.1169,0.5198 +1.1679,0.4508 +1.3425,0.5208 +1.2636,0.6145 +1.4102,0.596 +0.4383,0.2347 +0.6312,0.2723 +0.7307,0.221 +1.2793,0.5134 +1.4892,0.471 +1.2226,0.4808 +0.8751,0.3793 +1.8956,0.5108 +0.938,0.5447 +0.838,0.2283 +0.9628,0.3438 +0.5029,0.109 +0.7478,0.365 +0.7548,-0.0057 +0.6845,0.3748 +0.5058,0.3355 +0.5432,0.4376 +0.7718,0.4302 +0.8515,0.5147 +0.6171,0.4468 +0.675,0.5308 +0.4414,0.4504 +0.527,0.3868 +1.1112,0.3964 +0.7744,0.2462 +0.801,0.3722 +1.0731,0.5029 +0.8429,0.5011 +1.0803,0.5494 +0.746,0.5301 +1.2756,0.567 +0.9869,0.5956 +0.9953,-0.659 +0.8591,0.5358 +0.7179,0.5075 +0.9382,0.6039 +0.9048,0.4912 +0.9643,0.5359 +0.903,0.4028 +1.1776,0.5718 +0.7897,0.5085 +0.5596,0.3198 +0.9771,0.4818 +0.4872,0.1197 +1.1679,0.4649 +1.7708,0.7069 +0.9706,0.5911 +1.5007,0.5998 +1.5615,0.6606 +1.8233,0.6422 +1.4591,0.5387 +1.6858,0.6295 +1.6306,0.754 +1.0409,0.3722 +1.7789,0.588 +0.6002,0.2934 +1.1257,0.421 +1.0066,0.3698 +0.2369,0.1598 +0.7908,0.2162 +1.3577,0.5459 +0.7884,0.3363 +0.7922,0.2286 +1.0665,0.4999 +0.748,0.3185 +1.1778,0.5732 +1.3643,0.659 +0.8439,0.6524 +1.4616,0.5207 +1.4721,0.6208 +1.2305,0.4564 +0.7677,-0.0651 +1.3584,0.5072 +1.2992,0.4684 +1.5655,0.5154 +1.6131,0.4834 +1.2503,0.3986 +1.2164,0.383 +2.2366,0.626 +1.0496,0.4723 +1.1663,0.4485 +0.9635,0.383 +1.0926,0.3679 +0.8355,0.3848 +1.0285,0.3649 +0.739,0.2481 +1.5213,0.3791 +0.6513,0.2996 +0.845,0.4614 +0.6646,0.1669 +1.1428,0.4663 +0.7912,0.3011 +1.6623,0.5306 +0.8501,0.2874 +0.9868,0.3616 +1.5708,0.517 +0.6963,0.3808 +0.9935,0.4149 +0.6596,0.1674 +0.4924,0.105 +1.0859,0.5027 +0.6037,0.3164 +1.0755,0.4475 +1.049,0.3556 +0.6507,0.2062 +0.9834,0.4761 +1.0973,0.4479 +1.0778,0.4519 +1.3026,0.5025 +1.0623,0.4243 +1.0109,0.3481 +0.8467,0.4671 +1.0536,0.4988 +0.8624,0.4171 +1.0548,0.3826 +0.8345,0.2621 +0.9268,0.4398 +1.1021,0.3997 +0.6386,0.2868 +1.056,0.3977 +1.1135,0.4925 +0.9881,0.3823 +1.0585,0.4498 +1.0438,0.4273 +0.4534,0.275 +0.9936,0.3181 +0.5952,0.157 +1.0544,0.3629 +1.285,0.4466 +1.0452,0.4651 +0.9673,0.4322 +1.0296,0.4234 +0.5607,0.4281 +1.1297,0.3878 +1.0379,0.3654 +0.9723,0.4113 +1.1096,0.4416 +1.0405,0.3871 +1.1499,0.4054 +1.0898,0.4482 +1.5347,0.7625 +1.1292,0.4587 +1.0241,0.4258 +1.0814,0.4144 +1.0828,0.4119 +1.0527,0.4107 +1.4632,0.7619 +1.3244,0.431 +0.792,0.2891 +1.0372,0.3555 +0.9058,0.2929 +0.7944,0.3441 +0.8567,0.4073 +0.7905,0.4046 +1.049,0.4142 +1.0184,0.4216 +0.8837,0.4812 +1.1297,0.4648 +0.9836,0.4887 +0.9456,0.4106 +1.0537,0.4502 +0.9115,0.3333 +1.0068,0.422 +1.0832,0.4197 +1.052,0.4077 +1.0059,0.3496 +0.8829,0.31 +0.6648,0.3751 +0.746,0.2053 +1.0935,0.3945 +1.1314,0.491 +1.0352,0.3546 +0.9105,0.4005 +0.9667,0.356 +0.5401,0.3457 +1.0485,0.4066 +0.9263,0.4007 +0.82,0.394 +0.9508,0.4175 +0.8618,0.4253 +0.8161,0.4572 +0.7547,0.314 +1.0152,0.4366 +1.0669,0.324 +0.9219,0.3489 +0.9825,0.3996 +1.118,0.3577 +0.9346,0.3877 +1.0115,0.4088 +1.7811,0.6848 +0.8873,0.3427 +0.8291,0.359 +0.7814,0.2707 +1.1224,0.4732 +0.9813,0.3363 +0.8894,0.3911 +0.6246,0.2037 +0.6128,0.4119 +0.5255,0.419 +0.7532,0.4252 +1.6683,0.8163 +0.9651,0.4357 +1.386,0.5478 +1.0134,0.4574 +0.8213,0.4042 +0.1923,0.1701 +0.9916,0.5963 +1.058,0.381 +1.0424,0.5032 +1.0347,0.4541 +0.7864,0.3979 +0.8827,0.2669 +0.9938,0.368 +0.2109,0.5677 +1.0477,0.436 +0.8979,0.3598 +0.4981,0.2699 +0.9935,0.5094 +0.9675,0.5571 +0.7961,0.4295 +0.9708,0.2441 +0.9583,0.4461 +0.8028,0.3287 +0.7086,0.3389 +0.532,0.2779 +0.5343,0.4352 +0.9539,0.4057 +7.1175,0.1051 +0.7269,0.3745 +0.6875,0.4879 +1.0672,0.5918 +0.7087,0.4738 +0.8438,0.6798 +0.7847,0.3894 +0.948,0.4106 +1.3257,0.5507 +0.8588,0.3871 +1.6373,0.6754 +0.9889,0.3906 +0.5622,0.2426 +0.7097,0.3509 +0.943,0.4285 +0.5649,0.4943 +1.7865,0.7683 +1.2758,0.6921 +1.0825,0.5669 +0.3592,0.3005 +1.0586,0.6195 +0.6367,0.4977 +1.2294,0.8594 +0.4693,0.4338 +0.7888,0.479 +0.5852,0.3386 +1.0753,0.6863 +0.8663,0.534 +0.8212,0.3207 +0.711,0.5646 +0.581,0.425 +0.6798,0.4819 +0.6329,0.5633 +0.6521,0.4453 +0.5104,0.4348 +0.6089,0.5966 +0.4218,0.4235 +0.4689,0.4125 +0.1027,0.2756 +0.6434,0.4674 +0.8768,0.4594 +1.5568,0.8178 +0.6557,0.5015 +1.239,0.6435 +1.1501,0.704 +0.4547,0.3831 +0.9146,0.3771 +0.7633,0.4913 +0.7836,0.4584 +0.6185,0.1948 +0.6827,0.4731 +1.0785,0.5498 +0.3446,0.3829 +0.5373,0.3363 +0.4824,0.2758 +1.4274,0.5151 +0.687,0.401 +1.1844,0.4372 +0.7683,0.2594 +1.2706,0.5171 +1.0814,0.4915 +1.6608,0.9624 +1.267,0.5606 +1.0284,0.5222 +1.4172,0.5418 +0.6935,0.4649 +1.1881,0.575 +1.4606,0.5327 +1.1094,0.4635 +1.2603,0.5181 +1.0945,0.4502 +1.4635,0.5261 +1.0253,0.4115 +1.3095,0.4866 +1.4458,0.5175 +1.2697,0.5653 +1.2112,0.3968 +1.3968,0.4783 +1.2963,0.4604 +1.2275,0.3787 +1.4138,0.4784 +1.3944,0.5208 +1.391,0.4874 +1.4989,0.5365 +1.9697,0.6049 +1.0813,0.3119 +0.7409,0.1589 +0.7166,0.3932 +0.9549,0.44 +0.498,0.1664 +0.9215,0.5332 +1.1094,0.2447 +1.0832,0.4245 +1.1056,0.4301 +0.481,0.2215 +0.7716,0.3294 +0.6211,0.4992 +1.6876,0.5757 +0.4196,0.1199 +0.5338,0.3105 +0.9701,0.3967 +0.499,-0.0083 +1.3553,0.4128 +1.2875,0.5219 +0.5182,0.164 +0.5074,0.1738 +0.5327,0.0795 +0.5222,0.2636 +1.164,0.5276 +1.0151,0.5793 +0.5368,0.2501 +0.5806,0.2396 +1.5296,0.5042 +1.7514,0.544 +1.0878,0.4505 +1.0384,0.3654 +1.6005,0.5997 +1.5369,0.5832 +1.0217,0.5196 +0.9014,0.5254 +0.6396,0.2537 +1.0047,0.5436 +1.41,0.7134 +0.6142,0.3962 +1.7176,0.6505 +1.309,0.3287 +0.8585,0.511 +0.913,0.392 +0.7301,0.3284 +1.028,0.4744 +1.2132,0.545 +1.1928,0.534 +1.1208,0.5084 +1.3005,0.5812 +1.0173,0.443 +0.6748,0.4164 +1.0271,0.5503 +1.2991,0.6083 +1.3858,1.0756 +0.6663,0.4365 +0.763,0.3922 +0.2659,0.2773 +1.2322,0.5972 +1.2807,0.7893 +1.1455,0.5458 +1.2274,0.6198 +1.0791,0.5571 +1.2291,0.572 +1.077,0.552 +1.1926,0.6325 +0.7611,0.3207 +0.9136,0.4792 +1.0406,0.4954 +0.7125,0.3716 +0.6593,0.2878 +1.408,0.5283 +0.674,0.3558 +0.9264,0.3802 +1.2333,0.4217 +0.6578,0.3425 +1.1065,0.5492 +0.6207,0.3845 +1.0535,0.4685 +1.213,0.4448 +0.9646,0.35 +1.1767,0.4721 +0.8238,0.2076 +1.4506,0.4937 +1.3861,0.4592 +1.3446,0.5457 +0.8237,0.5144 +1.2825,0.5121 +1.0696,0.3602 +1.1015,0.3974 +1.4125,0.4428 +0.9259,0.6546 +0.533,0.33 +0.8757,0.3986 +1.2038,0.4866 +0.8197,0.3276 +0.8868,0.4273 +0.8241,0.3928 +0.6904,0.2437 +1.3161,0.4599 +1.2512,0.3935 +1.4374,0.452 +0.6786,0.3318 +0.8351,0.3257 +1.3589,0.5571 +1.0476,0.4956 +0.4336,0.19 +0.9784,0.4897 +1.336,0.4843 +6.7762,-6.0865 +1.2382,0.5432 +0.7302,0.4758 +0.6742,0.2584 +1.0716,0.4173 +1.1551,0.4747 +0.7895,0.2041 +1.0417,0.4732 +0.8081,0.4067 +1.3583,0.5399 +0.7704,0.3978 +0.7361,0.3432 +0.4539,0.2742 +0.9141,0.4182 +0.7043,0.3451 +1.132,0.4061 +0.5768,0.1584 +1.5535,0.6116 +1.2514,0.571 +1.0219,0.5308 +0.8707,0.4046 +1.2521,0.4555 +0.4929,0.2432 +0.7407,0.3859 +0.5896,0.2986 +0.9938,0.4355 +0.7357,0.3194 +0.6062,0.3376 +1.007,0.5219 +1.0832,0.4286 +0.4384,0.4776 +0.9926,0.4867 +0.9956,0.5137 +1.7447,0.698 +0.6132,0.1853 +1.1199,0.6018 +1.5572,0.5529 +0.7538,0.415 +0.8693,0.3657 +0.8117,0.5348 +1.1056,0.5396 +1.1524,0.4966 +1.4272,0.6514 +1.2065,0.6229 +0.4132,0.3907 +1.5988,0.7483 +0.6109,0.3641 +0.8165,0.5483 +1.1931,0.6367 +1.1258,0.6752 +0.4208,0.5552 +1.2051,0.6831 +1.0691,0.6926 +0.2796,0.2881 +1.3755,0.6987 +1.436,0.7141 +1.3591,0.6883 +0.7937,0.3881 +0.4117,0.2332 +1.2404,0.6654 +1.2264,0.7622 +1.0535,0.7265 +1.1713,0.7058 +1.0272,0.5506 +0.5429,0.5286 +0.6412,0.496 +0.848,0.5102 +1.4737,0.6866 +0.8224,0.5666 +0.7864,0.5705 +0.9769,0.3893 +0.8499,0.4636 +0.9748,0.4924 +1.5751,0.6533 +1.1488,0.4628 +0.833,0.3163 +0.4246,0.2295 +0.4983,0.3137 +0.862,0.4135 +0.6868,0.2793 +0.8302,0.4127 +0.4615,0.2088 +1.0452,0.4534 +1.8017,0.6021 +0.6483,0.3663 +1.2023,0.5057 +1.2001,0.6122 +0.565,0.0308 +1.3948,0.5831 +1.1966,0.5625 +1.4099,0.5856 +0.9713,0.3828 +0.5025,0.1142 +1.1581,0.4549 +1.0801,0.4073 +1.471,0.4642 +0.6095,0.298 +1.5778,0.5105 +0.8325,0.3389 +1.0623,0.353 +1.3816,0.4037 +0.5885,0.2374 +0.4497,0.1844 +0.5306,0.1475 +0.8277,0.3771 +1.2748,0.5334 +0.8336,0.3322 +0.475,0.2489 +1.4364,0.4278 +1.0766,0.4585 +1.1545,0.3509 +1.221,0.3959 +0.4199,0.1439 +1.4634,0.3991 +1.6514,0.5945 +1.7347,0.5734 +1.3937,0.3839 +1.394,0.3761 +1.3911,0.4272 +0.5555,0.1989 +1.0749,0.4348 +1.4267,0.4782 +0.3787,0.2819 +0.6041,0.3351 +0.5009,0.1774 +1.2096,0.4345 +0.6353,0.1197 +0.87,0.4105 +0.9519,0.4345 +1.3323,0.5964 +2.4201,0.4216 +1.7283,0.5961 +1.3066,0.4956 +1.5187,0.5442 +1.0719,0.477 +1.8908,1.0419 +1.4043,0.543 +1.2981,0.5203 +1.2374,0.4389 +1.2827,0.5177 +0.6307,0.3909 +0.9292,0.5202 +0.5436,0.3902 +0.5086,0.3033 +0.8526,0.3851 +0.5919,0.2321 +0.7946,0.1738 +0.7684,0.4018 +1.4289,0.5322 +1.3924,0.6936 +1.1541,0.4945 +0.4458,0.1365 +0.904,0.4374 +1.5305,0.5278 +1.581,0.5689 +1.7009,0.6076 +1.1998,0.5419 +1.546,0.5616 +1.3854,0.5066 +2.2171,-5.5409 +1.342,0.5117 +0.4347,0.2668 +1.0191,0.3352 +0.8275,0.3835 +0.8814,0.3148 +0.5201,0.3009 +1.0115,0.4068 +1.0436,0.3565 +0.9237,0.4573 +0.5119,0.3157 +0.5846,0.2601 +1.0451,0.2435 +1.219,0.4749 +0.6082,0.1964 +0.7907,0.3477 +0.899,0.2027 +1.1411,0.4776 +0.8091,0.2518 +0.547,0.2297 +1.3502,0.4912 +1.1375,0.4861 +1.3435,0.6067 +1.5045,0.5106 +1.4707,0.4818 +1.3467,0.5277 +1.85,0.6405 +1.1789,0.354 +1.4214,0.5757 +1.4487,0.5424 +1.1599,0.4688 +1.3541,0.541 +0.8929,0.4551 +0.9929,0.4468 +0.8619,0.2965 +0.7588,0.2477 +0.9129,0.4295 +0.8813,0.3811 +1.0202,0.445 +0.8872,0.3521 +0.7974,0.4855 +0.8252,0.3328 +0.2943,0.3399 +0.727,0.38 +0.8069,0.3069 +0.9367,0.4629 +1.1413,-1.0687 +0.2149,0.3066 +0.8455,0.4258 +0.8689,0.3187 +0.7762,0.4073 +0.4125,0.2668 +0.7899,0.408 +0.8875,0.4503 +0.2826,0.2852 +1.2006,0.5403 +0.7939,0.4101 +0.6865,0.2716 +0.886,0.3144 +1.9836,0.6346 +1.3193,0.5141 +1.7984,0.6905 +0.7275,0.3002 +1.0668,0.4187 +0.8359,0.3651 +0.8265,0.2869 +1.1935,0.5767 +0.8247,0.2531 +0.7302,0.3165 +1.6397,0.5532 +0.6745,0.3202 +0.9282,0.4049 +0.9547,0.3759 +1.8071,0.499 +0.9505,0.3419 +0.4846,0.2931 +0.8793,0.3224 +0.7233,0.2615 +0.8924,0.3019 +0.9096,0.3779 +0.9323,0.3554 +0.878,0.4062 +0.9374,0.4023 +0.9585,0.3964 +0.8393,0.3304 +0.9102,0.3827 +0.911,0.3805 +0.9349,0.4307 +0.9131,0.4097 +0.9585,0.428 +0.7003,1.1446 +0.7893,0.371 +0.9078,0.3224 +0.9058,0.3946 +0.7886,0.3111 +1.7478,0.6206 +0.907,-0.0108 +0.4283,-0.0404 +0.6233,1.5029 +0.9438,0.3939 +0.8864,0.4363 +0.9271,0.3581 +0.9455,0.341 +0.916,0.3934 +0.8652,0.3495 +0.8376,0.2348 +0.8624,0.3016 +0.8826,0.3425 +0.8381,0.3378 +0.6124,0.297 +0.4508,0.2735 +0.2412,0.2573 +0.6473,0.2544 +0.8888,0.4037 +0.8169,0.3364 +0.6223,0.1392 +0.8118,0.3462 +0.8771,0.3091 +0.8929,0.3376 +0.9162,0.3538 +0.8159,0.3078 +0.7169,0.3125 +0.8506,0.3733 +0.8323,0.2908 +0.8443,0.3696 +0.5344,0.2443 +0.7197,0.4322 +0.8115,0.3857 +1.2011,0.4481 +0.7876,0.2324 +0.8041,0.2499 +1.7584,0.5521 +0.8701,0.1761 +1.9282,0.5988 +0.7342,-0.0079 +0.7708,0.3753 +0.8949,0.3004 +1.9488,0.7117 +0.794,0.321 +0.7612,0.4685 +0.863,0.3709 +1.3291,0.5511 +0.7715,0.3068 +0.52,0.2917 +0.5987,0.1969 +0.92,0.3759 +0.8382,0.3334 +0.9358,0.4111 +0.8372,0.2619 +0.9222,0.4363 +1.0691,0.4096 +2.9401,-0.456 +0.9046,0.3848 +0.8219,0.3502 +0.956,0.4412 +0.8881,0.3688 +0.937,0.3845 +0.9224,0.114 +0.8917,0.3721 +0.9452,0.469 +1.0391,0.4157 +0.8842,0.3311 +1.0253,0.4253 +1.0526,0.3861 +1.3217,1.0005 +0.6393,0.3254 +0.8461,0.5068 +1.3157,0.3619 +0.5255,-0.0933 +0.5744,0.1509 +0.6964,0.4113 +0.843,0.3507 +0.756,0.4624 +0.9397,0.3632 +1.5817,0.4829 +0.8489,0.3425 +0.7422,0.3241 +1.1155,0.373 +1.2481,0.5238 +0.7915,0.2451 +1.3846,0.5428 +1.7391,0.6192 +1.8009,0.7594 +1.7853,0.5211 +0.7494,0.3823 +1.829,0.6026 +0.486,0.1975 +1.8242,0.5749 +1.6112,0.4778 +0.5784,0.296 +1.0529,0.3892 +0.7279,0.345 +0.9326,0.4693 +0.8148,0.3976 +0.7846,0.3328 +1.0537,0.4174 +1.5297,1.1379 +0.5844,0.1536 +0.5779,0.2415 +0.9759,0.3639 +0.7758,0.3503 +1.0255,0.34 +0.9106,0.4124 +0.9231,0.42 +0.4302,0.2441 +0.4273,0.1518 +0.8867,0.4622 +1.1176,0.3667 +0.5979,0.3183 +1.0269,0.3658 +1.0107,0.4372 +0.8205,0.2572 +0.7253,0.2042 +0.8962,0.4054 +0.8823,0.2766 +1.4679,0.4717 +1.2221,0.4671 +0.8719,0.2912 +1.284,0.4604 +1.1751,0.5049 +1.1608,0.449 +1.4503,0.4922 +1.5971,0.69 +1.3314,0.4539 +1.5173,0.5566 +1.6008,0.5245 +1.3814,0.4439 +1.0189,0.3953 +0.7507,0.3031 +0.8853,0.3112 +1.3784,0.4712 +0.6195,0.1853 +1.4431,0.5629 +1.3583,0.4415 +1.5674,0.4922 +1.2579,0.4755 +1.5723,0.5459 +1.3012,0.496 +1.3644,0.4832 +1.2463,0.5182 +1.2949,0.5553 +1.2296,0.4089 +1.0219,0.2721 +1.4184,0.4883 +2.4514,0.3913 +1.0768,0.4319 +0.8686,0.3823 +1.2644,0.475 +1.1909,0.4089 +1.1156,0.4202 +0.6451,0.3038 +1.2646,0.4074 +0.8051,0.3924 +1.2708,0.3817 +0.9684,0.2749 +0.6009,0.3753 +0.5182,0.2678 +0.887,0.2526 +1.1166,0.4716 +0.585,0.3533 +0.4295,0.3507 +1.3772,0.4119 +0.9794,0.3389 +1.4216,0.5821 +1.0733,0.4437 +1.3296,0.456 +1.2449,0.4569 +1.177,0.407 +1.2168,0.4642 +1.3347,0.4301 +1.3026,0.3898 +1.2363,0.4682 +1.0556,0.496 +1.269,0.4853 +1.0344,0.5588 +1.0302,0.3284 +0.9154,0.3783 +1.1081,0.4548 +0.5848,0.2425 +1.8993,0.6374 +1.4777,0.5563 +0.8988,0.4314 +0.6873,0.3633 +0.589,0.096 +0.7789,0.1751 +0.6969,0.3295 +0.8193,0.4123 +0.7498,0.338 +1.2467,0.5194 +1.3114,0.4794 +1.2269,0.4612 +1.24,0.4637 +0.5575,0.2309 +0.7384,0.4089 +1.3053,0.5478 +1.2979,0.4235 +2.0085,0.6035 +0.7786,0.2886 +0.4698,0.314 +1.175,0.4372 +1.3033,0.5516 +0.731,0.0503 +1.263,0.5048 +1.0485,0.522 +1.0851,0.446 +1.2015,0.4999 +0.872,0.3427 +-0.0175,1.1279 +0.9206,0.4412 +1.3576,0.4739 +1.1362,0.4762 +1.334,0.5112 +1.1794,0.4576 +0.8686,0.3845 +0.6739,0.4016 +0.7366,0.4288 +0.2798,0.2636 +0.6136,0.3364 +0.787,0.393 +1.1857,0.4722 +0.4011,0.1909 +1.0051,0.4598 +0.4696,0.2875 +0.4329,0.1737 +1.5781,0.7198 +1.8134,0.8493 +0.4416,0.3235 +1.7762,0.6498 +1.1883,0.5092 +1.2645,0.503 +0.9305,0.422 +0.871,0.3672 +0.8033,0.3677 +1.2355,0.4589 +0.6669,0.1769 +1.3005,0.5242 +0.7151,0.3431 +0.2989,0.3628 +1.1046,0.5429 +1.5248,0.804 +0.9095,0.4075 +0.2833,0.1584 +1.3543,0.5169 +1.1684,0.4553 +0.6351,0.3077 +1.037,0.5017 +1.299,0.4662 +1.3066,0.5061 +1.6809,0.6293 +2.4245,0.249 +0.7577,0.4143 +1.3488,0.4655 +1.8455,0.7057 +1.3303,0.4992 +1.0101,0.4244 +1.391,0.4797 +1.5149,0.4243 +0.9068,0.4127 +1.3197,0.5026 +1.3683,0.4993 +1.3281,0.3357 +1.3286,0.5411 +1.1476,0.4707 +0.5726,0.1157 +0.8744,0.3083 +0.6407,0.3884 +1.339,0.5255 +1.0456,0.4824 +1.2531,0.4954 +1.2911,0.546 +0.6401,0.2708 +0.8924,0.3952 +0.8314,0.3278 +0.975,0.4415 +0.572,0.2863 +0.8156,0.4179 +0.894,0.3576 +1.3079,0.4983 +1.0104,0.4576 +1.3199,0.4986 +1.3846,0.5189 +1.7286,0.6065 +1.3287,0.5107 +1.3409,0.5189 +1.6222,0.4869 +1.3692,0.4647 +1.3167,0.5534 +0.9493,0.4516 +1.345,0.4694 +1.125,0.455 +1.4169,0.501 +1.4626,0.5259 +0.9241,0.2048 +1.3299,0.5028 +1.1624,0.4151 +1.2641,0.4855 +1.3153,0.5353 +1.3299,0.5226 +1.3051,0.4398 +1.5133,0.5268 +1.271,0.4621 +1.4657,0.5945 +1.5697,0.5978 +1.5274,0.5111 +1.5895,0.608 +1.1795,0.7163 +1.005,0.2079 +1.0222,0.3279 +1.2853,0.5793 +0.727,0.3076 +1.2789,0.5158 +1.2014,0.5139 +0.5019,0.5409 +0.7444,0.108 +1.2315,0.5111 +1.3441,0.5513 +1.253,0.5209 +1.076,0.4846 +1.3109,0.5096 +1.388,0.5528 +0.7247,0.2168 +0.5971,0.2853 +0.7498,0.3874 +1.3125,0.5603 +0.5504,0.3473 +1.2431,0.5318 +0.9506,0.3843 +0.7975,0.424 +0.5946,0.1763 +0.9976,0.3752 +1.0331,0.4605 +0.5254,0.3228 +0.7465,0.3811 +1.6702,0.6098 +1.244,0.5693 +1.7041,0.5359 +1.5075,0.5528 +1.2715,0.6148 +1.3062,0.4979 +1.0292,0.3823 +1.1526,0.4646 +1.3403,0.4779 +1.1677,0.5032 +1.1809,0.5015 +1.3511,0.5037 +1.3266,0.4711 +1.5415,0.5808 +1.1642,0.5497 +1.0914,0.3793 +1.2548,0.5062 +1.1901,0.6636 +0.3627,0.1224 +1.4115,0.5076 +1.2618,0.5089 +1.2886,0.5477 +1.495,0.5009 +0.681,0.3363 +0.6425,0.3368 +1.3883,0.4813 +0.7741,0.3463 +0.9429,0.421 +2.8136,0.3199 +0.942,0.4057 +0.8445,0.3714 +0.7421,0.4538 +0.965,0.3346 +0.6405,0.1983 +0.6956,0.4302 +0.7676,0.396 +1.1443,0.5063 +0.9829,0.4792 +0.6365,0.4146 +1.3538,0.3573 +1.6862,0.6516 +1.3276,0.4806 +1.5503,0.5007 +1.6005,0.6083 +1.6027,0.5911 +1.6065,0.5837 +1.5137,0.5891 +1.59,0.6009 +0.9795,0.4111 +1.6283,0.5633 +0.9342,0.4041 +1.3833,0.5036 +1.32,0.4808 +0.507,0.3758 +0.6597,0.4024 +0.9585,0.4863 +0.5673,0.3476 +0.7718,0.482 +1.2968,0.5488 +0.8045,0.2382 +0.7094,0.3095 +0.7741,0.4054 +0.849,0.3806 +1.0279,0.4722 +0.6293,0.3206 +1.4148,0.5337 +2.0167,0.6713 +1.5978,0.5933 +1.0562,0.5599 +1.5245,0.5136 +1.3226,0.1548 +1.3426,0.5389 +1.7302,0.6091 +0.9133,0.4046 +1.4902,0.5741 +1.1465,0.5172 +1.5818,0.5846 +1.2837,0.5555 +1.6549,0.5423 +0.6855,0.3351 +0.3693,0.3058 +1.3448,0.6142 +0.5206,0.1983 +1.0803,0.4153 +0.829,0.4137 +0.4484,0.2736 +0.7686,0.4009 +0.4423,0.2348 +0.8197,0.4144 +1.1911,0.4605 +0.7947,0.5052 +0.7807,0.3212 +1.8635,0.7234 +1.1753,0.5402 +1.9231,0.6529 +1.1932,0.4915 +2.0214,0.9144 +1.2677,0.5607 +0.7537,0.2789 +1.8854,0.6928 +1.8044,0.6971 +1.8839,0.5971 +1.5504,0.6107 +1.5371,0.6765 +1.0718,0.4462 +0.7868,0.3409 +1.5551,0.6085 +0.6185,0.3066 +1.0334,0.4476 +1.1908,0.5521 +0.9194,0.5268 +0.6338,0.3085 +0.6569,0.3364 +0.6463,0.4454 +0.6494,0.2511 +0.8501,0.348 +0.8993,0.4023 +1.4977,0.5783 +1.4878,0.5404 +1.3084,0.5202 +0.9658,0.5681 +1.7389,0.5758 +0.8393,0.3631 +0.9672,0.4681 +0.8608,0.3931 +0.801,0.3098 +0.6094,0.4003 +1.2237,0.4181 +1.146,0.3669 +1.2947,0.5769 +1.7803,0.6159 +1.7972,0.5998 +1.5105,0.4729 +1.4734,0.5194 +1.2519,0.5286 +1.2844,0.4666 +1.3729,0.4562 +0.5907,0.303 +0.9453,0.4097 +1.3184,0.4751 +1.3494,0.5167 +0.9586,0.3841 +0.8565,0.3317 +1.4267,0.4825 +1.3173,0.5091 +0.9923,0.4126 +0.6599,0.3858 +0.9209,0.3694 +0.7786,0.3501 +1.8931,0.5978 +1.254,0.526 +1.1688,0.5036 +1.2526,0.3775 +1.2964,0.5238 +1.3371,0.445 +0.6943,0.265 +1.2202,0.6661 +0.7829,0.4416 +1.4555,0.4964 +1.3722,-0.3759 +0.9389,0.5216 +0.8345,0.5052 +0.7853,0.377 +0.999,0.4471 +1.0809,0.4814 +0.8937,0.4085 +0.5939,0.2267 +0.3684,0.2293 +0.4045,0.1887 +1.1517,0.4394 +0.9165,0.3411 +0.3781,0.2653 +0.4509,0.1775 +0.898,0.4354 +0.4434,0.2208 +0.6221,0.1578 +0.8068,0.4083 +0.6042,0.3422 +1.8119,0.6825 +1.0303,0.5632 +1.4306,0.468 +1.3988,0.5226 +1.1292,0.4373 +1.6459,0.7229 +0.7568,0.4456 +0.8527,0.4041 +0.8419,0.2751 +0.9725,0.4473 +0.8869,0.4341 +1.0072,0.3563 +0.7512,0.3623 +0.8275,0.2514 +1.016,0.4014 +0.9081,0.399 +0.6121,0.2789 +0.5756,0.3104 +0.6882,0.4438 +0.3867,0.1574 +1.0569,0.1783 +0.7534,0.3714 +0.6082,0.3066 +0.9052,0.4263 +0.5035,0.2811 +0.5321,0.1731 +1.2335,0.5099 +0.6113,0.0732 +1.1899,0.5358 +1.2898,0.564 +1.3123,0.5559 +1.7769,0.6626 +1.5417,0.5866 +1.0088,0.4504 +1.5618,0.5348 +1.0566,0.4717 +1.6614,0.6508 +0.7704,0.3822 +1.3139,0.7592 +0.7706,0.433 +0.681,0.0209 +0.9244,0.4204 +0.9556,0.3962 +0.6122,0.2326 +0.9191,0.431 +0.4353,-0.0131 +1.2262,0.5455 +1.0583,0.6498 +0.3479,0.1042 +0.5252,0.2834 +0.3743,0.1608 +0.9942,0.4069 +1.5046,0.5723 +0.9229,0.3854 +1.2332,0.4334 +0.8618,0.4119 +0.6559,0.1483 +0.563,0.3885 +0.5471,0.3706 +0.6737,0.2432 +0.8421,0.3505 +4.4356,-3.5648 +0.65,0.1801 +1.0675,0.5711 +0.632,0.3688 +0.4686,0.2195 +1.0918,0.492 +0.9765,0.4216 +0.5864,0.3773 +1.0512,0.3328 +0.8652,0.2734 +0.6803,0.384 +1.1164,0.5593 +1.4044,0.5148 +1.0843,0.4375 +1.0468,0.4454 +1.5516,0.5366 +0.9474,0.3878 +0.9589,0.4203 +0.6904,0.3638 +1.1407,0.4925 +0.59,0.2875 +1.1082,0.4408 +1.5194,0.558 +0.6268,0.303 +0.8759,0.4757 +0.7782,0.4324 +0.4656,0.2215 +0.3502,0.2167 +1.5286,0.622 +1.3509,0.5782 +0.4189,0.1976 +0.9288,0.3974 +1.6614,0.6132 +1.7083,0.604 +0.7833,0.4342 +1.3403,0.5626 +1.5371,0.5392 +1.342,0.5341 +0.9707,0.5191 +0.7937,0.5347 +0.9277,0.4137 +0.8865,0.3447 +1.0217,0.4194 +0.8766,0.4308 +0.8117,0.4825 +1.0198,0.396 +1.6707,0.6025 +0.9872,0.5535 +0.9677,0.44 +0.6879,0.3612 +1.6507,0.2497 +0.3833,0.0063 +0.8708,0.4286 +0.5423,0.256 +0.7087,0.149 +0.9113,0.5103 +0.8211,0.3128 +0.4983,0.3515 +0.2605,0.1993 +0.6124,0.2771 +0.7663,0.3986 +0.9951,0.3714 +0.9424,0.4055 +0.927,0.4183 +0.8816,0.4682 +1.3579,0.5266 +0.8836,0.4479 +1.463,0.5296 +1.1987,0.4966 +1.119,0.4916 +1.2734,0.4858 +1.1512,0.5408 +1.2054,0.5577 +0.8786,0.3742 +0.9145,0.3901 +1.6048,0.5853 +0.5898,-0.0634 +0.8253,0.4303 +1.2373,0.5393 +0.9858,0.4364 +1.0174,0.4158 +0.9494,0.4477 +1.0314,0.4472 +1.7899,0.7266 +1.0481,-0.107 +0.9757,0.3759 +0.938,0.3659 +0.9243,0.3474 +0.9979,0.4281 +0.9058,0.378 +0.9882,0.4094 +0.6567,0.0947 +0.8456,0.8943 +0.9767,0.4336 +1.0321,0.3881 +0.9916,0.4114 +0.8897,0.4306 +0.9992,0.4468 +0.9194,0.3994 +0.9852,0.3774 +0.9128,0.4759 +0.844,0.3016 +1.0852,0.4296 +1.2118,0.206 +1.0156,0.4582 +0.9749,0.4082 +1.3558,0.5045 +0.9764,0.4495 +0.9993,0.4246 +0.9766,0.4006 +1.0051,0.443 +0.9931,0.4537 +1.1624,0.4198 +0.9564,0.4054 +0.9671,0.4404 +0.9669,0.3989 +1.5451,0.5494 +1.4783,0.6207 +0.9095,0.4284 +0.9724,0.4229 +0.1675,0.7818 +0.9324,0.3684 +0.8112,0.3927 +0.7792,0.321 +1.0538,0.4674 +0.8659,0.4154 +0.7824,0.4884 +0.5074,0.3212 +1.0919,0.4105 +0.9075,0.4132 +0.5661,0.35 +0.9674,0.3894 +0.6298,0.5007 +0.9158,0.4281 +0.9778,0.4189 +0.9341,0.3918 +0.9547,0.4614 +0.9206,0.4023 +0.9588,0.4015 +0.8585,0.3426 +0.9549,0.3669 +0.6542,0.4084 +0.8129,0.3685 +1.4944,0.5711 +0.6563,0.1094 +0.5647,-0.0114 +0.9521,0.3961 +0.9146,0.4011 +0.936,0.4052 +0.8699,0.3728 +1.0333,0.4067 +1.3458,0.5968 +1.3621,0.5022 +0.5281,0.3468 +0.8974,0.42 +0.8693,0.3456 +0.8466,0.3439 +0.8678,0.452 +0.9108,0.393 +0.7933,0.3629 +1.1957,0.4357 +0.9229,0.3979 +1.7609,0.5568 +1.0197,0.4461 +0.9495,0.4217 +0.9481,0.3904 +1.0129,0.4184 +0.8127,0.4174 +1.1473,0.4403 +0.7616,0.3744 +1.3502,0.5046 +1.3681,0.5184 +1.3397,0.4784 +1.3978,0.5201 +1.3335,0.5258 +0.9114,0.3726 +1.0653,0.4932 +0.6819,0.3718 +0.3896,0.1491 +1.0365,0.163 +0.9078,0.3742 +0.9614,0.4279 +0.7769,0.3788 +0.8202,0.3858 +0.5122,0.2476 +0.5303,0.312 +1.2031,0.4599 +0.9873,0.3551 +0.9425,0.3333 +0.912,0.386 +1.3895,0.5889 +1.4112,0.5397 +0.8333,0.3294 +0.8668,0.3388 +1.6917,0.6647 +1.391,0.6233 +0.7786,0.4495 +1.0417,0.504 +1.1603,0.4313 +0.8327,0.4517 +1.4925,0.5796 +1.2868,0.507 +1.016,0.3994 +1.282,0.5433 +1.2433,0.5844 +1.3065,0.5233 +0.9308,0.4396 +1.2818,0.4636 +1.0061,0.383 +1.2479,0.4813 +1.3077,0.467 +1.2882,0.5278 +1.2847,0.4916 +1.2158,0.4177 +1.321,0.496 +1.1972,0.4815 +1.0092,0.5046 +0.8614,0.2903 +0.7001,0.2088 +0.7561,0.307 +1.8474,0.5608 +0.9867,0.3058 +0.999,0.4995 +1.3674,0.5113 +1.1679,0.4421 +1.5683,0.5452 +0.7387,0.3775 +1.2595,0.4905 +1.332,0.606 +1.5865,0.5802 +1.5812,0.6008 +1.2363,0.4449 +1.2602,0.4967 +1.3394,0.4653 +1.2309,0.4386 +3.9768,0.4104 +1.3584,0.4368 +1.2511,0.4616 +1.2689,0.4302 +1.7869,0.5927 +1.3158,0.4963 +1.0649,0.4609 +1.0958,0.3469 +1.3927,0.5214 +1.2233,0.4729 +0.9279,0.4077 +1.1188,0.4892 +1.0264,0.4583 +0.6429,0.4525 +1.0582,0.3976 +0.9671,0.2874 +0.6649,0.3928 +1.1521,0.4321 +1.4243,0.5284 +1.1527,0.3593 +0.8808,0.4007 +1.8466,0.7413 +1.2971,0.5016 +1.0932,0.4766 +1.4914,0.521 +0.4797,0.1394 +1.388,0.4769 +3.3509,0.3403 +1.4913,0.5082 +1.363,0.5132 +1.2686,0.4524 +1.2314,0.4856 +1.3607,0.5145 +1.9292,0.6998 +1.7301,0.6266 +0.7963,0.3822 +0.892,0.4822 +1.0061,0.3703 +1.0978,0.5453 +0.6962,0.4006 +1.0176,0.4758 +1.1679,0.4612 +0.5228,0.3097 +1.1669,0.4216 +0.7447,0.3598 +0.913,0.3536 +1.02,0.3892 +1.2024,0.507 +0.9573,0.4202 +1.2323,0.5053 +0.8961,0.4298 +1.4506,0.489 +1.5503,0.4605 +1.378,0.4696 +0.6465,0.2404 +1.0324,0.3911 +0.5951,0.3218 +0.5206,0.2896 +0.872,0.4636 +0.4667,0.1946 +0.7964,0.265 +1.052,0.3294 +0.7027,0.3847 +0.2004,0.162 +0.641,0.359 +0.5076,0.3802 +0.8498,0.3751 +1.3453,0.488 +1.1665,0.5003 +1.4771,0.5721 +1.6587,0.7029 +0.8707,0.3682 +0.9052,0.3463 +1.2255,0.4268 +1.0651,0.4148 +1.3494,0.4744 +1.3278,0.473 +1.0493,0.5353 +0.7097,0.3734 +1.0034,0.434 +2.4549,-0.9836 +1.0133,0.4931 +0.8688,0.4339 +1.0686,0.4833 +1.2052,0.4578 +1.3832,0.5415 +1.3167,0.4834 +0.8629,0.464 +0.4008,0.2349 +0.512,0.312 +0.9464,0.4316 +0.7507,0.5 +0.6316,0.3879 +0.5547,0.2974 +0.783,0.4081 +0.5607,0.3363 +1.2103,0.5085 +0.3791,0.2529 +0.9648,0.4733 +0.4589,0.1907 +0.4836,0.1155 +0.8808,0.4406 +0.6788,0.3084 +0.7603,0.2959 +0.2971,0.2745 +0.6371,0.3578 +1.1934,0.4116 +1.2025,0.4848 +1.3025,0.4711 +1.305,0.4746 +1.6249,0.5628 +1.6535,0.5597 +1.3321,0.482 +1.7501,0.5814 +0.6434,0.2591 +1.1307,0.543 +1.3245,0.4494 +1.3511,0.4999 +1.0503,0.4637 +1.3357,0.4467 +1.3649,0.6018 +1.3824,0.6009 +0.976,0.4352 +1.1536,0.1488 +0.9872,0.4311 +0.9124,0.2025 +0.4078,0.3787 +0.2811,0.3612 +1.4896,0.5619 +0.5289,0.2555 +0.8473,0.3522 +0.661,0.4124 +1.2367,0.5297 +1.1616,0.4094 +0.7233,0.3484 +0.7413,0.4083 +0.6298,0.3568 +1.7053,0.5844 +1.6678,0.6277 +1.7816,0.599 +0.9665,0.4438 +1.7866,0.652 +1.0944,0.3583 +0.9126,0.3992 +0.3763,0.2563 +1.0252,0.4602 +0.9072,0.426 +1.4193,0.4904 +0.5752,0.3572 +0.601,0.2931 +0.496,0.4084 +0.4881,0.2997 +0.7354,0.361 +1.606,0.5481 +0.8725,0.2878 +1.3927,0.499 +0.948,0.4885 +1.6956,0.699 +1.6502,0.6869 +1.3323,0.5473 +1.8066,0.5575 +0.8702,0.421 +1.3923,0.5337 +0.4797,0.3798 +0.8799,0.4288 +0.5261,0.3455 +1.5144,1.7084 +0.4367,0.2502 +1.0587,0.4841 +0.5948,0.2703 +0.6224,0.3653 +0.3428,0.2736 +0.9911,0.3608 +0.4549,0.1494 +1.5813,0.6348 +0.52,0.185 +1.1485,0.3925 +1.509,0.5876 +0.985,0.5661 +1.0728,0.4533 +0.9074,0.4491 +1.0167,0.4358 +1.5352,0.9013 +0.9098,0.3908 +1.4263,0.6307 +0.8906,0.4344 +1.0239,0.3778 +0.8379,0.39 +0.8314,0.4144 +0.5609,0.3065 +0.5489,0.1628 +0.7862,0.3893 +1.0459,0.408 +0.9886,0.4651 +0.4718,0.2988 +1.7283,0.7344 +1.1649,0.4784 +1.0291,0.4513 +1.0725,0.4695 +1.0206,0.4559 +1.3183,0.5156 +0.5079,0.3 +0.9846,0.4735 +1.046,0.436 +0.6641,0.1119 +0.6156,0.277 +0.6773,0.3403 +0.7247,0.3582 +0.7831,0.4366 +1.4835,0.4559 +1.2933,0.4806 +0.9269,0.4281 +0.7284,0.3977 +1.1864,0.534 +1.1378,0.3907 +2.0525,0.7053 +0.9783,0.5286 +1.0868,0.7732 +1.3757,0.551 +1.2346,0.4365 +1.021,-4.9171 +1.0146,0.3985 +1.0014,0.4264 +1.0212,0.4261 +1.0366,0.4125 +1.3771,0.5338 +0.9785,0.4321 +0.5429,0.3635 +0.852,0.3089 +1.0085,0.4445 +0.9585,0.4315 +0.9607,0.4527 +1.3506,0.4745 +1.3467,0.4394 +1.3375,0.5987 +1.4853,0.5462 +1.2943,0.4917 +0.6092,0.3263 +0.9713,0.4264 +1.1432,0.3711 +0.9686,0.3831 +0.6397,0.4028 +0.3925,0.2095 +0.46,0.2097 +0.7536,0.2763 +0.8092,-0.3466 +0.4003,0.1996 +1.1114,0.5625 +0.9547,0.4166 +1.2987,0.498 +0.7142,0.4109 +0.9867,0.4703 +0.9704,0.4432 +0.5842,0.3598 +0.8228,0.3201 +1.4293,0.6406 +1.5695,0.633 +1.3065,0.5143 +1.3524,0.5036 +0.9838,0.3716 +1.4774,0.6693 +1.1506,0.5614 +1.4792,0.5372 +1.744,0.6241 +1.106,0.4496 +1.777,0.7264 +1.1542,0.4015 +1.3751,0.5824 +0.9424,0.3729 +1.6288,0.6908 +1.9166,0.8732 +1.7692,0.4866 +1.5112,0.5878 +0.9002,4.0245 +1.0845,0.4856 +1.0277,0.3938 +0.4281,0.5569 +1.5457,0.5466 +1.0448,0.4398 +0.92,0.5109 +0.8248,0.5282 +0.9013,0.5905 +0.9912,0.185 +0.6797,0.4145 +0.6888,0.3559 +0.7845,0.4537 +0.6709,0.2352 +0.8004,0.2448 +1.4484,0.5157 +1.3024,0.3365 +1.233,0.5314 +1.5484,0.5453 +1.6388,0.5483 +1.7301,0.6397 +1.2361,0.4584 +1.4927,0.5622 +1.3476,0.5801 +1.377,0.485 +0.9998,0.4196 +1.4395,0.5875 +1.4317,0.5573 +1.7949,0.5574 +1.661,0.6001 +1.7595,0.5455 +1.8742,0.6111 +0.4308,0.2259 +1.1631,0.3866 +1.0963,0.4015 +0.5635,0.3587 +1.7758,0.6233 +0.8919,0.3685 +0.8828,0.3935 +0.9231,0.3503 +1.5479,0.6044 +0.8851,0.3243 +0.6504,0.3617 +0.4643,0.185 +0.848,0.342 +0.872,0.4404 +0.4988,0.168 +1.0793,0.509 +0.5155,0.2153 +0.7523,0.1666 +0.5436,0.2392 +1.5171,0.5293 +1.4404,0.6685 +0.9317,0.3483 +0.5734,-1e-04 +0.443,-0.0279 +1.256,0.4267 +1.9199,0.7552 +1.2409,0.5102 +1.611,0.4931 +1.8206,0.6951 +1.8942,0.6114 +1.6323,0.5136 +1.4075,0.533 +1.4249,0.387 +1.2482,0.4398 +1.3666,0.4833 +1.0308,0.2293 +1.2963,0.6216 +0.8558,0.3758 +0.8027,0.3839 +1.0023,0.4142 +1.3724,0.4759 +0.8429,0.392 +0.5715,0.2472 +0.5472,0.2755 +0.6928,0.3013 +0.7916,0.4489 +0.4782,0.2614 +0.379,0.2601 +0.4691,0.3717 +0.7927,0.3425 +1.037,0.4684 +1.0667,0.4667 +1.6887,0.5194 +1.3897,0.4494 +0.7731,0.4073 +0.9967,0.5287 +1.47,0.5227 +1.0635,0.3911 +1.7963,0.6226 +1.0416,0.488 +1.4,0.5079 +0.6098,0.2077 +1.1116,0.4372 +1.1098,0.377 +1.5811,0.5285 +0.7524,0.2468 +0.9761,0.4012 +0.9027,0.4105 +0.9318,0.4314 +0.9613,0.3725 +0.371,0.3659 +0.9772,0.3814 +0.9743,0.3942 +1.7457,0.6617 +1.4034,0.3366 +1.3271,0.4884 +1.4881,0.5003 +1.7698,0.5962 +0.9155,0.4329 +1.4871,0.4436 +1.3224,0.4078 +1.695,0.5923 +1.5316,0.5106 +1.489,0.4794 +1.1463,0.4162 +1.0015,0.3749 +1.7418,0.609 +1.0752,0.4279 +0.898,0.4292 +1.5229,0.5496 +0.915,0.4212 +0.7383,0.4054 +1.2175,0.4975 +0.7379,0.3351 +0.8415,0.3841 +0.3934,0.2579 +0.3754,0.2431 +0.3441,0.1893 +0.7735,0.3916 +0.9327,0.3535 +0.7113,0.3022 +0.6918,0.3831 +2.0592,0.8016 +1.75,0.6252 +1.722,0.6076 +1.3404,0.4376 +0.6806,0.3263 +1.617,0.604 +1.1962,0.4821 +1.7131,0.5883 +1.2389,0.5725 +0.6907,-0.575 +1.16,0.4451 +0.7896,0.3554 +1.491,0.4738 +1.1133,0.4767 +0.6289,0.2813 +0.9515,0.4356 +1.156,0.5284 +0.5929,0.3755 +0.6229,0.2382 +1.1466,0.3757 +0.9755,0.4555 +0.7295,0.3696 +1.0173,0.3516 +1.2751,0.5391 +0.8291,0.3135 +1.1359,0.3899 +0.6481,0.3162 +0.5316,0.2862 +0.4493,0.2517 +0.8973,0.3198 +1.3441,0.4851 +1.8223,0.6599 +1.5281,0.5212 +1.5007,0.5955 +1.4655,0.488 +1.4987,0.4911 +1.5123,0.5811 +1.1389,0.425 +0.4866,0.2518 +1.4601,0.4686 +1.5166,0.4584 +1.5527,0.3048 +1.6582,0.6001 +1.5656,0.5871 +1.5049,0.5356 +1.7159,0.5688 +1.0369,0.4634 +1.0906,0.48 +1.1763,0.3981 +0.9365,0.3989 +1.0454,0.4102 +0.9893,0.3651 +1.1105,0.4919 +1.0085,0.3692 +0.9129,0.4593 +0.6414,0.3149 +0.9279,0.3613 +0.8735,0.1991 +1.1469,0.3663 +0.8628,0.4535 +1.063,0.3916 +1.0336,0.4874 +1.0028,0.3305 +0.6284,0.2469 +0.9071,0.3813 +0.7382,0.401 +0.5748,0.2333 +1.2172,0.3791 +1.6306,0.5624 +1.8092,0.5335 +0.6523,0.2509 +1.642,0.542 +0.5033,0.1908 +1.0374,0.4627 +1.1,0.388 +1.1761,0.4101 +0.8994,0.3647 +1.1139,0.375 +1.3643,0.3886 +0.6201,0.2948 +0.7784,0.3635 +1.3487,0.409 +1.7585,0.6702 +1.8117,0.7232 +1.8549,0.6743 +1.3683,0.4137 +1.8697,0.6864 +1.6179,0.3587 +1.0247,0.4124 +1.4707,0.5269 +0.4289,0.1336 +1.0883,0.4666 +1.111,0.4693 +1.0587,0.4735 +0.5929,0.2819 +0.9075,0.4102 +0.9633,0.5266 +1.1606,0.5065 +1.6555,0.5536 +1.7356,0.5864 +1.6763,0.5435 +1.3525,0.6348 +1.4758,0.5226 +1.2979,0.5391 +1.6279,0.5704 +1.5967,0.5732 +1.2813,0.5311 +1.23,0.4055 +1.003,0.4277 +0.4684,0.1042 +1.4415,0.5342 +0.8388,0.4899 +0.5704,0.3375 +0.5232,0.3376 +1.2151,0.5118 +0.7545,0.0683 +0.5554,0.2971 +0.3895,0.2492 +1.4696,0.5404 +0.8048,0.3823 +1.4323,0.5727 +1.1912,0.511 +1.3603,0.4869 +1.3495,0.528 +0.815,0.4003 +1.2229,0.4845 +1.0873,0.4224 +1.1881,0.5393 +1.0107,0.4136 +0.9848,0.4309 +0.5721,0.2201 +0.5143,0.3898 +1.0928,0.4303 +1.3211,0.4875 +0.8546,0.4317 +1.2754,0.475 +0.8193,0.4774 +0.8187,0.3682 +1.9793,0.7495 +1.2929,0.4983 +1.873,0.5971 +1.3689,0.6024 +1.2781,0.4681 +1.5675,0.5602 +1.6893,0.7071 +0.906,0.3625 +1.6378,0.6002 +1.7712,0.5496 +1.7211,0.4659 +1.4092,0.512 +1.4404,0.6679 +1.1703,0.4199 +1.5147,0.4931 +1.8093,0.6235 +0.8888,0.514 +0.9473,0.3922 +1.0168,0.3826 +1.1672,0.451 +1.1343,0.417 +0.9517,0.4992 +0.7145,0.3275 +0.6388,0.3112 +0.9942,0.4183 +1.6159,0.6141 +0.9009,0.4499 +1.3785,0.5441 +0.9603,0.4519 +1.6974,0.5654 +1.8269,0.666 +1.4999,0.5966 +1.29,0.513 +0.8559,0.4637 +1.076,0.4826 +1.3288,0.5111 +1.0485,0.5247 +0.5519,0.3234 +1.1584,0.4831 +0.9151,0.4491 +0.7124,0.2602 +0.3872,0.319 +0.5669,0.3585 +0.6163,0.0677 +0.7373,0.2989 +0.7578,0.3888 +0.9624,0.3772 +1.1976,0.335 +1.1282,0.5371 +1.4733,0.6032 +1.4148,0.5296 +1.1601,0.3867 +1.5369,0.5389 +0.8376,0.3776 +1.9961,0.7788 +1.2573,0.5693 +0.9607,0.7656 +1.1212,0.5135 +1.029,0.5244 +1.0192,0.4834 +0.5427,0.2567 +1.3712,0.5683 +1.3634,0.5468 +0.9835,0.4937 +0.9692,0.2401 +1.021,0.4541 +0.8904,0.4212 +0.984,0.466 +0.9137,0.4533 +0.3496,0.2503 +1.2786,0.5699 +0.6661,0.3294 +1.4065,0.5399 +1.1314,0.3899 +1.0914,0.5345 +0.7665,0.5453 +1.2265,0.4696 +0.8267,0.4865 +1.3996,0.5527 +1.3493,0.7472 +1.8487,0.8401 +1.3333,0.4608 +1.2917,0.5986 +1.4156,0.5089 +0.7467,0.3429 +1.0562,0.4924 +1.5233,0.602 +1.7265,0.5525 +1.9217,0.7355 +1.519,0.8762 +0.8934,0.4152 +0.1264,0.6125 +0.6359,0.2417 +0.5073,0.3202 +0.7743,0.3903 +1.2168,0.4261 +0.8168,0.3062 +0.8799,0.1101 +0.5167,0.2768 +0.3317,0.3689 +1.313,0.4888 +0.5642,0.1865 +1.3905,0.4844 +1.8587,0.7495 +0.399,0.1457 +0.4811,0.4039 +1.0726,0.4631 +1.001,0.4312 +1.1041,0.4888 +0.4286,0.3449 +0.5537,0.3579 +0.7748,0.4187 +1.0297,0.4604 +0.5575,0.3956 +0.6713,0.3788 +0.4258,0.2793 +1.0187,0.4621 +0.8329,0.4055 +1.6498,0.8022 +0.6152,0.4447 +0.7914,0.0488 +0.6508,0.3527 +1.0208,0.4759 +1.0918,0.4652 +1.7879,0.649 +1.1745,0.5893 +0.9391,0.4549 +1.3031,0.5667 +0.8363,0.4173 +0.9206,0.5377 +1.1228,0.5363 +1.5351,0.5443 +1.1814,0.4834 +1.348,0.4667 +1.2623,0.508 +1.4821,0.5103 +0.4,0.2417 +1.0326,0.5141 +1.1345,0.5004 +1.0286,0.4262 +0.8303,0.3454 +0.8248,0.4963 +1.0451,0.4426 +0.8217,0.352 +1.0473,0.426 +0.9391,0.4839 +0.8008,0.4094 +0.5394,0.2653 +0.7513,0.4284 +1.3569,0.4708 +1.705,0.593 +1.2227,0.4268 +1.0469,0.4076 +1.2819,0.4025 +1.237,0.3665 +1.625,0.493 +0.5464,0.3462 +1.2987,0.4916 +1.169,0.4188 +1.5418,0.5707 +1.2252,0.4322 +0.8433,0.1188 +1.8982,0.4125 +4.0913,0.4126 +2.5754,0.4272 +1.7804,0.4319 +1.7387,0.4793 +3.2069,0.4491 +1.5826,0.1839 +2.2595,0.4217 +2.7149,0.4004 +2.1866,0.2874 +2.7301,0.407 +8.6669,0.1954 +4.141,0.4221 +1.6274,0.3519 +2.0913,0.3859 +3.0079,0.5622 +1.9079,0.4284 +1.1137,0.0603 +1.7554,0.3697 +3.307,0.3181 +2.9686,0.4824 +4.1516,0.536 +2.5864,0.5448 +2.0235,0.5063 +0.7448,0.3743 +1.1988,0.3954 +1.0695,0.4256 +0.9854,0.3696 +1.4945,0.5228 +1.4747,0.2927 +1.558,0.5389 +1.4844,0.4949 +0.7732,0.355 +0.9948,0.3456 +0.2436,0.0441 +1.3098,0.4641 +0.7517,0.3069 +1.2375,0.4807 +0.8788,0.2288 +0.8422,0.2378 +0.5198,0.3248 +0.6481,0.3879 +0.6385,0.2259 +1.1343,0.3225 +1.1768,0.3773 +1.9286,0.6256 +1.8497,0.6858 +1.8052,0.5288 +1.5656,0.5071 +1.438,0.4586 +1.4674,0.4686 +1.0102,0.4035 +1.3982,0.448 +1.4048,0.4957 +1.3275,0.6508 +1.2792,0.4469 +1.4877,0.5439 +1.5338,0.58 +1.4258,0.5034 +1.69,0.6274 +1.0214,0.4875 +0.8979,-0.2245 +1.0994,0.4836 +0.988,0.5048 +1.1025,0.5341 +0.4138,0.1179 +0.6473,0.1056 +1.0594,0.6229 +0.9982,0.5701 +0.8509,0.4282 +0.9435,0.3805 +0.8711,0.5326 +0.6471,0.3435 +1.0832,0.4198 +1.0243,0.351 +0.9872,0.5475 +1.4611,0.386 +1.3704,0.6492 +0.8878,0.126 +1.975,0.266 +0.8809,0.4566 +0.4367,0.2745 +1.008,0.5345 +0.9258,0.4877 +0.5203,0.2914 +0.5917,0.3936 +1.7931,0.9057 +0.97,0.499 +1.6122,0.624 +1.0986,0.4781 +0.8135,0.2106 +0.9431,0.4221 +1.1922,0.4496 +0.9847,0.363 +0.8706,0.2582 +0.8373,0.2747 +0.7924,0.3139 +1.1449,0.4391 +0.9786,0.398 +1.2459,0.4743 +1.3455,0.4645 +1.7827,0.5743 +0.8264,0.4017 +1.6588,0.5068 +1.4475,0.5749 +1.9527,0.5732 +1.7782,0.5161 +0.6908,-0.0373 +1.5937,0.4899 +0.9837,0.4647 +1.7029,0.584 +1.7012,0.5608 +1.2427,0.4354 +1.37,0.3911 +1.8423,0.5351 +1.5599,0.5075 +1.0173,0.3528 +1.3055,0.445 +1.1068,0.5203 +0.4443,0.2397 +0.8305,0.6302 +0.9844,0.4732 +1.589,0.7823 +0.7173,0.4088 +1.0435,0.4007 +0.4829,0.3319 +0.4459,0.297 +0.8564,0.4732 +0.974,0.4906 +0.9827,0.4341 +1.4472,0.5743 +1.5367,0.5998 +1.6841,0.8856 +1.2774,0.5344 +1.457,0.5165 +1.6448,0.5065 +1.6136,0.6752 +1.2857,0.657 +1.2248,0.513 +1.1989,0.6035 +1.1426,0.4536 +0.8953,0.3994 +0.9476,0.309 +0.664,0.195 +0.5985,0.2665 +1.3827,0.4319 +0.7387,0.2607 +1.0366,0.4093 +0.5373,0.1913 +0.6142,0.0986 +0.7813,0.3301 +0.6133,0.1475 +1.0933,0.5014 +0.6393,0.2469 +1.3468,0.4638 +1.3399,0.3916 +1.1915,0.3766 +1.778,0.5662 +1.3754,0.4418 +0.3611,0.247 +1.1382,0.3264 +1.3256,0.4913 +1.9527,0.7798 +0.9826,0.3883 +0.7491,0.0186 +0.9334,0.3909 +0.6324,0.2687 +2.3882,0.3466 +0.8425,0.1233 +1.5626,0.3828 +1.4531,0.323 +1.3388,0.3898 +0.6039,0.1486 +1.3691,0.3836 +1.2077,0.3608 +0.3071,0.4031 +0.3656,0.2493 +0.5705,0.3421 +0.4428,0.2468 +0.5512,0.2989 +1.3091,0.8629 +0.7311,0.3775 +0.9838,0.3834 +0.8274,0.392 +0.6188,0.3558 +0.6764,0.3977 +1.2735,0.5936 +0.4477,0.2914 +0.8482,0.4489 +0.853,0.3943 +1.3691,0.6018 +1.4409,0.5613 +1.4672,0.6791 +1.5353,0.671 +1.3974,0.548 +1.4072,0.6028 +0.8774,0.3815 +1.2795,0.5565 +1.2911,0.5692 +1.1299,0.6012 +0.7596,0.4989 +1.0203,0.4723 +0.7884,0.473 +0.9168,0.5458 +1.3242,0.7278 +0.5721,0.5666 +0.6822,0.3628 +0.3218,0.3855 +1.0446,0.705 +0.8169,0.4535 +0.6168,0.7216 +1.0137,0.2691 +1.1045,0.4866 +0.731,0.5026 +0.2595,0.3501 +0.7636,0.5064 +0.7683,0.4844 +-0.1477,0.267 +0.3363,0.2876 +0.2674,0.293 +0.5079,0.522 +1.4338,0.6472 +0.944,0.3111 +0.8585,0.5226 +1.5109,0.7547 +1.0281,0.554 +0.8314,0.5445 +0.9077,0.6308 +0.7921,0.386 +0.6844,0.5555 +1.065,0.5541 +1.507,0.8027 +1.3177,0.6827 +0.2321,0.2397 +0.0391,0.1643 +0.3073,0.4082 +0.7193,0.4317 +0.2288,0.3077 +1.1078,0.5445 +0.9806,0.6015 +0.2089,0.5693 +0.2375,0.3308 +0.7098,0.4843 +1.2241,0.5089 +0.5454,0.5427 +0.5609,0.133 +0.6662,0.3461 +0.9172,0.5325 +1.3621,0.7136 +0.6601,0.4718 +1.6449,0.6399 +0.5477,0.4397 +0.9073,0.6671 +0.716,0.5563 +0.8959,0.1577 +0.4777,0.3073 +0.9562,0.4275 +0.7031,0.3878 +0.8022,0.3239 +0.4503,0.2042 +1.179,0.3367 +0.8601,0.4154 +1.4444,0.5471 +0.8821,0.3745 +0.7966,0.4119 +0.683,0.2945 +0.6204,0.1081 +0.3979,0.0897 +1.584,0.5069 +0.9027,0.2406 +1.4063,0.4391 +0.8061,0.403 +0.9527,0.3674 +0.5646,0.2694 +1.2984,0.538 +0.7674,0.27 +0.6375,0.3565 +0.8247,0.3193 +0.6092,0.2338 +0.2537,0.1743 +0.8453,0.4071 +0.7862,0.2682 +0.7045,0.204 +0.5162,0.2052 +0.8142,0.2134 +0.6408,0.3713 +0.4171,0.1876 +1.2816,0.4101 +0.6273,-0.0853 +1.1388,0.4491 +1.2297,0.2117 +0.7731,0.1177 +0.98,0.507 +1.0563,0.086 +0.4756,0.1279 +1.5364,0.5456 +0.5922,-0.3727 +0.9437,0.3766 +1.025,0.1572 +1.4117,0.64 +1.2559,0.2949 +1.4415,0.9083 +0.4974,0.2861 +1.0336,0.4662 +0.958,0.3978 +0.7979,0.3068 +1.0559,0.3839 +0.4053,0.1051 +0.4989,0.174 +0.9924,0.5108 +0.5548,0.2788 +1.2881,0.4747 +1.4814,0.5364 +0.614,0.3069 +0.4819,0.0999 +0.7509,0.3614 +1.1185,0.467 +1.3247,0.4556 +1.2457,0.4772 +1.4448,0.3993 +1.3375,0.5211 +1.1099,0.4227 +0.8439,0.3716 +0.9342,0.4066 +1.1373,0.4676 +0.7696,0.2765 +1.2768,0.5054 +0.7705,0.4231 +0.803,0.5039 +0.28,0.3705 +0.3723,0.2903 +0.2179,0.2504 +0.6767,0.3547 +1.3548,0.5705 +1.3336,0.4741 +0.6672,0.3652 +1.1782,0.4367 +0.6101,0.517 +1.2012,0.4773 +0.4355,-0.3132 +0.2993,0.3558 +0.3367,0.2467 +0.1457,0.2472 +0.4426,0.0995 +0.3909,0.2492 +0.8304,0.4486 +0.5611,0.3908 +1.3947,0.4811 +1.4002,0.5533 +1.35,0.5131 +1.2003,0.5405 +1.1133,0.2948 +1.2029,0.448 +1.2153,0.5824 +1.2426,0.4726 +0.8348,0.343 +0.8851,0.5056 +1.397,0.6204 +0.9782,0.3099 +1.232,0.5456 +1.2154,0.4952 +1.0901,0.4091 +0.7843,0.4086 +0.8634,0.3599 +0.9532,0.4216 +1.8516,0.5362 +1.2055,0.5183 +0.925,0.2519 +0.666,0.3904 +0.9297,0.4324 +1.0513,0.5644 +1.1354,0.5193 +0.5725,0.3991 +0.9774,0.4147 +1.6514,0.5719 +1.111,0.376 +0.8622,0.4216 +0.7915,0.3935 +0.8545,0.5318 +1.1437,0.4169 +1.3104,0.4463 +1.131,0.4202 +1.3933,0.6074 +1.0515,0.6499 +1.76,0.5972 +1.3629,0.5829 +0.4417,0.3811 +1.0571,0.5669 +0.6702,0.2923 +0.9507,0.2355 +1.3368,0.3411 +0.4497,0.1353 +0.838,0.3785 +0.9514,0.4246 +1.3377,0.4714 +0.796,0.2841 +0.5103,0.2087 +1.2352,0.4466 +0.7306,0.2777 +0.9509,0.423 +0.9623,0.3662 +0.692,0.2816 +0.7448,0.3011 +0.6532,0.368 +0.9589,0.3162 +1.1622,0.54 +1.1582,0.5802 +1.2681,0.5222 +1.3217,0.4397 +0.9463,0.4095 +1.3692,0.5974 +1.6564,0.5666 +0.7638,0.2729 +1.2165,0.3644 +1.7701,0.5908 +0.5305,0.0736 +1.1751,0.3436 +1.268,0.4806 +0.981,0.4117 +1.486,0.4261 +1.4168,0.5046 +1.1908,0.3646 +1.7731,0.5008 +1.2478,0.4217 +0.8415,0.2452 +0.8763,0.2178 +0.6627,0.3384 +1.2806,0.3737 +0.5878,0.1995 +0.5418,0.2157 +1.2129,0.3703 +0.5952,-0.0245 +0.4702,0.2501 +0.5439,1.1356 +0.527,-0.0371 +0.5703,0.2491 +1.4271,0.4007 +0.7621,0.4195 +1.4987,0.5182 +0.8317,0.455 +0.4613,0.235 +1.2654,0.3962 +1.2384,0.55 +1.3577,0.4873 +0.6305,0.3129 +1.5117,0.4533 +1.415,0.4727 +1.3311,0.3615 +1.436,0.3615 +1.5266,0.4886 +1.3172,0.4722 +1.2329,0.5403 +1.4836,0.6302 +1.4212,0.5746 +0.8203,0.4003 +0.5447,0.4892 +1.3331,1.0363 +0.5671,0.2753 +0.4747,0.2875 +0.3644,0.2227 +0.3149,0.214 +0.4681,0.2935 +0.3771,0.2658 +0.9509,0.4967 +0.8457,0.2746 +0.484,0.3353 +1.3088,0.5426 +0.7489,0.5483 +1.1761,0.5015 +1.5156,0.4691 +1.2547,0.5888 +1.2914,0.4956 +1.4173,0.5516 +0.9045,0.3281 +1.4233,0.6122 +1.1222,0.5681 +0.5989,0.0858 +1.3063,0.572 +1.6119,0.677 +1.0709,0.5553 +0.5507,0.2413 +1.1807,0.576 +1.2557,0.5113 +0.4258,0.2348 +0.9301,0.4733 +0.8943,0.3663 +0.9196,0.4626 +1.386,0.9842 +0.8756,0.5732 +1.2176,0.6606 +1.2647,0.688 +0.954,0.4882 +0.8061,0.3975 +0.6912,0.3928 +0.4062,0.3716 +0.904,0.6114 +0.6855,0.3121 +0.427,0.3663 +1.3652,0.5674 +0.6746,0.5089 +0.8671,0.5637 +0.7451,0.4647 +0.5651,0.4258 +0.9018,0.558 +0.7131,0.3245 +1,0.5232 +0.7004,0.3192 +1.3167,0.6145 +1.2812,0.3675 +0.5865,0.2281 +1.1044,0.6325 +1.3609,0.6009 +1.4541,0.6043 +1.274,0.6517 +0.6001,0.2035 +1.0592,0.4386 +1.2252,0.6056 +1.1333,0.5293 +0.9017,0.4303 +1.846,0.795 +1.1948,0.5063 +0.9914,0.5518 +1.0153,0.3057 +0.6342,0.5255 +0.8518,0.4366 +0.8476,0.4555 +1.4351,1.0423 +0.3858,0.3082 +0.4097,0.4076 +0.9116,0.517 +0.9364,0.479 +0.9269,0.449 +0.7467,0.4694 +0.5488,0.4313 +0.5126,0.3413 +0.6333,0.4291 +0.684,0.4599 +0.4686,0.363 +0.8957,0.4813 +0.8215,0.4262 +0.7436,0.542 +0.5336,0.4304 +0.8184,0.5599 +0.6222,0.4003 +0.9296,0.5752 +0.6418,0.4122 +0.8026,0.5766 +0.8127,0.4334 +0.5906,0.4299 +0.2931,0.3113 +0.8919,0.5426 +1.875,0.932 +1.0888,0.5612 +0.9134,0.4528 +0.7985,0.3949 +1.2513,0.6229 +1.3804,0.6355 +0.7252,0.2322 +1.122,0.6201 +1.5915,0.6914 +0.8759,0.4811 +1.1175,0.7835 +1.1985,0.601 +1.5893,0.5708 +0.747,0.4445 +0.7751,0.4214 +0.5883,0.4158 +1.0823,0.4283 +1.2445,0.6534 +0.7875,0.3316 +0.366,-4.7635 +0.9431,0.4556 +0.9838,0.5104 +0.687,0.409 +0.7625,0.4748 +0.7788,0.2163 +0.4915,0.3222 +0.3811,0.1389 +0.5866,0.2945 +1.3085,0.5309 +0.8895,0.3542 +0.7153,0.4555 +0.3468,0.2493 +1.0129,0.478 +0.7609,0.4074 +0.4857,0.3291 +0.26,0.0899 +0.9631,0.4413 +0.9103,0.3179 +1.056,0.2989 +1.2349,0.6533 +1.1134,0.6313 +0.8498,0.5026 +1.5291,0.5601 +1.5956,0.6677 +1.4405,0.5922 +0.8338,0.309 +1.8716,0.653 +0.8512,0.3613 +0.9149,0.3129 +1.4057,0.5296 +1.3895,0.6725 +1.3136,0.5335 +0.8144,0.4241 +1.1353,0.4565 +1.2862,0.4071 +0.8405,0.293 +0.9762,0.3705 +2.0106,0.5208 +1.4687,0.5175 +1.5451,1.0766 +1.3251,0.5308 +0.8788,0.3187 +0.957,0.358 +0.9398,0.3633 +0.9135,0.535 +0.9044,0.3559 +0.9022,0.3702 +1.3963,0.5201 +1.2298,0.491 +1.3667,0.4897 +0.4862,0.2877 +0.7247,0.3267 +0.9371,0.3953 +0.6149,0.1539 +0.79,0.2558 +0.8617,0.3074 +0.76,0.386 +0.8668,0.3013 +0.9016,0.3519 +1.6572,0.4174 +1.1729,0.3775 +0.833,0.3104 +1.0525,0.3349 +0.6537,0.3848 +0.9603,0.3043 +1.8075,0.6903 +1.2001,0.0832 +0.8164,0.2427 +1.4715,0.514 +1.2425,0.4459 +1.4641,0.44 +1.3325,0.5817 +1.1114,0.4698 +1.3939,0.51 +1.6758,0.5069 +1.2142,0.5052 +0.7897,0.2907 +0.8107,0.2647 +1.1767,0.4359 +0.8085,0.1616 +0.8394,0.3373 +1.3966,0.4829 +1.2725,0.4542 +1.0007,0.496 +1.1292,0.4867 +0.9045,0.4265 +1.6301,0.601 +1.2105,0.5334 +1.2293,0.474 +1.2412,0.4779 +0.9882,0.4341 +0.6513,0.3701 +1.3644,0.455 +0.3928,0.2432 +0.6216,0.3588 +0.6418,0.4229 +1.6144,0.6434 +0.3881,0.3087 +1.1228,0.5076 +0.0104,0.1734 +0.5256,0.4293 +0.7977,0.4083 +0.8592,0.4045 +1.1995,0.5449 +1.1707,0.4241 +1.3132,0.4633 +1.4869,0.5431 +1.3318,0.6171 +0.5268,0.1887 +0.7672,0.3688 +2.0335,0.7012 +1.1145,0.4998 +1.0058,0.4822 +1.08,0.4873 +1.0252,0.451 +1.6097,0.6491 +1.1649,0.5329 +1.2188,0.4898 +1.5974,0.6508 +0.916,0.4663 +0.7901,0.3732 +0.4988,0.209 +1.495,0.7706 +0.6361,0.3573 +0.5581,0.4269 +1.0477,0.5141 +0.3863,0.2833 +0.7422,0.3859 +0.8372,0.3804 +0.6824,0.3695 +0.7931,0.2356 +0.3693,0.1372 +1.0874,0.4399 +0.6675,0.3895 +0.542,0.1887 +0.8998,0.3265 +1.5934,0.5647 +1.0928,0.4589 +1.7299,0.6047 +1.3748,0.5274 +0.6212,0.2818 +0.7961,0.358 +0.5147,0.4323 +0.8327,0.4285 +1.2086,0.5625 +1.219,0.5139 +0.7702,0.4462 +1.7132,0.6648 +1.584,0.5369 +1.239,0.4004 +1.0961,0.4674 +1.336,0.4495 +0.9544,0.4139 +1.1421,0.6386 +0.9453,0.3317 +0.4344,0.4493 +0.5446,0.2772 +0.8878,0.3428 +0.713,0.4055 +0.8851,0.4724 +0.8135,0.4334 +0.9823,0.511 +1.1946,0.2865 +0.7948,0.0983 +1.0051,0.5227 +0.8521,0.4262 +0.5179,0.3311 +0.7478,0.1726 +0.8805,0.4227 +0.8113,0.2298 +0.9042,0.4445 +0.5705,0.1371 +1.4723,1.1066 +0.531,0.2088 +0.5244,0.3306 +1.4358,0.5153 +1.3381,0.4987 +0.9371,0.4157 +1.0814,0.4158 +0.8043,0.4523 +0.5055,0.2152 +1.0794,0.4716 +1.8066,0.7625 +1.3216,0.4603 +0.7278,0.2595 +1.0009,0.4358 +0.7397,0.316 +1.3592,0.4999 +0.8737,0.4661 +1.3486,0.4446 +1.6272,0.5901 +1.3051,0.5245 +1.4956,0.5367 +1.3202,0.5377 +1.5041,0.4732 +1.4164,0.5541 +1.4442,0.469 +1.3271,0.5357 +1.1918,0.4701 +1.2079,0.3349 +0.6071,0.109 +1.4005,0.5323 +1.0986,0.4498 +0.8766,0.4347 +0.894,0.4286 +0.4956,0.2015 +0.7039,0.2087 +0.7959,0.0593 +0.7737,0.2171 +0.7119,0.3949 +0.44,0.2245 +1.2971,0.4862 +0.8062,0.3413 +0.6539,0.4284 +0.812,0.2761 +0.45,0.1628 +1.5145,0.4743 +1.2995,0.449 +1.6532,0.6681 +1.1805,0.3212 +1.0271,0.5449 +1.1734,0.4968 +0.7064,0.1744 +0.4601,0.1139 +1.3604,0.5518 +1.0855,0.468 +0.6826,0.2936 +1.572,0.6652 +1.1642,0.3587 +1.543,0.6479 +1.1118,0.4984 +1.0097,0.5735 +1.5069,0.589 +1.3322,0.6014 +0.5106,-0.0719 +1.3394,0.3936 +1.3405,0.6253 +0.4963,0.1716 +0.3169,0.1617 +0.5619,0.3239 +0.4232,0.2296 +0.4078,0.2081 +0.3198,0.2257 +0.5164,0.2628 +0.7341,0.51 +0.3771,0.2796 +1.0388,0.7468 +-0.1916,-0.012 +0.5391,0.249 +0.4798,0.24 +1.4682,0.5499 +0.3913,0.1968 +0.6703,0.3428 +1.3126,0.9107 +0.8098,0.3463 +0.69,0.3828 +0.5681,0.3657 +0.8973,0.3683 +0.4334,0.312 +0.4898,0.3851 +0.8938,0.4618 +0.6525,0.4816 +0.4052,0.3265 +0.4791,0.3936 +0.6969,0.386 +0.5538,0.3459 +0.9317,0.3593 +1.5327,0.5552 +1.3749,0.5595 +1.464,0.5713 +1.4061,0.6222 +1.4645,0.4669 +1.462,0.5835 +1.3659,0.6254 +1.3283,0.5652 +1.3883,0.5759 +1.233,0.5825 +1.0154,0.5011 +1.485,0.584 +1.3226,0.5121 +0.3831,0.2534 +0.7921,0.398 +0.9479,0.4762 +0.6731,0.3847 +0.7571,0.4491 +0.9199,0.5204 +0.3276,0.3316 +1.0159,0.482 +0.4097,0.3887 +0.6903,0.448 +0.4572,0.4795 +0.4808,0.4308 +1.0859,0.6181 +1.5777,0.6439 +1.0404,0.5673 +0.9959,0.5691 +1.2944,0.6306 +0.8898,0.6656 +0.9912,0.4122 +1.5276,0.6505 +1.0014,0.6411 +1.128,0.537 +0.8632,0.5056 +1.3736,0.7055 +0.5741,-0.2909 +0.2274,0.2985 +0.8322,0.8161 +0.6732,0.4763 +0.2947,0.3845 +1.3042,0.8493 +1.3645,1.4989 +0.8989,0.3063 +0.9574,0.5368 +0.5875,0.5098 +0.93,0.44 +0.5904,0.436 +0.2067,0.2868 +1.2244,0.5798 +0.6831,0.5238 +0.6834,0.4071 +0.5565,0.46 +0.8821,0.5593 +0.7066,0.3895 +0.694,0.4216 +0.6566,0.443 +0.674,0.4377 +1.2438,0.5683 +1.2158,0.5836 +1.069,0.5793 +0.5569,0.4377 +0.9858,0.5894 +0.7957,0.4051 +1.028,0.6852 +0.8548,0.5842 +0.464,0.4159 +1.2137,0.6882 +0.9422,0.5955 +1.3291,0.6894 +0.397,0.4015 +0.5634,0.5269 +1.4586,0.7427 +1.716,0.8668 +1.1926,0.5394 +1.1437,0.5507 +1.0127,0.6069 +1.3434,0.5001 +1.695,0.631 +0.7533,0.3572 +0.9199,0.4778 +0.398,0.3642 +1.8189,0.6034 +0.7221,0.5067 +0.4779,0.3055 +1.1436,0.5073 +0.8318,0.5129 +1.3182,0.4742 +0.7115,0.4193 +0.938,0.5481 +0.8217,0.3515 +0.7359,0.3294 +0.5754,0.3795 +0.8508,0.3131 +1.0067,0.43 +1.1537,0.5767 +0.8824,0.5371 +1.1975,0.5513 +1.1929,0.6119 +1.4332,0.6334 +0.9838,0.3673 +1.1309,0.4411 +1.388,0.5835 +1.3618,0.5969 +1.442,0.4509 +1.4934,0.5969 +1.0812,0.5729 +1.3965,0.4576 +1.5031,0.5832 +1.4431,0.607 +0.8536,0.4929 +1.3555,0.5016 +1.3407,0.4765 +0.9618,0.3353 +1.3745,0.5126 +0.9855,0.4595 +0.7461,0.3303 +0.9771,0.4025 +0.9892,0.4403 +0.973,0.3286 +0.8602,0.4272 +0.7471,0.2624 +0.8202,0.3997 +1.2538,0.4145 +1.0156,0.2415 +0.7884,0.1968 +0.4602,0.3035 +0.9198,0.3121 +0.9472,0.3681 +0.4586,0.2998 +0.8345,0.3878 +1.0471,0.491 +0.9063,0.2683 +1.4499,0.4646 +0.9494,0.3919 +1.0047,0.4526 +1.5191,0.5651 +1.1144,0.3808 +1.1568,0.4814 +1.458,0.4852 +1.8012,0.5185 +0.2923,0.4079 +1.0798,0.3481 +1.1056,0.4482 +0.6909,0.0765 +1.2017,0.5421 +0.8231,0.4219 +0.5712,0.3802 +1.1037,0.5324 +0.9562,0.4508 +0.7976,0.3984 +0.4327,0.2861 +0.648,0.388 +1.2044,0.3717 +0.368,0.3038 +0.7378,0.232 +1.1102,0.5102 +1.0579,0.3046 +0.7552,0.2283 +1.6237,0.6687 +0.353,0.4785 +1.4908,0.5558 +1.3252,0.5842 +1.2745,0.5024 +1.0715,0.4592 +1.7105,0.6472 +1.6487,0.7252 +1.0044,0.4367 +0.6469,0.3665 +1.8778,0.6549 +1.0822,0.4564 +0.6675,0.1595 +0.8591,0.3735 +0.9146,0.393 +0.6747,0.2799 +0.897,0.4518 +1.3073,0.8964 +0.9286,0.3481 +0.9315,0.4434 +1.1061,0.4208 +1.0133,0.4218 +0.6936,0.2621 +0.5899,0.3893 +1.0182,0.4031 +0.4054,0.1603 +0.5986,0.3575 +0.9322,0.4443 +0.4008,0.2641 +0.8098,0.3593 +0.707,0.3721 +0.8472,0.357 +0.8358,0.2729 +1.0658,0.3779 +1.629,0.6221 +1.1558,0.4296 +0.6754,0.2044 +1.6147,0.5962 +0.2991,0.3463 +0.92,0.4629 +0.8039,0.2923 +1.8958,0.3769 +1.3022,0.4367 +0.9245,0.3861 +0.9104,0.3871 +1.2135,0.7422 +0.8559,0.4891 +0.8981,0.4689 +0.4021,0.1147 +0.7775,0.2786 +0.5672,0.3036 +0.6865,0.3922 +0.4336,0.2218 +0.4832,0.382 +0.3125,0.2625 +0.8626,0.3148 +0.3995,0.3187 +0.5171,0.487 +0.5092,0.3459 +0.8255,0.3901 +0.5061,0.3983 +0.6671,0.4731 +0.8428,0.4815 +0.7811,0.2741 +1.8034,0.5844 +0.8174,0.2928 +1.6051,0.7031 +1.5039,0.4552 +1.7133,0.6427 +1.9655,0.9046 +0.575,0.4044 +1.2075,0.4184 +0.5848,0.3103 +0.5182,0.306 +1.0154,0.3745 +1.0909,0.3952 +0.842,0.3157 +0.7843,0.3428 +0.6695,0.2449 +0.7899,0.4493 +0.8175,0.3622 +0.84,0.4148 +0.9109,0.3003 +0.9543,0.3363 +0.4846,0.308 +0.4602,0.2461 +0.2434,0.1868 +0.7697,0.3616 +1.5318,0.5372 +1.2859,0.4273 +1.5651,0.4717 +0.7426,0.3374 +1.21,0.2667 +0.7717,0.0983 +1.1107,0.2766 +-3.6753,0.1039 +0.7954,0.4596 +1.2964,0.3414 +1.023,0.4537 +1.344,0.4628 +1.1271,0.3014 +0.9951,0.3162 +1.5153,0.3706 +0.4934,0.3128 +0.5447,0.3117 +0.8475,0.3615 +0.8024,0.3593 +0.576,0.3511 +1.5889,0.4427 +1.0616,0.3672 +2.0701,1.0098 +1.7998,0.958 +1.1822,0.2268 +0.4585,0.0471 +1.2574,0.5141 +1.1722,0.5407 +1.456,0.5735 +0.7798,0.0732 +0.4864,0.3504 +0.4564,0.1168 +1.0682,0.395 +0.3433,0.1953 +0.3785,0.2345 +0.7455,0.3777 +0.6556,0.3459 +1.3864,0.8474 +0.3359,0.2595 +0.467,0.3709 +0.4801,0.4392 +1.3902,0.7765 +0.8191,0.4585 +0.7459,0.3734 +1.0847,0.5578 +0.5779,0.46 +1.3411,0.4392 +1.6045,0.404 +1.7454,0.6605 +1.2395,0.4097 +0.5046,0.2397 +1.0364,0.5364 +1.42,0.4155 +1.7805,0.6291 +1.7065,0.6303 +1.5308,0.652 +1.7027,0.5792 +1.1035,0.5711 +1.3085,0.3429 +1.0097,0.5423 +1.1709,0.4427 +0.4797,0.2573 +0.7815,0.3371 +0.7051,0.2666 +0.8343,0.3576 +0.8864,0.4903 +0.4753,0.3435 +0.3044,0.4931 +0.9701,0.5085 +0.5969,0.4488 +1.567,0.6129 +0.6937,0.3699 +0.4744,0.3824 +0.9503,0.3648 +1.029,0.3887 +0.4446,0.4192 +0.776,0.5308 +1.0556,0.2987 +0.5865,0.1332 +1.5212,0.6242 +1.1285,0.5412 +0.5727,0.1793 +1.0815,0.4207 +1.1608,0.5437 +0.4404,0.2614 +1.1109,0.5741 +0.4906,0.4868 +0.672,0.7861 +0.9566,0.4809 +0.7774,0.4633 +0.9706,0.5168 +0.9759,0.5343 +0.7535,0.5302 +0.9774,0.5416 +0.6208,0.4714 +0.1998,0.3005 +0.5712,0.3586 +0.6693,0.2292 +0.8067,0.478 +0.9663,0.5071 +0.6503,0.5042 +0.6506,0.4763 +0.9454,0.422 +1.4958,0.8573 +0.8454,0.4839 +1.0803,0.5918 +0.7003,0.5013 +1.1653,0.6496 +0.8565,0.5785 +1.4544,0.7328 +1.2772,0.591 +1.7318,0.6998 +1.1283,0.5686 +0.9582,0.3591 +1.1365,0.576 +1.0575,0.4934 +0.4598,0.2845 +1.0828,0.566 +0.3807,0.4124 +0.6173,0.3408 +1.4545,0.6138 +1.0331,0.4791 +1.0349,0.4916 +0.8184,0.4438 +1.3515,0.4498 +0.4832,0.3651 +1.0948,0.5083 +0.8251,0.4371 +0.8442,0.5055 +0.8832,0.3109 +0.744,0.2299 +0.7997,0.1303 +1.0361,0.3602 +0.7187,0.2849 +0.6375,0.2787 +0.582,0.2601 +1.8467,0.6531 +0.5126,-0.527 +1.6184,0.5912 +1.7106,0.5981 +1.1087,0.5063 +1.3895,0.5923 +0.7875,0.3944 +1.8142,0.7562 +1.5858,0.5499 +0.7036,0.2597 +1.0081,0.3534 +0.9491,0.3617 +0.8092,0.4457 +1.381,0.3708 +1.2589,0.4496 +0.6293,0.3301 +0.6815,0.3559 +0.9517,0.4485 +0.9276,0.3413 +0.7184,0.3722 +1.3172,0.373 +1.0279,0.3167 +1.152,0.3482 +0.6402,0.1869 +1.001,0.2485 +0.9498,0.3559 +0.643,0.3783 +1.1957,0.3248 +1.7738,0.5744 +1.7171,0.6043 +1.4393,0.3642 +0.8708,0.3726 +0.5516,0.2768 +1.333,0.5292 +0.9359,0.4626 +0.5876,0.2621 +1.0176,0.3058 +0.9114,0.3953 +0.9836,0.4111 +1.0287,0.3326 +0.4824,0.2695 +0.6612,0.3207 +0.8679,0.133 +0.7009,0.4096 +0.5313,0.1636 +0.8288,0.3549 +0.949,0.2376 +0.7791,0.384 +0.5077,0.3021 +0.9469,0.5023 +1.6083,0.5646 +0.8901,0.3938 +1.4993,0.6039 +1.1856,0.4329 +1.2999,0.4518 +1.2293,0.492 +1.5014,0.5104 +1.1107,0.4769 +0.4852,-0.1321 +0.806,0.4072 +0.7631,0.3423 +0.8623,0.4346 +0.2969,0.1377 +1.0335,0.5203 +1.078,0.5084 +0.7391,0.2604 +0.9708,0.3369 +0.8848,0.3753 +0.9511,0.3955 +0.4466,0.363 +0.5763,0.3512 +0.6073,0.4605 +0.3648,0.3148 +0.8984,0.5343 +0.3968,0.2925 +1.1188,0.5336 +0.6082,0.3637 +0.8609,0.4138 +0.7013,0.3996 +1.2596,0.5321 +1.1356,0.5046 +1.2271,0.4964 +0.9802,0.4061 +0.5645,0.2564 +0.8673,0.4073 +0.8114,0.3806 +0.9154,0.3431 +0.838,0.3647 +0.9938,0.3595 +1.403,0.4268 +1.2862,0.4717 +1.1401,0.4523 +1.0967,0.3746 +0.4437,0.296 +0.745,0.3694 +0.717,0.4322 +1.1353,0.4896 +0.8583,0.5661 +1.1882,0.5198 +0.8491,0.4606 +1.2353,0.5075 +1.1025,0.3599 +0.3714,0.4204 +1.0197,0.4737 +0.9928,0.4295 +0.9313,0.3743 +0.8776,0.4817 +1.178,0.4826 +0.745,0.2886 +0.6656,0.127 +0.3212,0.268 +0.8905,0.4338 +0.8837,0.3556 +1.0118,0.4103 +0.9316,0.5332 +0.9843,0.3913 +0.9664,0.4064 +0.5856,0.3532 +0.8862,0.446 +0.597,0.3869 +0.5143,0.2732 +0.4375,0.3221 +0.4736,0.3364 +0.6702,0.3671 +1.0319,0.4649 +1.6833,0.5705 +1.3655,0.6452 +0.9676,0.3531 +0.3238,0.2129 +1.5135,0.4796 +1.9221,0.877 +1.6903,0.8588 +0.8778,0.3971 +1.572,0.7065 +1.2455,0.6177 +1.2464,0.6475 +1.5362,0.6281 +1.6349,0.66 +1.255,0.6748 +1.1903,0.5893 +1.5075,0.7016 +1.5297,0.6825 +0.3989,0.2579 +0.7024,0.278 +4.0092,0.3219 +2.7407,0.4421 +0.4906,0.2844 +1.1922,0.4914 +0.903,0.2572 +1.0797,0.2938 +0.2035,0.1755 +0.3866,0.1062 +1.0221,0.5222 +1.2588,0.4748 +1.4,0.5932 +1.4589,0.5237 +1.5989,0.4694 +1.1612,0.3673 +0.6841,0.3636 +1.277,0.4861 +1.9789,0.5955 +0.8474,0.2065 +0.9248,0.2906 +0.4351,0.2389 +0.5404,0.3593 +0.6943,0.2688 +1.0757,0.4921 +0.5089,0.2924 +0.7815,0.3863 +0.7921,0.3214 +1.3743,0.4672 +1.3849,0.4649 +1.5512,0.5663 +2.3109,0.4741 +1.3923,0.5337 +1.6235,0.5424 +1.6326,0.6398 +1.5798,0.5987 +0.401,0.3124 +1.1059,0.4345 +1.3988,0.5431 +1.3774,0.5746 +0.4136,0.2894 +0.982,0.4803 +0.8292,0.3804 +0.6386,0.1678 +0.6921,0.2647 +0.8203,0.4669 +0.4808,0.1121 +0.4235,0.3315 +0.4745,0.4269 +0.9664,0.5101 +0.5188,0.3092 +0.4927,0.3052 +1.5437,0.5813 +1.2297,0.6167 +1.6155,0.7358 +0.8588,0.6737 +1.3155,0.5772 +1.3552,0.6351 +1.4133,0.5464 +1.185,0.5315 +1.1732,0.8251 +1.2976,0.6257 +0.7744,0.4494 +0.524,0.2937 +0.7135,0.4957 +-2.525,2.5831 +1.1576,0.2853 +0.1245,0.72 +1.1913,0.6664 +1.2153,0.7856 +1.3554,0.9567 +0.7986,0.6027 +0.9734,0.6208 +0.6674,0.4492 +0.9366,0.5667 +1.2905,0.5951 +0.5303,0.4724 +0.5484,0.4156 +0.7684,0.5035 +0.6797,0.2926 +1.0201,0.654 +1.0059,0.5175 +0.8604,0.403 +1.5876,0.8198 +1.0017,0.532 +0.4874,0.1114 +1.5371,0.6683 +0.8636,0.5111 +0.4231,0.4512 +1.0418,0.5036 +1.1001,0.4957 +0.7832,0.4634 +1.037,0.5205 +0.6508,0.3426 +0.6814,0.4211 +0.4789,0.4212 +0.9882,0.4948 +1.5506,0.5845 +1.7744,0.7785 +1.2132,0.5096 +1.5157,0.7 +1.5119,0.5933 +1.413,0.6599 +1.3647,0.6329 +1.5889,0.6426 +0.7868,0.5339 +1.3148,0.5495 +0.5831,0.4797 +0.9207,0.3323 +2.6601,-0.2816 +1.0562,0.5883 +1.0482,0.5174 +0.6018,0.318 +0.7259,0.3874 +0.6401,0.3848 +0.6561,0.3673 +1.0634,0.4913 +1.7392,0.2321 +0.5845,0.4399 +0.4176,0.2092 +0.8731,0.2985 +0.5842,0.1814 +2.0616,0.7579 +1.4579,0.6279 +1.2892,0.5408 +1.4054,0.6037 +0.3006,0.2118 +-0.4051,-5.8837 +1.6564,0.7215 +1.0764,0.4686 +1.5837,0.4633 +0.9812,0.0757 +1.8056,0.7831 +1.0545,0.4593 +1.1146,0.3844 +0.7279,0.1654 +0.8943,0.4446 +1.3469,0.5712 +0.7071,0.3305 +0.9956,0.4055 +0.9298,0.4245 +1.3933,0.4566 +0.721,0.3583 +0.8589,0.2015 +0.4973,0.3551 +1.3935,0.5487 +0.6851,0.336 +0.8506,0.2967 +0.4956,0.0749 +1.7962,0.5496 +1.4567,0.4926 +2.1491,0.7217 +0.6665,0.5806 +0.9882,0.4503 +1.1202,0.5545 +0.9002,0.4653 +0.8919,0.4713 +0.9578,0.3968 +0.5801,0.2736 +0.7887,0.2442 +0.622,0.0665 +0.7252,0.3712 +0.5775,0.2962 +0.7544,0.2335 +0.9158,0.3831 +0.7657,0.1819 +0.5806,0.3864 +1.1163,0.4755 +0.9933,0.434 +0.918,0.4729 +0.9106,0.4288 +1.4218,0.5338 +1.2179,0.4729 +0.9964,0.4796 +1.6051,0.8249 +1.2352,0.5 +1.2945,0.5386 +1.6003,0.6882 +1.0486,0.5917 +1.442,0.4523 +0.4938,-0.0207 +1.2972,0.5663 +1.1031,0.4597 +1.0021,0.4663 +0.7173,0.446 +0.9697,0.341 +0.7691,0.4912 +0.8493,0.442 +0.4707,0.4242 +0.8324,0.3412 +1.1288,0.5302 +0.9915,0.4094 +0.8357,0.444 +1.2892,1.1299 +1.7566,0.597 +0.4986,0.3295 +0.9615,0.6339 +0.9271,0.4553 +0.8626,0.4178 +0.4465,0.3238 +0.7114,0.0578 +0.4545,0.1899 +1.0601,0.3668 +0.9926,0.5147 +0.6462,0.1715 +1.7013,0.8294 +0.8641,0.4321 +1.8838,0.6356 +0.7049,0.4106 +1.1339,0.547 +0.7307,0.3137 +1.4114,0.5886 +1.8793,0.6539 +1.4227,0.7368 +0.9052,0.552 +1.3025,0.5244 +1.2868,0.5472 +0.9297,0.4936 +1.4949,0.87 +1.9584,0.621 +1.4872,1.142 +1.0127,0.5242 +0.5545,0.2342 +0.6043,0.246 +0.7431,0.3446 +0.6136,0.3218 +0.8701,0.4639 +1.0606,0.5279 +0.8178,0.1143 +0.8469,0.4345 +0.4531,0.3558 +0.7328,0.4899 +1.0584,0.3983 +1.8705,0.6299 +1.6523,0.625 +1.559,0.4782 +1.4409,0.5806 +0.8142,0.3693 +0.7381,0.3349 +1.6251,0.9346 +1.0466,0.4339 +0.6306,-0.175 +0.7998,0.2978 +1.5355,0.5854 +0.6122,0.3614 +1.2985,0.3343 +0.416,0.2402 +1.1259,0.2895 +1.4128,0.4302 +1.2272,0.4319 +1.4703,0.4023 +1.7949,0.6919 +1.6281,0.555 +0.9268,0.2662 +1.8013,0.3626 +1.1618,0.4964 +0.6435,0.3251 +1.1029,0.4125 +1.0783,0.4649 +0.4446,0.1678 +1.2057,0.4818 +0.7577,0.1934 +0.6825,0.302 +0.8134,0.1914 +1.0462,0.385 +1.031,0.4639 +1.2689,0.4397 +0.5935,0.2273 +1.6428,0.6795 +1.4212,0.479 +1.4774,0.58 +0.7347,0.4123 +1.4047,0.506 +1.6898,0.6822 +1.1728,0.5199 +1.1057,0.429 +1.1581,0.6063 +0.9693,0.4011 +1.0055,0.419 +0.67,0.4142 +0.5325,0.3106 +0.9674,0.5254 +1.1366,0.4276 +1.4771,0.5142 +1.548,0.4505 +1.2714,0.4932 +0.5756,0.102 +1.1026,0.5439 +0.9624,0.4742 +1.3399,0.3795 +1.0805,0.4765 +0.8321,0.4493 +1.303,0.7278 +0.3865,0.2068 +0.7813,0.4072 +0.9808,0.5117 +0.4583,0.1835 +1.2896,0.5147 +1.492,0.6657 +1.5976,0.6467 +1.3317,0.5618 +1.5799,0.6165 +1.4981,0.5933 +0.3831,0.2612 +1.6001,0.7607 +1.4471,0.5662 +1.42,0.5272 +1.2873,0.5752 +1.4022,0.6377 +1.5889,0.7318 +1.36,0.629 +1.6636,0.6887 +1.2739,0.6321 +1.3004,0.6131 +1.3197,1.2395 +1.0195,0.5467 +0.8477,0.5833 +0.5067,0.4234 +0.9353,0.4748 +1.4735,0.5652 +1.3701,0.5207 +1.1956,0.5553 +1.3406,0.608 +1.0811,0.5892 +1.4091,0.6372 +1.079,0.7487 +1.6063,0.6237 +1.5143,0.7267 +1.1626,0.4055 +1.2064,0.5301 +1.7188,0.3993 +0.9841,0.4609 +0.5037,0.1464 +0.9112,0.5889 +0.9373,0.6015 +0.5948,0.3313 +0.7446,0.3934 +1.1174,0.4707 +0.7955,0.4711 +0.709,0.492 +0.7056,0.3861 +1.0272,0.4426 +1.1356,0.614 +1.3317,0.6295 +1.8744,0.6772 +0.9975,0.6017 +1.1648,0.5827 +1.2908,0.617 +1.5101,0.6467 +1.0894,0.6067 +1.1788,0.592 +1.0006,0.4698 +1.4676,0.6209 +1.003,0.4121 +0.9173,0.482 +1.0875,0.477 +1.1326,0.4174 +0.5896,0.3469 +1.1637,0.3906 +1.1672,0.5132 +0.6554,0.2104 +1.0808,0.446 +1.0482,0.3925 +0.9485,0.316 +1.4714,0.6344 +1.1821,0.5124 +1.7796,0.6153 +1.0732,0.4404 +1.7917,0.594 +1.6171,0.5179 +0.6433,-0.0178 +0.6136,0.426 +0.8999,0.43 +0.8295,0.3211 +0.2726,0.1932 +0.9423,0.4832 +1.0397,0.5198 +0.6077,0.335 +1.0216,0.3425 +0.4765,0.3613 +1.3683,0.568 +0.9695,0.5068 +1.3669,0.5646 +0.6162,-0.0407 +1.2816,0.4556 +0.7513,0.3939 +1.0417,0.4872 +1.0185,0.4991 +0.8782,0.5175 +0.9051,0.4925 +1.2441,0.5178 +0.7096,0.3368 +0.5,0.1792 +0.5944,0.4179 +0.9772,0.4437 +0.7017,0.4133 +1.3346,0.5066 +0.7136,0.3337 +1.1615,0.5982 +0.6017,0.3075 +1.4258,1.2829 +1.4851,0.7511 +1.3057,0.5162 +1.3568,0.4968 +2.0915,0.6256 +0.6501,0.4016 +0.9951,0.4344 +0.508,0.2767 +0.5529,0.3474 +0.5708,0.2425 +0.9933,0.5168 +0.9223,0.4568 +0.9601,0.5272 +1.2537,0.6066 +1.0064,0.4282 +1.0724,0.5513 +1.1727,0.478 +1.2738,0.5788 +1.303,0.5541 +0.7985,0.4851 +1.4228,0.5352 +1.6933,0.4916 +1.2849,0.55 +0.9524,0.4074 +1.088,0.3438 +1.0455,0.4523 +1.043,0.3786 +1.0206,0.46 +0.8914,0.4417 +0.7321,0.4192 +1.3091,0.437 +1.3511,0.2095 +0.5581,0.2329 +0.6286,0.3607 +0.6821,0.2233 +0.8172,0.3808 +0.8755,0.4979 +0.918,0.4373 +0.3408,0.2859 +1.0424,0.4722 +1.2332,0.4815 +0.9172,0.451 +0.7727,0.3256 +0.8611,0.3634 +0.66,0.2765 +0.8278,0.3363 +0.5993,0.2465 +1.7072,0.5767 +0.6882,0.3371 +1.3646,0.5148 +0.7813,0.3311 +1.7154,0.6043 +0.8509,0.4191 +1.5988,0.463 +1.1243,0.5434 +0.8804,0.4151 +1.3847,0.4893 +1.0505,0.3503 +1.0567,0.3976 +0.8771,0.2729 +1.1102,0.3913 +0.6906,-0.4188 +1.5309,0.4886 +1.4182,0.5403 +0.9534,0.4013 +0.9408,0.4031 +1.2142,0.5027 +0.9319,0.3927 +1.3743,0.5037 +0.8147,0.3349 +1.212,0.5243 +0.7299,0.4342 +0.8213,0.3886 +0.9038,0.2053 +0.7938,0.3884 +1.0578,0.3477 +1.0145,0.42 +1.1376,0.4555 +0.8516,0.4577 +0.6879,0.425 +0.7091,0.3995 +1.5248,0.5593 +1.9173,0.6116 +0.807,0.3318 +1.4112,0.4967 +1.0573,0.5483 +1.1171,0.3952 +1.0936,0.5171 +1.4164,0.4393 +1.5396,0.5237 +1.0135,0.3788 +0.9072,0.4048 +0.7762,0.2994 +0.7474,0.3931 +1.2456,0.4579 +1.4071,0.5752 +1.9812,0.6482 +0.5734,0.2466 +1.0705,0.454 +0.5758,0.3303 +0.9439,0.3903 +0.8454,0.4424 +0.7086,0.3651 +0.5078,0.2305 +0.9793,0.4503 +0.8655,0.3973 +0.9155,0.3647 +1.4406,0.5743 +1.8832,0.6618 +1.2336,0.4655 +0.8422,0.5468 +1.383,0.579 +0.7894,-0.3118 +1.3611,0.4943 +1.1962,0.5129 +2.0083,0.6576 +1.0865,0.5615 +1.2977,0.5202 +0.7424,0.3407 +1.0062,0.3409 +1.0324,0.545 +0.8747,0.351 +1.1737,0.3602 +0.6521,0.4093 +1.0341,0.4268 +1.0477,0.4377 +1.0435,0.4618 +1.0206,0.3792 +0.8487,-0.0267 +1.0625,0.39 +0.9761,0.5229 +0.5735,0.2818 +0.5033,0.3015 +0.5558,0.3382 +0.4404,0.2457 +0.3919,0.2666 +1.0034,0.4121 +0.8054,0.3952 +1.0396,0.4417 +0.898,0.4188 +0.8323,0.3916 +0.5655,0.3485 +0.5814,0.1592 +0.7564,0.4154 +0.3926,0.2934 +0.9846,0.4175 +0.9967,0.4569 +1.5869,0.6016 +0.7557,0.4803 +0.9374,0.401 +0.7157,0.4068 +1.0234,0.3565 +1.2081,0.4149 +1.1752,0.4962 +1.3524,0.5659 +0.9239,0.3557 +1.3406,0.4458 +0.9702,0.5926 +1.0031,0.4492 +1.0126,0.4702 +1.2517,0.7152 +1.152,0.527 +0.4697,0.4453 +0.9963,0.4301 +0.4989,0.2756 +0.5215,0.3196 +0.9564,0.1993 +0.7856,0.4207 +0.9247,0.2068 +0.5138,0.2484 +1.2237,0.6467 +1.8084,0.5851 +1.2148,0.4564 +0.3297,0.1357 +1.86,0.7224 +1.8695,0.6528 +1.2409,0.5697 +1.7989,0.6511 +1.7141,0.7748 +1.8879,0.6268 +0.8997,-0.0323 +1.0698,0.4515 +1.0277,0.4948 +1.1686,0.3862 +1.0333,0.3887 +0.6867,0.3798 +0.5362,0.2227 +0.6236,0.3769 +0.2965,0.1039 +0.5269,0.1892 +0.7972,0.3245 +0.9134,0.3744 +0.5816,0.328 +0.6912,0.2585 +0.4971,0.3558 +1.0473,0.4653 +0.7656,0.3298 +0.7631,0.3128 +0.6671,0.3588 +0.9346,0.3961 +0.7898,0.2131 +0.9246,0.3548 +1.7814,0.5775 +1.3865,0.5747 +1.6391,0.6079 +1.8702,0.8185 +0.9236,0.3273 +0.9966,0.2335 +1.0742,0.4713 +1.0342,0.3823 +1.0428,0.4113 +0.709,0.3077 +0.3213,0.118 +0.9979,0.3119 +0.9724,0.4324 +0.6481,0.3346 +0.5253,0.3453 +0.553,0.0478 +0.6413,0.2874 +0.9674,0.3701 +0.5231,0.2238 +0.8728,0.5217 +1.3932,0.4679 +0.9306,0.3616 +1.1763,0.4189 +1.049,0.3873 +1.5407,0.5034 +1.114,0.3978 +1.3444,0.3782 +1.5518,0.6097 +0.7568,0.2706 +1.6091,0.2441 +0.6702,0.3388 +6.0956,3.2379 +0.9108,0.4501 +1.1582,0.0211 +0.8392,0.267 +0.9916,0.3519 +0.3059,0.2507 +1.0637,0.4938 +1.7625,0.9946 +0.5005,0.306 +0.7193,0.3066 +0.6179,0.2945 +2.0871,0.4836 +1.0099,0.4962 +0.9204,0.4417 +0.7299,0.3576 +0.5145,0.3543 +0.8657,0.3226 +0.4142,0.2445 +0.6724,0.2802 +4.0425,0.1922 +1.0138,0.5367 +1.8357,0.5087 +1.773,0.6642 +1.6602,0.5378 +1.3264,0.4969 +1.7448,0.5426 +0.6274,0.3182 +1.8885,0.6708 +0.4081,0.263 +0.6499,0.2388 +1.173,0.5773 +0.454,0.4368 +0.4927,0.3067 +0.6138,0.3089 +0.7566,0.4614 +0.4606,0.2515 +1.4598,0.4386 +1.6287,0.7262 +1.4481,0.5905 +1.0233,0.4678 +0.4252,0.2424 +0.6655,0.2787 +1.3212,0.5355 +0.4963,0.3109 +0.5132,0.296 +0.7261,0.4666 +1.8332,0.6483 +1.6582,0.6542 +0.7084,0.3567 +1.3957,0.4667 +0.4573,0.1338 +1.1095,0.463 +0.8249,0.4416 +1.0718,0.4066 +1.1628,0.4366 +1.742,0.6375 +1.8114,0.6133 +1.5028,0.4861 +1.4515,0.5239 +0.7584,0.3426 +1.0536,0.4621 +1.3677,0.4888 +0.6646,0.3904 +0.7035,0.3143 +0.636,0.3115 +0.8049,0.4291 +1.1824,0.5245 +1.4157,0.4879 +0.4059,0.1763 +0.4461,0.2658 +0.7603,0.4993 +1.0552,0.5204 +1.3373,0.4747 +1.8239,0.6357 +1.6112,0.5847 +1.9412,0.7159 +1.4065,0.5307 +1.2553,0.5041 +0.833,0.3752 +1.7236,0.6179 +0.5241,0.1712 +1.7557,0.579 +1.2148,0.5913 +1.4547,0.4269 +1.0269,0.0973 +1.1946,0.4612 +0.8368,0.3841 +0.979,0.5007 +1.8782,0.632 +1.7869,0.6149 +1.5325,0.599 +1.7318,0.5962 +0.809,0.3012 +0.9514,0.4719 +0.9551,0.3821 +0.8526,0.4093 +0.9663,0.4388 +0.9049,0.4075 +0.8472,0.3679 +1.1273,0.3431 +0.7931,0.3526 +0.5188,0.1942 +0.5623,0.2942 +0.979,0.4253 +0.5069,0.2943 +1.0726,0.4586 +0.561,0.5528 +1.3224,0.4894 +1.0582,0.2751 +1.7602,0.6412 +0.9658,0.3213 +1.6871,0.5514 +1.2145,0.455 +0.6297,0.3142 +0.8926,0.4849 +1.7699,0.5773 +1.0251,0.5622 +1.855,0.794 +1.1842,0.5206 +0.593,0.1955 +2.0978,-0.8938 +1.7522,0.2997 +0.7482,0.4644 +1.0999,0.4292 +1.2815,0.4647 +0.7316,0.38 +1.1196,0.5021 +0.7438,0.4107 +7.0731,-6.3659 +0.6514,0.2886 +1.2437,0.5097 +1.1879,0.4846 +1.4512,0.6045 +1.2876,0.4546 +1.3038,0.4988 +1.4606,0.4654 +2.0858,0.7699 +0.9714,0.4051 +0.5305,0.3762 +0.926,-0.0062 +1.0247,0.4616 +0.67,0.498 +1.0717,0.4651 +1.1623,0.4798 +1.0371,0.4251 +0.8963,0.5026 +0.9612,0.3804 +1.2906,0.5171 +0.6199,0.3172 +0.905,0.4256 +1.1479,0.5038 +1.1409,0.4392 +1.118,0.5518 +1.3068,0.5819 +1.1804,0.5472 +1.6337,0.5855 +1.6877,0.5609 +1.4825,0.5052 +1.0058,0.4003 +0.6969,0.3884 +1.0753,0.4931 +0.9846,0.4887 +1.139,0.4513 +1.0477,0.4004 +1.8986,0.4632 +1.0225,0.4263 +1.0481,0.4145 +1.2846,0.4798 +1.0497,0.4462 +0.7609,0.4957 +1.0654,0.402 +0.9978,0.3991 +0.4588,0.2677 +0.9482,0.4536 +1.0327,0.4138 +1.0567,0.4807 +1.2397,0.5831 +0.8515,0.4127 +1.0372,0.4516 +1.1599,0.47 +1.2117,0.4477 +1.2461,0.5849 +1.0662,0.5818 +1.7253,0.5583 +0.9474,0.4667 +0.4767,0.3044 +1.7236,0.6627 +0.5755,0.217 +1.6935,0.7173 +1.6683,0.5293 +0.4362,0.2539 +0.9485,0.4376 +0.755,0.3647 +0.805,0.4217 +0.9548,0.5146 +0.716,0.3959 +0.5625,0.2873 +0.7017,0.3462 +0.6459,0.3521 +1.3024,0.5633 +0.5066,0.3226 +0.6131,0.3218 +1.4288,0.5697 +0.9248,0.4697 +1.4721,0.5511 +0.9512,0.4122 +0.882,0.4227 +1.4208,0.4164 +1.5981,0.5452 +1.1752,0.4467 +1.2807,0.5655 +0.8715,0.3039 +1.3461,0.4179 +0.5915,0.3267 +0.9636,0.3475 +1.2348,0.619 +1.0548,0.3836 +0.5281,0.3199 +1.187,0.4618 +0.4958,0.3159 +1.487,0.4727 +0.8608,0.5312 +0.8901,0.4091 +1.5904,0.6117 +1.6133,0.6016 +0.8041,0.4203 +0.7483,0.397 +2.3218,0.6837 +-0.1449,-1.3686 +0.442,-2.7458 +3.1745,-7.4319 +2.0068,-3.0834 +2.337,0.0379 +3.1867,-2.0036 +4.1779,-3.8813 +1.7298,0.5404 +0.8134,0.3938 +0.6857,0.4007 +1.0642,0.3861 +0.4731,0.2489 +1.7455,0.7409 +0.7089,0.2958 +1.8442,0.7319 +1.0595,0.389 +0.8549,0.3413 +1.6083,0.5361 +1.8499,0.6604 +1.5448,0.5138 +1.6946,0.645 +0.4797,0.2819 +1.9066,0.668 +1.0353,0.4959 +1.0571,0.511 +0.494,0.3173 +1.2081,0.512 +1.0275,0.5446 +1.4077,0.5301 +1.235,0.4898 +1.8248,0.7256 +1.8859,0.8209 +1.0684,0.4888 +1.8311,0.645 +0.5543,0.3194 +1.0005,0.4722 +1.1067,0.4606 +0.8787,0.4578 +1.0017,0.4572 +0.8664,0.4381 +0.9879,0.4565 +0.5659,0.2986 +0.5176,0.2206 +1.8059,0.5974 +1.472,0.5478 +1.4065,0.4816 +0.6031,0.3029 +0.7237,0.2842 +0.6485,0.3706 +0.9288,0.3363 +0.5869,0.4179 +0.5515,0.1846 +0.9895,0.5403 +0.7329,0.3989 +1.2498,0.5054 +1.2958,0.4471 +0.9226,0.3991 +1.4031,0.5494 +1.1422,0.4891 +0.7325,0.1913 +1.5249,0.5077 +1.6854,0.5783 +1.8816,0.6569 +0.476,0.1418 +0.6873,0.3449 +1.4439,0.4691 +1.0371,0.4454 +1.359,0.5201 +1.4374,0.4279 +1.602,0.648 +0.9817,0.3982 +0.3678,0.0113 +1.8741,0.6356 +0.8734,0.407 +1.0789,0.4161 +1.1278,0.4382 +0.6236,0.2415 +0.4098,0.2717 +0.5463,0.3392 +0.8706,0.04 +0.913,0.3629 +1.1518,0.5186 +0.6049,0.2908 +0.7918,-0.9503 +0.8699,0.3747 +1.0468,0.456 +0.742,0.2209 +0.9944,0.5007 +1.6226,0.6302 +1.0715,0.5111 +1.7814,0.6328 +0.7507,0.4186 +1.1866,0.4749 +1.037,0.5905 +1.1363,4.3674 +1.0094,0.4115 +0.9952,0.5298 +0.9704,0.4022 +0.8413,0.3143 +0.9291,0.3883 +0.9461,0.4438 +1.0034,0.3847 +0.9594,0.4346 +0.8838,0.5794 +0.9324,0.4363 +1.6132,0.4198 +0.6033,0.3033 +0.9122,0.4272 +0.7818,0.4227 +0.9262,0.4017 +0.9093,0.4125 +0.8664,0.4029 +0.9343,0.4122 +0.965,0.3117 +1.3865,0.4627 +0.8558,0.3621 +0.8953,0.3491 +0.4281,0.3034 +0.7852,0.3669 +0.8955,0.4113 +0.5767,0.2612 +1.0715,0.3929 +0.8418,0.451 +0.6067,0.2774 +0.7657,0.3143 +1.0142,0.4407 +0.8642,0.396 +0.5714,0.3086 +0.3253,0.19 +0.5327,0.1319 +0.6097,0.2831 +0.9123,0.3664 +1.8105,0.6088 +1.7512,0.6057 +1.747,0.591 +0.8024,0.4185 +0.8257,0.3571 +1.8137,0.5172 +1.7608,0.6316 +1.0665,0.5837 +0.9394,0.4217 +1.0518,0.3968 +1.0887,0.47 +1.2073,0.5736 +1.0583,0.7152 +0.6104,0.3281 +0.7211,0.4605 +0.7927,0.3867 +0.6619,0.4136 +0.8861,0.3937 +0.6429,0.3829 +0.9993,0.4785 +1.4199,0.5824 +1.2337,0.475 +1.491,0.5972 +0.8359,0.2429 +0.8582,0.496 +0.5202,-0.0038 +0.9592,0.4999 +0.651,0.2729 +0.6605,0.4453 +0.7091,0.3011 +1.0709,0.4849 +0.9437,0.4826 +1.1004,0.4578 +1.385,0.4319 +1.2279,0.5301 +1.6536,0.6259 +0.8837,0.3745 +1.0091,0.4589 +1.3918,0.5053 +0.9969,0.1715 +0.7668,0.2974 +2.7656,0.0778 +0.7693,0.32 +0.9223,0.307 +0.846,0.3222 +0.4614,0.2452 +1.7615,0.8782 +1.5394,0.8359 +1.1617,0.3649 +1.6191,0.5034 +1.0139,0.4711 +1.1635,0.4343 +1.1731,0.2956 +1.2143,0.4851 +0.7757,0.1737 +2,0.6583 +1.0397,0.4589 +1.2473,0.5506 +0.818,0.3304 +1.0659,0.4063 +1.3492,0.4918 +1.3745,0.4999 +0.4324,0.2464 +0.4804,0.2581 +0.4371,0.1097 +0.7127,0.336 +0.9623,0.4041 +0.715,0.3758 +0.714,0.5322 +0.7207,0.3069 +0.9296,0.4115 +0.6326,0.4585 +1.0064,0.4957 +0.6446,0.3158 +1.047,0.4424 +1.4852,0.4895 +1.3093,0.5247 +0.9888,0.3756 +1.2664,0.4828 +1.2359,0.4795 +1.3625,0.5243 +1.4016,0.5781 +1.4213,0.5793 +1.0378,0.3113 +1.0383,0.4644 +1.1459,0.4313 +1.317,0.5216 +0.9464,0.4412 +1.1066,0.4982 +1.1784,0.4802 +0.5548,0.3141 +0.7306,0.3258 +0.6356,0.3197 +0.7344,0.3692 +0.8592,0.4735 +1.1183,0.4147 +1.496,0.6652 +0.8728,0.4748 +1.7742,0.7405 +0.8641,0.4122 +1.0193,0.4034 +1.6426,-0.0173 +1.071,0.4404 +1.231,0.5305 +0.5789,0.2186 +0.5903,0.3736 +0.692,0.3913 +0.6177,0.3728 +0.8196,0.3545 +1.4203,0.5279 +1.6849,0.6269 +1.4267,0.5241 +1.1718,0.4041 +1.2118,0.3203 +0.9917,0.404 +0.7924,0.4228 +0.7259,0.3995 +0.3399,0.1347 +0.8817,0.4366 +0.6288,0.3069 +0.9316,0.4483 +0.8783,0.4128 +0.4054,0.2832 +0.9681,0.5128 +0.5146,0.2603 +0.4908,0.3263 +0.4111,0.2823 +0.8651,0.4534 +0.6838,0.2807 +1.5079,0.6065 +1.25,0.5869 +1.2242,0.4864 +1.6143,0.5408 +1.6873,0.6068 +0.9591,0.5178 +1.5558,0.6217 +1.5256,0.619 +1.5754,0.6004 +0.9424,0.4584 +0.9757,0.3733 +0.5869,0.5082 +0.8357,0.4648 +1.4382,0.6038 +0.9801,0.4365 +1.0288,0.426 +1.042,0.4531 +0.5672,0.2998 +0.5422,0.2223 +0.3006,0.2744 +0.8191,0.4195 +0.7577,0.3786 +0.3362,0.1952 +0.3131,0.1858 +0.602,0.2936 +0.6203,0.2181 +0.8039,0.4236 +0.8442,0.405 +0.3898,0.2787 +0.6887,0.3275 +0.4604,0.3013 +0.6472,0.4333 +1.8563,0.6253 +1.646,0.5607 +1.3012,0.5125 +0.8145,0.484 +0.3252,0.2072 +0.852,0.353 +0.8422,0.3679 +1.4647,0.4665 +0.8992,0.3705 +0.8169,0.3923 +0.9228,0.3853 +0.9898,0.3906 +0.9323,0.406 +0.9799,0.4412 +0.5139,0.3585 +1.225,0.5076 +1.4326,0.5558 +1.0227,0.395 +0.9011,0.4065 +0.6737,0.3083 +1.1356,0.5069 +0.6555,0.2462 +0.7762,0.2736 +0.7228,0.3147 +0.841,0.4765 +0.8153,0.3443 +1.6938,0.6914 +1.8698,0.6265 +1.2689,0.651 +1.2962,0.4855 +0.5688,0.2266 +0.7124,0.0537 +1.206,0.4422 +1.6414,0.411 +0.5395,0.2414 +0.6451,0.1525 +1.2599,0.4699 +1.5945,0.4959 +0.8507,0.3381 +0.776,0.3575 +1.0217,0.415 +1.8177,0.5452 +1.1153,0.4681 +1.0319,0.4176 +1.0589,0.4088 +0.396,0.2148 +1.2909,0.4779 +0.638,0.3928 +1.074,0.4894 +0.9668,0.4332 +0.9632,0.3869 +0.9973,0.382 +0.6651,0.2427 +0.6762,0.3939 +0.3892,0.2658 +0.7029,0.3849 +0.9616,0.3862 +0.4247,0.2941 +0.5709,0.3152 +0.622,0.3451 +1.0197,0.439 +1.1422,0.5837 +0.8693,0.3815 +1.176,0.4569 +0.978,0.362 +0.972,0.3767 +1.2558,0.4883 +1.6178,0.5797 +0.9876,0.3849 +0.7389,0.363 +1.1353,0.4224 +1.0448,0.4386 +0.9149,0.4068 +1.6847,0.562 +1.01,0.3993 +1.3857,0.565 +1.0434,0.4597 +0.9368,0.3575 +0.8038,0.343 +0.9008,0.3878 +0.9167,0.5116 +1.141,0.1206 +1.0677,0.548 +0.8954,0.3911 +0.6248,0.1441 +1.0153,0.4187 +0.5775,0.2699 +0.86,0.4279 +0.6424,0.2703 +1.006,0.49 +0.3776,0.2986 +0.6093,0.3328 +0.5925,0.3613 +0.4541,0.2499 +0.6212,0.309 +1.0877,0.4475 +0.7775,0.3425 +0.0994,0.393 +0.428,0.25 +0.8961,0.3714 +0.8869,0.3171 +0.9315,0.4187 +1.3903,0.4788 +1.216,0.4552 +1.8905,0.6381 +1.5684,0.5751 +0.8059,0.4168 +0.9651,0.4413 +1.0995,0.5334 +0.9565,0.4176 +0.9753,0.4173 +1.1007,0.401 +0.8934,0.4091 +1.013,0.4556 +0.8525,0.4601 +1.5983,0.5555 +0.4968,0.2729 +0.6175,0.2596 +0.8215,0.4136 +0.9088,0.4628 +0.8936,0.3936 +1.0315,0.3835 +0.794,0.4125 +0.8378,0.455 +0.4946,0.3074 +0.7064,0.3179 +1.0489,0.4173 +0.478,0.2444 +0.5712,0.2198 +0.9841,0.4265 +0.867,0.4598 +0.4183,0.2344 +0.3018,0.1243 +0.9681,0.3657 +0.918,0.3989 +1.3839,0.5452 +1.5734,0.5019 +1.2049,0.4953 +0.3851,0.1703 +0.9063,0.44 +1.1937,0.4858 +0.4133,0.2949 +1.0835,0.4292 +0.5158,0.4028 +1.0469,0.3658 +1.026,0.396 +1.035,0.4257 +0.9228,0.3635 +0.7967,0.4035 +1.0598,0.4599 +0.5862,0.1992 +0.9934,0.46 +1.077,0.5696 +0.8449,0.4136 +0.7892,0.3731 +0.4212,0.2369 +0.5193,0.2132 +1.0143,0.3556 +1.1214,0.4267 +0.5728,0.2415 +0.7214,0.4851 +0.8487,0.2588 +1.3358,0.3776 +0.9179,0.3951 +1.9352,0.9161 +1.1116,0.3837 +1.4147,0.5163 +1.0123,0.35 +0.9097,0.3964 +1.664,0.573 +0.4662,1.4589 +1.0199,0.4084 +0.8063,0.3993 +1.0376,0.4029 +1.0521,0.3993 +1.0509,0.2994 +0.5817,0.2752 +0.7961,0.3636 +0.5728,0.3191 +0.7282,0.2631 +0.8669,0.1644 +0.7987,0.3445 +1.2221,0.2879 +0.4977,0.2784 +0.8158,0.2678 +2.0039,0.7438 +0.4101,0.2118 +1.4437,0.5608 +1.6871,0.5891 +1.4014,0.5059 +0.6878,0.3502 +1.0519,0.4859 +1.5558,0.6077 +1.4655,0.377 +0.7658,0.3851 +1.0064,0.4394 +1.5629,0.5727 +1.6698,0.5941 +0.8465,0.3679 +1.2552,0.4799 +0.822,0.4697 +0.8148,0.3144 +0.5884,0.2147 +0.9821,0.4665 +0.6873,0.312 +1.0518,0.4753 +0.9073,0.4621 +0.704,0.3702 +0.6117,0.4028 +1.6178,0.5795 +1.6266,0.6095 +0.5117,0.2103 +1.1028,0.54 +1.7219,0.5481 +1.0455,0.3935 +1.2726,0.4771 +1.644,0.5707 +1.4124,0.5301 +1.2717,0.3716 +1.5624,0.6876 +1.4334,0.2277 +1.7035,0.5797 +1.024,0.4404 +0.9988,0.4345 +0.7551,0.2159 +1.043,0.3339 +0.5729,0.3004 +0.9097,0.4387 +0.593,0.2095 +0.9726,0.4352 +0.539,0.2763 +0.7313,0.3675 +0.6155,0.1852 +1.8914,0.6217 +0.8089,0.3279 +1.621,0.5163 +1.6481,0.5641 +1.4972,0.483 +0.5607,0.1884 +1.6532,0.6038 +1.5922,0.5542 +1.4708,0.6295 +0.862,0.4046 +0.793,0.2968 +0.5151,0.3335 +0.8583,0.3539 +1.1085,0.334 +0.8696,0.4004 +0.9645,0.4414 +0.687,0.3075 +0.8477,0.3203 +1.0109,0.4367 +1.0125,0.411 +1.0932,0.3775 +1.0451,0.4339 +0.9322,0.383 +0.9112,0.4458 +0.5259,0.2509 +0.67,0.172 +0.8546,0.3938 +0.9065,0.3995 +0.911,0.3863 +0.3815,0.2849 +0.6941,0.3658 +0.9364,0.3948 +1.0594,0.3877 +0.3679,0.2445 +1.3607,0.4877 +1.2483,0.4985 +1.1061,0.3778 +0.8037,0.366 +1.5802,0.5272 +1.1864,0.4738 +1.3184,0.5286 +1.1573,0.4914 +1.1555,0.3836 +0.6116,0.3059 +1.4831,0.5149 +0.9472,0.0735 +1.8753,0.614 +1.74,0.6889 +1.3286,0.5129 +1.9161,0.7302 +1.7107,0.7631 +1.827,0.6768 +1.4498,0.5185 +0.9208,0.253 +0.5639,0.3096 +0.7796,0.3013 +0.7352,0.3616 +1.132,0.2937 +0.3762,0.1629 +0.8256,0.4021 +0.4721,0.216 +1.607,0.5778 +1.4011,0.4388 +1.7885,0.4952 +1.8919,0.7596 +1.3567,0.7121 +1.3665,0.4988 +1.4742,0.3675 +0.713,0.3712 +1.1979,0.4575 +0.7279,0.3991 +1.0895,0.4813 +0.7272,0.3167 +0.472,0.2032 +0.6398,0.3374 +0.3552,0.1553 +1.3477,0.4705 +1.2101,0.4791 +1.0622,0.4827 +1.2836,0.4782 +1.0363,0.4918 +1.106,0.5246 +1.1938,0.4844 +1.5608,0.6755 +1.0112,0.4958 +0.1541,0.3359 +0.8081,0.3862 +1.7137,0.5619 +1.0339,0.4231 +1.316,0.4966 +1.4093,0.5486 +0.5457,0.3295 +0.4287,0.2878 +0.8977,0.27 +0.7036,0.3733 +0.9071,0.4233 +1.1209,0.5384 +1.1174,0.5204 +1.1089,0.6093 +1.1263,0.5152 +1.809,0.6397 +1.8589,0.714 +1.7021,0.587 +1.7462,0.5713 +1.172,0.4122 +1.1192,0.4608 +1.2132,0.4375 +0.4754,0.3304 +1.1978,0.5397 +1.2832,0.4674 +1.2106,0.4389 +0.544,0.2644 +1.2074,0.5259 +0.9125,0.3288 +1.7104,0.6395 +1.4018,0.4825 +1.1911,0.538 +1.2162,0.412 +1.1672,0.37 +1.3879,0.447 +1.6756,0.5154 +1.0455,0.3995 +0.856,0.4111 +0.7667,0.1481 +0.5725,0.3087 +0.9781,0.4835 +0.5746,0.243 +0.8786,0.3549 +0.5773,0.3235 +0.755,0.4235 +0.8503,0.3142 +0.46,0.2561 +1.8278,0.6534 +1.8106,0.6762 +0.9018,0.4541 +1.3966,0.5162 +0.8655,0.0539 +1.3102,0.4426 +1.693,0.6324 +1.6489,0.4937 +1.3754,0.4152 +1.7942,0.6008 +1.8799,0.6779 +0.6688,0.2145 +0.6297,0.2956 +0.48,0.3132 +0.6539,0.3613 +0.5432,0.3517 +1.7938,0.6532 +1.286,0.5753 +0.8403,0.1807 +1.8942,0.6194 +1.7324,0.5894 +1.3522,0.4695 +1.3582,0.4973 +1.3359,0.5373 +1.411,0.5146 +1.4714,0.5731 +1.49,0.5383 +1.3678,0.5327 +1.7709,0.7669 +6.4456,0.2299 +0.8074,0.2714 +0.9502,0.4345 +0.9011,0.4009 +0.5175,0.2959 +1.0205,0.4403 +0.871,0.4029 +0.7066,0.3627 +0.6071,0.3579 +0.7835,0.4171 +0.8716,0.491 +0.7112,0.2811 +1.1884,0.5267 +1.0179,0.3672 +0.8553,0.4048 +0.6879,0.2905 +1.2231,0.4707 +1.0084,0.5977 +0.8602,0.2222 +1.4853,0.5679 +0.8695,0.3818 +1.3289,0.4994 +1.6074,0.5581 +1.8154,0.545 +1.6299,0.551 +1.0879,0.245 +1.1113,0.4861 +0.82,0.3969 +0.7324,0.405 +0.8049,0.4305 +0.6073,0.304 +0.517,0.3496 +1.5876,0.6309 +0.9339,0.4171 +0.8737,0.4299 +0.8925,0.4436 +1.1463,0.4709 +0.9378,0.3823 +0.8142,0.3205 +1.1984,0.5129 +1.0548,0.4999 +0.8609,0.3857 +0.4318,0.008 +1.1607,0.4404 +1.076,0.3741 +1.1895,0.5094 +0.8313,0.4374 +0.4443,0.2621 +0.6636,0.3403 +0.3408,0.182 +0.7619,0.4166 +1.0257,0.4293 +0.4776,0.3488 +0.7225,0.4007 +0.692,0.3425 +0.5765,0.2035 +1.4956,0.5986 +1.7118,0.5256 +0.799,0.3621 +0.5366,0.2846 +0.9236,0.456 +0.3137,0.2697 +0.464,0.2052 +0.9384,0.4126 +0.9069,0.3755 +0.9036,0.3017 +0.6287,0.4316 +0.5835,0.3058 +1.1933,0.5644 +0.2252,-3.4758 +1.453,0.5545 +1.2619,0.6959 +1.4043,0.5217 +1.4258,0.5381 +1.6306,0.5559 +0.6838,0.3447 +1.011,0.4114 +1.125,0.4142 +1.1657,0.5081 +0.7178,0.4244 +0.7858,0.3546 +0.9471,0.2681 +0.8317,0.4286 +0.9597,0.3566 +0.9285,0.4084 +0.4235,0.2849 +0.4823,0.2542 +0.8447,0.3575 +0.3893,0.1805 +0.9316,0.4381 +1.3846,0.45 +1.817,0.6604 +1.102,0.3098 +1.4876,0.4112 +1.7679,0.5747 +1.5195,0.5514 +1.9227,0.5941 +1.6757,0.6332 +1.0955,0.4619 +1.3298,0.5272 +0.7602,0.404 +0.4731,0.1531 +0.5295,0.2083 +1.0814,0.4871 +0.5666,0.2464 +0.7913,0.3441 +0.7911,0.2967 +0.3449,0.28 +0.584,0.2734 +1.1046,0.4917 +0.9977,0.4887 +0.6891,0.3766 +1.5037,0.499 +0.9211,0.4411 +1.3792,0.5409 +1.1251,0.4551 +1.4864,0.4976 +0.7309,0.3073 +0.944,0.3068 +1.1981,0.4326 +1.1131,0.5142 +1.3294,0.6301 +2.3006,0.7366 +0.9605,0.3581 +0.5804,0.2527 +0.8361,0.3951 +1.3345,0.4293 +1.3831,0.5961 +1.3507,0.4866 +1.4179,0.5203 +0.8404,0.3569 +1.4894,0.6386 +0.475,0.2778 +1.3536,0.4965 +0.3921,0.9716 +0.7276,0.4549 +1.8365,0.7273 +0.549,0.2443 +0.7191,0.2209 +0.8034,0.3412 +1.2237,0.6397 +1.1178,0.5721 +0.6665,0.4004 +1.6291,0.6384 +0.911,0.3743 +0.4536,0.2148 +1.0558,0.5446 +1.1903,0.4375 +1.0425,0.5302 +0.7491,0.394 +0.84,0.4174 +0.2633,0.218 +0.4154,0.1951 +1.6935,0.4826 +0.4705,0.3209 +0.3502,0.2591 +0.4139,0.2287 +0.7651,0.0093 +0.6864,0.3408 +0.4392,0.2175 +1.465,0.4428 +1.0377,0.5081 +1.6681,0.729 +1.5401,0.5904 +1.3027,0.5506 +0.5636,-0.0822 +1.4942,0.5318 +1.1798,0.4588 +1.1218,0.4478 +0.7025,0.3436 +1.3307,0.4554 +0.6241,0.2466 +0.8116,0.4993 +1.6068,0.5077 +0.8506,0.4171 +0.9675,0.3882 +0.9712,0.3464 +0.9807,0.3396 +0.9768,0.3815 +0.5663,0.2488 +1.0049,0.3623 +0.8154,0.3249 +1.8678,0.5944 +0.6808,0.2821 +1.3041,0.4541 +1.6136,0.4917 +1.1999,0.4709 +0.7639,0.1387 +1.1028,0.5261 +0.8678,0.4717 +0.7308,0.272 +1.2362,0.509 +0.3893,0.2939 +0.9072,0.4883 +0.9408,0.4238 +1.3805,0.5404 +0.7487,0.4431 +0.5589,0.3087 +0.5918,0.3777 +0.6053,0.3845 +2.6921,0.7188 +0.931,0.4378 +0.8174,0.4608 +0.8637,0.4504 +0.5869,0.3298 +0.5686,0.3878 +1.2147,0.4786 +1.0515,0.5055 +1.7048,0.8649 +1.6571,0.6417 +1.568,0.572 +1.687,0.6774 +0.7936,0.2779 +1.329,0.489 +1.4372,0.6125 +0.7438,0.402 +1.3237,0.5843 +0.6562,0.1628 +1.5409,0.639 +1.0763,0.4904 +0.5219,0.3575 +0.9109,0.502 +1.0226,0.4463 +1.0163,0.4956 +0.6307,0.3187 +0.9807,0.4731 +0.772,0.4518 +1.4317,0.5345 +1.128,0.4305 +1.3505,0.4464 +1.0927,0.4986 +1.1018,0.4955 +0.9903,0.4935 +0.6027,0.3853 +0.938,0.3592 +0.7984,0.4782 +0.5612,0.394 +0.732,0.3395 +0.6016,0.2046 +1.5023,0.5751 +1.4039,0.6206 +1.3194,0.5245 +1.3392,0.5487 +1.3628,0.6379 +1.5436,0.6118 +0.6898,0.3077 +1.0312,0.3855 +0.9609,0.4813 +0.5441,0.2928 +1.4301,0.6774 +1.2069,0.5779 +1.6754,0.6639 +0.6121,0.3778 +0.7099,0.1292 +1.0542,0.45 +0.623,0.3246 +1.0439,0.4875 +1.7729,0.6633 +1.4292,0.4748 +0.6199,0.2739 +1.8855,0.7245 +1.6493,0.5404 +1.066,0.5205 +0.9824,0.5104 +0.9853,0.5291 +1.4211,1.285 +0.9146,0.4307 +1.0393,0.5121 +0.3071,0.1624 +0.7886,0.4733 +0.4245,0.3246 +0.9351,0.5313 +0.4994,0.2217 +0.5572,0.2935 +0.3181,0.2729 +0.9661,0.4923 +0.6772,0.4001 +0.5679,0.3876 +1.5136,0.6399 +1.19,0.579 +0.7946,0.3636 +1.2914,0.6133 +1.1522,0.581 +1.5764,0.8535 +0.774,0.5157 +0.9848,0.6051 +0.9535,0.4723 +1.2187,0.562 +1.2246,0.5215 +1.2142,0.5317 +1.0726,0.406 +0.6268,0.0818 +0.6656,0.3545 +0.9311,0.427 +0.6752,0.3617 +0.5385,0.3207 +0.4944,0.2812 +1.665,0.6252 +1.3178,0.4936 +1.0467,0.5077 +1.5531,0.6196 +1.1953,0.5913 +0.3101,0.3929 +0.8522,0.4586 +1.1416,0.5815 +0.686,0.4218 +0.9088,0.545 +0.4339,0.2609 +0.9966,0.5512 +0.2802,0.1363 +0.4145,0.2514 +1.2219,0.5448 +0.9938,0.4534 +1.1289,0.5559 +1.8606,0.7261 +1.2442,0.5865 +1.4211,0.6294 +1.2548,0.6909 +0.2675,0.3232 +0.8092,0.5839 +0.4672,0.406 +0.8575,0.5254 +0.8597,0.5015 +0.5699,0.1471 +0.4402,0.114 +0.338,0.4 +0.8007,0.4024 +0.5204,0.0361 +0.8905,0.5026 +0.6222,0.4279 +1.0497,0.5618 +0.5333,0.2994 +1.5721,0.8156 +1.0547,0.634 +1.5811,0.7339 +0.9232,0.5885 +1.0657,0.5967 +1.465,0.6516 +1.5826,0.7138 +0.6467,0.4561 +0.7931,0.0959 +1.1728,0.5343 +0.7056,0.4597 +0.9714,0.6369 +1.1079,0.6471 +0.9496,0.5566 +0.9704,0.5909 +0.5101,0.4045 +0.6805,0.196 +1.084,0.4311 +0.9265,0.2192 +0.9094,0.4919 +1.5473,0.7967 +1.065,0.6891 +0.6275,0.4462 +1.5038,0.6295 +0.8847,0.5166 +0.9334,0.3362 +0.9827,0.6228 +0.7754,0.5188 +0.6707,0.1372 +0.5141,0.3296 +1.011,0.5722 +1.9843,0.6505 +1.9635,0.7369 +1.4712,0.4421 +0.9136,0.4533 +0.6372,0.3523 +0.7025,0.3218 +1.2074,0.4165 +0.4789,0.2642 +1.3592,0.4587 +1.4136,0.6028 +1.1552,0.5284 +1.4249,0.5486 +1.8499,0.5957 +1.6964,0.6866 +1.7788,0.5757 +1.9733,0.6514 +0.6126,0.1891 +1.3753,0.5435 +0.9247,0.4968 +1.601,1.0234 +0.4831,0.2818 +0.9395,0.4335 +0.6607,0.3387 +0.6112,0.2979 +0.5055,0.3461 +0.9365,0.436 +1.1918,0.5413 +0.8628,0.3853 +1.6429,0.421 +0.7519,0.2425 +1.8238,0.6439 +1.4072,0.4449 +1.8289,0.4153 +1.0968,0.4738 +1.227,0.541 +0.7852,0.466 +0.7376,0.5451 +1.0889,0.5152 +0.752,0.4073 +0.734,0.1479 +0.765,0.3331 +1.4016,0.5814 +1.0209,0.4237 +1.5765,0.622 +1.6754,0.5839 +1.4544,0.5901 +1.3443,0.5483 +1.1246,0.4939 +0.9198,0.446 +1.0806,0.4812 +1.8173,0.7472 +0.5984,0.1029 +1.0873,1.3793 +1.446,0.3917 +0.4421,0.3071 +1.0521,0.5122 +0.8713,0.4141 +0.589,0.3622 +0.3912,0.3378 +0.4341,0.3166 +0.9949,0.5306 +0.8612,0.3907 +0.9483,0.4706 +0.577,0.3444 +0.7436,0.3882 +1.0537,0.3695 +0.9017,0.45 +0.7417,0.1844 +0.9666,0.4602 +0.8967,0.4012 +1.7339,0.5627 +2.2206,0.9158 +0.9198,0.4521 +0.9921,0.4823 +0.39,0.3139 +1.4279,0.4857 +1.0293,0.3877 +1.0906,0.4356 +1.0201,0.4073 +0.5085,0.3005 +1.5068,0.5 +1.0873,0.4296 +1.3685,0.4567 +0.5464,0.4017 +0.5924,0.1847 +0.7431,0.3809 +0.5161,0.2474 +0.7446,0.3731 +0.9504,0.4441 +0.6814,0.3336 +0.6753,0.3379 +1.0948,0.304 +0.4453,0.0959 +0.7012,0.3168 +0.9561,0.9563 +1.251,0.4617 +0.9257,0.4393 +1.4758,0.4424 +0.6713,0.2762 +1.2965,0.3917 +1.219,0.4535 +1.0654,0.3838 +0.6273,0.1446 +0.6278,0.0532 +0.788,0.4381 +0.8211,0.3683 +0.8369,0.8304 +0.5509,0.3216 +0.4146,0.3051 +1.4581,0.6384 +0.6319,0.432 +0.7533,0.4596 +0.9907,0.5161 +0.8858,0.5203 +0.7962,0.4546 +0.6637,0.4437 +0.6764,0.3793 +0.8591,0.5201 +0.9264,0.5076 +0.8584,0.4728 +0.9241,0.4023 +0.7034,0.4037 +0.4826,0.3732 +0.8139,0.4362 +0.6795,0.4506 +1.0305,0.5384 +0.8351,0.53 +0.3377,0.3706 +1.1967,0.5338 +1.3075,0.4808 +1.0871,0.4952 +1.1137,0.5553 +1.2263,0.5141 +1.0747,0.4274 +1.2318,0.5179 +1.0044,0.4852 +0.9135,0.482 +0.9728,0.4221 +1.2927,0.5797 +1.1781,0.6415 +1.2483,0.5707 +1.0565,0.5946 +1.624,0.6012 +0.4141,0.3848 +0.9831,0.4957 +1.0016,0.5801 +0.4992,0.2066 +0.8465,0.3348 +0.6274,0.4216 +0.8815,0.327 +0.3658,0.3029 +0.4471,0.216 +0.6744,0.3011 +0.9963,0.3923 +0.5102,0.0888 +0.9753,0.5106 +1.0241,0.5673 +0.9318,0.5354 +0.9709,0.48 +0.9326,0.4809 +1.1666,0.3903 +1.374,0.4706 +1.0947,0.5217 +0.6349,0.1918 +1.6838,0.6142 +0.8129,0.4162 +0.1965,0.3742 +0.5535,0.3982 +1.1678,0.5139 +0.8651,0.4162 +0.7223,0.4756 +0.5116,0.2678 +1.2274,0.4122 +0.6578,0.1351 +1.5276,0.5643 +1.4726,0.756 +0.3647,0.2803 +1.3154,0.6216 +0.4035,0.5299 +0.9544,0.4684 +0.9766,0.6194 +1.1105,0.6597 +1.1522,0.6602 +1.1233,0.5879 +1.7961,0.8317 +1.4734,0.7256 +0.9721,0.4408 +1.9937,0.7485 +1.4024,0.3527 +0.9815,0.5678 +1.0654,0.5385 +1.4589,0.6513 +1.9609,0.8365 +0.6832,0.4682 +0.6746,0.4225 +1.5011,-0.1989 +0.7027,0.244 +1.0725,0.4508 +1.4399,0.5571 +1.1694,0.5134 +1.4319,0.8984 +0.9839,0.5471 +0.7664,0.3233 +0.5394,0.4053 +1.1376,0.5043 +0.4333,0.2593 +1.0514,0.439 +1.1515,0.3726 +1.236,0.5764 +1.3094,0.3158 +1.1336,0.508 +1.4986,0.6237 +1.3569,0.6309 +0.9385,0.4874 +1.0424,0.4945 +1.8837,0.6839 +0.7238,0.3747 +1.0748,0.4664 +1.0445,0.419 +0.9723,0.3944 +0.8847,0.4418 +1.1479,0.4405 +1.761,0.5891 +1.1713,0.4198 +1.1741,0.3742 +1.1428,0.3565 +1.0609,0.3864 +1.6084,0.5847 +1.2714,0.3692 +0.8088,-0.0836 +1.0684,0.4764 +1.0104,0.5236 +0.9645,0.3944 +1.0473,0.477 +1.0516,0.4601 +1.0622,0.5035 +1.0725,0.4659 +1.0692,0.4572 +1.1485,0.4689 +1.198,0.4906 +1.0656,0.5407 +0.5595,0.3439 +0.7489,0.3672 +0.9773,0.4143 +1.099,0.4845 +1.0962,0.5379 +0.755,0.4596 +1.0438,0.4634 +0.9797,0.4311 +0.6712,0.4091 +1.0881,0.4463 +0.9127,0.5341 +1.0611,0.4454 +1.2329,0.4791 +0.8518,0.53 +1.4745,0.5622 +0.3978,0.0981 +1.1002,0.5732 +1.2586,0.5149 +1.1015,0.3841 +1.6808,0.5756 +1.0917,0.5078 +2.0238,0.7724 +0.8402,0.4108 +1.7668,0.89 +1.0502,0.4741 +1.3106,0.464 +1.0572,0.4497 +0.6084,0.3151 +1.8741,0.6123 +1.1606,0.4819 +0.9256,0.4175 +1.0286,0.4232 +1.0689,0.3621 +1.1428,0.3869 +1.0161,0.3984 +1.1338,0.4681 +1.0795,0.4556 +1.115,0.438 +1.7172,0.5028 +0.9206,0.3718 +0.8127,0.4098 +1.1948,0.4554 +0.5357,0.3758 +0.7085,0.3023 +0.5325,0.2595 +0.7105,0.4443 +0.3484,0.2915 +0.7951,0.3583 +1.5413,0.6162 +1.2093,0.5556 +1.0523,0.3913 +1.6295,0.5502 +0.6579,0.0305 +1.0483,0.3825 +2.1865,0.7412 +1.3165,0.4558 +1.2501,0.5849 +1.3569,0.4623 +1.1567,0.4984 +0.6344,0.1723 +0.9976,0.5332 +0.7179,0.4052 +0.387,0.3026 +0.8421,0.5301 +0.1206,0.2572 +0.5061,0.3471 +0.5095,0.3678 +0.4456,0.1266 +0.4351,0.3293 +1.1307,0.5683 +0.8437,0.4527 +1.8903,0.6513 +0.6196,0.2666 +1.7971,0.7036 +0.8232,0.4159 +1.0137,0.4991 +1.4314,0.6667 +1.1966,0.536 +0.6999,0.4005 +0.9634,0.5029 +0.8644,0.4091 +0.745,0.4249 +1.1549,0.5149 +0.6189,0.4284 +0.587,0.317 +0.5977,0.3702 +0.8114,0.5676 +0.8513,0.5443 +0.3531,0.2972 +0.8899,0.465 +0.8485,0.3457 +0.862,0.4233 +0.9818,0.4245 +0.968,0.477 +1.6516,0.7686 +1.5705,0.6478 +1.5973,0.6404 +1.2719,0.6245 +1.0602,0.3682 +0.9629,0.3926 +0.9897,0.4895 +0.9648,0.4981 +1.6287,0.6005 +1.6467,0.5848 +1.3107,0.43 +1.2997,0.4544 +1.8697,1.2415 +1.1645,0.4784 +0.7493,0.4132 +0.2776,0.272 +0.4792,0.0945 +0.5261,0.338 +0.3233,0.2612 +0.3386,0.2505 +0.7498,0.2658 +0.9916,0.5397 +1.0241,-0.2314 +0.7226,0.4283 +0.8809,0.4614 +1.0146,0.458 +0.6074,0.1766 +0.5044,0.3592 +1.2797,0.5819 +1.2371,0.5553 +1.6657,0.7599 +1.2995,0.6075 +1.213,0.5424 +1.2732,0.6223 +0.2782,0.2503 +0.3895,0.1454 +0.3712,0.2686 +0.6408,0.3318 +0.8531,0.3931 +0.9229,0.4331 +0.9275,0.4044 +0.8329,0.4615 +0.8628,0.4807 +0.8058,0.3749 +0.7907,0.3818 +0.3007,0.1992 +0.7437,0.4165 +0.8446,0.4616 +0.3484,0.353 +0.5861,0.3242 +1.0194,0.4131 +0.6707,0.1295 +0.961,0.3055 +1.0166,0.4632 +0.6126,0.0384 +0.7645,0.3271 +0.7238,0.4189 +0.6694,0.1505 +0.6008,0.2006 +0.2148,-0.0637 +0.9723,0.4844 +0.7069,0.2998 +0.5598,0.3232 +0.7298,0.3314 +0.6556,0.3407 +1.0647,0.2326 +0.505,0.187 +0.5108,0.3944 +0.5494,0.3268 +1.6447,0.5757 +1.3946,0.7364 +1.4348,0.5858 +1.6063,0.791 +0.4347,0.3187 +0.4229,0.3754 +0.3482,0.3067 +0.5629,0.3924 +0.399,0.2764 +0.5502,0.3584 +0.2524,0.3544 +0.6406,0.5268 +3.8354,0.464 +1.0002,0.4973 +0.9221,0.5232 +0.4969,0.3663 +1.3971,0.6696 +0.8923,0.4588 +1.63,0.6801 +1.8624,0.796 +1.7622,0.7973 +0.9474,0.5392 +1.5012,0.6953 +1.2658,0.593 +1.3188,0.617 +0.548,0.595 +0.8598,0.4893 +1.1349,0.5712 +0.4967,0.2818 +0.4796,0.3051 +1.2022,0.5238 +1.3355,0.4962 +0.3715,0.3544 +0.9698,0.5757 +1.7151,0.8904 +1.034,0.5077 +1.0187,0.5632 +0.7642,0.3087 +0.9733,0.4724 +0.1888,0.2671 +0.6254,0.3281 +0.5302,-0.1205 +1.0832,0.5526 +0.384,0.3624 +0.5254,0.2384 +1.0463,0.3268 +1.1946,0.5858 +1.5903,0.5929 +1.2308,0.5137 +1.2648,0.5511 +0.7613,0.3584 +2.0778,0.6535 +0.8569,0.3374 +1.2727,0.4882 +1.2454,0.4793 +1.3364,0.4061 +1.2225,0.5132 +0.9919,0.4043 +1.6316,0.6808 +1.7434,0.6373 +1.6625,0.6059 +0.6872,0.4025 +0.8985,0.2804 +0.5598,0.1939 +1.0622,0.3954 +0.9705,0.2785 +1.0962,0.523 +1.4581,0.6255 +1.8318,0.7041 +0.9177,0.5484 +1.8291,0.6482 +1.929,0.676 +1.0994,0.5105 +1.931,0.6603 +1.8576,0.7243 +0.9444,0.3897 +1.4217,0.8977 +0.6553,0.3669 +1.7975,0.5699 +1.9471,0.7149 +1.7158,0.5772 +1.5371,0.5746 +1.3536,0.602 +1.1403,0.511 +1.099,0.5522 +0.9073,0.5394 +0.3439,0.4087 +1.3068,0.5317 +0.7293,0.3483 +0.8263,0.5536 +0.7253,0.4609 +0.9465,0.4539 +0.4563,0.2722 +0.8415,0.5236 +0.6265,0.2478 +1.168,0.4602 +0.9174,0.4614 +1.0935,0.5158 +1.1751,0.6802 +1.4538,0.6367 +0.5854,0.2587 +1.6614,0.6207 +1.3932,0.5489 +0.5277,0.1741 +1.0343,0.3678 +1.2031,0.4107 +1.7747,0.5335 +0.9467,0.3776 +1.9795,0.6621 +1.5207,0.4496 +0.5087,0.2705 +0.6555,0.273 +0.8321,0.376 +0.9813,0.442 +1.2028,0.464 +1.8303,0.6398 +1.1501,0.3812 +1.4246,0.6366 +1.5488,0.3509 +0.7671,0.4394 +0.4117,0.2972 +0.229,0.2092 +1.3746,0.6187 +0.7737,0.5473 +0.9228,0.484 +0.6887,0.4504 +0.7299,0.5094 +1.2395,0.6279 +0.6806,0.4608 +0.341,0.3273 +0.3247,0.3002 +0.4364,0.4267 +0.5304,0.4913 +0.333,0.2243 +0.2274,0.1802 +1.1078,0.5381 +0.731,0.4923 +0.482,0.338 +0.3898,0.3142 +0.9981,0.5469 +1.5291,0.6857 +0.5522,0.547 +0.8044,0.5201 +0.5177,0.5578 +0.8252,0.5054 +0.3822,0.3959 +0.9382,0.3954 +1.0463,0.4825 +1.1648,0.4025 +1.197,0.5796 +1.5894,0.7791 +1.5135,0.5959 +1.061,0.6138 +1.0189,0.5538 +0.8675,0.557 +1.0281,0.4864 +0.9649,0.5832 +0.9896,0.5662 +1.2858,0.5215 +0.3011,0.3843 +0.7928,0.4189 +1.2548,0.837 +0.9917,0.4433 +0.6241,0.4129 +0.6839,0.3437 +0.462,0.2629 +0.3977,0.2 +0.4832,0.3082 +0.6598,0.207 +0.7583,0.3952 +0.789,0.3843 +0.9538,0.5816 +0.3593,0.384 +0.6038,0.4818 +0.7372,0.4835 +0.9677,0.5235 +1.1677,0.4903 +1.4381,0.5549 +0.8572,0.4311 +1.5121,0.5557 +0.9213,0.3159 +1.6804,0.5867 +1.5136,0.6885 +0.8144,0.4615 +0.8119,0.4112 +0.9372,0.4879 +0.5956,0.507 +0.4121,0.1843 +0.802,0.4348 +0.8779,0.4641 +0.6604,0.4076 +0.5595,0.3495 +1.2829,0.5918 +0.393,0.4704 +0.7629,0.5085 +1.6917,0.6174 +0.9472,0.5999 +0.7473,0.3887 +0.6783,0.4927 +1.7333,0.7443 +1.53,0.633 +0.4677,0.3234 +1.1255,0.4819 +1.1176,0.5534 +0.7336,0.4181 +0.734,0.4683 +1.4582,0.5909 +1.6525,0.6011 +1.3651,0.6471 +0.6549,0.4186 +0.3938,0.2957 +0.9573,0.4603 +0.8137,-0.0304 +1.4756,0.406 +0.5451,0.3563 +0.3774,0.2323 +0.6362,0.4002 +0.8137,0.5348 +0.858,0.4146 +0.9278,0.5617 +0.6766,0.5152 +0.406,0.4412 +0.6525,0.4122 +0.853,0.5225 +0.8141,0.6568 +0.8378,0.4566 +0.6646,0.6097 +0.4658,0.2646 +1.4137,0.5795 +1.0962,0.4951 +1.2646,0.5773 +0.5837,0.0667 +0.4747,0.3794 +0.6767,0.3495 +0.5723,0.4389 +0.8944,0.2585 +0.9166,0.5266 +0.6404,0.4088 +0.3264,0.2363 +0.6859,0.1788 +0.767,0.3068 +0.8055,0.4315 +0.6788,0.3644 +0.9178,0.471 +0.7641,0.4798 +0.4641,0.2089 +0.5821,0.3123 +1.857,0.6082 +0.7222,0.4245 +1.0174,0.3699 +1.1525,0.4585 +0.8973,0.5225 +1.3616,0.5962 +0.7051,0.427 +1.0452,0.3393 +0.2759,0.2807 +1.2252,0.4617 +1.2922,0.8648 +1.3686,0.5478 +1.2863,0.5697 +1.1656,0.4739 +0.451,0.1701 +1.4771,1.1679 +1.6912,0.5848 +1.0488,0.2387 +1.0515,0.4223 +1.5778,0.846 +0.6858,0.3757 +0.8653,0.4963 +1.485,0.5338 +1.3219,-0.1723 +1.4535,0.4924 +0.4861,0.2354 +1.4817,0.5451 +0.1686,0.0138 +1.4283,0.4425 +0.7379,0.46 +0.66,0.4086 +1.0338,0.5157 +0.8529,0.4605 +0.8092,0.4566 +1.0665,0.517 +0.8803,1e-04 +0.5675,0.3388 +0.8868,0.5046 +0.5848,0.2868 +0.3096,0.3128 +0.5821,0.3543 +0.8713,0.5255 +0.3343,0.4785 +0.4787,0.4029 +1.0462,0.4921 +0.9762,0.466 +0.9528,0.4709 +1.0743,0.5278 +1.4461,0.5132 +1.3616,0.5458 +0.7058,0.4579 +2.305,-1.6849 +1.1291,0.5436 +1.4626,0.636 +1.3204,0.551 +0.6952,0.3527 +0.8698,0.4627 +0.3553,0.3896 +1.4202,0.9535 +1.0758,0.5353 +1.217,0.5566 +0.9328,0.467 +0.8601,0.5653 +0.5001,0.3234 +0.4108,0.4324 +0.1291,0.2796 +0.1366,0.3258 +0.6266,0.4615 +0.3151,0.3505 +0.7208,0.4429 +0.6202,0.3245 +1.6182,0.6694 +1.405,0.6182 +1.4125,0.6449 +1.76,0.638 +0.9018,0.4511 +0.5918,0.1697 +0.918,0.4331 +1.6256,0.5613 +1.8405,0.5839 +0.5742,0.1626 +1.1893,0.3922 +1.1514,0.417 +1.1519,0.3713 +1.6998,1.0425 +1.457,0.8929 +0.6811,0.335 +1.063,0.3904 +1.3186,0.4532 +0.6978,0.2521 +0.8105,0.2717 +0.6563,0.3105 +0.5642,0.3271 +3.4092,0.3319 +0.5504,0.2712 +0.4284,0.2224 +0.8319,0.301 +0.8224,0.3453 +1.7245,0.5066 +1.4179,0.4243 +1.0831,0.4958 +1.6108,0.6567 +0.6086,0.2494 +1.4745,0.488 +1.1008,0.3618 +1.2932,0.4031 +1.8165,0.484 +1.1785,0.3847 +1.1144,0.3311 +0.7452,0.1059 +1.3977,0.3211 +1.1819,0.4547 +1.2497,-0.0795 +1.0755,0.7909 +0.9556,0.4918 +0.8139,0.424 +0.4468,0.3364 +1.1162,0.4501 +0.5727,0.3201 +0.9869,0.4739 +0.5209,0.4525 +0.7284,0.4528 +0.6614,0.3504 +0.399,0.1842 +0.9243,0.4602 +1.0305,0.4742 +0.559,0.3359 +0.479,0.2533 +1.1413,0.5288 +1.9172,0.5927 +1.165,0.5142 +1.4127,0.5624 +1.0195,0.5125 +0.9284,0.5316 +0.9623,0.4976 +1.0304,0.3244 +1.305,0.4904 +1.6792,0.6069 +0.6644,0.0288 +-0.0404,2.8596 +0.9971,0.386 +0.3879,0.3473 +0.3421,0.3487 +1.0136,0.4195 +0.9658,0.4809 +0.6024,0.1753 +0.5019,0.2689 +0.4058,0.2202 +1.1036,0.5042 +0.5439,0.3098 +0.7079,0.3955 +0.8288,0.2543 +1.2211,0.5143 +0.5498,0.3774 +0.5039,0.4415 +0.9063,0.3214 +0.9502,0.4881 +1.167,0.4366 +0.7478,0.3933 +2.0634,0.7373 +0.9708,0.5319 +1.8433,0.6442 +0.9671,0.3768 +0.7694,0.4516 +1.0658,0.4497 +1.1998,0.4885 +0.7437,0.3598 +0.4761,0.3998 +0.9604,0.4696 +0.965,0.4931 +1.2845,0.5661 +0.8076,0.401 +0.2897,0.2795 +0.7459,0.4409 +1.0572,0.5287 +0.7905,0.4872 +0.5283,0.1905 +0.9594,0.5547 +1.2177,0.6183 +1.4488,0.5269 +1.0862,0.481 +1.8561,0.729 +1.2107,0.5139 +0.5119,0.5523 +0.894,0.422 +1.0138,0.4604 +0.9178,0.4994 +1.6661,0.6093 +0.9249,0.4933 +0.8564,0.5766 +0.4232,0.3093 +0.8371,0.4373 +0.3502,0.3131 +0.8172,0.4491 +0.9487,0.2496 +0.6601,0.5228 +0.3763,0.4314 +0.5554,0.2257 +0.9053,0.4711 +0.9971,0.3887 +1.1807,0.4769 +0.8987,0.415 +1.5257,0.6685 +1.7837,0.7648 +1.453,0.6505 +1.3503,0.7751 +1.454,0.6517 +1.2958,0.4977 +1.0764,0.4773 +1.7326,0.6214 +1.1892,0.4993 +0.8906,0.3718 +1.7642,0.6529 +0.7717,0.3882 +1.0425,0.4948 +0.9584,0.4688 +0.919,0.4493 +1.1267,0.4492 +1.1474,0.545 +1.0745,0.5717 +1.0247,0.4405 +0.8657,0.4535 +1.2506,0.4819 +1.1892,0.5778 +1.0114,0.4855 +1.2227,0.5152 +0.5406,0.2886 +1.1336,0.5065 +1.1066,0.5637 +0.7393,0.3297 +0.9269,0.504 +0.5828,0.3944 +0.942,0.4385 +0.6159,0.408 +1.2013,0.4565 +1.2467,0.4383 +0.8608,0.4369 +1.1942,0.5077 +0.6992,0.3499 +1.0112,0.3053 +0.9446,0.4408 +1.091,0.5207 +1.2854,0.5726 +0.9056,0.3132 +1.8821,0.646 +1.2359,0.7195 +0.9431,0.4272 +0.9856,0.4661 +1.0616,0.4772 +1.1761,0.4303 +0.6066,0.4024 +0.8667,0.4915 +0.9206,0.3139 +0.6923,0.2858 +0.7235,0.4403 +0.4819,0.3239 +0.9811,0.4719 +0.9722,0.4381 +1.0031,0.4639 +1.804,0.7593 +0.6564,0.2186 +1.7118,0.6976 +1.9691,0.6771 +1.4077,0.572 +0.7184,0.3142 +1.277,0.114 +1.098,0.3576 +1.1378,0.3972 +0.3857,0.2973 +2.0585,0.5772 +1.2378,0.3782 +1.7086,0.6048 +0.1804,2.4893 +0.4044,0.121 +0.2825,0.7155 +1.1071,0.1873 +0.6499,0.3357 +1.3208,0.4647 +0.518,0.2165 +1.0889,0.3722 +1.1573,0.5033 +1.0901,0.3957 +0.5873,0.3253 +1.1942,0.3738 +0.834,0.3549 +1.8584,0.5637 +1.3236,0.396 +1.4083,0.4575 +1.6966,0.4953 +0.4671,0.0472 +1.4917,0.5954 +1.1449,0.3811 +1.6336,0.5366 +1.1082,0.3373 +1.7129,0.6602 +1.6855,0.752 +0.5151,0.1637 +1.0797,0.6501 +1.0405,0.4971 +0.999,0.4644 +0.46,0.3672 +0.4647,0.3936 +1.3062,0.5863 +1.166,0.5316 +1.0911,0.4743 +0.5844,0.247 +1.1128,0.4886 +0.9771,0.5098 +0.5447,0.5075 +1.0852,0.5169 +1.1289,0.5976 +1.3617,0.4879 +1.5915,0.3964 +0.9284,0.439 +1.1791,0.495 +1.4054,0.5552 +0.9824,0.3068 +1.5559,0.5624 +1.4296,0.5677 +0.8659,0.4967 +1.6733,0.6798 +0.9571,0.5665 +1.1959,0.5759 +1.1344,0.528 +1.2437,0.6083 +1.4515,0.6432 +1.3672,0.6032 +0.7315,0.4733 +0.4183,0.3777 +0.5079,0.3646 +0.912,0.6093 +0.9498,0.4085 +0.7196,0.2155 +1.3225,0.6479 +1.1036,0.5452 +1.5929,0.6558 +1.3168,0.5775 +1.2624,0.6112 +1.0083,0.5107 +1.823,0.6362 +1.7791,0.5878 +1.2318,0.6448 +0.8982,0.3852 +1.1043,0.4187 +1.0647,0.4567 +1.0912,0.3916 +6.8122,-6.1396 +1.14,0.4512 +1.148,0.3992 +1.0234,0.3831 +1.2132,0.4729 +0.6019,0.3672 +0.9273,0.3661 +0.9361,0.3897 +1.106,0.4333 +0.7876,0.337 +0.7599,0.3556 +0.8212,0.3978 +1.0725,0.3107 +1.4215,0.4579 +0.9305,0.4307 +0.8341,0.4105 +0.6598,0.2367 +0.8877,0.3677 +1.0759,0.5598 +1.2232,0.4642 +0.9315,0.364 +1.4023,0.438 +1.0632,0.3434 +1.1392,0.2856 +1.5764,0.4203 +0.4037,0.0619 +0.6521,0.291 +1.6478,0.4962 +1.0225,0.3216 +1.4735,0.4245 +1.6382,0.439 +1.6722,0.4523 +0.9974,0.3483 +0.8379,0.4474 +0.6944,0.2082 +0.4877,0.3855 +1.0084,0.609 +0.5038,0.3589 +0.7895,0.4809 +0.7547,0.3694 +0.4978,0.3962 +0.8792,0.4441 +0.8257,0.707 +1.271,0.4988 +1.3794,0.7418 +1.3942,0.6408 +1.361,0.6565 +0.4659,-0.0126 +0.4175,0.3745 +1.1803,0.5619 +1.6598,0.7447 +1.3345,0.6169 +1.1387,0.5238 +1.3936,0.6412 +1.58,0.7655 +0.7729,0.3364 +0.5463,0.2886 +0.8512,0.3076 +0.7641,0.3277 +1.0497,0.1079 +1.0994,0.4151 +1.2988,0.4022 +1.3428,0.5415 +1.9178,0.646 +1.6529,0.7452 +1.8362,0.5417 +1.2195,0.4165 +1.5636,0.4141 +0.871,0.4835 +1.359,0.578 +1.3249,0.5847 +0.5552,0.136 +0.9774,0.4878 +0.9392,0.4409 +1.0359,0.4895 +0.8043,0.4058 +0.4947,0.2322 +1.8274,0.5351 +1.4272,0.4081 +0.6851,0.1418 +0.4389,0.3653 +0.4524,0.4121 +0.3868,0.3401 +0.9813,0.541 +0.3776,0.3174 +0.8829,0.5009 +0.6019,0.4322 +0.9614,0.5433 +0.6942,0.4974 +1.8352,0.7718 +0.7556,0.8039 +1.0206,0.4505 +0.5274,0.3048 +0.6535,0.5679 +0.6749,0.4536 +1.3932,0.5979 +0.3898,0.2071 +1.2544,0.6154 +0.9972,0.5121 +0.3946,0.3354 +1.1158,0.4729 +1.8588,0.8809 +1.3456,0.5945 +1.4868,0.6857 +1.4787,0.5421 +1.3767,0.4164 +0.9551,0.424 +0.8781,0.5109 +0.7873,0.4444 +0.7186,0.4339 +0.0626,-0.312 +0.9443,0.4177 +0.7497,0.391 +1.2732,0.5295 +1.1777,0.4865 +1.4016,0.4951 +1.7495,0.6768 +0.6803,0.4064 +1.0669,0.5154 +1.2051,0.5534 +1.3033,0.6406 +0.5756,0.301 +1.5017,0.5164 +1.2962,0.4302 +0.7401,0.2577 +1.3787,0.4667 +1.5971,0.4913 +0.9342,0.3607 +1.0652,0.3163 +1.5477,0.5485 +1.4024,0.5464 +1.5995,0.5037 +0.9804,0.3562 +1.6978,0.5259 +1.084,0.4999 +1.4638,1.132 +1.2562,0.5696 +1.6996,0.5363 +1.3613,0.6595 +1.1811,0.4941 +1.1953,0.6263 +0.9816,0.5482 +0.8103,0.4986 +1.5464,0.6935 +1.2825,0.5083 +0.7129,0.4068 +1.1089,0.5817 +0.7364,0.5597 +0.8337,0.5626 +0.6048,0.3392 +0.7942,0.5398 +0.1261,0.3635 +0.8092,0.5332 +0.9803,0.6263 +0.25,0.0094 +0.5439,0.3956 +0.7763,0.5726 +0.7947,0.3945 +0.5701,0.3223 +0.8496,0.5579 +0.9111,0.3591 +1.3163,0.6839 +0.8727,0.5414 +1.6389,0.7198 +0.8199,0.4869 +1.0823,0.51 +1.3583,0.4851 +1.6487,0.5584 +1.1557,0.3931 +0.8532,0.5378 +0.5397,0.2743 +0.4307,0.2218 +0.6512,0.3311 +0.6887,0.4112 +1.0556,0.4075 +0.622,0.3033 +0.8883,0.3444 +1.1056,0.4773 +1.385,0.4241 +1.0804,0.3196 +0.5904,0.1559 +1.45,0.5785 +1.5488,0.509 +0.7879,0.4169 +1.3923,0.4905 +1.5293,0.58 +1.3041,0.4281 +1.2554,0.4858 +1.1996,0.3803 +0.8981,0.3557 +1.5686,0.4452 +0.7394,0.4031 +0.5774,0.3051 +0.4406,-0.0186 +0.4564,0.2526 +0.4152,0.1569 +0.6031,0.4277 +1.1004,0.3862 +0.4699,0.2392 +0.9634,0.5273 +1.4055,0.4566 +1.3853,0.5187 +1.091,0.4104 +1.1411,0.49 +0.7017,0.3907 +0.7974,0.3592 +0.72,0.2753 +1.0098,0.3696 +1.1663,0.4844 +0.728,0.244 +0.7742,0.3311 +1.0056,0.4343 +0.8111,0.2156 +0.3546,0.0988 +0.6135,0.1834 +0.9566,0.2749 +1.3795,0.4313 +1.3899,0.4261 +1.1848,0.3937 +1.5784,0.5645 +1.2001,0.4304 +1.5049,0.4759 +0.9057,0.3239 +1.7228,0.5235 +0.9241,0.0234 +0.8546,0.366 +0.7898,0.4016 +0.9136,0.3297 +0.6441,0.2978 +0.7527,0.302 +0.6254,0.3113 +1.2025,0.567 +0.8836,0.1858 +1.0135,0.4375 +1.4473,0.5593 +1.6331,0.5157 +1.4163,0.4698 +0.9047,0.4258 +1.0518,0.425 +1.0874,0.381 +0.8843,0.372 +0.9345,0.4815 +0.6277,0.3472 +1.0954,0.4596 +1.4495,0.4754 +1.609,0.5087 +1.5675,0.5414 +1.3332,0.435 +1.2772,0.4541 +1.3296,0.5147 +1.0591,0.4742 +1.3026,0.4523 +1.2864,0.57 +1.2899,0.4464 +1.71,0.5555 +1.6668,0.7293 +1.5092,0.5461 +1.7913,0.5681 +1.7362,0.7539 +1.8867,0.6402 +1.3949,0.5468 +0.6463,0.2938 +1.1193,0.5056 +1.0794,0.4321 +0.72,0.2381 +1.5384,0.4511 +0.488,0.1875 +0.9696,0.4425 +0.6817,0.4011 +0.3513,0.0228 +0.7857,0.3722 +0.732,0.3937 +0.6306,0.345 +1.6977,0.6244 +0.7229,0.2548 +1.1399,0.5219 +1.6578,0.594 +1.8017,0.5665 +1.743,0.6186 +1.3579,0.4155 +0.9599,0.4996 +1.1052,0.4273 +0.6899,0.3169 +1.1484,0.4626 +0.9516,0.3765 +0.8079,0.3343 +0.9552,0.342 +1.4665,0.5861 +1.0172,0.4373 +1.1723,0.4501 +0.8815,0.4103 +1.7073,0.6266 +1.2474,0.4597 +1.2231,0.443 +0.6019,0.2814 +0.9476,0.3899 +1.1615,0.4166 +0.6511,0.1452 +0.5688,0.2293 +0.9263,0.2865 +1.2611,0.2758 +1.6755,0.6274 +1.7248,0.5777 +1.3967,0.4251 +1.1603,0.4062 +1.1144,0.3694 +1.8983,0.5669 +0.9058,0.3659 +1.0095,0.4478 +0.6408,0.3419 +0.5742,0.2956 +0.5222,0.3654 +0.4831,0.1821 +1.1293,0.4978 +1.2035,0.473 +1.3968,0.5285 +1.3027,0.3711 +1.4588,0.5146 +1.5241,0.5687 +0.7169,-0.2972 +2.0974,-4.0533 +1.1426,-0.8635 +0.8753,0.3353 +1.2633,0.4455 +1.2883,0.4592 +0.5634,0.3059 +0.9181,0.3913 +0.7166,0.3056 +0.9529,0.4172 +0.4584,0.1352 +1.2071,0.4975 +1.1615,0.4763 +1.1123,0.4292 +1.5549,0.5513 +0.2417,0.0054 +1.1375,0.4763 +1.0997,0.7156 +0.4784,0.9726 +0.8371,0.3724 +0.8207,0.3796 +0.6206,0.3366 +0.8527,0.376 +0.4903,0.3 +0.6043,0.3679 +1.7158,0.6422 +0.9277,0.1243 +1.6284,0.5608 +1.3475,0.5381 +1.3006,0.568 +1.3459,0.4423 +1.7023,0.5921 +1.402,0.507 +0.7501,0.8944 +1.039,-0.1177 +0.8288,0.3601 +1.2086,0.4656 +1.5183,0.5843 +1.2226,0.4414 +1.5308,0.5505 +1.4715,0.48 +1.4791,0.5037 +1.8762,0.8132 +1.6741,0.5865 +1.8843,-0.951 +2.4242,0.6369 +-1.0959,1.6838 +1.0678,0.4188 +0.9468,0.4369 +0.992,0.3856 +1.1321,0.3982 +1.1347,0.5307 +1.621,0.624 +0.5065,0.2514 +1.4394,0.478 +1.1313,0.4206 +1.2895,0.5229 +0.5487,0.2063 +0.952,0.5248 +1.2218,0.4773 +0.9345,0.518 +0.6884,0.3896 +0.4688,0.3121 +0.8627,0.3792 +0.7431,0.4523 +0.7685,0.1963 +1.4463,0.5556 +1.2633,0.4939 +1.1942,0.3379 +1.8003,0.6753 +1.4407,0.5839 +1.4527,0.6399 +1.8806,0.741 +0.6778,0.3217 +1.5366,0.5731 +1.4602,0.6012 +1.1481,0.4219 +1.0675,0.4539 +1.026,0.5209 +1.0377,0.4261 +1.1434,0.4122 +0.8315,0.4318 +0.3656,0.2982 +0.8865,0.4069 +0.6624,0.3727 +1.7134,0.5379 +0.6759,0.0688 +0.9898,0.2804 +1.2704,0.4868 +0.7609,0.47 +1.235,0.5848 +0.7886,0.3756 +1.1882,0.5619 +1.8,0.5786 +1.1582,0.4238 +1.6574,0.7308 +1.4683,0.4521 +1.4507,0.4847 +1.3135,0.4433 +1.7395,0.5102 +0.7914,0.488 +1.0724,0.3127 +0.9673,0.451 +1.6718,0.3599 +0.4799,0.2922 +0.5583,0.4157 +0.6929,0.3151 +0.6198,0.3539 +1.4799,0.5233 +1.2446,0.429 +1.4207,0.4769 +1.7306,0.6794 +1.7335,0.5501 +0.9682,0.3853 +1.1546,0.457 +0.6205,0.1204 +0.9257,0.3666 +0.8799,0.4557 +0.9492,0.3607 +0.6387,0.3432 +1.5624,0.5875 +0.9561,0.3748 +1.9151,0.7105 +0.835,0.3857 +1.4476,0.4486 +1.3025,0.4696 +1.657,0.6272 +0.892,0.3677 +1.7024,0.592 +2.0501,0.7209 +1.3719,0.5399 +1.4581,0.5359 +1.0555,0.404 +1.2115,0.5012 +1.6424,0.5687 +1.5094,0.5873 +0.5396,0.4576 +1.2812,0.4945 +1.1143,0.4277 +1.2326,0.4834 +0.7322,0.3709 +0.4799,0.3621 +1.279,0.572 +1.2599,0.5492 +1.2051,0.591 +1.1241,0.4872 +0.64,0.4338 +1.0485,0.5436 +1.1561,0.4874 +0.7099,0.3989 +0.6269,0.3519 +0.2505,0.2046 +0.4237,0.2791 +0.509,0.265 +0.9095,0.2685 +0.7116,0.3874 +0.9452,0.504 +1.4172,0.5809 +1.2287,0.5823 +1.3121,0.4915 +1.5648,0.4216 +0.6777,0.36 +1.922,0.6654 +1.173,0.4933 +1.1659,0.4814 +1.5221,0.7113 +1.0732,0.4084 +1.291,0.52 +1.8504,0.6566 +1.1881,0.571 +1.2186,0.5141 +2.0521,0.7444 +1.1978,0.4635 +0.938,0.3814 +1.2344,0.4876 +1.2224,0.4946 +0.8569,0.4055 +1.025,0.4265 +1.2718,0.5319 +1.2816,0.5237 +1.0447,0.4728 +0.985,0.4101 +0.8109,0.5074 +1.0304,0.4955 +1.0857,0.4982 +0.9612,0.4632 +0.5052,0.4368 +0.8715,0.4091 +0.6915,0.4021 +0.6064,0.2727 +0.655,0.3798 +0.7886,0.4319 +1.0821,0.537 +0.8808,0.4452 +0.7143,0.3028 +1.1814,0.5039 +1.0905,0.5146 +1.3388,0.4998 +1.1676,0.5074 +1.233,0.5122 +1.6435,0.6233 +1.3309,0.4942 +1.4709,0.6162 +1.2837,0.535 +0.8995,0.5403 +1.1949,0.5356 +1.3159,0.5291 +1.3681,0.5798 +1.4122,0.568 +1.3065,0.5404 +1.339,0.557 +0.6349,0.3827 +1.4194,0.6335 +1.5861,0.6366 +0.7725,0.4266 +1.3386,0.4579 +1.7923,0.5917 +1.5966,0.6086 +1.807,0.7928 +1.3516,0.5225 +1.3813,0.4966 +1.2905,0.4571 +1.2173,0.5037 +1.2962,0.5147 +1.3373,0.5172 +1.3486,0.5752 +1.3211,0.4745 +1.3552,0.5219 +1.2839,0.5195 +1.0907,0.4685 +1.2513,0.5134 +0.8589,0.4238 +1.0615,0.4878 +1.0264,0.5208 +1.0417,0.4401 +1.1977,0.5673 +0.9452,0.424 +1.4192,0.5081 +1.5828,0.5201 +1.2347,0.552 +1.787,0.6236 +1.0725,0.6048 +1.9787,0.6911 +1.3167,0.6143 +1.4413,0.5409 +0.4771,0.1959 +1.704,0.6239 +1.8345,0.8668 +1.9004,0.7716 +1.3723,0.6206 +1.9641,0.7402 +0.6414,0.256 +1.3386,0.4905 +1.9444,0.6936 +0.8262,0.3646 +1.2865,0.5296 +1.2938,0.5265 +1.1838,0.4614 +0.9822,0.5118 +0.6106,0.3213 +0.8353,0.4087 +0.6654,0.4152 +0.9161,0.3338 +0.6969,0.3117 +0.8798,0.3924 +0.5937,0.2107 +1.8801,0.6254 +1.0426,0.5177 +1.2962,0.5195 +1.4785,0.5753 +1.7607,0.5927 +1.5887,0.789 +1.3095,0.5603 +1.4907,0.5898 +1.4842,0.573 +0.9303,0.4624 +1.9327,0.8361 +1.7431,0.6583 +2.0028,0.8498 +1.7323,0.5999 +1.5811,0.6161 +1.3161,0.4478 +1.6141,0.4655 +1.4141,0.586 +0.6866,0.421 +0.918,0.4821 +0.5445,0.2459 +0.8711,0.3965 +0.7239,0.3307 +0.5565,0.2703 +0.9941,0.5629 +1.3741,0.5318 +1.3966,0.4974 +1.4537,0.6271 +0.7134,0.3718 +1.6843,0.6389 +0.9805,0.4954 +1.3385,0.5386 +1.7598,0.5749 +1.7394,0.5788 +1.4078,0.6538 +1.2992,0.5079 +1.2504,0.5526 +1.2775,0.5198 +0.9309,0.484 +1.1452,0.4661 +1.8373,0.7236 +1.3262,0.476 +0.5348,0.3218 +1.0487,0.4149 +1.1104,0.4364 +1.0789,0.5783 +1.1348,0.4549 +1.0459,0.3824 +1.4106,0.582 +1.4428,0.5849 +0.824,0.4204 +1.0886,0.4272 +0.8446,0.4258 +1.4332,0.5335 +1.1844,0.5381 +1.0793,0.4634 +1.4591,0.5201 +1.4643,0.4312 +1.6855,0.5835 +1.5485,0.5674 +1.5804,0.5793 +1.4175,0.5781 +1.5799,0.6482 +1.226,0.4979 +1.0966,0.4709 +0.8085,0.3307 +0.8512,0.3159 +1.4985,0.5903 +1.3989,0.4987 +1.425,0.4569 +1.3282,0.2743 +1.4068,0.5504 +1.5014,0.4887 +1.4894,0.503 +1.1331,0.4899 +1.358,0.5159 +1.4024,0.5183 +1.2686,0.474 +1.3289,0.5257 +1.3587,0.5085 +1.3428,0.5522 +1.2885,0.5838 +1.3125,0.5735 +1.4026,0.5116 +1.4488,0.6024 +1.3855,0.5706 +1.1807,0.4852 +1.179,0.386 +1.3463,0.517 +0.7732,0.3991 +0.6768,0.4152 +0.3678,0.3055 +0.5919,0.0543 +0.6513,0.3472 +0.674,0.4017 +0.444,0.2277 +1.2418,0.4733 +1.7219,0.6685 +1.4785,0.6265 +1.1415,0.5559 +1.5902,0.5858 +1.7211,0.5885 +1.215,0.4725 +1.5997,0.5801 +1.6522,0.6149 +1.7051,0.5707 +1.7563,0.5685 +1.7249,0.6 +0.6601,0.1381 +1.052,0.4171 +0.9691,0.3423 +1.0052,0.5414 +1.0441,0.4632 +0.6123,0.3254 +1.0196,0.3875 +1.3407,0.5253 +0.9235,0.405 +0.5603,0.3166 +0.5144,0.3139 +0.8592,0.4297 +0.5025,0.2832 +1.2812,0.5153 +3.9181,0.4741 +1.7204,0.5701 +1.6996,0.5787 +1.2944,0.4905 +1.7845,0.6306 +1.2016,0.4074 +0.996,0.4309 +0.8925,0.2785 +1.3573,0.524 +1.0366,0.4404 +1.114,0.3942 +0.9098,0.4867 +0.702,0.3641 +1.0387,0.442 +1.2319,0.4767 +0.4044,0.3059 +0.9656,0.3802 +0.4542,0.2536 +0.6662,0.2863 +0.8555,0.3785 +1.086,0.5886 +1.3838,0.5369 +1.7084,0.6547 +0.9651,0.4032 +1.2615,0.4568 +1.3361,0.555 +1.4182,0.4792 +0.8493,0.4682 +0.5379,0.3373 +1.0563,0.5139 +1.1534,0.439 +0.8379,0.4202 +1.0963,0.3822 +0.4058,0.2994 +0.8393,0.3645 +1.5657,0.5557 +1.4333,0.5104 +1.6517,0.5558 +1.2513,0.4298 +1.6844,0.6031 +1.614,0.5885 +1.4573,0.541 +1.6608,0.5899 +0.8804,0.4759 +1.6557,0.6283 +0.9692,0.4856 +1.4992,0.6546 +0.4678,0.3683 +1.2786,0.4935 +0.5559,0.2892 +0.4735,0.2898 +0.9106,0.456 +0.5908,0.358 +0.5267,0.4471 +0.3844,0.3922 +1.5407,0.5922 +1.7498,0.5928 +1.783,0.5812 +3.1183,0.2928 +1.4228,0.5282 +0.7927,0.3013 +0.3314,0.3323 +0.3921,0.2621 +1.1683,0.4977 +1.2558,0.4868 +1.372,0.5301 +1.2525,0.4842 +1.2113,0.4851 +1.1572,0.4924 +1.0758,0.4746 +0.9942,0.4777 +0.3486,0.1996 +1.6265,0.5684 +0.8853,0.352 +1.5179,0.5806 +1.3657,0.5411 +1.7177,0.5694 +0.9253,0.4786 +1.8236,0.6225 +1.5648,0.5045 +1.2083,0.4755 +1.5761,0.5044 +1.1571,0.4825 +1.3071,0.4869 +0.8838,0.183 +1.2123,0.4882 +0.6353,0.3192 +1.2643,0.4569 +1.1177,0.4663 +0.9569,0.4031 +0.8498,0.4504 +1.2916,0.3446 +1.2119,0.4425 +0.6925,0.48 +0.9112,0.425 +1.2334,0.5127 +1.6921,0.1867 +0.7847,0.3789 +0.763,0.3405 +0.263,0.3032 +0.8604,0.3918 +0.651,0.2754 +0.6159,0.3412 +0.9653,0.4871 +0.6225,0.256 +1.0911,0.5372 +1.1557,0.5041 +1.629,0.6368 +1.4429,0.5703 +1.5339,0.5793 +0.8518,0.406 +1.1674,0.4654 +0.3767,0.1599 +1.0911,0.2576 +0.8503,0.5061 +0.9411,0.3892 +1.2503,0.4954 +0.7494,0.4396 +0.4796,0.2313 +0.9356,0.3922 +0.5773,0.3074 +0.8594,0.397 +1.492,0.5646 +0.6804,0.2653 +1.7242,0.6036 +0.9947,0.4332 +1.5273,0.6529 +0.8814,0.5009 +1.3689,0.4698 +1.2812,0.456 +1.4131,0.5767 +1.7698,0.6688 +1.6511,0.7423 +1.8309,0.5996 +1.1203,0.4349 +0.7744,0.3348 +1.0019,0.4616 +0.9677,0.407 +1.2292,0.4728 +0.8034,0.4101 +0.5938,0.3979 +1.1301,0.5026 +0.6999,0.1399 +1.5996,0.603 +0.3586,0.1072 +0.6326,0.3769 +0.5604,0.2695 +0.7579,0.3699 +0.5584,0.3783 +0.9706,0.5769 +0.3303,0.2321 +0.5787,0.2183 +0.8471,0.4251 +0.4946,0.2191 +0.5742,0.1319 +0.8116,0.3502 +0.0955,0.1934 +1.0921,0.445 +0.4983,0.1854 +0.5282,0.286 +0.6304,0.3923 +0.6656,0.3005 +1.1686,0.4272 +1.0084,0.4813 +0.5544,0.3286 +1.4429,0.5234 +1.1399,0.4747 +1.5971,0.6123 +1.4471,0.5511 +1.128,0.5064 +1.5736,0.7549 +1.3617,0.4955 +1.487,0.4943 +1.8196,0.7576 +1.7376,0.5364 +1.0651,0.3955 +0.9673,0.3181 +1.0184,0.4845 +1.434,0.5253 +0.6959,0.3572 +1.0405,0.4268 +0.9783,0.3828 +0.6529,0.2505 +1.349,0.4621 +1.5055,0.3997 +1.5166,0.5496 +1.5348,0.5997 +1.5529,0.5746 +1.0195,0.3052 +1.0209,0.4732 +1.097,0.3445 +1.0638,0.4173 +1.0455,0.4179 +0.703,0.3505 +1.0686,0.4222 +1.0238,0.5105 +0.6488,0.2612 +0.8866,0.397 +0.5905,0.28 +0.8345,0.3964 +0.5154,0.2603 +1.0986,0.4449 +0.8546,0.4352 +0.4199,0.2367 +1.1142,0.4698 +0.5412,0.3751 +0.6311,0.4096 +1.7659,0.5754 +1.4812,0.5376 +0.8869,0.3763 +1.2751,0.5359 +1.5786,0.5591 +1.6577,0.6956 +1.5527,0.5487 +0.9413,0.3908 +1.8321,0.6257 +0.7375,0.3339 +1.0145,0.4257 +-0.1463,0.1117 +1.8383,0.4331 +0.5034,0.3562 +1.0627,0.3278 +0.9911,0.3953 +1.0347,0.4011 +0.6579,0.4883 +0.6797,0.2732 +1.2587,0.4401 +1.0224,0.3321 +1.05,0.3827 +0.6983,0.3422 +0.7926,0.3338 +0.516,0.208 +1.1182,0.2942 +0.6418,0.391 +1.1171,0.3987 +0.3683,0.1894 +1.4128,0.4965 +1.351,0.4643 +0.6761,0.3963 +0.9994,0.4863 +1.5745,0.563 +0.8919,0.3366 +1.6956,0.6588 +0.9887,0.4295 +1.1813,0.5139 +0.427,0.3093 +0.7316,0.3029 +0.9529,0.315 +0.9127,0.3944 +1.2056,0.2189 +0.6042,0.2622 +0.9146,0.3005 +1.0235,0.4219 +0.9048,0.4299 +1.3026,0.548 +1.0113,0.3887 +1.0002,0.3724 +1.1322,0.4706 +1.1419,0.438 +1.3021,0.4854 +1.1376,0.403 +0.8692,0.3746 +0.8453,0.2676 +0.5929,0.2399 +0.3663,0.2073 +0.8406,0.3109 +0.9691,0.3907 +0.7098,0.2763 +0.7207,0.3462 +1.3368,0.1708 +0.9491,0.4347 +1.259,0.4786 +1.3647,0.4659 +1.5345,0.6271 +1.4388,0.5155 +1.5028,0.4826 +1.2704,0.5341 +0.9358,0.3737 +1.2744,0.4809 +1.5192,0.5371 +1.3571,0.5282 +0.8704,0.3407 +0.9887,-1.1368 +0.7824,0.3389 +0.9964,0.4972 +1.1535,0.4238 +1.5952,1.6007 +0.5555,0.2941 +0.6907,0.3329 +0.8346,0.2803 +0.7036,0.2957 +0.9006,0.4795 +0.8328,0.3941 +0.525,0.3162 +1.0473,0.4432 +1.6453,0.5684 +1.1649,0.3059 +1.0944,0.3899 +0.9009,0.3763 +1.4575,0.4207 +1.3317,0.5007 +1.2364,0.5828 +1.4767,0.5027 +0.4761,0.471 +4.0465,-3.4499 +0.9573,0.3911 +1.2863,0.5278 +0.8365,0.3362 +1.8455,0.6193 +0.9491,0.3401 +0.6178,0.2242 +0.3084,0.3762 +0.5326,0.1382 +0.505,0.2917 +1.5256,0.4848 +1.2567,0.3693 +0.7871,0.1193 +1.2701,0.4564 +1.6894,0.592 +0.997,0.4266 +1.7431,0.6424 +0.5805,0.327 +1.7457,0.4996 +1.3249,0.5815 +1.1455,0.554 +1.7085,0.7235 +0.9961,0.364 +0.9079,0.3665 +0.6807,0.442 +1.5382,0.5578 +0.8101,0.4632 +0.5699,0.3642 +0.852,0.3978 +0.6757,0.3762 +0.8376,0.3859 +0.9163,0.387 +0.764,0.4407 +1.18,0.388 +1.6897,0.671 +1.4225,0.4804 +1.6165,0.6741 +1.5749,0.4875 +0.9378,0.431 +1.4192,0.5519 +1.5898,0.6363 +1.098,0.5058 +1.7224,0.6237 +0.5113,0.4285 +1.6212,0.4994 +1.2756,0.4816 +1.2781,0.4815 +1.2441,0.4697 +0.8534,0.422 +0.6309,0.3844 +0.7083,0.3977 +0.6876,0.4786 +0.4634,0.3798 +0.6346,0.3296 +0.9569,0.4174 +0.9789,0.446 +1.5594,0.5392 +1.5932,0.5377 +1.5678,0.5656 +1.6835,0.5938 +1.5022,0.6104 +2.4577,0.6782 +1.3367,0.4796 +1.6048,0.5968 +1.3406,0.4857 +1.5176,0.4718 +1.2162,0.475 +0.8644,0.4404 +1.6411,0.403 +0.9068,0.3989 +1.1558,0.5084 +0.9702,0.4691 +0.9877,0.6103 +1.7863,-4.5055 +0.9837,0.3914 +0.4532,0.2644 +0.9219,0.4688 +0.651,0.3593 +0.5095,0.4079 +0.5267,0.364 +1.2639,0.5121 +0.6181,0.3592 +0.8779,0.4865 +0.9698,0.4359 +0.5264,0.2672 +0.2125,0.293 +0.3968,0.2599 +0.317,0.1859 +0.5061,0.2705 +1.0423,0.3534 +0.5112,0.3021 +1.2015,0.4721 +0.876,0.3646 +1.7588,0.6342 +1.4341,0.5956 +1.264,0.5231 +0.2938,0.1136 +1.4691,0.5447 +1.1479,0.4882 +0.6993,0.151 +0.9101,0.5254 +0.5295,0.2477 +1.1243,0.4511 +0.3065,0.154 +1.2405,0.5172 +1.6481,0.5689 +0.5513,0.3183 +1.2409,0.5157 +1.4346,0.5366 +1.8471,0.8226 +0.9967,0.4305 +0.9798,0.4198 +0.5673,0.2033 +0.5853,0.2488 +1.3715,0.5042 +0.8891,0.3835 +0.7037,0.3702 +1.1515,0.4968 +0.9102,0.3685 +0.4667,0.3567 +1.6931,0.6167 +1.1284,0.5199 +1.4483,0.5511 +1.3555,0.5727 +0.9487,0.3429 +1.5345,0.5365 +1.3661,0.4745 +1.8259,0.575 +1.1142,0.4684 +0.8756,0.4562 +0.5562,0.1623 +1.6636,0.5894 +1.8267,0.8706 +0.8203,0.5158 +0.9601,0.4241 +0.5203,0.3472 +1.2099,0.4565 +1.0522,0.3752 +0.7124,0.4086 +0.7586,0.4854 +0.4882,0.2883 +0.7661,0.2764 +0.6797,0.3638 +0.6008,0.2757 +0.7947,0.3724 +0.5782,0.3442 +0.6852,0.3637 +0.6399,0.3517 +1.4364,0.505 +0.8445,0.1629 +1.1231,0.4677 +1.3173,0.5319 +1.3875,0.5972 +1.272,0.499 +0.6935,0.1897 +1.2033,0.4183 +1.2145,0.4142 +0.9576,0.4226 +0.8546,0.5025 +0.9419,0.4444 +0.5455,0.3974 +0.4547,0.3118 +0.8792,0.3477 +1.2108,0.465 +1.1451,0.4406 +1.3507,0.5343 +0.5883,0.4023 +1.1416,0.4822 +1.1618,0.4443 +0.8068,0.4236 +0.6827,0.4515 +1.1244,0.5635 +0.5728,0.2905 +0.9126,0.5052 +0.4758,0.2211 +0.96,0.4472 +0.9948,0.3121 +0.5569,0.3329 +0.5289,0.2961 +0.8608,0.4186 +1.1232,0.4575 +1.0813,0.4215 +0.7436,0.3503 +1.3156,0.4499 +1.138,0.4112 +1.7306,0.6007 +0.7953,0.4263 +1.307,0.4723 +0.5717,0.3701 +0.96,0.3911 +1.0057,0.499 +1.4587,1.339 +1.1761,0.4253 +0.9617,0.4169 +0.798,0.4561 +0.5306,0.2366 +0.7471,0.3564 +0.6628,0.3241 +0.5202,0.2238 +0.6949,0.2868 +0.9235,0.4085 +0.7624,0.3452 +1.2458,0.4996 +0.8535,0.4066 +0.9394,0.4306 +1.2596,0.4721 +1.3079,0.4353 +0.5973,0.1964 +1.5327,0.5149 +1.652,0.4596 +1.621,0.5528 +1.8383,0.5992 +1.6937,0.5209 +1.5711,0.6652 +1.1909,0.5467 +0.7853,0.2398 +0.967,0.4057 +1.1536,0.3871 +1.177,0.3454 +0.5262,0.2099 +1.1136,0.4944 +1.051,0.362 +0.7738,0.1635 +1.2856,0.2466 +0.4589,0.2396 +0.9679,0.5171 +0.6979,0.2681 +0.9248,0.33 +0.9945,0.5452 +0.4936,0.2079 +0.6377,0.2705 +0.6072,0.2417 +1.4182,0.4748 +1.6541,0.5031 +1.7315,0.4887 +1.6244,0.5566 +1.7709,0.4795 +1.8489,0.5905 +1.6431,0.5261 +1.3735,0.6549 +0.5924,0.4363 +0.9114,0.3664 +1.0555,0.4498 +1.3211,0.5474 +1.3557,0.4589 +1.3361,0.6417 +1.0305,0.5079 +0.4518,0.3435 +0.7365,0.4268 +1.1567,0.5777 +1.2973,0.4341 +1.0905,0.4155 +0.4459,0.1496 +0.6714,0.3679 +1.2868,0.4771 +0.6137,0.31 +0.6559,0.306 +1.1617,0.5817 +1.5087,0.4927 +1.4374,0.5112 +1.2751,0.5168 +1.8211,0.4653 +1.558,0.5663 +1.614,0.5839 +1.4344,0.5347 +1.685,0.6444 +0.7606,0.4482 +0.3936,0.2727 +0.1448,-2.0304 +0.5165,0.2731 +0.8716,0.4966 +0.981,0.4624 +0.8375,0.4299 +1.0836,0.4519 +1.2969,0.6104 +1.0963,0.4845 +1.1222,0.4781 +0.8123,0.5634 +0.9169,0.3942 +0.5514,0.3053 +0.698,0.4423 +0.7173,0.342 +0.8155,0.4431 +1.2271,0.6904 +1.2594,0.5979 +1.5337,0.6196 +1.2169,0.5111 +1.2368,0.5195 +1.8778,0.7373 +1.302,0.5755 +1.4886,0.8472 +0.8601,0.4362 +0.8532,0.4661 +1.2433,0.4773 +1.3217,0.4589 +0.7225,0.3879 +0.5751,0.194 +0.5927,0.2643 +1.027,0.4439 +0.9976,0.4594 +0.7813,0.4056 +0.6479,0.3794 +0.7767,0.3935 +0.7958,0.2236 +0.9779,0.0598 +1.0658,0.4171 +0.7726,0.4104 +0.8958,0.515 +0.3455,0.1448 +0.866,0.3921 +1.0478,0.4067 +1.2788,0.5298 +1.3024,0.4144 +1.6126,0.6442 +1.4005,0.5087 +1.5368,0.5538 +0.4229,0.2351 +0.9556,0.4125 +0.7567,0.4548 +0.679,0.2261 +1.1319,0.4601 +0.8739,0.3739 +1.5113,0.5829 +0.9913,0.4396 +1.0703,0.4667 +1.0944,0.3926 +1.1205,0.3889 +1.144,0.4949 +1.3553,0.4943 +1.2935,0.4467 +0.8447,0.4462 +1.5852,0.5051 +0.691,0.2698 +0.3913,0.2535 +0.9466,0.423 +0.8153,0.2684 +0.8747,0.3113 +0.992,0.3773 +0.8227,0.4191 +0.9242,0.3953 +0.6885,0.2552 +0.5773,0.2211 +1.5987,0.5644 +1.184,0.5521 +0.7976,0.2683 +1.4946,0.3823 +1.6203,0.5415 +1.5795,0.6827 +1.3769,0.4218 +1.1879,0.3967 +1.5749,0.5131 +1.2225,0.5342 +1.3246,0.4813 +1.4378,0.4162 +1.3869,0.4725 +1.3296,0.4511 +1.968,0.6117 +1.6919,0.4847 +1.6621,0.5016 +0.8715,0.2927 +1.2526,0.5081 +1.1734,0.4642 +1.1368,0.4689 +0.8945,0.73 +1.0052,0.5288 +0.9477,0.3959 +0.7338,0.3551 +0.6972,0.3499 +1.7469,0.5955 +1.6498,0.589 +1.2333,0.449 +1.5658,0.5544 +2.0525,1.2451 +0.7907,0.3669 +0.6668,0.2659 +0.7875,0.4637 +0.6353,0.2788 +0.5936,0.3382 +0.9325,0.4313 +1.4482,0.5421 +1.722,0.5223 +1.4203,0.5102 +1.4192,0.4541 +1.3094,0.4703 +0.8581,0.4175 +0.8717,0.3976 +0.2188,0.2327 +0.4491,-1.0873 +0.0651,0.2285 +1.1681,0.4601 +1.141,0.4378 +1.1122,0.5188 +1.2278,0.3105 +0.5655,0.1778 +0.9281,0.2456 +0.7604,0.3943 +0.7163,0.3808 +0.6972,0.2077 +0.812,0.3012 +0.7025,0.2434 +1.6112,0.5763 +1.8778,0.611 +1.7634,0.6094 +1.8571,0.7049 +1.7494,0.6353 +1.5305,0.5829 +0.9166,0.4103 +1.052,0.4819 +0.5927,0.2637 +0.6682,0.187 +1.1979,0.0588 +1.6373,0.4057 +1.3495,0.4815 +1.3732,0.4041 +1.8659,0.7947 +1.8595,0.5293 +1.7737,0.7688 +0.6862,0.3482 +0.5908,0.3667 +1.2099,0.5084 +1.4083,0.5117 +0.6109,0.2615 +1.7847,0.7004 +1.4228,0.6057 +0.9683,0.4569 +1.6227,0.7094 +1.2927,0.6456 +1.3923,0.4821 +1.4093,0.5794 +1.7829,0.6412 +1.4525,0.5411 +1.7117,0.6561 +1.6924,0.6194 +1.3653,0.5437 +1.6719,0.6404 +0.8668,0.3562 +0.9912,0.3722 +0.9497,0.3999 +0.5964,0.3129 +0.4675,0.3003 +0.9329,0.4453 +0.5472,0.1588 +0.6229,0.2395 +1.1393,0.4314 +1.1331,0.6321 +1.0089,0.5431 +0.6872,0.1093 +0.4748,0.2821 +0.8061,0.411 +0.5953,0.2944 +0.6979,0.3056 +0.4565,0.1761 +1.6705,0.5864 +1.6657,0.5503 +1.5595,0.4504 +1.6972,0.5501 +0.981,0.3207 +0.541,0.1393 +0.8991,0.44 +1.4097,0.5038 +1.4642,0.5391 +1.3412,0.5441 +1.3888,0.4107 +1.6765,0.5747 +1.0183,0.4265 +0.6218,0.1906 +1.5478,0.5088 +0.7784,0.282 +1.3702,0.3874 +1.7462,0.5717 +0.9996,0.3807 +1.1998,0.5256 +0.6764,0.1753 +1.0444,0.3931 +1.0959,0.3883 +0.8957,0.368 +1.2187,0.4153 +1.223,0.5121 +1.2867,0.4736 +0.8982,0.4844 +0.6532,0.4102 +1.2276,0.3463 +1.0343,0.3657 +0.7163,0.243 +0.8834,0.2751 +1.8365,0.8096 +1.5519,0.4166 +1.1712,0.4479 +0.8974,0.2301 +1.8537,0.5203 +1.4362,0.5932 +0.9956,0.4623 +1.4185,0.4958 +0.9291,0.4492 +0.5546,0.2753 +0.5574,0.268 +0.5667,0.2501 +0.7164,0.4438 +0.6694,0.4431 +0.5376,0.4536 +0.7672,0.369 +0.7799,0.0704 +0.6225,0.3713 +0.2828,0.1892 +0.6315,0.3395 +1.3236,0.604 +1.4114,0.8131 +1.6118,0.4878 +0.5768,0.2788 +1.3467,0.5951 +1.3326,0.6181 +1.3869,0.5542 +1.3357,0.5437 +1.6443,0.5979 +0.9949,0.5254 +1.5826,0.6143 +1.0682,0.5738 +1.0517,0.5707 +1.0082,0.5565 +0.9541,0.5927 +0.7581,0.4723 +0.9654,0.5622 +0.8776,0.5094 +1.0265,0.5646 +0.9622,0.5324 +3.6861,0.2433 +1.1556,0.6455 +1.0077,0.4937 +0.9711,0.4794 +0.9892,0.5478 +0.9589,0.4521 +0.796,0.4408 +0.7025,0.5318 +1.181,0.5964 +0.8354,0.5354 +0.8104,0.4572 +0.8624,0.4817 +0.7181,0.4525 +0.7641,0.4931 +0.8139,0.4445 +0.4157,0.2464 +0.8842,0.4796 +0.6236,0.4532 +0.9746,0.3383 +1.1001,0.4684 +1.2497,0.6326 +1.4866,0.6632 +1.1043,0.6063 +0.971,0.543 +0.9222,0.3702 +1.6625,0.7799 +0.8894,0.5244 +0.6499,0.3685 +0.8151,0.5585 +1.4117,0.5859 +1.1909,0.687 +1.1245,0.5743 +0.4577,0.3215 +0.8847,0.4566 +0.9624,0.4484 +0.6942,0.4096 +0.8815,0.4801 +0.5416,0.3748 +0.9413,0.4289 +1.4347,0.5977 +1.1786,0.4813 +0.8056,0.3487 +1.0165,0.4545 +0.7952,0.3863 +0.8344,0.1567 +0.6003,0.3508 +0.4402,0.2389 +1.0316,0.3399 +1.0525,0.4379 +0.6447,0.2829 +0.293,0.0131 +0.5667,0.339 +1.64,0.5653 +1.2412,-0.0303 +0.9277,0.351 +0.516,0.2214 +1.2604,0.5381 +0.4602,0.2728 +0.9813,0.6039 +0.8925,0.61 +0.8746,0.6388 +0.9367,0.6229 +0.5076,0.3348 +1.1269,0.5784 +0.7601,0.4152 +0.8573,0.5382 +1.0763,0.6389 +0.8305,0.5312 +0.6698,0.5641 +1.1368,0.4671 +0.9582,0.6271 +1.167,0.6967 +1.2977,0.6725 +0.8262,0.683 +1.3011,0.6157 +0.5404,0.0983 +0.7791,0.5441 +1.4031,0.433 +0.8596,0.3895 +0.9105,0.6522 +0.7297,0.2431 +0.3304,0.1696 +1.7807,0.6279 +1.8268,0.876 +0.618,0.374 +1.5271,0.4227 +0.596,0.0806 +0.3432,-3.4179 +1.8872,0.563 +0.8889,0.3581 +1.3229,0.5007 +0.7349,0.2801 +1.2588,0.4125 +1.7257,0.5554 +1.4464,0.57 +1.5069,0.472 +1.5578,0.5769 +1.6102,0.5226 +1.8138,0.5398 +1.3712,0.4255 +1.2108,0.4516 +1.3006,0.4622 +1.2929,0.4129 +0.7893,0.3621 +1.4944,0.4951 +1.694,0.5506 +1.8169,0.5607 +1.6666,0.4778 +1.6785,0.5545 +0.9294,0.453 +1.0085,0.478 +1.3478,0.4418 +0.9564,0.5238 +0.557,0.2029 +0.5152,0.1695 +0.7642,0.2889 +0.8157,0.3733 +0.6669,0.2916 +1.2374,0.4341 +0.5477,0.3559 +1.3146,0.5135 +1.207,0.4271 +1.2033,0.4497 +1.0026,0.3907 +1.3309,0.4552 +1.371,0.4656 +1.1068,0.4006 +1.3509,0.5309 +1.1596,0.5253 +1.4673,0.5605 +0.8052,0.1616 +1.9419,0.7247 +0.7027,0.4594 +1.1629,0.4636 +1.0723,0.4533 +0.5846,0.3941 +0.9584,0.5412 +0.879,0.3531 +0.9344,0.5009 +0.4164,0.3272 +0.4799,0.3233 +1.3199,0.5265 +0.823,0.4376 +1.1139,0.5502 +0.9674,0.3496 +1.0433,0.4275 +0.8257,0.2235 +1.416,0.6576 +0.5259,0.2141 +1.0306,0.4811 +1.7247,0.6044 +1.3593,0.564 +0.9798,0.5892 +1.5225,0.6848 +1.4609,0.6619 +1.9683,0.7199 +0.7873,0.4035 +1.1542,0.4368 +1.112,0.4823 +0.9457,0.4353 +1.1173,0.4988 +1.5834,0.5693 +1.1134,0.4204 +1.2744,0.7201 +0.1744,0.1795 +1.0804,0.3517 +0.9483,0.43 +0.6301,0.2874 +1.2071,0.3906 +0.8081,0.2835 +0.3848,0.1608 +0.9416,0.3746 +1.0591,0.4173 +1.917,0.6437 +1.1154,0.3903 +1.0204,0.4138 +0.5516,0.3952 +1.74,0.5779 +1.7771,0.5888 +1.16,0.5748 +1.2493,0.4312 +1.1015,0.3785 +1.222,0.5007 +0.6579,-0.1537 +1.808,0.6743 +1.4085,0.5775 +1.2107,0.3704 +1.2095,0.5246 +1.6407,0.5726 +0.9823,0.4639 +1.1471,0.5714 +0.6853,0.4112 +1.6305,0.6915 +1.5149,0.6197 +1.825,0.9746 +0.7845,0.4617 +1.4882,1.2794 +0.7295,0.3752 +0.7139,0.5915 +0.9503,0.5849 +0.508,0.3788 +1.9377,0.4064 +0.9522,0.4496 +1.506,0.7183 +1.7677,0.7366 +1.485,0.6193 +0.8864,0.395 +1.1147,0.5476 +0.9813,0.4591 +0.4686,0.3961 +0.8305,0.3058 +0.9483,0.4754 +0.9619,0.4135 +0.8118,0.2708 +0.3525,0.2035 +0.8606,0.3409 +0.9308,0.318 +0.4874,0.0775 +1.1095,0.3088 +0.9458,0.3746 +1.8711,0.5732 +0.527,0.2802 +1.0668,0.491 +1.35,0.5286 +1.3557,0.4475 +1.2133,0.3009 +1.379,0.4517 +1.3104,0.3655 +0.9789,0.2957 +1.2503,0.3715 +0.7555,0.2441 +0.7251,0.176 +0.7155,0.2492 +1.4671,0.4179 +1.7488,0.4686 +1.7895,0.4037 +2.0153,0.4555 +1.2667,0.3807 +0.4032,0.2429 +2.0567,0.5602 +1.5435,0.4479 +1.6176,0.4817 +1.6619,0.5187 +0.5691,0.2713 +0.7777,0.3326 +1.2438,0.3454 +0.5394,0.4062 +0.9072,0.2497 +1.5554,0.4941 +1.7329,0.6049 +1.7912,0.6123 +1.7205,0.6737 +1.8345,0.7006 +1.7889,0.6783 +0.6879,0.4645 +0.4242,0.3006 +0.7183,0.3371 +0.6951,0.3921 +0.9691,0.4816 +0.5859,0.2873 +1.5059,0.5719 +1.294,0.6879 +1.2184,0.6184 +0.651,0.391 +1.6814,0.7076 +1.0757,0.3907 +1.2006,0.6379 +1.3451,0.579 +0.6659,0.4706 +0.4753,0.2848 +1.3341,0.5156 +0.625,0.4038 +1.2355,0.5006 +1.796,0.6211 +1.2238,0.6201 +1.3154,0.4449 +1.1115,0.5831 +1.1031,0.4655 +1.5683,0.5658 +1.2684,0.5056 +1.6428,0.5398 +1.1018,0.4309 +1.5495,0.5154 +1.3199,0.3563 +1.4277,0.5769 +1.375,0.4639 +1.8535,0.5099 +1.7098,0.5432 +1.4175,0.4657 +0.5708,0.069 +1.8594,0.0396 +1.5586,0.6959 +0.9841,0.3077 +1.0254,0.5495 +1.9168,0.6447 +0.5931,0.3059 +1.245,0.5592 +0.5716,0.2808 +1.1316,0.47 +0.7089,0.4419 +0.5411,0.3217 +1.135,0.5248 +0.7085,0.1836 +1.4849,0.5075 +1.4911,0.4285 +1.1009,0.5156 +1.0762,0.5308 +0.8406,0.4198 +1.5891,0.6371 +1.5288,0.6701 +0.9094,0.5614 +0.9042,0.5131 +0.7003,0.3403 +0.285,0.2283 +0.6105,0.3856 +0.5354,0.2378 +1.648,0.708 +0.9868,0.4702 +0.4553,0.2191 +1.0771,0.5698 +1.5911,0.6337 +1.2839,0.5637 +1.8082,0.7566 +1.1532,0.5556 +0.8676,0.2598 +1.3575,0.6004 +1.5011,0.5381 +1.0041,0.4925 +1.0073,0.4356 +0.907,0.3796 +0.6017,0.3301 +0.4378,0.2303 +1.0332,0.2957 +0.8023,0.3796 +0.8423,0.4326 +1.4318,0.5221 +0.8305,0.377 +1.414,0.6695 +1.3006,0.5519 +1.7175,0.872 +1.3729,0.6042 +1.4209,0.5354 +0.8279,0.2568 +0.9322,0.3865 +0.6488,0.2235 +0.8385,0.4126 +0.6442,0.4021 +1.7575,0.6056 +1.6905,0.6643 +1.0128,0.4879 +1.2558,0.5853 +0.9926,0.6364 +1.4902,0.7088 +0.8596,0.5187 +0.5157,0.4749 +0.3288,0.3881 +0.7642,0.5655 +0.4585,0.3459 +0.4987,0.4391 +0.596,0.441 +0.7835,0.5205 +0.6051,0.5596 +0.3821,0.3764 +1.1295,0.6784 +0.4233,0.398 +0.6967,0.5135 +1.4645,1.2475 +0.5519,0.4703 +0.4517,0.4497 +0.9601,0.6244 +0.4151,0.3846 +0.6191,0.4086 +1.4636,1.0771 +1.3441,0.832 +1.3452,0.7204 +1.4229,1.1908 +0.4932,0.3478 +0.8088,0.5702 +0.7017,0.578 +0.688,0.2523 +0.5779,0.552 +0.6806,0.5774 +1.0949,0.6836 +1.0768,0.6533 +0.7706,0.4107 +1.259,0.5893 +1.3655,0.5972 +1.1837,0.6403 +1.2009,0.6527 +0.6827,0.3413 +1.9571,0.8255 +0.8559,-1.3808 +1.698,0.6106 +1.3017,0.9655 +0.8504,0.3414 +0.6381,0.382 +1.2713,0.4099 +0.5683,0.2765 +0.7864,0.4079 +1.068,0.3721 +1.3558,0.4262 +1.2893,0.3793 +0.8834,0.3144 +0.9048,0.3647 +0.7128,0.2391 +1.3709,0.4188 +0.628,0.2203 +0.8661,0.4473 +0.7969,0.3402 +1.2783,0.4586 +1.149,0.4484 +1.1489,0.3564 +1.0479,0.7103 +1.379,0.4226 +1.2925,0.3922 +1.3341,0.3561 +1.3958,0.4201 +1.3337,0.4105 +1.3567,0.305 +1.416,0.3622 +1.3999,0.4385 +1.4399,0.3166 +1.2731,0.3897 +1.1421,0.3702 +0.6421,0.1315 +0.6691,0.1446 +0.7891,0.1748 +0.9764,0.3274 +0.9574,0.3501 +1.1864,0.4584 +1.7518,0.8155 +1.9069,0.5463 +1.1926,0.33 +1.4521,0.3975 +1.2841,0.3423 +1.203,0.3356 +1.3252,0.4402 +1.9577,0.5183 +1.2472,0.4439 +1.863,0.6752 +1.8844,0.5896 +1.9276,0.5655 +1.3752,0.4731 +1.9528,0.5512 +0.7012,0.3198 +1.2737,0.5554 +0.8074,0.4068 +0.9437,0.4816 +0.9671,0.4201 +0.3297,0.2536 +0.7787,0.4889 +0.2366,0.4163 +1.0586,0.4778 +0.8386,0.396 +0.3684,0.3653 +1.0034,0.2945 +2.01,0.6294 +1.4507,0.5333 +1.9601,0.5305 +1.2161,0.4374 +1.6995,0.6384 +1.4275,0.4787 +1.3421,0.5381 +1.6785,1.177 +1.3231,0.5796 +1.2881,0.53 +1.2619,0.5326 +1.3445,0.6759 +1.2612,0.5361 +1.0611,0.4946 +0.836,0.5301 +1.2277,0.5663 +1.2573,0.6367 +6.731,-5.8488 +0.9956,0.4978 +7.3774,0.4937 +0.9821,0.5392 +0.9894,0.5151 +0.7505,0.1725 +0.2378,0.3899 +0.6066,0.3794 +0.7825,0.5502 +0.9226,0.5875 +1.0482,0.6129 +0.5007,0.3954 +1.5344,0.6164 +1.4976,0.6251 +1.3946,0.6219 +1.1399,0.6439 +1.736,0.7594 +1.5388,0.7852 +1.5137,0.6069 +1.3437,0.7347 +1.6047,0.8296 +1.4019,0.7492 +1.3222,0.6768 +0.9512,0.4104 +1.4903,0.746 +0.5342,0.355 +1.2869,0.4605 +1.6018,1.0955 +0.8578,0.5612 +0.7807,0.4505 +0.9797,0.5025 +0.5847,0.3329 +1.243,0.3931 +0.6959,0.3493 +0.6874,0.3636 +1.1193,0.4015 +0.7232,0.342 +0.9915,0.4852 +1.3839,0.6058 +1.4035,0.5286 +1.6885,0.6954 +0.6722,0.1845 +1.755,0.6672 +1.1886,0.5393 +0.7909,0.2995 +1.3753,0.5826 +1.4335,0.611 +1.294,0.3678 +1.2448,0.5796 +1.4387,0.5163 +0.7671,0.4161 +1.3622,0.5137 +1.2877,0.5337 +0.7263,0.4538 +0.6173,0.3751 +1.4017,0.5555 +1.3523,0.5471 +1.485,0.4868 +1.5416,0.4513 +1.2518,0.4523 +1.4625,0.4776 +1.2484,0.4217 +1.3168,0.5313 +0.8774,0.2866 +1.4539,0.4599 +1.6152,0.4201 +1.4625,0.5221 +0.7799,0.5346 +0.2826,0.4484 +1.4979,1.3453 +0.5686,0.2124 +0.6776,0.2905 +0.7962,0.4464 +1.0365,0.5096 +0.4486,0.1126 +0.93,0.578 +1.7351,0.6675 +0.5153,0.3645 +0.7112,0.2878 +0.9139,0.1528 +0.755,0.2297 +1.031,0.5137 +0.5053,0.3524 +1.5729,0.602 +1.8222,0.5804 +0.7454,0.301 +1.1917,0.5963 +1.9243,0.6722 +0.7624,0.4188 +1.0297,0.4793 +1.5148,0.5903 +1.0294,0.5688 +0.9691,0.468 +0.9361,0.4035 +0.8871,0.3851 +0.9658,0.393 +1.0402,0.4799 +0.9279,0.3761 +0.8188,0.3746 +0.7772,0.3632 +0.7869,0.4565 +1.0912,0.477 +0.4533,0.2714 +1.0151,0.4338 +0.279,0.2771 +0.9181,0.4223 +0.849,0.4868 +0.9285,0.3962 +1.004,0.4793 +0.6055,0.3721 +1.4371,0.5116 +1.6303,0.662 +1.0079,0.5712 +1.9147,0.6427 +0.568,0.316 +0.9703,0.446 +1.2391,0.6017 +0.9689,0.4343 +1.663,0.6222 +1.3808,0.5045 +1.0816,0.552 +0.838,0.2705 +1.2289,0.3927 +1.0481,0.5704 +1.0035,0.4034 +1.3056,0.5073 +1.4802,1.3591 +1.303,0.4775 +0.8464,0.3619 +0.97,0.3618 +1.5042,0.5061 +1.064,0.3821 +0.7491,0.336 +1.0061,0.417 +1.0409,0.4166 +1.0524,0.414 +0.9464,0.2895 +0.8351,0.4409 +0.7124,0.4108 +0.7723,0.3622 +1.2713,0.5891 +1.5927,0.6452 +1.2591,0.4429 +1.3236,0.5742 +0.9912,0.454 +1.3137,0.4598 +1.4199,0.4849 +1.492,0.5101 +1.2443,0.3961 +0.9826,0.3726 +1.5302,0.5634 +1.2378,-0.0853 +1.9197,0.5763 +1.2977,0.3767 +1.1604,0.4493 +1.2514,0.4577 +1.4327,0.5136 +-0.1542,-0.0106 +0.4456,0.2238 +0.2015,0.2214 +0.348,0.2742 +0.4674,0.3763 +1.1675,0.377 +1.1686,0.5039 +0.8718,0.5933 +1.292,1.4337 +0.8061,0.4831 +0.9117,0.4429 +0.6666,0.3684 +0.5792,0.4482 +1.0169,0.5973 +0.9394,0.4658 +0.5253,0.4535 +0.9219,0.3237 +1.4472,0.6501 +1.4088,0.5462 +1.5795,0.701 +0.5703,0.3736 +1.0565,0.714 +1.447,0.7098 +0.4536,0.3403 +0.2231,0.369 +0.706,0.4111 +0.806,0.536 +0.9197,0.5441 +0.6643,0.4316 +0.8987,0.564 +0.7236,0.5454 +1.0375,0.6758 +1.1283,0.7398 +1.0074,0.6486 +0.7721,0.4691 +1.0043,0.5368 +1.3785,0.9103 +1.4796,1.034 +1.3177,0.9439 +0.7063,0.4694 +0.7054,0.609 +0.541,0.3645 +0.8779,0.5762 +0.5875,0.4058 +0.7493,0.3357 +1.5053,0.7565 +0.5411,0.1182 +1.1284,0.5188 +0.9273,0.7249 +1.3135,0.6528 +1.0367,0.4099 +1.852,0.884 +1.2769,0.5731 +1.0381,0.5928 +1.0202,0.5343 +0.8182,0.3333 +1.0053,0.4642 +1.0654,0.4311 +1.2854,0.4342 +1.8964,0.0509 +1.9497,-0.3956 +0.5412,0.3043 +0.7506,0.3106 +0.8213,0.2914 +1.3015,0.3664 +1.1228,0.3742 +1.6916,0.7271 +1.808,0.7643 +1.3919,0.5554 +1.477,0.6659 +1.6626,1.0686 +1.4565,0.4957 +0.7051,0.225 +1.2315,0.4471 +1.4941,0.5513 +1.1124,0.3897 +1.4796,0.5045 +1.6781,0.4163 +1.2388,0.4177 +1.3003,0.359 +1.2976,0.4092 +1.3306,0.2906 +1.9338,0.6907 +1.8783,0.5309 +1.3389,0.4407 +1.06,0.2666 +1.0009,0.2716 +1.1886,0.3447 +0.8357,0.2786 +0.7951,0.2558 +1.5933,0.3735 +1.0471,0.4627 +1.0229,0.2455 +1.0393,0.0809 +1.1049,0.2316 +1.4257,0.4997 +1.9745,0.5747 +1.5211,0.41 +1.4949,0.4563 +1.3707,0.3662 +1.9522,0.4876 +1.1338,0.4146 +1.5282,0.5079 +1.6999,0.5273 +1.0563,0.4668 +0.4487,0.3966 +1.2567,1.3424 +0.6084,0.3301 +1.3376,0.445 +1.1711,0.4315 +0.6684,0.3689 +0.9018,0.4142 +0.5623,0.5051 +0.5933,0.3722 +0.7061,0.5532 +0.7746,0.4867 +1.6206,0.6236 +1.3176,0.4491 +0.9799,0.7487 +0.6421,0.2589 +0.9918,0.5844 +0.5945,0.4986 +0.9978,0.5492 +0.6856,0.4776 +0.4147,0.3759 +0.5749,0.4383 +0.6201,0.5259 +0.7891,0.4998 +0.7663,0.5186 +1.4043,0.7082 +0.4438,0.0129 +2.9126,0.5123 +1.2217,0.65 +0.8474,0.4659 +0.9958,0.6535 +1.272,0.5393 +0.8297,0.4206 +1.378,0.6097 +1.7583,0.8001 +0.8656,0.6625 +0.5645,0.5121 +1.2424,0.6786 +0.901,0.5527 +0.9236,0.3513 +0.959,0.5005 +0.6384,0.3778 +0.8962,0.5313 +1.1313,0.4609 +0.6301,0.3333 +0.6666,0.3827 +1.2932,0.7208 +1.379,0.4971 +1.4211,0.502 +0.6916,0.4286 +1.4459,0.556 +1.3415,0.4473 +1.0266,0.5845 +1.4645,0.5823 +1.0146,0.1951 +1.4126,0.5682 +1.277,0.5095 +1.3587,0.6484 +1.6484,0.714 +1.3656,0.5849 +1.1313,0.3451 +1.4072,0.5387 +1.4615,0.5438 +1.3825,0.5563 +1.5143,0.5996 +1.1136,0.4389 +0.8265,-0.1184 +0.7658,0.3833 +1.2004,0.4737 +0.6956,0.2617 +1.1516,0.5247 +0.7348,-0.0349 +0.5916,0.2228 +0.9561,0.4365 +1.0327,0.4672 +0.5211,0.3134 +0.7893,0.4177 +0.2343,0.1077 +1.4079,0.5648 +1.2275,0.5634 +0.9053,0.3303 +1.5168,0.5413 +1.3305,0.5457 +1.4887,0.5449 +1.556,0.5683 +1.5104,0.6553 +1.5705,0.5612 +1.6683,0.6128 +0.6516,0.2823 +1.0584,0.5859 +1.0235,0.456 +1.0302,0.4187 +0.8766,0.4596 +0.9608,0.4705 +0.9724,0.4163 +1.0162,0.5206 +1.0313,0.4529 +0.496,0.4251 +0.7677,0.4618 +0.9458,0.4144 +0.5694,0.4131 +0.9423,0.4836 +0.9277,0.5119 +1.1085,0.5313 +0.7897,0.5247 +0.7121,0.3964 +1.0541,0.5662 +0.3072,0.2438 +0.5255,0.3859 +0.6217,0.4205 +0.9554,0.465 +1.0162,0.4033 +0.3676,0.25 +0.9353,0.4188 +0.9044,0.4103 +1.4125,0.504 +1.2849,0.6918 +0.99,0.5033 +1.1991,0.4945 +1.8157,0.6732 +1.0054,0.4647 +1.2946,0.6386 +0.8811,0.4822 +1.5421,0.5865 +1.0084,0.5517 +0.8547,0.3256 +1.5235,0.5957 +0.7528,0.532 +0.876,0.5791 +0.9368,0.5593 +1.1473,0.5215 +0.8501,0.4407 +1.5454,0.4607 +1.6472,0.5446 +0.7644,0.2592 +0.7016,0.4621 +0.9423,0.3436 +0.6464,0.3927 +1.0242,0.445 +1.0888,0.4452 +0.9952,0.433 +0.8777,0.425 +0.5692,0.338 +0.5031,0.1471 +0.7606,0.2367 +0.6366,0.356 +0.8083,0.281 +0.5868,0.2468 +0.9031,0.4834 +0.8864,0.2354 +0.9952,0.3664 +1.7285,0.6274 +0.8143,0.4542 +1.6825,0.5383 +1.6351,0.5755 +1.8789,0.6078 +1.2272,0.4014 +0.8321,0.3584 +0.7097,-0.1371 +1.7014,0.6262 +1.6483,0.6297 +0.5716,0.4543 +0.4915,0.3281 +0.7394,0.3852 +0.6378,0.3714 +0.9443,0.5537 +0.5943,0.3082 +0.8214,0.4273 +0.5857,0.2209 +0.9305,0.3721 +0.8167,0.1961 +1.086,0.4588 +1.075,0.5486 +0.8914,0.4905 +0.6488,0.5956 +0.9257,0.3468 +1.2165,0.3406 +1.0724,0.5606 +1.2188,0.5602 +1.2624,0.6479 +1.1048,0.6441 +1.0471,0.6314 +0.743,0.4659 +0.4555,0.4495 +0.5167,0.4602 +0.7545,0.5479 +0.5858,0.5323 +0.8616,0.6272 +0.8027,0.5142 +0.6317,0.5393 +0.9436,0.5979 +0.4534,0.4455 +0.8104,0.5926 +1.2799,0.9419 +0.7023,0.5787 +0.485,0.4725 +0.5809,0.512 +1.1048,0.7244 +0.9753,0.6246 +0.8697,0.5872 +0.8768,0.5971 +0.8421,0.4981 +0.3641,0.3394 +0.8557,0.4387 +1.3996,0.9724 +1.2825,0.8143 +0.952,0.4993 +0.6514,0.5088 +0.5229,0.4208 +0.7564,0.3795 +1.0016,0.6063 +1.0953,0.7194 +1.4545,0.6989 +1.3166,0.7426 +1.6461,0.7415 +1.8196,0.7323 +1.323,0.7331 +1.4177,0.754 +1.1342,0.6053 +0.9978,0.6132 +1.1772,0.4677 +1.5602,0.693 +1.5403,0.5764 +1.3714,0.6738 +1.3375,0.5111 +0.5239,0.3513 +0.8495,0.3045 +1.4872,0.7085 +1.8916,0.7369 +1.5006,0.6378 +1.104,0.472 +1.4666,0.5339 +1.5438,0.6008 +1.4339,0.5187 +1.1772,0.4449 +1.0793,0.4027 +1.3439,0.3896 +1.0937,0.3823 +1.1422,0.457 +1.0193,0.3792 +1.0534,0.3663 +0.6423,0.2468 +0.9708,0.3755 +0.7853,-0.0585 +0.646,0.1212 +1.0717,0.2814 +0.8216,0.3442 +0.5592,0.2234 +1.0024,0.4345 +0.555,0.2579 +1.2289,0.3799 +1.2135,0.3237 +1.2652,0.4728 +1.802,0.4423 +1.4105,0.34 +1.2648,0.2646 +1.5254,0.4267 +1.7784,0.4729 +1.6209,0.3931 +0.9512,0.3861 +0.9529,0.3786 +1.1559,0.4263 +1.0997,0.4539 +1.0959,0.4205 +1.1021,0.4321 +1.1789,0.4456 +0.5258,0.2765 +1.0477,0.3656 +1.1819,0.3726 +1.1422,0.4518 +1.5143,0.7509 +1.064,0.3705 +0.6109,0.2106 +1.2288,0.5033 +0.5337,0.3102 +1.0656,0.4469 +1.7488,0.678 +0.5572,0.4224 +0.4273,0.4151 +0.9276,0.5655 +0.6126,0.4687 +1.171,0.4308 +0.9699,0.3136 +1.4805,0.4545 +1.0339,0.4418 +1.1078,0.3355 +1.3327,0.5249 +1.8487,0.5605 +0.3588,0.3137 +0.7567,0.4435 +1.1312,0.6193 +1.8379,0.769 +1.5958,0.8203 +1.5788,0.6948 +1.3947,0.6942 +1.026,0.6667 +1.5564,0.693 +0.8182,0.3138 +1.187,0.6277 +1.2991,0.6743 +0.7677,0.4083 +1.3182,0.638 +0.325,0.1482 +0.826,0.5618 +0.5156,0.4788 +0.6906,0.4229 +1.12,0.5451 +1.4054,1.1957 +1.0874,0.4277 +0.6988,0.4708 +0.7266,0.3727 +0.5225,0.3875 +0.9067,0.6538 +0.7329,0.567 +0.7965,0.552 +0.4613,0.4242 +0.6218,0.4 +0.7296,0.4296 +1.3735,0.5839 +1.6744,0.7406 +1.6587,0.7254 +0.9696,0.5796 +1.3785,0.9368 +1.4931,0.7261 +1.1031,0.5753 +1.5771,0.7404 +1.7174,0.7163 +1.5759,0.7687 +0.4391,0.4161 +1.0801,0.6316 +0.8951,0.4497 +1.0875,0.4863 +1.1175,0.5106 +0.5767,-0.1781 +0.8071,0.4016 +0.8023,0.3516 +1.1675,0.5174 +0.8162,0.5191 +0.7761,0.389 +0.8711,0.3874 +0.5059,0.3079 +1.6403,0.5923 +0.7108,0.4239 +0.6528,0.076 +1.4985,0.5445 +1.2833,0.515 +1.2185,0.4509 +1.3789,0.5654 +1.0414,0.5179 +1.3257,0.4496 +1.8818,0.5573 +1.1153,0.4087 +1.2083,0.5513 +1.1154,0.349 +0.6524,0.2551 +1.093,0.3771 +0.6845,0.1786 +0.7185,0.34 +0.902,0.502 +1.0858,0.441 +0.776,0.3571 +1.1103,0.4691 +0.3279,0.0955 +0.7434,0.1432 +1.0848,0.479 +1.0083,0.479 +1.162,0.4659 +0.7133,0.3582 +2.0376,0.7797 +1.0458,0.4067 +1.696,0.6246 +1.2179,0.4801 +1.9072,0.6602 +1.27,0.5667 +0.5829,0.3222 +0.9485,0.2534 +1.0996,0.4943 +0.5886,0.4919 +0.8904,0.4317 +0.4567,0.4409 +0.9321,0.5239 +0.9516,0.443 +0.9588,0.3061 +1.5303,0.7214 +1.0497,0.5247 +0.7824,0.5048 +1.3216,0.5884 +1.7076,0.6118 +0.6776,0.3524 +1.0587,0.4441 +0.5843,0.3386 +0.3821,0.1468 +0.7565,0.2939 +1.1141,0.4298 +0.9706,0.3516 +0.8565,0.4331 +1.0799,0.4196 +1.8034,0.5708 +1.366,0.46 +0.5075,0.3044 +0.6089,0.6318 +0.801,0.4982 +0.4848,0.4806 +0.6727,0.2042 +0.9092,0.3004 +0.6251,0.2865 +0.9202,0.4158 +1.3371,0.4845 +1.0228,0.4205 +1.0062,0.6067 +1.6884,0.5703 +1.7574,0.6083 +1.8355,0.792 +1.5033,0.5577 +1.0438,0.5152 +1.7722,0.5787 +1.3719,0.4978 +1.2527,0.4962 +1.0061,0.6359 +1.0873,0.5978 +0.5387,0.4603 +0.4659,0.4008 +0.4518,0.3978 +0.649,0.5472 +0.6563,0.4936 +0.5547,0.3965 +0.5574,0.4904 +0.506,0.3308 +1.3423,1.4633 +0.7177,0.4809 +1.418,1.1546 +0.3752,0.4058 +0.6225,0.4763 +1.4147,1.2865 +0.6488,0.475 +0.5073,0.5407 +0.8292,0.6164 +0.6031,0.4072 +0.7717,0.4943 +1.1515,0.66 +1.4803,0.7257 +0.9898,0.4784 +0.6155,0.3382 +0.5957,0.4762 +0.8991,0.4417 +1.0909,0.6282 +1.3658,0.6366 +1.3999,0.6674 +1.0177,0.5384 +1.3715,0.6528 +1.1367,0.4982 +1.2167,0.5895 +0.9226,0.5006 +1.1062,0.3463 +1.3625,0.3993 +1.087,0.4614 +0.5688,0.2561 +1.1178,0.37 +1.0538,0.356 +0.8713,0.3744 +0.8917,0.3406 +0.7831,0.2612 +1.7112,0.7035 +0.5434,0.3646 +1.2448,0.4837 +1.5931,0.6795 +1.9751,0.6065 +1.9394,0.6345 +1.1975,0.3501 +1.2226,0.3493 +0.3922,0.208 +0.9412,0.3891 +1.5237,0.5879 +0.9662,0.3032 +1.2385,0.4114 +0.5168,0.2104 +1.123,0.3701 +1.3787,0.0895 +1.1794,0.4192 +1.1552,0.2857 +1.134,0.362 +1.1204,0.3669 +0.8101,0.2522 +0.8631,0.3127 +0.5297,0.2705 +1.0803,0.3963 +0.4928,0.2953 +1.4125,0.419 +0.7222,0.2765 +0.8439,0.2771 +0.8376,0.2412 +0.8505,0.1919 +1.1309,0.3229 +0.4763,0.2484 +1.4625,0.4229 +1.2725,0.3994 +0.8304,0.5734 +0.982,0.5164 +1.0347,0.3932 +0.684,0.3006 +1.1602,0.3027 +1.2788,0.333 +1.7176,0.4794 +1.4513,0.4739 +1.3911,0.4815 +1.6264,0.5759 +0.278,0.4605 +0.716,0.4601 +1.3525,1.1175 +1.2855,0.518 +0.9704,0.2392 +1.0238,0.2747 +1.2411,0.4025 +1.0765,0.3993 +0.8213,0.3585 +1.2272,0.5713 +0.4122,0.3307 +0.3916,0.273 +1.0907,0.4755 +1.2209,0.4679 +0.4275,0.7412 +0.9716,0.5011 +0.6238,0.4167 +0.4759,0.4037 +0.7107,0.4332 +0.9738,0.2287 +0.4656,0.3459 +0.7246,0.5442 +1.4931,0.4902 +0.8517,0.2926 +1.3961,0.4862 +1.5877,0.5602 +1.1336,0.443 +1.5848,0.5588 +1.0868,0.591 +0.8079,0.3592 +1.4817,0.6817 +0.5105,0.421 +0.2544,0.1885 +0.6928,0.5303 +0.9278,0.5671 +1.1207,0.5239 +0.5725,0.4481 +0.9733,0.5686 +0.6069,0.4934 +1.1076,0.4656 +0.9117,0.581 +0.5257,0.3961 +1.2142,0.5262 +0.6507,0.2055 +1.4058,0.446 +1.6385,0.7588 +0.9637,0.5054 +0.7704,0.4965 +1.6767,0.8406 +1.4557,0.7012 +1.0068,0.6033 +1.1901,0.4754 +1.3989,0.6929 +0.4013,0.0551 +1.1292,0.5948 +0.6729,0.415 +1.0946,0.312 +1.7213,1.0035 +0.7576,0.2888 +1.3549,0.629 +1.1347,0.6628 +0.8769,0.3943 +0.2843,0.0617 +1.4806,0.5665 +0.5965,0.293 +0.5244,0.3587 +0.9981,0.4936 +0.428,0.2157 +1.0451,0.4099 +0.9568,0.5505 +1.0511,0.3675 +1.5449,0.5232 +1.1227,0.4463 +1.5295,0.5828 +0.5023,0.3269 +1.5573,0.6617 +1.1871,0.5561 +1.5442,0.5314 +1.5788,0.4882 +0.8865,0.1682 +1.062,0.5312 +1.6341,0.7438 +1.0863,0.479 +0.8017,0.2792 +0.8004,0.3719 +0.5834,0.3092 +0.9379,0.5296 +0.6505,0.3803 +1.9576,0.6894 +1.243,0.5729 +1.2089,0.4446 +1.7198,0.5621 +1.4343,0.491 +0.4483,0.157 +0.8689,0.468 +1.2528,0.5448 +0.6183,0.4082 +1.0936,0.3818 +0.851,0.4298 +0.6868,0.3334 +1.0029,0.5135 +1.7604,0.7007 +1.5375,0.6679 +1.3252,0.6095 +0.5685,0.1575 +1.8083,0.7355 +1.7067,0.6566 +1.3837,0.5451 +1.4678,0.5642 +0.5963,0.2254 +1.0522,0.3893 +1.7231,0.4856 +0.8934,0.2789 +0.8694,0.2715 +0.7553,0.3297 +0.7842,0.3607 +1.1359,0.4 +0.6412,0.2452 +0.2784,0.0938 +0.8753,0.3563 +0.8905,0.3357 +0.7988,0.3643 +1.1509,0.5106 +0.6468,0.2481 +0.8806,0.452 +1.2273,0.4241 +1.7329,0.5508 +1.7177,0.5447 +0.5864,0.151 +1.332,0.3988 +1.9266,0.5325 +1.9407,0.7034 +1.2216,0.67 +0.9083,0.4586 +0.7354,0.4314 +0.8716,0.4012 +1.2503,0.5695 +1.2114,0.5926 +1.2209,0.5275 +1.087,0.523 +0.7967,0.5594 +0.7417,0.5408 +0.7678,0.4793 +1.2782,0.5 +1.1385,0.5175 +1.0975,0.5013 +1.1633,0.5471 +0.7108,0.4353 +1.0161,0.6364 +1.3647,0.8674 +1.91,0.8309 +0.538,0.3662 +0.7755,0.4591 +0.9902,0.6323 +0.4054,0.3093 +1.1818,0.5249 +0.9697,0.6264 +0.4462,0.4122 +0.5069,0.341 +1.0349,0.4918 +0.554,0.2351 +1.056,0.3792 +1.1561,0.4968 +0.5259,0.3957 +1.3829,0.6852 +1.217,0.604 +0.8796,0.6107 +1.817,0.7489 +1.243,0.6942 +1.2588,0.6901 +1.3593,1.0655 +1.1827,0.6355 +0.9476,0.5772 +0.7655,0.4971 +0.8202,0.41 +1.0205,0.2027 +1.0429,0.4301 +0.5373,0.3454 +0.6226,0.3076 +0.5636,0.277 +0.6722,0.3943 +1.2466,0.3493 +1.183,0.3933 +0.7278,0.2923 +0.712,0.0643 +1.0341,0.3654 +0.7933,0.3667 +0.7974,0.2626 +0.6579,0.0556 +0.8201,0.2386 +1.3827,0.564 +1.3147,0.6595 +1.2976,0.628 +1.1283,0.5394 +1.1774,0.5465 +1.5183,0.5595 +0.4882,0.1529 +1.2883,0.4594 +1.1212,0.4849 +1.0624,0.3443 +1.6931,0.4079 +1.6628,0.4178 +1.5571,0.23 +1.369,0.3102 +1.3978,0.3078 +1.116,0.2991 +1.2353,0.3604 +0.6029,0.0914 +0.5889,0.0999 +1.1444,0.5503 +1.337,0.3844 +0.7009,0.1362 +0.4878,0.1843 +0.548,0.2114 +1.3105,0.295 +1.1674,0.4474 +1.3313,0.2523 +1.1783,0.2904 +1.7701,0.4542 +1.8959,0.4701 +1.2264,0.2375 +1.2359,0.329 +0.5662,0.1803 +1.5206,0.4462 +1.6762,0.4759 +1.7889,0.5809 +1.3139,-0.461 +0.3267,0.1114 +0.8598,0.4077 +1.0482,0.4133 +1.4089,1.406 +0.4867,0.1623 +1.3907,1.6231 +1.5494,1.0532 +1.3785,0.4034 +1.5128,0.4856 +0.691,0.1807 +0.7936,0.2095 +0.9813,0.4313 +0.9165,0.3155 +0.441,0.1976 +0.9464,0.4262 +1.731,0.5329 +1.1283,0.4664 +1.2401,0.3371 +1.6585,0.5692 +1.1954,0.5337 +1.261,0.4096 +1.1429,0.4898 +0.8841,0.2703 +1.0818,0.5254 +1.4965,0.5505 +0.8025,0.4806 +0.6938,0.3274 +1.0312,0.5914 +0.6468,0.3001 +0.9307,0.5695 +0.5896,0.514 +0.2751,0.2543 +0.7434,0.5234 +0.4941,0.4101 +0.6463,0.5614 +1.0403,0.4835 +1.168,0.5014 +1.4054,0.5642 +1.6029,0.731 +1.5615,0.6859 +0.9265,0.5391 +0.9312,0.5006 +1.1398,0.6844 +1.3576,0.6154 +1.4102,0.7 +1.2645,0.6092 +0.8572,0.3761 +1.0338,0.5302 +0.8761,0.4406 +1.2557,0.4608 +0.9807,0.5193 +0.8845,0.3011 +1.2163,0.4473 +0.9593,0.4212 +0.6464,0.3895 +1.7242,0.4808 +1.1276,0.4714 +1.5588,0.5184 +1.2827,0.4792 +0.4165,0.0749 +1.3461,0.46 +1.4228,1.2952 +1.0423,0.4469 +0.5979,0.4296 +0.3362,0.2198 +1.231,0.4849 +1.163,0.4335 +1.0912,0.4578 +1.2407,0.5197 +1.0715,0.3974 +0.6343,0.2869 +1.7275,0.5681 +1.2047,0.478 +1.2052,0.4231 +1.7474,0.5476 +1.5654,0.643 +1.6496,0.6025 +1.5902,0.5968 +0.9376,0.4789 +1.3822,0.4811 +1.3276,0.4414 +1.3103,0.605 +0.9279,0.4484 +0.529,0.1942 +0.5401,0.2902 +0.858,0.5184 +0.9612,0.4413 +0.8935,0.2368 +0.5256,0.2339 +1.2475,0.485 +0.7853,0.3867 +0.592,0.2756 +1.3881,0.5141 +1.1252,0.4405 +0.6055,0.3295 +1.349,0.528 +1.0574,0.5358 +1.4554,0.5443 +1.4498,0.5224 +1.7096,0.5486 +1.4431,0.5126 +1.0097,0.5097 +1.1021,0.5455 +1.016,0.4126 +2.2952,1.3905 +1.373,0.5208 +0.9365,0.433 +1.5938,0.5491 +0.8805,0.1622 +1.1478,0.4135 +0.5435,0.2662 +0.6147,0.3132 +1.5967,0.4374 +0.8356,0.458 +1.6518,0.4985 +1.4552,0.5651 +1.2619,0.4872 +1.0806,0.486 +1.2868,0.466 +0.8922,0.3783 +0.9384,0.3983 +0.4388,0.2152 +0.2604,0.0882 +1.1309,0.4576 +1.5698,0.5504 +1.5746,0.4467 +0.9617,0.2923 +0.653,0.3071 +0.7731,0.3429 +0.9036,0.3353 +0.6713,0.4324 +0.5914,0.3512 +1.3526,0.566 +1.0782,0.4268 +0.8381,0.171 +1.6003,0.5314 +1.4714,0.5967 +1.6905,0.8487 +1.3749,0.4224 +1.6193,0.7873 +0.773,0.3535 +0.4813,0.3341 +1.7912,0.5458 +1.6671,0.5494 +1.3386,0.5835 +0.9407,0.4554 +1.5448,0.5242 +0.9528,0.4075 +0.6232,0.3117 +0.8797,0.4167 +0.2643,0.0455 +0.66,0.2725 +0.8732,0.2956 +1.089,0.4488 +1.3174,0.58 +1.2963,0.5521 +1.1791,0.4446 +0.5512,0.127 +0.9515,-0.1328 +-0.6033,0.4139 +-0.0291,0.433 +5.5297,-0.2053 +1.1682,0.4746 +1.2173,0.5073 +0.6566,0.3638 +1.965,1.5681 +0.6129,-0.5464 +0.6957,0.3244 +0.7108,0.4084 +1.2413,0.349 +0.9522,0.5521 +1.1229,0.5595 +0.4668,0.2403 +0.7958,0.2856 +1.5942,0.6379 +1.6005,0.5385 +1.6138,0.5753 +1.5692,0.579 +1.458,0.5365 +0.5224,0.2507 +1.0686,0.4659 +1.3432,0.3844 +0.9797,0.3501 +2.0765,0.7051 +0.7623,0.4885 +0.8199,0.4647 +1.0378,0.4113 +1.0658,0.3905 +0.4653,0.2817 +0.8394,0.2169 +0.4433,0.2475 +0.659,0.2884 +0.664,0.3251 +1.0426,0.3466 +1.0297,0.2995 +1.4521,0.5171 +1.5929,0.5779 +1.353,0.4821 +1.5842,0.5168 +1.1983,0.472 +1.3701,0.5442 +1.4678,0.5357 +1.1189,0.4232 +0.8544,0.421 +0.8621,0.4393 +1.2188,0.4986 +1.1434,0.4412 +0.9855,0.4536 +0.9163,0.3873 +0.6672,0.3226 +0.6117,0.3693 +0.5985,0.3054 +0.726,0.2812 +1.6676,0.5788 +1.0975,0.4805 +0.2526,-4.7196 +1.5319,0.5009 +1.4962,0.4998 +1.4692,0.5448 +0.5004,0.2916 +0.8617,0.369 +0.956,0.4278 +0.8313,0.3599 +0.5382,0.2813 +0.7027,0.3994 +0.5432,0.2718 +0.8358,0.4531 +0.976,0.4547 +0.6023,0.2908 +1.5018,0.4847 +1.2604,0.4759 +0.902,0.0771 +1.3041,0.4109 +1.6955,0.581 +0.8369,0.2126 +1.2496,0.4771 +1.2962,0.5796 +1.1506,0.5259 +1.2277,0.6204 +1.431,0.3731 +1.174,0.5363 +0.39,0.2118 +0.4312,0.1284 +0.8956,0.4007 +0.5114,0.0867 +0.5903,0.2823 +1.0483,0.5046 +0.7972,0.3521 +0.3229,0.1031 +1.1407,0.4129 +1.3312,0.5381 +0.3999,0.2618 +1.7124,0.6844 +1.3461,0.4491 +1.2481,0.5382 +1.6774,0.5431 +1.1024,0.4612 +1.1693,0.456 +1.1138,0.4262 +0.8407,0.4414 +1.0492,0.4411 +1.1007,0.4792 +0.8098,0.4459 +0.8372,0.3501 +0.9992,0.5257 +0.992,0.4957 +0.667,0.3453 +1.0007,0.3272 +0.5392,0.2994 +1.0226,0.4449 +0.7992,0.3838 +1.3031,0.4992 +1.2692,0.5572 +1.7624,0.6638 +1.5695,0.5524 +1.3903,0.625 +1.0714,0.5352 +1.0866,0.5338 +0.6154,0.3669 +1.1315,0.3938 +0.986,0.4912 +1.168,0.476 +0.9763,0.3068 +1.2743,0.5589 +1.1759,0.5622 +0.6796,0.3657 +0.9674,0.3617 +0.9542,0.4191 +0.9772,0.4425 +0.826,0.4542 +1.1004,0.4364 +1.5348,0.5632 +1.5073,0.5418 +1.0428,0.6871 +1.8795,0.8475 +1.7174,0.6181 +1.6003,0.6048 +1.4073,0.6368 +1.7719,0.6625 +1.4097,0.5196 +0.7833,0.1561 +1.7686,0.5738 +1.3369,0.5452 +1.3601,0.5675 +1.4656,0.459 +1.6885,0.5713 +1.2673,0.4752 +1.7885,0.6028 +1.0293,0.3097 +0.9898,0.4075 +1.7283,0.5529 +1.4458,0.5161 +1.0166,0.4145 +0.7998,0.3342 +1.5229,0.4445 +1.4008,0.4161 +1.2993,0.6997 +1.0612,0.3666 +1.0642,0.4626 +0.9541,0.2918 +0.924,0.4542 +0.5087,0.0015 +0.8134,0.4416 +0.7685,0.4735 +1.5318,0.4545 +1.7781,0.4978 +1.8071,0.5779 +1.5985,0.5914 +1.4936,0.5658 +1.806,0.6168 +1.5931,0.4974 +1.3351,0.483 +1.8924,0.7013 +1.6037,0.5652 +1.1967,0.2588 +1.0685,0.429 +1.072,0.4294 +1.2369,0.5109 +0.7351,0.5592 +0.8484,0.5105 +0.909,0.3296 +0.8524,0.2613 +0.8165,0.4489 +0.5609,0.4036 +1.35,0.5752 +0.6792,0.4231 +1.1173,0.4298 +0.9928,0.5475 +1.215,0.4892 +1.3084,0.62 +1.6313,0.5849 +1.5298,0.6109 +1.5212,0.5305 +0.9672,0.4154 +-0.3877,0.4738 +-0.4056,-0.0987 +-0.3622,0.347 +0.973,0.3263 +0.708,0.2356 +1.2873,0.5374 +1.2309,0.5095 +0.8373,0.402 +0.7176,0.4781 +0.514,0.2349 +0.3991,-0.1022 +0.3851,0.1078 +1.2817,0.5422 +1.1575,0.4685 +0.6004,0.4415 +1.8061,0.707 +1.7118,0.4669 +1.1212,0.4399 +0.7679,0.3707 +1.8053,0.673 +0.6492,0.1872 +1.0989,0.4781 +1.1087,0.2768 +1.5728,0.5375 +1.0757,0.5705 +1.063,0.4483 +1.2109,0.5158 +1.0724,0.4609 +0.9156,0.4665 +0.5607,0.1977 +0.8874,0.415 +1.5478,0.5663 +0.7659,0.4427 +1.0842,0.4683 +0.8931,0.5367 +0.7351,0.3919 +1.1232,0.4859 +0.6343,0.5903 +4.14,-1.2265 +0.8291,0.4915 +0.9254,0.4422 +0.6692,0.3838 +0.8684,0.3939 +1.5185,0.5817 +0.9809,0.4271 +1.4345,0.5227 +1.4373,0.614 +1.1237,0.4824 +0.8698,0.3788 +1.5922,0.5404 +1.7472,0.5601 +1.3484,0.4784 +0.9863,0.4084 +1.004,0.4665 +0.9994,0.4472 +0.3524,0.1453 +1.3081,0.5479 +0.7793,0.4076 +0.9527,0.5181 +0.8317,0.4119 +0.7116,0.4517 +1.063,0.5087 +0.9664,0.5588 +0.8723,0.4083 +0.5714,0.1755 +1.1344,0.4768 +1.2411,0.5249 +0.9234,0.3628 +1.08,0.4885 +1.8571,0.8249 +1.3355,0.5811 +0.9009,0.3109 +0.6443,0.2618 +1.3777,0.5284 +1.3983,0.3105 +0.5524,0.3263 +0.8159,0.3746 +1.4604,0.566 +0.8422,0.4495 +0.7766,0.4274 +1.1027,0.4184 +0.9889,0.488 +0.4908,0.2913 +1.0813,0.5141 +0.7754,0.3441 +1.2839,0.4602 +1.5552,0.5441 +1.2448,0.5091 +1.0436,0.5127 +1.46,0.6135 +1.3734,0.5426 +1.2352,0.5213 +1.307,0.4675 +0.9535,0.3054 +1.4245,0.5603 +1.2563,0.4483 +1.338,0.5633 +1.1919,0.4378 +1.0048,0.4179 +1.5226,0.4869 +1.1477,0.4467 +2.5406,2.0534 +0.5288,0.2723 +0.9174,0.3911 +1.2976,0.4465 +1.0599,0.425 +0.506,0.3118 +0.6052,0.4056 +0.5731,0.1871 +1.4815,0.5725 +1.2551,0.5236 +1.4089,0.5709 +1.3851,0.6353 +0.9028,0.3804 +1.6425,0.5832 +0.7478,0.3374 +2.2076,0.2995 +1.0059,0.3877 +0.8577,0.4007 +0.8694,0.3823 +0.3738,-4.2474 +1.1036,0.4275 +0.4717,0.2362 +0.5404,0.2842 +0.9648,0.4788 +0.7814,0.4241 +0.6731,0.3245 +0.651,0.3158 +1.4915,0.5429 +0.8763,0.4467 +1.3465,0.5374 +1.0144,0.4212 +0.7789,0.4377 +1.4154,0.5709 +1.0868,0.4322 +1.2267,0.418 +1.0649,0.4984 +1.8659,0.6442 +1.0435,0.4593 +0.9994,0.4176 +0.4401,0.0843 +0.5002,0.2046 +1.1216,0.5292 +0.5451,0.2926 +0.829,0.3154 +1.2307,0.4535 +1.2056,0.5378 +0.5556,0.3362 +1.2856,0.5006 +1.1929,0.4048 +1.2437,0.4323 +1.7432,0.6618 +1.8295,0.6765 +0.7204,0.3372 +1.7319,0.5977 +1.4859,0.5548 +1.3384,0.4095 +1.5171,0.6136 +1.4689,0.537 +1.1841,0.5263 +0.8786,0.4803 +1.5787,0.5949 +0.522,0.0363 +0.6765,0.3869 +0.7715,0.4056 +1.0034,0.4259 +0.9616,0.4195 +0.6415,0.4617 +0.8566,0.3853 +0.8891,0.4628 +1.0371,0.3983 +0.9458,0.518 +0.4194,0.3243 +1.0446,0.4826 +0.2966,0.2124 +0.4552,0.2759 +0.6749,0.378 +0.6568,0.2868 +0.3509,0.3496 +0.896,0.4849 +0.532,0.3993 +0.4795,0.1606 +0.8873,0.3585 +1.8094,0.6986 +1.3915,0.5107 +0.9919,0.327 +1.3384,0.6379 +0.9398,0.4515 +0.9653,0.4314 +1.1605,0.4494 +1.8055,0.5107 +1.0286,0.4721 +0.7832,0.3983 +1.2358,0.4963 +0.5793,0.285 +0.7447,0.3906 +0.8135,0.3793 +0.8976,0.3799 +0.5534,0.2625 +1.0978,0.5372 +0.8818,0.431 +0.8503,0.4166 +0.6622,0.2817 +1.2861,0.4553 +1.1928,0.5834 +1.2458,0.5294 +1.0866,0.509 +1.1922,0.4924 +1.4146,0.5418 +1.3061,0.5685 +0.9862,0.4867 +1.3371,0.4868 +1.2737,0.4683 +0.9704,0.4234 +1.2301,0.4821 +1.1729,0.4206 +1.1587,0.4693 +0.6809,0.3332 +0.4891,0.3535 +0.7922,0.4641 +0.936,0.4016 +0.555,0.262 +0.3228,0.2304 +0.5412,0.3677 +0.9599,0.5446 +0.4519,0.2912 +1.0059,0.341 +1.2318,0.507 +1.2099,0.4735 +1.4574,0.499 +0.7831,0.4481 +1.4399,0.5255 +0.5806,0.1964 +0.9916,0.4551 +1.233,0.4923 +1.303,0.4977 +0.9767,0.4959 +0.9005,0.4965 +1.2538,0.5087 +1.4915,0.662 +1.4122,0.6163 +0.8465,0.4499 +1.102,0.4624 +1.4897,0.6076 +0.9459,0.3664 +0.8914,0.4682 +1.0271,0.4386 +1.0037,0.4104 +1.4654,0.5185 +0.4282,0.3416 +0.6858,0.4283 +1.3238,0.4543 +1.4426,0.5336 +1.3879,0.5238 +0.8059,0.407 +1.1615,0.5266 +0.2979,0.2593 +1.0112,0.4262 +0.9289,0.4216 +1.0644,0.4675 +0.6847,0.273 +0.6944,0.4025 +1.4256,0.1637 +1.3227,0.7102 +1.2612,0.5544 +1.4197,0.5087 +0.6741,0.3932 +0.9839,0.4524 +0.8344,0.3628 +0.9652,0.268 +1.172,0.418 +0.9823,0.4496 +0.9441,0.3509 +0.873,0.3991 +1.196,0.5355 +1.5383,0.5202 +0.9962,0.3886 +1.0572,0.2794 +0.6569,0.1659 +0.8692,0.3779 +1.359,0.414 +0.3757,0.282 +0.7905,0.3782 +1.0269,0.4104 +1.2837,0.4937 +1.208,0.6353 +2.2089,0.9487 +0.6588,0.4944 +0.9077,0.4258 +0.8771,0.4166 +0.7522,0.3693 +1.1254,0.6642 +0.5487,0.3565 +1.8343,0.6158 +1.8983,0.6907 +1.7781,0.6609 +0.6183,0.1998 +1.0792,0.3772 +1.8852,0.7976 +1.4025,0.5002 +0.5861,0.2371 +1.2166,0.4951 +0.5631,0.2705 +0.3686,0.1323 +0.4872,0.156 +0.6129,0.3732 +1.4913,0.6021 +0.817,0.3122 +0.7286,0.1593 +1.242,0.4661 +1.5113,0.6628 +1.717,0.4912 +1.3174,0.4555 +1.2572,0.4964 +0.9308,0.3376 +0.7028,0.3073 +0.4568,0.2917 +0.6337,0.4176 +1.318,0.4846 +0.5693,0.2872 +0.9165,0.4787 +0.6819,0.2844 +0.6847,0.3995 +0.8664,0.4109 +0.7824,0.4227 +0.912,0.3728 +1.5177,0.507 +-0.25,0.9941 +0.823,0.4686 +1.4011,0.515 +1.692,0.8227 +0.7495,0.3702 +1.1451,0.4282 +0.4896,0.2739 +1.0273,0.4028 +1.0379,0.4209 +0.5671,0.4063 +0.6817,0.3491 +1.1996,0.4256 +0.8866,0.249 +0.5225,0.2342 +1.2156,0.3484 +1.8667,0.6187 +1.3699,0.5087 +1.7112,0.5704 +0.8137,0.4306 +1.213,0.4957 +1.0262,0.3863 +0.9697,0.2516 +0.5459,0.1473 +0.4744,0.3317 +0.8483,0.3844 +0.6275,0.408 +0.2904,0.2584 +0.626,0.3264 +0.3157,0.2539 +1.2233,0.4833 +1.5835,0.6229 +1.6362,0.5491 +0.6951,0.3395 +1.536,0.5433 +1.0391,0.4992 +1.2803,0.4619 +0.755,0.3261 +1.3123,0.6447 +0.777,0.4013 +0.7058,0.4273 +0.9654,0.29 +0.662,0.444 +0.9937,0.4033 +0.6372,0.3091 +1.1246,0.5678 +0.8699,0.4432 +1.3792,0.5884 +1.5815,0.6204 +0.3798,0.2152 +1.3487,0.5332 +1.3236,0.6313 +2.1349,0.6475 +1.3932,0.4902 +0.7942,0.4186 +1.402,0.5823 +1.292,0.4994 +0.3869,0.2231 +0.7966,0.2548 +0.3872,0.2001 +0.7612,0.2503 +1.4251,0.467 +1.4239,0.5166 +1.1499,0.6053 +1.6003,0.5961 +1.5004,0.566 +0.8515,0.4313 +1.0406,0.4082 +1.2119,0.5151 +1.1624,0.4506 +1.0917,0.4654 +1.1633,0.4594 +1.0454,0.4215 +0.988,0.2667 +1.0547,0.4872 +0.9533,0.3774 +0.9193,0.4439 +0.4758,0.3349 +0.9345,0.4125 +0.6769,0.3147 +1.0175,0.3787 +1.4709,0.5495 +1.5072,0.5038 +0.9341,0.3575 +1.3117,0.5321 +1.4508,0.4868 +1.419,0.6349 +0.9753,0.4349 +1.1411,0.4286 +0.8466,0.4519 +1.0075,0.4782 +0.7599,0.1308 +0.9871,0.4148 +1.1681,0.5176 +0.8827,0.0693 +1.4162,0.7209 +0.868,0.4122 +0.9979,0.4023 +1.2322,0.4963 +1.0517,0.1657 +1.0397,0.3335 +0.5018,0.2619 +0.8654,0.0174 +3.082,0.141 +0.5004,0.3396 +0.4867,0.2983 +0.8301,0.4512 +0.5034,0.309 +0.7503,0.3037 +0.4814,0.3022 +0.8597,0.4083 +0.822,0.3226 +1.2603,0.558 +0.9138,0.2794 +0.7006,-0.1575 +1.5848,0.5523 +1.1427,0.526 +0.9606,0.4209 +0.9742,0.3591 +1.2101,0.436 +1.0399,0.394 +0.9882,0.4134 +0.7368,0.3309 +0.4914,0.2344 +0.4204,0.2175 +1.1076,0.371 +0.9546,0.4147 +0.843,0.3954 +0.7382,0.3213 +1.6482,0.6262 +1.2949,0.4247 +1.6107,0.5609 +1.3059,0.4921 +1.458,0.5174 +0.7112,0.2598 +0.8775,0.4066 +1.132,0.5775 +0.9184,0.3783 +0.7898,0.3552 +0.5023,0.2171 +1.2256,0.4415 +1.3612,0.511 +1.2107,0.8173 +1.2743,0.4768 +1.1187,0.5371 +1.3282,0.5002 +0.9221,0.4073 +1.6267,0.5204 +1.1092,0.5227 +1.2099,0.4824 +0.6443,0.2374 +0.8192,0.345 +1.0929,0.6114 +1.4067,0.7461 +0.8697,0.5 +1.3739,0.4693 +1.7733,0.612 +1.6198,0.5889 +1.4706,0.5903 +1.2356,0.4809 +1.3295,0.5243 +1.2406,0.5145 +1.382,-1.0981 +1.2954,0.5073 +1.0438,0.4229 +1.048,0.3961 +1.2616,0.4741 +1.244,0.4758 +1.2222,0.4578 +1.2195,0.4421 +1.2408,0.4692 +1.1809,0.441 +0.5456,0.3456 +0.6876,0.3293 +0.6773,0.407 +0.9897,0.4879 +0.5246,0.3316 +0.5289,0.2557 +1.5389,0.4752 +1.023,0.3234 +1.2531,0.3717 +1.6528,0.6169 +1.4109,0.5139 +1.1255,0.5221 +1.1693,0.5242 +1.2565,0.5295 +1.2665,0.4995 +1.226,0.5178 +1.2557,0.4822 +1.2291,0.5096 +1.4592,0.5531 +0.5937,0.2702 +0.4543,0.3658 +0.6707,0.3672 +1.0641,0.5078 +0.5694,0.2763 +1.1089,0.3849 +0.7618,0.4238 +0.3655,0.1345 +0.8743,0.4004 +0.5637,0.2821 +0.8143,0.3304 +1.5656,0.6113 +1.4322,0.5369 +1.6874,0.6174 +1.5663,0.6235 +1.3427,0.5247 +1.0057,0.4966 +1.4869,0.5439 +1.5217,0.548 +1.0795,0.4378 +0.8089,0.3415 +1.3055,0.6014 +1.1495,0.2801 +1.779,0.6712 +1.1557,0.4431 +0.9928,0.4014 +1.0128,0.4307 +0.9969,0.2307 +0.7508,-5.2659 +0.8289,0.37 +0.9385,0.4178 +0.5305,0.257 +1.03,0.3993 +1.0686,0.4494 +1.1982,0.5153 +0.6607,0.409 +0.7067,0.3842 +1.5537,0.5001 +0.6739,0.2246 +1.0054,0.5136 +0.8537,0.3307 +1.7008,0.6456 +1.3661,0.5882 +1.5044,0.5201 +1.8265,0.968 +1.0597,0.5634 +0.9952,-0.6427 +1.0834,0.4446 +0.8278,0.4659 +0.8301,0.4416 +1.2144,0.5106 +0.5455,0.3169 +0.9274,0.3742 +0.9133,0.453 +1.1126,0.4428 +0.8994,0.3662 +0.5378,0.2863 +0.4248,0.3162 +1.0805,0.3986 +0.6635,0.4029 +0.4627,0.3141 +0.6621,0.318 +0.8239,0.4668 +1.1287,0.5344 +1.3506,0.4728 +1.3167,0.4911 +1.6356,0.5789 +1.3897,0.5431 +1.0875,0.2816 +1.748,0.722 +1.8607,0.7213 +1.5356,0.5783 +1.5039,0.5937 +1.5553,0.6065 +1.5209,0.5875 +1.4852,0.5678 +1.4726,0.443 +0.8078,0.2763 +0.7214,0.453 +0.6313,0.3084 +1.494,0.5162 +0.4883,0.174 +1.015,0.3424 +1.0007,0.282 +1.5176,0.5153 +0.592,0.1458 +0.9236,0.2769 +1.119,0.4227 +1.187,0.37 +0.6966,0.3093 +0.9665,0.426 +1.7672,0.563 +1.764,0.5567 +1.6185,0.6048 +1.4966,0.4909 +1.5074,0.4602 +0.3142,-0.255 +0.8838,0.4437 +0.3662,0.3306 +1.1977,0.4398 +1.1888,0.4639 +0.6139,0.3542 +0.5807,0.3571 +1.3867,0.542 +1.4239,0.4457 +1.4025,0.446 +1.4662,0.5697 +1.4162,0.5203 +1.3377,0.5882 +1.4675,0.5112 +1.6869,0.681 +1.7364,0.5699 +1.3013,0.5025 +1.878,0.8212 +0.6844,0.2365 +1.4999,0.5698 +1.1623,0.41 +0.8691,0.4009 +1.0166,0.4814 +1.1998,0.399 +0.99,0.452 +0.6261,0.2974 +1.1661,0.4444 +0.7982,0.2164 +0.813,0.0593 +1.9741,0.7404 +1.6362,0.5553 +1.4404,0.5792 +1.5538,0.485 +1.4247,0.5438 +1.5301,0.4962 +1.8857,0.661 +1.3922,0.5 +0.8823,0.3881 +1.0734,0.3545 +1.059,0.4395 +1.0569,0.3896 +1.0255,0.3596 +0.832,0.3051 +0.579,0.2487 +0.8024,0.3485 +0.9346,0.4694 +1.1052,0.3883 +0.9517,0.3138 +1.0116,0.3775 +0.7621,0.379 +1.3106,0.4247 +1.343,0.4505 +1.3261,0.453 +1.6259,0.6194 +1.0479,0.4718 +0.3705,0.1312 +0.7377,0.3103 +0.5333,0.2703 +0.4953,0.303 +0.7745,0.4228 +0.8522,0.1097 +0.9039,0.0639 +0.5864,0.2788 +1.2978,0.5793 +1.4716,0.5203 +0.9141,0.4093 +1.1098,0.467 +1.2731,0.5911 +1.2653,0.4394 +1.3657,0.5249 +1.6324,0.6536 +1.5422,0.5474 +1.3212,0.5716 +0.7897,0.3922 +1.2431,0.4492 +1.2498,0.5216 +0.8419,0.3488 +0.4186,0.2484 +1.0619,0.3991 +0.56,0.2544 +1.2093,0.4804 +1.5248,0.6232 +1.7435,0.5603 +1.6031,0.5735 +0.6088,0.2635 +1.0613,0.4825 +1.8766,0.6423 +1.8557,0.93 +0.7788,0.3471 +0.8565,0.43 +1.4275,1.0308 +1.0399,0.7813 +1.5263,0.4841 +1.1543,0.4124 +1.2377,0.4427 +1.3405,0.4916 +1.0563,0.367 +0.532,0.3338 +1.0899,0.4225 +1.2253,0.4569 +1.3554,0.3594 +1.1954,0.5356 +1.4143,0.4654 +0.7638,0.2777 +1.4592,0.4851 +1.9308,0.504 +1.0576,0.3881 +1.0629,0.4334 +1.2524,0.4966 +1.2542,0.521 +0.4358,0.2338 +0.9225,0.4236 +0.5506,0.1558 +4.1277,-6.2036 +0.8128,0.4903 +0.2416,0.0877 +1.1455,0.5077 +1.6678,0.5833 +1.3498,0.4293 +1.5733,0.5626 +1.6837,0.4847 +1.2739,0.3319 +0.9283,0.4685 +1.688,0.7513 +1.5292,0.5968 +1.1523,0.5552 +1.1274,0.5036 +1.5683,0.4238 +1.2556,0.5261 +0.8294,0.4151 +1.2202,0.4348 +0.7367,0.4963 +0.4298,0.1904 +0.6885,0.4714 +0.4777,0.1888 +0.6287,0.2277 +0.591,0.2858 +0.7545,0.4222 +0.4291,0.2212 +0.3815,0.1762 +1.2383,0.5428 +1.1974,0.4879 +0.8969,0.3995 +0.9857,0.4118 +1.2509,0.5813 +1.0198,0.5203 +1.1957,0.4965 +0.7475,0.1452 +1.3445,0.412 +1.2891,0.5843 +1.6752,0.8057 +1.2196,0.4338 +1.0286,0.3735 +0.9908,0.3698 +1.0066,0.3773 +0.5945,0.3256 +1.1237,0.3816 +0.8168,0.4298 +0.749,0.105 +1.6386,0.4319 +1.2972,0.5334 +1.4423,0.4706 +1.3059,0.3921 +1.2342,0.2689 +1.1986,0.4171 +1.0923,0.4678 +0.5734,0.3299 +0.9675,0.4143 +0.796,0.3181 +1.0159,0.4093 +1.3926,0.4617 +1.5371,0.4643 +0.7671,0.3664 +0.8394,0.321 +0.9639,0.3422 +1.1543,0.4272 +0.531,-0.0006 +0.9917,0.1006 +1.3349,0.5656 +1.3677,0.3641 +1.5344,0.5427 +1.5705,0.5006 +1.7056,0.7447 +0.8074,0.2494 +1.0916,0.4598 +0.5664,0.1819 +0.8652,0.4139 +0.5567,0.3785 +1.0304,0.5213 +1.3498,0.5759 +0.6017,0.2659 +1.4898,0.5644 +1.3354,0.663 +0.6546,0.3638 +1.115,0.4536 +1.0037,0.4568 +1.1009,0.5199 +0.9413,0.4615 +0.4749,0.347 +0.5117,0.3537 +0.8283,0.4756 +0.4118,0.3946 +0.6844,0.2947 +1.3951,0.6538 +1.5377,0.6529 +1.6813,0.6243 +1.2499,0.3958 +0.952,0.4675 +0.3035,0.5053 +0.6981,0.5324 +1.0458,0.4433 +0.8896,0.3826 +0.7313,0.4057 +0.6946,0.3958 +0.673,0.3913 +0.8145,0.4471 +0.6682,0.397 +0.9245,0.4296 +0.9219,0.4706 +1.1251,0.5497 +1.1492,0.4809 +1.439,0.5058 +1.1186,0.5537 +0.8646,0.3818 +1.5362,-0.6228 +1.2855,0.3749 +1.0369,0.4121 +1.8906,0.8711 +0.4173,0.2662 +0.575,0.1843 +0.2326,0.1188 +1.5775,0.4665 +1.7074,0.5121 +1.2675,0.3449 +1.6093,0.5522 +0.602,-0.0062 +0.4371,0.205 +0.8148,0.4801 +1.0141,0.3714 +1.0571,0.5331 +0.7173,0.3729 +0.8602,0.3379 +1.1752,0.4646 +0.864,0.3558 +0.7604,0.4193 +1.0512,0.405 +0.963,0.3582 +0.6483,0.2904 +0.756,0.354 +0.7793,0.3844 +0.7189,0.3243 +1.2777,0.4678 +0.871,0.351 +1.4065,0.4717 +1.4286,0.6225 +0.768,0.2903 +0.8735,0.2269 +0.5306,0.2987 +0.4903,0.2403 +0.8023,0.3952 +0.88,0.4028 +0.6188,0.2947 +1.1735,0.4074 +1.3349,0.5071 +1.4297,0.5274 +0.8202,0.3439 +1.3254,0.5437 +1.0419,0.4202 +1.5278,0.5473 +1.4145,0.4847 +1.2138,0.4677 +1.4601,0.5064 +0.5732,0.2457 +1.0121,0.4182 +1.0133,0.3176 +0.5897,0.303 +0.6804,0.2852 +1.7644,0.5528 +1.8692,0.5466 +1.5102,0.4699 +0.6115,0.3431 +0.651,0.3135 +0.5859,0.2121 +0.7501,0.1879 +0.7848,0.3429 +0.5027,0.2003 +1.3337,0.4708 +1.0333,0.2995 +1.391,0.4973 +1.6247,0.5139 +1.6491,0.4892 +1.5423,0.5633 +1.6065,0.5759 +1.1637,0.4114 +1.4697,0.5948 +0.536,0.4223 +0.5074,0.2613 +0.6115,0.3294 +1.42,0.6798 +1.5028,0.7066 +0.8002,0.4579 +0.7109,0.4049 +0.3561,0.2869 +0.8814,0.4351 +1.6156,0.6016 +1.1666,0.4057 +1.6803,0.6234 +1.4677,0.5713 +1.74,0.6381 +1.5699,0.7459 +1.2808,0.5522 +0.8829,0.5048 +1.1038,0.6139 +1.7284,0.7731 +1.2582,0.5754 +1.3745,0.5842 +1.0306,0.4698 +1.1455,0.6677 +1.5431,0.5833 +1.5111,0.6439 +1.5028,0.5991 +1.1729,0.4607 +1.3643,0.5155 +1.2547,0.6274 +0.9702,0.4768 +1.245,0.4413 +0.8871,0.3241 +0.9675,0.5078 +1.429,0.5314 +1.3438,0.9811 +0.9296,0.4872 +0.8806,0.4778 +0.9572,0.5469 +0.93,0.4848 +0.8944,0.372 +1.0049,0.3896 +1.181,0.6415 +1.4994,0.6399 +1.6974,0.6173 +1.2064,0.5538 +1.5294,0.6381 +1.2785,0.596 +1.3848,0.5883 +1.7013,0.6124 +1.2893,0.4585 +1.528,0.5889 +1.5425,0.5674 +1.2381,0.5024 +1.0776,0.4065 +1.2567,0.5879 +1.4119,0.5929 +1.7041,0.6558 +1.4458,0.5292 +1.4907,0.5288 +0.2531,0.2233 +1.3118,0.5238 +1.4132,0.5782 +1.3404,0.5968 +1.4065,0.4949 +1.3776,0.6934 +1.2972,0.649 +1.4163,0.6194 +0.2535,0.2813 +0.875,0.4143 +0.6177,0.3082 +0.6911,0.2074 +0.9953,0.4704 +0.6295,0.3133 +0.7461,0.469 +1.6202,0.5355 +1.3649,0.4961 +1.5118,0.5543 +0.9127,0.3835 +1.7256,0.5738 +1.4154,0.6116 +1.0939,0.4534 +1.6288,0.6207 +1.6838,0.5674 +1.583,0.6997 +1.5982,0.5635 +0.977,0.4261 +0.6582,0.2313 +1.6126,0.6016 +1.5239,0.5655 +1.7005,0.7299 +1.6635,0.6845 +1.2312,0.273 +1.7401,0.8083 +1.4997,0.7065 +1.4163,0.9455 +0.7628,0.3221 +0.8935,0.3817 +0.9687,0.4896 +1.1232,0.4885 +0.6026,0.3608 +0.9219,0.5801 +0.6216,0.5153 +1.2803,0.6196 +0.515,0.4311 +0.639,0.3946 +0.3251,0.1869 +1.2374,0.6118 +1.6502,1.3094 +1.6602,0.699 +0.9811,0.6864 +1.2531,0.5202 +1.5502,0.7833 +1.2828,0.6137 +1.6892,0.7251 +1.2068,0.578 +1.3559,0.6143 +1.4214,0.6574 +1.3883,0.6758 +0.708,0.2007 +0.5635,0.4165 +1.0534,0.5349 +0.3998,0.4747 +0.3189,0.3033 +0.8865,0.3149 +0.5637,0.2591 +1.258,0.5904 +0.8777,0.5096 +0.8361,0.6449 +1.6184,0.6631 +1.1141,0.519 +1.1799,0.5067 +2.009,0.6119 +0.6317,0.2878 +1.6423,0.6922 +0.4408,-0.001 +1.267,0.4941 +1.0284,0.4537 +1.4403,0.5588 +1.9716,0.5146 +1.0141,0.4688 +0.8192,0.3983 +1.0309,0.3737 +0.4973,0.2628 +0.8165,0.3159 +0.6787,0.4017 +1.1497,0.3647 +1.7176,0.4337 +1.5342,0.5809 +1.6166,0.5733 +1.583,0.5294 +1.6867,0.5766 +1.1981,0.4386 +1.3651,0.4248 +0.5002,0.2468 +1.583,0.4213 +1.2714,0.576 +1.8408,0.5482 +1.1574,0.4878 +0.9191,0.3951 +0.9302,0.4709 +0.6017,0.423 +0.5398,0.4238 +1.2172,0.5642 +0.4367,0.2868 +1.2875,0.4405 +1.1049,0.5147 +1.8175,0.639 +0.5939,0.2748 +1.6762,0.6906 +1.1451,0.5395 +1.7408,0.6533 +0.4904,0.342 +1.1561,0.5007 +1.5244,0.6416 +0.7739,0.5789 +0.8268,0.4452 +0.8907,0.5148 +0.5844,0.3915 +1.1769,0.5557 +0.692,0.3916 +1.1729,0.4977 +0.6607,0.4557 +0.9807,0.4478 +0.4648,0.3637 +0.9542,0.5373 +0.8869,0.5222 +0.7219,0.451 +0.695,0.4527 +1.8302,0.7416 +1.027,0.6102 +2.0292,0.7278 +0.7401,0.4827 +0.7577,0.3366 +0.929,0.4188 +1.3924,0.6298 +1.5378,0.5956 +0.7004,0.3733 +0.711,0.2929 +1.2824,0.6365 +0.4405,0.1506 +0.5318,0.2985 +1.0749,0.3574 +0.6765,0.3495 +1.1849,0.4638 +1.1082,0.3151 +1.5575,0.5156 +1.1681,0.4807 +1.353,0.5581 +1.8093,0.6819 +1.6961,0.5111 +1.5471,0.5668 +1.4989,0.4636 +1.6272,0.5776 +0.8038,0.3517 +0.4726,0.4169 +0.6052,0.1271 +0.7644,0.4132 +1.4955,0.4618 +1.0616,0.3732 +0.8572,0.2847 +0.953,0.366 +1.0028,0.3926 +1.1407,0.4411 +1.1245,0.4641 +0.8299,0.2387 +0.6413,0.3406 +0.5182,0.2449 +1.5249,0.4895 +1.4888,0.4995 +1.4428,0.4819 +1.1159,0.4306 +1.5443,0.4722 +1.2312,0.5027 +1.4919,0.4677 +1.5558,0.5187 +1.4107,0.4351 +1.5261,0.4873 +1.4933,0.4506 +1.5299,0.4598 +1.4443,0.4744 +1.6068,0.4854 +0.5617,0.1989 +1.0571,0.2097 +1.1092,0.3819 +1.385,0.4793 +1.5749,0.4758 +1.5364,0.5047 +0.9921,0.374 +1.4607,0.3949 +1.4671,0.4569 +1.1406,0.4493 +1.4081,0.482 +1.5129,0.5677 +0.4427,0.2422 +0.9594,0.3508 +0.8843,0.4939 +0.6177,0.1678 +0.4788,0.4138 +0.5834,0.3295 +1.1219,0.4426 +1.1237,0.471 +0.6381,0.2744 +0.8237,0.4058 +1.3996,0.5765 +1.4322,0.5963 +1.1728,0.5666 +1.5122,0.717 +1.6403,0.6552 +0.5732,0.2593 +1.2659,0.582 +0.8231,0.4435 +0.5418,0.4212 +0.818,0.4419 +1.1002,0.4665 +0.6143,0.3142 +0.8748,0.4341 +0.6268,0.2003 +1.0426,0.2881 +1.0921,0.5223 +1.3495,0.4632 +1.3095,0.5514 +1.7535,0.6733 +1.5761,0.5291 +0.6004,0.3129 +1.2137,0.45 +0.8191,0.3126 +0.7532,0.3185 +1.2254,0.4608 +1.5748,0.4533 +1.6746,0.4771 +0.7772,0.3681 +1.5237,0.5457 +0.5592,0.2147 +2.1791,0.5487 +0.4983,0.1658 +1.2156,0.3643 +1.3867,0.3949 +1.166,0.549 +1.6049,0.6023 +1.2063,0.4736 +1.5682,0.7101 +1.6694,0.5442 +1.4901,0.6389 +1.5464,0.5396 +0.9398,0.4845 +0.9534,0.5297 +1.1216,0.576 +1.0367,0.2023 +0.9754,0.4145 +0.5744,0.3515 +0.9657,0.5324 +0.5652,0.5084 +0.6445,0.4388 +0.7236,0.452 +1.5258,0.656 +1.8631,0.7127 +1.0054,0.4679 +1.4015,0.6069 +0.5427,0.0228 +1.2914,0.5746 +1.4704,0.5885 +1.4007,0.6563 +1.4569,0.615 +1.4155,0.5232 +1.0126,0.5561 +1.4536,0.6885 +1.2031,0.6208 +1.1147,0.5425 +1.3303,0.6817 +1.1008,0.5028 +1.0815,0.2751 +0.7878,0.0885 +1.1974,0.4865 +0.778,0.465 +0.4645,0.168 +0.5437,0.2375 +0.9835,0.3901 +0.4344,0.1795 +1.3965,0.6056 +1.2938,0.5471 +0.9588,0.4424 +1.2693,0.6305 +0.4286,0.2241 +1.6641,0.6673 +0.3595,0.3448 +1.5425,0.4594 +1.6678,0.6372 +1.1621,0.4304 +1.7443,0.6148 +0.8819,0.5541 +1.2741,0.5103 +1.6614,0.6931 +1.4465,0.5313 +1.4702,0.5673 +1.0643,0.437 +0.9199,0.3101 +0.7242,0.3362 +0.2938,0.0922 +0.659,0.3036 +1.2751,0.4032 +0.355,0.2577 +0.3122,0.3244 +1.109,0.3807 +1.4172,0.3942 +1.2074,0.3126 +1.6251,0.5051 +0.8252,0.4247 +1.6022,0.4665 +1.1208,0.3732 +1.4295,0.564 +0.6158,0.3188 +1.468,0.3112 +0.9508,0.387 +1.1717,0.4953 +0.9231,0.4944 +0.6643,0.2753 +1.0513,0.4894 +0.6421,0.3693 +0.5741,0.3639 +0.7426,0.4845 +0.6992,0.4206 +0.0612,0.2737 +1.2058,0.4116 +1.4265,0.6036 +0.834,0.2736 +0.9177,0.4465 +1.4524,0.5665 +1.609,0.8934 +1.0612,0.6259 +0.5442,0.066 +0.8339,0.4133 +0.714,0.1854 +1.3631,0.6121 +1.5948,0.6315 +1.4368,0.5904 +1.4213,0.5872 +1.6892,0.6326 +0.5592,0.3153 +1.5891,0.68 +-0.0927,0.0742 +0.7922,0.4088 +0.9906,0.403 +0.6126,0.4107 +1.6301,0.589 +1.5812,0.6119 +0.8432,0.4757 +1.1287,-0.1626 +0.8194,0.4717 +0.741,0.3456 +0.7442,0.4711 +0.3266,0.21 +2.0135,-0.0061 +1.9491,-1.2447 +0.9087,0.1588 +0.9283,0.4363 +0.8573,0.4166 +0.2888,0.2264 +1.5716,0.6879 +1.2435,0.6425 +1.2992,0.7801 +1.1745,0.5676 +1.4127,0.5696 +1.0355,0.4775 +1.4383,0.6779 +1.547,0.6088 +1.8317,0.6259 +1.2316,0.5455 +1.2013,0.5506 +1.1886,0.5022 +0.6082,0.2985 +0.9312,0.4098 +1.5855,0.5284 +0.3318,0.0876 +1.0823,0.4993 +1.2774,0.5438 +1.4877,0.4747 +1.1065,0.49 +0.751,0.4086 +0.9865,0.4331 +0.8258,0.4556 +0.85,0.473 +0.6905,0.4152 +0.766,0.4851 +0.7415,0.4006 +0.5455,0.3027 +1.0949,0.5391 +0.9493,0.4486 +1.2358,0.5354 +1.4279,0.6339 +0.7293,0.3086 +1.4243,0.5908 +0.8537,0.4179 +0.899,0.5143 +1.8374,0.6217 +1.9239,0.671 +0.6448,0.2994 +1.3759,0.4864 +1.1086,0.4892 +1.6412,0.621 +0.9572,0.4688 +1.8324,0.7015 +1.1441,0.534 +1.9493,0.6128 +1.6424,0.803 +0.8817,0.4391 +0.6274,0.2089 +0.5662,0.1577 +0.8001,0.3846 +1.0986,0.4283 +1.5226,0.5287 +0.7117,0.2052 +1.4105,0.42 +1.485,0.6003 +1.3594,0.4494 +1.298,0.3874 +1.0813,0.5664 +1.4585,0.5074 +1.9467,0.5426 +0.5691,0.3428 +1.0246,0.4532 +1.0083,0.5236 +1.1298,0.5242 +0.89,0.4307 +0.686,0.4459 +0.5954,0.436 +0.5534,0.3558 +1.1924,0.5314 +0.8153,0.4105 +1.0618,0.7951 +0.7569,0.4135 +1.2962,0.6004 +1.0736,0.5355 +1.4561,0.6378 +0.9397,0.4335 +0.9635,0.4332 +0.4746,0.3141 +0.6263,0.3989 +0.7664,0.4428 +0.7184,0.3833 +0.8137,0.4815 +1.5091,0.6576 +1.6893,0.5955 +1.6889,0.6168 +0.6104,0.2833 +1.0018,0.6127 +1.562,0.6374 +1.2441,0.5202 +1.0339,0.4054 +1.1315,0.4432 +0.8841,0.2614 +1.2748,0.4128 +1.002,0.4905 +1.6635,0.5755 +0.9635,0.4688 +0.9612,0.4964 +0.9786,0.4597 +1.0886,0.2084 +0.7256,0.2496 +0.9219,0.4144 +0.5299,0.3377 +0.6654,0.3044 +0.8943,0.4238 +0.8594,0.3512 +1.2878,0.3762 +0.7559,0.102 +1.2707,0.5095 +0.8968,0.5504 +1.4985,0.5236 +0.9675,0.3276 +1.4304,0.6109 +1.6627,0.557 +1.0458,0.3566 +1.0335,0.6056 +1.3459,1.1854 +0.2979,0.3173 +0.6472,0.2881 +0.8959,0.4313 +0.6194,0.3738 +0.357,0.0833 +1.6107,0.653 +1.474,0.6353 +1.3126,0.6217 +1.5506,0.6476 +1.305,0.6142 +1.1257,0.6679 +1.3326,0.6598 +1.3064,0.6888 +0.8042,0.3524 +0.9161,0.4221 +0.422,0.3537 +0.5408,0.3389 +0.5272,0.4421 +0.8478,0.4295 +0.7559,0.3434 +0.5541,0.1349 +1.2948,0.5841 +1.1659,0.4135 +0.5026,0.2612 +0.5206,0.2738 +1.2588,0.6633 +1.3917,0.7359 +1.0324,0.6145 +1.3642,0.8802 +1.3551,0.4675 +1.68,0.6513 +0.8643,0.4102 +1.1343,0.5633 +1.0697,0.4947 +0.8318,0.2619 +1.1978,0.4022 +0.5237,0.1607 +0.3322,0.1988 +1.0255,0.3957 +0.9594,0.3456 +1.0161,0.5181 +0.4834,0.2007 +1.4952,0.5014 +1.4893,0.5016 +0.5251,0.2156 +1.578,0.5056 +1.3593,0.6962 +1.343,0.6432 +0.8684,0.399 +1.0261,0.6398 +0.9444,0.4315 +0.599,0.3153 +0.672,0.4253 +0.9188,0.5885 +0.8794,0.3699 +0.8518,0.4819 +0.7102,0.4852 +0.7139,0.3669 +1.1933,0.4831 +0.9699,0.3192 +1.2329,0.5317 +0.832,0.491 +1.1292,0.4712 +0.9568,0.3945 +1.1164,0.5151 +1.113,0.6754 +1.3809,0.6492 +1.3466,0.611 +0.6024,0.4019 +1.0663,0.4571 +0.9956,0.5631 +0.5315,0.289 +0.8091,0.4854 +0.4804,0.2854 +0.5807,0.3311 +0.6333,0.3966 +0.7022,0.3361 +0.612,0.3679 +0.5277,0.2585 +1.0463,0.5012 +0.6865,0.4684 +1.5021,0.6476 +1.7122,0.7959 +1.6817,0.8052 +1.4082,0.5505 +1.1907,0.5816 +1.0482,0.3971 +1.1435,0.6486 +0.9947,0.5889 +0.9926,0.4865 +1.6993,0.6372 +1.1013,0.3851 +1.1374,0.3385 +0.9167,0.4874 +0.6898,0.4971 +1.0426,0.3998 +0.5213,0.2503 +0.6548,-0.021 +1.3808,0.4334 +1.4182,0.5163 +0.786,0.352 +1.3272,0.5987 +1.2656,0.5193 +1.2333,0.3303 +1.3558,0.4302 +1.3954,0.2924 +0.9269,0.4463 +1.5018,0.8623 +0.8531,0.3683 +0.858,0.3947 +1.125,0.3757 +0.7572,0.2965 +1.5246,0.5204 +0.6022,0.2645 +0.7306,0.1788 +1.2383,0.4904 +1.6624,0.5203 +1.4091,0.5052 +1.3394,0.6023 +1.2543,0.6541 +0.7534,0.2889 +1.5004,0.5706 +1.2829,0.451 +1.5793,0.5373 +1.1891,0.569 +0.6408,0.3563 +0.6944,0.4633 +1.5304,0.6347 +1.4872,0.6166 +1.8077,0.6818 +0.9292,0.3515 +0.3744,0.2189 +0.4747,0.1311 +1.1445,0.377 +0.5774,0.3683 +0.7086,0.4998 +0.5633,0.3407 +1.4044,0.5972 +1.2111,0.5599 +1.224,0.5288 +1.2042,0.525 +1.5146,0.6145 +0.7862,0.3795 +0.8831,0.3872 +0.9789,0.4877 +0.8282,0.4764 +1.4823,1.0121 +1.4753,0.4983 +1.5975,0.5419 +0.5036,0.2274 +1.2658,0.5606 +0.6097,0.2021 +1.4611,0.5506 +1.7256,0.6078 +0.6677,0.3515 +0.3228,0.2572 +1.3568,0.5767 +1.5905,0.5823 +1.4955,0.6216 +1.6082,0.6676 +0.3985,-0.2581 +0.4456,0.2959 +0.919,0.4433 +0.9287,0.1651 +0.8878,0.4449 +1.8227,0.7173 +1.5742,0.7295 +1.4859,0.8321 +1.1068,0.5004 +2.0067,0.6968 +1.0702,0.5884 +1.6343,0.6467 +3.289,0.7062 +1.3764,0.5215 +1.5546,1.3114 +0.7666,0.1875 +0.6863,0.3536 +1.1876,0.3999 +1.7917,0.579 +0.6115,0.1178 +1.8193,0.5535 +1.0019,0.6175 +0.7474,0.522 +0.8106,0.4141 +0.725,0.2354 +0.525,0.3825 +1.3223,0.5941 +0.3463,0.4394 +1.282,0.5563 +0.8935,0.4725 +0.6935,0.4735 +0.4175,0.197 +1.5841,0.5077 +1.5041,0.6604 +1.0939,0.5266 +1.4025,0.6176 +0.9965,0.528 +1.6441,0.7028 +1.136,0.5815 +0.8136,0.495 +1.143,0.5431 +1.0438,0.4665 +1.3289,0.6662 +0.8133,0.4631 +0.7107,0.5832 +0.7412,0.5253 +0.5864,0.4761 +0.5288,0.4044 +0.4514,0.26 +0.5224,0.3549 +0.6035,0.3794 +0.9636,0.4967 +1.1189,0.5511 +1.0151,0.4481 +0.8182,0.4762 +0.7703,0.3838 +0.5422,0.3313 +0.9314,0.4605 +0.4492,0.2455 +1.1707,0.592 +1.2667,0.53 +0.9301,0.4486 +1.1254,0.547 +1.3259,0.5356 +0.7006,0.4537 +1.0765,0.4814 +0.9637,0.5196 +0.6546,0.4251 +1.4517,0.544 +0.5489,0.5695 +1.3253,0.4842 +1.3526,0.5509 +1.434,0.5095 +1.2963,0.5462 +1.2475,0.5369 +0.692,0.3805 +0.9928,0.4891 +0.9558,0.5184 +0.9827,0.4282 +0.9286,-0.5042 +0.7592,0.3439 +1.3192,0.442 +1.3901,0.5841 +1.0638,0.5629 +1.053,0.577 +1.0605,0.56 +1.8965,0.6617 +1.1268,0.5245 +1.4055,0.5095 +0.6211,0.1941 +1.2251,0.4375 +1.3611,0.4645 +1.2773,0.5008 +1.3137,0.4895 +1.3849,0.5205 +1.3227,0.3887 +0.9105,0.4314 +1.5931,0.6052 +1.3518,0.4868 +1.0332,0.5931 +1.3252,0.5056 +1.0183,0.3067 +0.8447,0.2551 +0.8217,0.4396 +1.1486,0.4619 +0.8017,0.3337 +0.8209,0.4058 +0.8704,0.3656 +1.0534,0.4071 +1.9725,0.6432 +1.5828,0.5924 +1.1037,0.4227 +1.0982,0.5643 +1.0552,0.5152 +1.0516,0.4381 +1.1581,0.5064 +1.0399,0.4292 +0.4592,0.3172 +0.7331,0.4046 +0.6432,0.2107 +0.8217,0.3363 +1.0846,0.6262 +0.6179,0.4515 +0.6538,0.1303 +0.65,0.2395 +1.5697,0.4065 +1.1427,0.4643 +0.8051,0.0196 +1.819,0.6617 +1.1304,0.4898 +1.4479,0.7352 +1.4212,0.5288 +1.337,0.6624 +0.7997,0.3771 +1.3587,0.6296 +1.7294,0.8758 +1.6392,0.6438 +1.3679,0.5337 +0.9998,0.3848 +1.559,0.5183 +1.0417,0.5686 +1.0674,0.4651 +0.8539,0.4657 +1.0546,0.5093 +0.7126,0.4831 +0.9848,0.308 +0.5457,0.1946 +1.2087,0.4924 +0.9566,0.4558 +0.5948,0.3222 +0.779,0.3715 +1.4989,0.5706 +1.0321,0.5246 +0.857,0.5631 +1.2444,0.3939 +1.3462,0.564 +1.3479,0.4588 +1.3418,0.4972 +1.2681,0.6009 +1.7763,0.6036 +1.4438,0.435 +1.0514,0.403 +0.4735,0.3078 +0.4369,0.3063 +0.6957,0.2722 +0.3075,0.1858 +1.1572,0.4608 +0.6922,0.4563 +1.7171,0.6585 +1.3968,0.4415 +1.626,0.6748 +1.5237,0.6629 +0.7426,0.3977 +1.1349,0.4927 +0.5827,0.4615 +0.6018,0.4635 +0.4416,0.2748 +0.2795,0.2654 +0.7172,0.2946 +0.8074,0.5606 +0.375,0.4038 +0.5897,0.3838 +0.9855,0.5268 +0.6873,0.2666 +1.3126,0.5589 +1.035,0.5553 +0.689,0.337 +0.9079,0.5625 +0.6575,0.2202 +1.4724,0.6399 +1.0761,0.5622 +0.8697,0.5386 +1.527,0.6631 +1.1783,0.6116 +0.9494,0.4547 +1.1748,0.6135 +0.865,0.6976 +1.38,0.9478 +0.2263,0.157 +0.4099,0.2712 +0.9853,0.4496 +0.9212,0.4847 +0.7423,0.4647 +1.2025,0.5084 +1.2105,0.4866 +1.2308,0.484 +1.026,0.4338 +1.4716,0.6385 +1.0929,0.4627 +1.0277,0.4178 +1.4531,0.6953 +0.4658,0.3057 +0.8773,0.4822 +0.8246,0.4988 +0.8975,0.3656 +0.9125,0.3525 +0.5514,0.0101 +1.0755,0.3908 +0.6688,0.3078 +0.718,0.3187 +0.6584,0.3123 +0.9313,0.496 +0.6491,0.3963 +0.7584,0.2941 +0.9876,0.4724 +0.835,0.3218 +0.9375,0.3 +1.0345,0.2636 +1.0291,0.3247 +0.4716,0.1878 +0.524,0.2994 +1.0658,0.5209 +1.2711,0.4242 +1.5549,0.8783 +1.5485,0.5411 +0.9968,0.4598 +1.5079,0.5022 +1.0338,0.4625 +1.3032,0.5903 +1.0091,0.4704 +0.8583,0.3742 +1.3314,0.5843 +0.6274,0.4003 +0.9694,0.4246 +0.5563,0.3484 +0.9868,0.4368 +1.4158,0.6287 +1.5826,0.6281 +0.7287,0.4004 +1.3676,0.6258 +1.6324,0.2562 +1.3395,0.6027 +0.9507,0.5284 +1.2693,0.5014 +1.0585,0.51 +1.181,0.462 +0.9991,0.4173 +1.4858,0.5346 +0.7059,0.2734 +0.7861,0.4239 +0.709,0.4416 +0.7382,0.3877 +0.6399,0.3704 +0.6816,0.3865 +0.8521,0.3044 +1.0428,0.4142 +0.2847,0.0969 +1.1717,0.6012 +1.1538,0.5082 +1.2295,0.4334 +0.8238,0.4567 +2.6902,-5.7933 +0.478,0.3477 +0.7643,0.3566 +0.8211,0.4418 +1.438,0.5033 +1.7525,0.5254 +1.8925,0.6189 +1.2675,0.4927 +-0.7228,0.5626 +0.7504,0.3327 +0.5981,0.3083 +1.0567,0.4918 +1.0455,0.4636 +0.6809,0.373 +1.0237,0.4346 +0.9991,0.4215 +0.5205,0.3135 +1.0812,0.5739 +0.5556,0.3585 +1.0334,0.3824 +1.6668,0.6929 +1.3376,0.5109 +0.4777,0.1728 +0.8108,0.4509 +1.2569,0.5238 +1.4759,0.538 +0.7004,0.2479 +0.6076,0.3073 +1.3323,0.6205 +0.6516,0.3476 +1.2249,0.5178 +0.2955,0.1708 +0.8697,0.4025 +0.6155,0.3889 +0.8794,0.3155 +0.9346,0.3741 +0.8934,0.4103 +0.8022,0.4631 +0.8519,0.4222 +0.6263,0.3442 +0.6942,0.3654 +0.5422,0.1766 +0.9559,0.3197 +0.8059,0.3747 +0.9078,0.3597 +0.7883,0.2536 +0.52,0.145 +1.6305,0.5481 +1.4525,0.5674 +0.9798,0.3863 +0.9334,0.4644 +0.5592,-0.0273 +1.1838,0.3594 +1.628,0.4089 +1.557,0.4123 +0.9843,0.4004 +0.6869,0.324 +1.0407,0.3991 +0.4594,0.2313 +1.3867,0.4833 +1.1717,0.4062 +0.7309,0.3677 +1.4497,0.5763 +1.1208,0.4256 +0.7498,0.4153 +1.1101,0.5448 +0.7339,0.1838 +0.8364,0.2971 +1.122,0.4193 +1.7803,0.4527 +1.4675,0.9272 +0.9736,0.3852 +1.6417,0.5522 +1.3634,0.6783 +0.7799,0.3809 +0.6659,0.44 +0.9376,0.4948 +1.0474,0.5041 +0.9337,0.5761 +0.5159,0.2776 +0.6148,0.4143 +0.9754,0.4526 +2.1731,0.8868 +0.6005,0.3643 +1.1723,0.5267 +1.4797,0.619 +1.3247,0.5203 +1.2043,0.5302 +1.1977,0.675 +0.9033,0.4813 +0.4203,0.313 +1.0945,0.3499 +0.9556,0.5381 +0.668,0.3051 +0.8469,0.44 +1.09,0.1936 +0.2624,0.334 +1.1341,0.6498 +1.1377,0.5658 +1.4145,0.617 +0.9115,0.1797 +1.08,0.3981 +0.9777,0.3592 +0.9941,0.3231 +0.5557,0.2857 +1.1152,0.4009 +1.0154,0.4054 +1.0062,0.4331 +0.9929,0.3963 +0.3959,0.0691 +1.124,0.3844 +0.5313,0.3165 +0.3505,0.1609 +0.611,0.3267 +1.1211,0.4235 +1.405,0.4755 +1.2977,0.4887 +0.9742,0.4004 +0.6864,0.2399 +1.3066,0.4335 +1.3068,0.5078 +1.2104,0.6475 +2.0305,0.7088 +1.1982,0.6485 +0.9477,0.3912 +0.956,0.2843 +1.0583,0.5799 +1.0239,0.509 +0.5546,0.419 +1.0601,0.4895 +0.5328,0.2598 +0.7097,0.3738 +0.6997,0.3194 +0.9769,0.2784 +0.9499,0.3521 +1.048,0.4878 +0.8585,0.4759 +1.0857,0.6742 +1.8099,0.6774 +1.7912,0.7179 +1.225,0.553 +4.6612,-1.4325 +0.1642,0.0684 +-0.0667,0.7031 +1.2647,0.4513 +1.1058,0.5446 +0.4324,0.3163 +0.8389,0.4783 +1.2381,0.6058 +1.2733,0.6572 +0.5988,0.0561 +0.7756,0.5371 +1.3717,0.5394 +1.0257,0.3413 +1.6391,0.5781 +1.4336,0.5591 +1.5933,0.5396 +1.4405,0.5901 +0.8224,0.4524 +1.2221,0.5162 +0.6024,0.3865 +1.1548,0.1229 +0.4183,0.261 +0.7357,0.4167 +0.8919,0.3548 +0.9369,0.3746 +0.7224,0.3846 +0.9732,0.4412 +1.185,0.4389 +0.6689,0.3141 +1.6147,0.5734 +0.9638,0.545 +1.0151,0.4293 +1.7622,0.5031 +1.0026,0.3654 +1.2828,0.4671 +1.101,0.3817 +1.343,0.5259 +1.3658,0.5653 +0.5919,0.2755 +1.5031,0.5859 +1.2468,0.4959 +1.2771,0.5319 +0.7466,0.349 +0.7817,0.3786 +0.8998,0.4803 +1.3047,0.5027 +1.1048,0.5032 +0.9766,0.4459 +1.3118,0.3862 +1.4244,0.5709 +1.7036,0.588 +1.3149,0.5726 +1.5219,0.5905 +1.7736,0.6036 +1.4771,0.6064 +1.3039,0.5354 +1.6565,0.5763 +1.3641,0.4981 +1.3598,0.5741 +0.59,0.2827 +1.5352,0.6874 +0.7582,0.3186 +0.5563,0.2607 +0.77,0.3696 +0.6045,0.3267 +1.0556,0.3869 +1.0069,0.4725 +1.7362,0.6364 +1.329,0.4997 +1.7687,0.5517 +1.3869,0.5363 +0.5951,0.382 +1.5754,0.4937 +0.7072,0.2721 +0.9467,0.4595 +1.1545,0.5828 +1.1351,0.4482 +1.8537,0.6171 +1.8418,0.5745 +1.2543,0.5635 +1.5042,0.564 +0.4575,0.3877 +0.5167,0.2802 +0.7215,0.4144 +1.4904,0.5671 +1.556,0.6244 +1.2746,0.5177 +1.681,0.5911 +1.3776,0.5559 +1.5105,0.5505 +1.4183,0.5945 +1.5333,0.5637 +1.3692,0.5137 +1.2552,0.5473 +1.1428,0.6342 +0.5108,0.1986 +0.587,0.3455 +1.0826,0.5513 +1.5238,0.5833 +1.4043,0.5353 +1.0076,0.4384 +0.7397,0.3166 +0.6256,0.3075 +0.5082,0.301 +1.0858,0.4061 +1.294,0.4442 +1.4077,0.5395 +1.1289,0.5641 +1.5167,0.5571 +0.9762,0.5016 +1.2559,0.3957 +1.535,0.5352 +1.2381,0.525 +0.8474,0.2861 +1.0989,0.4676 +1.0679,0.3916 +0.5082,0.3416 +0.5198,0.2409 +0.5443,0.2319 +1.0675,0.3636 +0.5831,0.2114 +1.1236,0.5254 +1.1796,0.4081 +1.343,0.4306 +1.9515,0.6245 +0.4018,-0.1611 +1.2767,0.4827 +1.5698,0.5238 +0.9495,0.4164 +1.1628,0.1191 +0.9692,0.3002 +0.9882,0.414 +0.9584,0.409 +1.2555,0.4386 +0.8832,0.3916 +0.6059,0.3317 +0.901,0.4049 +0.7215,0.2154 +0.7518,0.355 +0.675,0.4002 +0.8554,0.4211 +1.07,0.4808 +1.1792,0.3893 +1.5201,0.5276 +1.5607,0.5529 +1.46,0.5172 +1.848,0.9656 +1.0952,0.5165 +1.1258,0.4182 +1.2046,0.4695 +1.0566,0.3805 +1.0372,0.4134 +0.9442,0.4286 +1.0466,0.444 +1.4525,1.3706 +0.9854,0.3633 +0.622,0.3008 +1.2255,0.4379 +0.8681,0.3942 +0.4585,0.2768 +0.8481,0.4205 +1.3651,0.3275 +0.95,0.3921 +0.9137,0.3379 +0.631,0.2067 +0.9525,0.4038 +1.0681,0.4075 +1.3158,0.4235 +1.0545,0.5224 +1.2665,0.5308 +1.5992,0.6237 +1.1356,0.4117 +1.0315,0.4582 +1.227,0.4176 +1.2799,0.508 +1.6672,0.6065 +1.3531,0.5698 +1.6338,0.5174 +1.4951,0.4216 +1.2645,0.667 +1.5813,0.5188 +0.6979,0.0598 +1.4989,0.6434 +0.3971,0.0721 +1.0322,0.4246 +1.0835,0.427 +1.7517,0.5396 +0.9445,0.405 +1.0282,0.4487 +0.5538,0.2535 +0.1611,0.3356 +0.7541,0.3772 +1.0774,0.3455 +0.4747,0.2867 +0.4898,0.2442 +0.7791,0.3638 +0.8107,0.3513 +0.4708,0.1958 +1.0916,0.4966 +1.8612,0.7931 +0.9689,0.3709 +1.5628,0.5746 +0.6973,0.1875 +1.5828,0.5931 +1.1871,0.5655 +0.9241,0.4514 +1.19,0.4619 +1.7323,0.134 +0.8246,0.3328 +0.7252,0.4013 +1.2756,0.4931 +1.353,0.53 +1.3575,0.5133 +1.0423,0.3952 +1.2513,0.4817 +0.423,0.3376 +1.1333,0.4416 +1.1195,0.4588 +0.8349,0.4061 +0.7326,0.2906 +1.0973,0.5162 +0.825,0.4887 +0.6709,0.4058 +0.5145,0.494 +0.9632,0.4281 +0.8839,0.444 +1.1293,0.53 +0.6171,0.324 +1.5344,0.691 +1.4836,0.4616 +1.4387,0.6257 +1.3059,0.522 +1.2589,0.5222 +0.9862,0.4715 +1.1106,0.3416 +1.2622,0.4443 +1.5148,0.5444 +1.0916,0.4282 +0.9259,0.3466 +1.2607,0.486 +1.2073,0.4953 +0.8385,0.3694 +0.5363,0.2729 +1.1701,0.4962 +0.6423,0.3946 +0.3722,0.0762 +1.1712,0.4491 +0.9929,0.4277 +0.7865,0.3456 +1.392,0.5131 +1.2098,0.5212 +1.5791,0.5508 +1.4527,0.5248 +1.7568,0.637 +0.9746,0.5483 +0.8137,0.364 +1.2705,0.5456 +1.0355,0.4453 +0.9324,0.4284 +1.2724,0.5386 +1.2649,0.5165 +1.0075,0.3774 +0.826,0.4326 +0.9324,0.6007 +1.3156,0.4899 +0.9567,0.4463 +0.6169,0.3866 +0.7131,0.3373 +0.6047,0.36 +0.8442,0.5232 +0.9968,0.363 +0.6141,0.3006 +1.5506,0.5703 +1.4733,0.4645 +1.4214,0.6004 +0.7561,0.3493 +0.9971,0.438 +1.0717,0.4479 +0.8434,0.4667 +1.2529,0.4815 +1.2096,0.5033 +1.2052,0.4415 +1.1976,0.5444 +0.638,0.3837 +0.762,0.3769 +0.8054,0.3059 +1.0524,0.4423 +0.7862,0.3588 +1.6275,0.5576 +0.8719,0.4582 +0.3474,0.1489 +1.2467,0.3635 +1.0881,0.3554 +0.7355,0.2851 +1.3996,0.4944 +1.1869,0.515 +1.0576,0.4448 +1.2225,0.4585 +1.5949,0.5068 +1.2807,0.5915 +0.9489,0.4524 +1.5057,0.5144 +1.0398,0.4848 +0.7299,0.2702 +0.4448,0.3628 +0.6319,0.4313 +1.1702,0.4919 +0.8157,0.4966 +0.7591,0.2602 +1.4388,0.4249 +1.3176,0.5226 +1.0152,0.3303 +0.5535,0.1971 +1.0532,0.4889 +0.6969,0.2504 +1.8426,0.6105 +1.9568,0.7267 +1.7496,0.6387 +0.9445,0.4148 +1.6723,0.5008 +1.2067,0.5936 +1.0712,0.4291 +1.1136,0.5002 +1.109,0.567 +0.969,0.4628 +0.7191,0.3862 +0.8424,0.539 +0.6519,0.2598 +0.9165,0.5268 +1.1498,0.2863 +1.1931,0.3915 +1.2424,0.4817 +0.5495,0.3558 +0.9713,0.4864 +0.8346,0.2734 +0.7279,0.3673 +1.032,0.5311 +1.0095,0.4719 +1.0777,0.5965 +1.4107,0.5781 +1.3737,0.4796 +1.4868,0.5822 +1.4053,0.5309 +0.9344,0.3944 +1.4561,0.5047 +1.3725,0.5243 +2.002,0.6745 +1.2483,0.4816 +0.927,0.3466 +1.0009,-0.2505 +1.1614,0.486 +0.9691,0.4807 +0.646,0.3096 +1.8192,0.6541 +1.0328,0.3573 +1.1184,0.468 +0.9635,0.442 +0.6958,0.2704 +1.1332,0.452 +1.6084,0.5374 +1.1803,0.5669 +1.564,0.6645 +1.18,0.4517 +1.291,0.572 +0.5262,0.1297 +1.5979,0.6059 +1.7414,0.5953 +1.608,0.4818 +1.8814,0.6016 +1.2753,0.289 +1.1363,0.4691 +0.1914,0.2701 +0.9599,0.4209 +1.127,0.4577 +0.9667,0.4326 +0.836,0.3972 +1.0668,0.4867 +0.9354,0.4233 +1.1195,0.4295 +1.1674,0.3759 +0.8361,0.4534 +0.816,0.3002 +1.2534,0.5035 +1.284,0.6086 +0.9177,0.6403 +1.1466,0.4781 +1.486,0.5372 +1.4958,0.5161 +1.0231,0.5312 +0.6098,0.3502 +0.8747,0.4511 +1.1596,0.4233 +0.8574,0.5136 +0.3319,-0.0147 +0.5282,0.318 +0.6466,0.3449 +0.4596,0.2162 +0.6788,0.395 +1.6576,0.5647 +1.0428,0.4318 +1.3382,0.4811 +1.8606,0.5952 +1.198,0.4917 +1.4274,0.474 +1.7233,0.649 +0.4973,0.2834 +0.9983,0.4304 +1.0253,0.2216 +1.7155,0.6823 +1.0987,0.42 +0.9703,0.3939 +1.0421,0.411 +0.8406,0.4309 +1.0644,0.3654 +0.462,0.2217 +1.0648,0.2934 +0.5964,0.3238 +0.7822,0.3677 +0.7657,0.261 +0.9419,0.448 +0.5882,0.3009 +0.8867,0.3536 +1.1081,0.4742 +1.5005,0.52 +1.3504,0.443 +1.9165,0.6661 +1.5898,0.5163 +1.9044,0.6802 +1.4433,0.4319 +0.6556,0.265 +1.0757,0.3476 +0.0814,0.1548 +1.2303,0.4358 +0.9993,0.2494 +1.6977,0.6424 +0.5479,0.3037 +1.115,0.5031 +0.5429,0.271 +0.856,0.3672 +1.5335,0.5916 +1.4868,0.5978 +0.929,0.4027 +1.3604,0.5473 +0.8004,0.324 +1.6207,0.5896 +1.5671,0.5911 +1.0147,0.3986 +1.6133,0.5487 +1.3942,0.551 +1.23,0.4708 +1.4257,0.8796 +0.8829,0.4046 +1.2852,0.5686 +1.2245,0.5052 +0.5541,0.2178 +0.8839,0.4239 +1.1663,0.4896 +1.0516,0.4735 +0.5489,0.3895 +0.3416,0.19 +0.7704,0.3408 +1.5516,0.622 +1.5636,0.5858 +0.8975,0.4556 +1.249,0.4873 +1.1121,0.5465 +1.771,0.9751 +1.0061,0.458 +1.5427,0.6708 +1.515,0.5555 +0.8495,0.3786 +0.6809,0.3778 +0.6722,0.3009 +0.9041,0.4474 +0.6258,0.2165 +1.0059,0.5041 +0.8892,0.5048 +0.5912,0.2144 +0.9889,0.3607 +0.9831,0.4384 +1.2662,0.4616 +0.4545,0.2683 +0.9047,0.4371 +2.0898,0.9066 +1.3266,0.5306 +1.3947,0.4425 +1.4169,0.4943 +1.5899,0.5759 +0.8905,0.4343 +1.6193,0.5771 +0.7464,0.4334 +1.8841,0.6145 +1.9027,0.704 +1.4654,0.5806 +1.2188,0.4862 +1.522,0.5602 +1.4873,0.2019 +0.8954,0.4046 +1.7578,0.6519 +0.7977,0.3816 +0.7207,0.405 +1.3173,0.4724 +0.9409,0.6107 +1.9876,0.5116 +0.781,0.4187 +0.8552,0.3598 +0.3404,0.3567 +1.1236,0.5518 +1.2619,0.5241 +1.2624,0.5054 +0.5023,0.206 +1.3815,0.5359 +0.7048,0.3451 +0.9437,0.4377 +0.961,0.4318 +0.2913,0.1732 +0.6219,0.3445 +1.2187,0.4555 +0.8934,0.5244 +1.7794,0.6834 +1.4305,0.5234 +0.76,0.3945 +1.1182,0.5197 +6.6764,-6.0371 +7.1985,3.6125 +0.8431,0.3763 +1.0966,0.4677 +0.3259,0.1887 +1.0271,0.5151 +0.448,0.2504 +0.5424,0.4251 +0.5217,0.3144 +1.8506,0.6521 +1.365,0.6477 +0.8172,0.3596 +1.5048,0.5821 +1.3772,0.6083 +0.9349,0.3655 +1.0461,0.396 +1.3912,0.5025 +1.1381,0.4939 +0.8548,0.5187 +0.3152,0.2273 +0.7696,0.3433 +1.5779,-4.2742 +0.3478,0.2699 +0.4008,0.0476 +0.3041,0.2341 +0.5771,0.3628 +1.0447,0.4041 +1.618,0.6183 +1.2864,0.398 +1.2676,0.8505 +0.9729,0.4056 +0.2876,0.162 +1.4144,0.5098 +0.5339,0.3692 +0.693,0.3569 +0.8655,0.3849 +0.6273,0.4006 +1.0098,0.427 +0.8108,0.123 +0.9309,0.3934 +0.9652,0.3395 +1.2954,0.6115 +1.8649,0.6298 +0.3955,0.1422 +0.9732,0.321 +0.9028,0.3894 +1.0235,0.434 +0.7491,0.2497 +0.5294,0.1887 +0.4639,0.257 +0.4813,0.3146 +0.3394,0.1765 +0.6646,0.3081 +0.5601,0.2863 +1.4622,0.4713 +1.1376,0.6044 +1.8132,0.6802 +1.4564,0.5403 +1.1332,0.485 +1.361,0.4956 +0.9763,0.3855 +1.0582,0.4198 +0.6139,0.3765 +0.4246,0.2324 +1.0347,0.4435 +0.513,0.297 +0.8311,0.3547 +0.4122,0.279 +0.6538,0.3701 +0.6195,0.154 +1.3416,0.5143 +0.4397,-0.1255 +0.9908,0.3865 +0.6292,0.3162 +1.1967,0.4752 +0.8768,0.4162 +1.1499,0.481 +1.4602,0.5596 +1.1447,0.4799 +1.195,0.5038 +1.0458,0.507 +1.072,0.4207 +0.5951,0.3433 +0.9723,0.3167 +0.4231,0.1958 +0.6841,0.377 +0.6673,0.3107 +3.8142,0.448 +1.7233,0.731 +1.151,0.4604 +1.374,0.4499 +0.7597,0.259 +1.3397,0.4384 +0.4336,0.122 +0.3421,0.0726 +0.3701,0.321 +0.6574,0.3884 +1.001,0.351 +1.2453,0.4522 +0.3729,0.1614 +0.6119,0.3565 +0.781,0.4693 +0.5823,0.424 +1.3751,0.5654 +0.8968,0.3304 +3.8501,0.4073 +0.488,0.2749 +1.1505,0.4777 +1.5957,0.6693 +0.666,0.1636 +1.553,0.5898 +1.2485,0.5764 +0.6379,0.2228 +6.2257,1.7856 +0.9685,0.4262 +0.633,0.3448 +0.6962,0.4635 +0.7002,0.3616 +0.6807,0.3881 +1.7222,0.5898 +1.7716,0.6256 +1.5244,0.5501 +1.0651,0.4291 +0.615,0.3324 +0.8269,0.4223 +0.454,0.2793 +0.6789,0.3534 +0.7891,0.4524 +1.263,0.3802 +0.3227,0.1899 +0.8979,0.3034 +1.0626,0.4177 +1.4854,0.5689 +0.9224,0.4932 +0.5702,0.2844 +1.0318,0.0891 +1.2307,0.4665 +0.5481,0.2761 +0.7831,0.3887 +0.6825,0.3831 +0.5518,0.36 +0.3912,0.2041 +1.3235,0.501 +1.2759,0.417 +1.4536,0.4959 +1.6667,0.6064 +0.9594,0.3542 +0.7935,0.3619 +0.4898,0.2392 +1.3487,0.5016 +0.5921,0.2907 +0.5125,0.1628 +1.1934,0.5076 +1.5478,0.5561 +1.6035,0.5702 +1.3253,0.5906 +1.3763,0.5959 +1.5401,0.5023 +1.342,0.4617 +1.6898,0.5872 +1.1724,0.424 +1.492,0.6118 +0.4939,0.3333 +0.8206,0.3983 +0.7339,0.3116 +0.9078,0.4938 +0.9746,0.5271 +0.9923,0.2737 +0.3269,0.2393 +0.4238,0.2774 +1.1669,0.4509 +1.7106,0.617 +1.4977,0.559 +0.6235,0.2646 +1.8096,0.6994 +1.295,0.4744 +1.4464,0.5221 +1.4851,0.5639 +1.1448,0.4921 +1.7772,0.6553 +1.0661,0.4135 +0.9717,0.4082 +0.8456,0.3207 +0.9436,0.3715 +0.7732,0.2465 +0.711,0.2322 +0.8773,0.3773 +0.5708,0.3847 +0.8194,0.399 +0.5376,0.2774 +0.3376,0.241 +2.0606,0.3576 +-0.0866,0.3954 +0.8126,0.419 +1.7864,0.5768 +1.1792,0.4113 +0.7229,-0.0994 +1.7028,0.639 +0.609,0.3136 +0.497,0.2431 +0.7738,0.3473 +1.8964,0.5935 +0.6086,0.3204 +1.3532,0.4735 +1.6382,0.4966 +1.2182,0.5171 +1.0911,0.4318 +1.7742,0.5955 +1.4085,0.5384 +1.7231,0.6523 +0.8844,0.4334 +1.0581,0.4073 +0.8377,0.3563 +1.104,0.4381 +0.4552,0.26 +1.0683,0.4245 +0.6062,0.1687 +0.5562,0.291 +0.702,0.3441 +1.1536,0.3981 +0.2691,-0.0678 +1.4212,0.6148 +1.5995,0.5775 +1.3803,0.5391 +0.923,0.4619 +0.7703,0.3317 +1.4087,0.4641 +0.8606,0.3909 +0.3307,2.1729 +0.8031,0.4027 +0.5302,0.3058 +0.4739,0.2588 +2.6481,-0.1204 +1.2068,0.5032 +0.5209,0.3035 +0.5385,0.341 +0.7348,0.3392 +1.2187,0.4861 +0.963,0.4333 +1.0002,0.3349 +0.5819,0.2968 +1.2597,0.5553 +1.0999,0.5231 +0.9074,0.3741 +0.7074,0.3092 +1.1238,0.4086 +0.8369,0.3463 +0.9873,0.3861 +1.1989,0.5718 +0.9044,0.3392 +0.9765,0.3925 +0.6831,0.4027 +0.5768,0.184 +0.3871,0.1541 +0.7493,0.3546 +0.9708,0.4848 +0.548,0.2833 +0.3411,0.2717 +1.3255,0.4972 +1.4548,0.5513 +1.2995,0.4722 +1.0095,0.4799 +1.4358,0.5465 +1.2494,0.5078 +1.9065,0.7093 +0.9696,-0.1541 +1.8787,0.6261 +1.4702,0.5453 +0.5087,0.206 +1.3795,0.3662 +1.864,0.5278 +1.2497,0.4914 +0.6216,0.2376 +0.8025,0.2687 +0.65,0.3049 +0.7514,0.3455 +0.9549,0.3436 +1.2895,0.4882 +1.3646,0.4687 +1.4578,0.511 +1.1642,0.4941 +0.6947,0.2455 +1.8143,0.6035 +1.2892,0.4986 +1.3351,0.5053 +1.3474,0.5388 +1.482,0.5378 +1.6975,0.531 +1.5072,0.5374 +0.8863,-0.347 +0.8153,0.4572 +0.8272,0.4327 +0.6956,0.3384 +0.5125,0.271 +1.4044,0.5477 +1.3645,0.5166 +1.5436,0.5058 +1.4009,0.5135 +0.6365,0.2138 +1.9071,0.5718 +1.0782,0.3845 +1.1015,0.3715 +1.2017,0.3866 +1.3304,0.2974 +1.3635,0.4278 +0.7982,0.3409 +1.0744,0.2504 +0.3536,0.1984 +1.1066,0.4504 +1.4612,0.3424 +0.6744,0.1508 +1.1231,0.3387 +1.9165,0.5815 +1.9359,0.5393 +1.9096,0.5646 +1.0724,0.3915 +1.1296,0.4616 +1.0276,0.4143 +1.099,0.4503 +0.8268,0.3927 +0.6885,0.3094 +0.7717,0.3801 +0.8086,0.3896 +0.8676,0.4476 +1.1919,0.5173 +0.6742,0.2836 +0.6719,0.072 +0.9495,0.2594 +0.8878,0.0595 +1.1369,0.4535 +0.9555,0.4046 +1.4104,0.5187 +0.9802,0.2761 +0.7625,0.3333 +0.9861,0.5896 +0.6215,-4.5064 +0.6815,-5.3497 +0.6283,0.2966 +0.7839,0.3744 +1.3598,0.5761 +1.0148,0.2735 +0.8687,0.3367 +0.6665,0.3038 +0.471,0.1884 +1.6375,0.5218 +1.3044,0.4617 +1.3721,0.4778 +1.1577,0.5117 +1.0287,0.3411 +1.3122,0.4628 +1.1255,0.4733 +0.6371,0.3912 +0.6913,0.3393 +0.8852,0.3601 +0.6236,0.2919 +0.6599,0.2793 +0.3221,0.2498 +1.3598,0.4892 +1.3655,0.5631 +1.3338,0.5345 +1.3652,0.4837 +1.1833,0.4669 +1.9365,0.7173 +0.9465,0.4315 +0.9118,0.3917 +1.3118,0.4771 +0.849,0.3711 +1.1029,0.4612 +1.1062,0.415 +1.5531,0.8929 +1.1343,0.3598 +0.6525,0.2653 +0.6523,0.3193 +0.6147,0.2842 +0.8319,0.4184 +0.8466,0.3841 +0.9473,0.327 +0.7479,0.2474 +1.1148,0.5115 +0.6503,0.4343 +0.8774,0.4007 +0.5955,0.2809 +1.1166,0.441 +0.661,0.3722 +1.3635,0.5211 +1.7984,0.4804 +1.967,1.033 +1.6314,0.5469 +1.383,0.5135 +1.075,0.4135 +1.6098,0.5537 +0.8011,0.383 +0.966,0.4213 +0.5785,0.3903 +1.0369,0.4633 +1.3729,0.4969 +1.0497,0.4168 +1.0605,0.439 +1.2616,0.4741 +1.2233,0.506 +1.0941,0.4073 +3.181,0.2049 +0.5615,0.3718 +0.949,0.4446 +0.4376,0.2968 +0.6445,0.4054 +0.9179,0.3973 +1.1753,0.5157 +1.0044,0.1735 +1.2432,0.5077 +2.0356,0.561 +1.5205,0.571 +0.9842,0.4512 +1.6208,0.5519 +0.8248,0.3042 +1.222,0.6604 +1.1758,0.4883 +1.2589,0.5169 +1.7601,0.5886 +1.598,0.5661 +1.3875,0.4944 +0.7377,0.2072 +0.5447,0.2362 +0.6497,0.3507 +1.0926,0.3198 +0.5281,0.128 +1.0625,0.392 +0.6619,0.1057 +0.9268,0.4394 +1.0361,0.3134 +1.7451,0.4688 +1.1527,0.3575 +0.9957,0.5328 +1.6613,0.5216 +1.2805,0.346 +1.2431,0.4277 +0.5832,0.2491 +0.9397,0.3557 +0.6387,0.2754 +1.1536,0.4866 +1.145,0.4222 +1.8698,0.6643 +1.3132,0.4485 +1.6003,0.4245 +1.1879,0.4756 +1.14,0.3991 +1.7457,0.5496 +1.7097,0.5134 +1.6148,0.5105 +1.0915,0.4651 +1.1103,0.3281 +1.0563,0.2799 +1.0202,0.3674 +0.697,0.1433 +1.543,0.5444 +0.4905,0.2694 +1.1019,0.3423 +1.0991,0.5226 +0.8293,0.2813 +0.8284,0.2483 +0.9777,0.3596 +1.4052,0.5302 +1.1541,0.3709 +1.4474,0.4179 +0.6826,-0.2722 +1.3376,0.4229 +1.875,0.5812 +1.6369,0.5445 +1.1483,0.5365 +1.5325,-0.4183 +1.5066,0.5085 +1.7747,0.536 +0.9583,0.4102 +0.9436,0.4071 +0.7098,0.3581 +0.7038,0.2079 +0.9586,0.41 +0.8701,0.4553 +0.8125,0.482 +0.8763,0.4008 +0.5693,0.3049 +0.5507,0.2597 +0.8795,0.356 +0.9544,0.4912 +0.9986,0.3286 +1.2554,0.572 +1.7196,0.644 +1.698,0.5771 +0.9356,0.2199 +1.3868,0.4592 +1.7799,0.5885 +1.0348,0.3277 +1.2582,0.4919 +1.0166,0.4409 +1.4694,0.5197 +0.9537,0.4017 +1.4281,0.6959 +0.8128,0.3963 +0.7296,0.3469 +1.035,0.3849 +0.9896,0.3018 +0.6792,0.2814 +1.1311,0.3629 +0.7587,0.3215 +0.5543,0.2958 +0.7291,0.2723 +0.34,0.2589 +0.4716,0.2976 +1.3535,0.3915 +1.7872,0.5956 +0.8179,0.3401 +0.9091,0.4165 +0.8781,0.3919 +0.7286,0.4142 +1.0643,0.3858 +1.1028,0.4143 +0.5645,0.2394 +0.8056,0.3114 +0.7186,0.1575 +0.7614,0.374 +1.0232,0.4914 +0.9354,0.3449 +0.9461,0.3777 +0.7226,0.3569 +1.1866,0.4634 +1.8081,0.4842 +2.0163,0.6184 +1.8898,0.6116 +1.6123,0.524 +0.7135,0.1236 +1.0776,0.4535 +1.2067,0.4787 +1.2051,0.4928 +1.1828,0.435 +0.6529,0.424 +0.5354,0.2722 +0.9093,0.5069 +1.2015,0.4861 +0.6256,0.2513 +0.4893,0.325 +0.9835,0.3874 +0.8847,0.425 +0.5915,0.2751 +0.831,0.2859 +0.8757,0.4151 +0.8016,0.2875 +0.6833,0.4472 +0.9811,0.3494 +1.3086,0.3788 +1.1751,0.4948 +1.0128,0.4016 +1.5213,0.6024 +1.0067,0.3351 +1.3643,0.5587 +1.3123,0.5226 +1.5079,0.6015 +1.4276,0.6012 +1.1879,0.3071 +0.9763,0.3732 +0.7643,0.3028 +1.1326,0.4736 +0.4979,0.167 +0.3926,0.2745 +0.7072,0.25 +0.712,0.329 +0.5224,0.1196 +1.2209,0.4384 +1.6863,0.4924 +0.6472,0.3566 +1.1112,0.4431 +0.8349,0.3844 +1.08,0.4281 +1.8452,0.6531 +1.6872,0.8853 +1.1553,0.2892 +1.8145,0.683 +1.1823,1.0327 +1.5587,0.5455 +1.0289,0.3443 +1.5229,0.5388 +0.992,0.3575 +1.297,0.4736 +0.6732,0.204 +1.3755,0.604 +0.9684,0.4362 +1.3278,0.4554 +0.7334,0.4044 +1.0249,0.3349 +0.7056,0.2971 +1.1183,0.4729 +1.175,0.3724 +0.7651,0.2094 +1.0176,0.2407 +1.4862,0.3914 +1.3914,0.471 +1.3436,0.3182 +0.9901,0.46 +1.0433,0.4223 +0.9106,0.3725 +1.2394,0.4532 +1.1389,0.3511 +0.4734,0.0746 +0.6001,0.1863 +0.4046,0.0958 +0.913,0.2051 +1.2126,0.2944 +1.1349,0.3611 +0.4853,0.1744 +1.0722,0.405 +1.0881,0.3518 +0.3549,0.2214 +1.1509,0.3061 +1.1446,0.4554 +1.1398,0.3526 +1.0849,0.3479 +0.5023,0.2663 +0.9984,0.3408 +0.7482,0.3094 +0.6995,0.3192 +0.4411,0.2501 +1.1117,0.375 +0.6188,0.26 +0.958,0.2911 +0.8738,0.2696 +0.5526,0.313 +1.3181,0.3852 +1.5365,0.3363 +1.1098,0.3609 +1.3929,0.3887 +1.6239,0.4993 +1.035,0.3022 +1.27,0.4414 +1.38,0.416 +1.59,0.5215 +1.6882,0.5188 +1.2985,0.4107 +1.1434,0.3533 +1.0378,0.3755 +1.2791,0.2955 +1.8223,0.525 +1.3919,0.3798 +1.1624,0.2609 +0.7187,-0.2612 +1.3811,0.4032 +1.3913,0.4772 +1.3521,0.4386 +1.3463,0.463 +1.4859,0.4623 +1.3765,0.3968 +1.4038,0.4827 +1.3141,0.5166 +1.4669,0.3819 +0.9315,0.441 +1.5973,0.4591 +1.0544,0.3715 +1.0581,0.3993 +1.203,0.4163 +1.0934,0.4032 +1.1687,-0.5306 +0.5672,0.0946 +1.2372,0.4068 +1.1557,0.3836 +1.2028,0.4392 +1.6196,0.7711 +1.0116,0.3534 +0.8043,0.2859 +1.0915,0.3418 +0.7936,0.3286 +0.9263,0.3136 +0.7891,0.3329 +0.7878,0.2229 +0.8107,0.3021 +0.8007,0.2279 +1.295,0.3018 +1.0673,0.2879 +1.3403,0.4192 +1.2136,0.3964 +1.6672,0.5368 +1.663,0.466 +1.2926,0.4072 +1.1555,0.3997 +1.616,0.5423 +1.1721,0.5354 +1.6774,0.502 +1.41,0.4703 +1.4216,0.4223 +1.6031,0.5004 +1.3604,0.3648 +1.5051,0.4607 +1.2673,0.3625 +0.8516,0.457 +1.0695,0.411 +0.8103,0.2687 +1.024,0.4571 +0.8983,0.3039 +1.535,0.5176 +1.4907,0.6086 +1.1572,0.4619 +1.3413,0.4383 +1.477,0.4327 +1.2441,0.383 +1.2497,0.479 +1.4389,0.5151 +1.3568,0.4775 +1.493,0.4805 +1.4146,0.624 +1.556,0.5792 +1.3017,0.4291 +1.6433,0.5543 +1.2167,0.4956 +0.6756,0.2897 +0.7447,0.551 +1.3697,0.5761 +0.9744,0.5718 +0.9753,0.3981 +1.4949,0.6752 +1.8411,0.6152 +1.1014,0.5554 +1.1657,0.5172 +1.2755,0.6672 +0.9073,0.5511 +0.682,0.2599 +1.3669,0.6568 +0.4415,0.2357 +0.3089,0.2224 +0.5569,0.3931 +0.4713,0.3502 +1.1465,0.5645 +1.0224,0.5732 +0.5375,0.4336 +1.055,0.5542 +0.9685,0.6579 +0.6409,0.5559 +0.5768,0.4138 +0.5194,0.2948 +1.4663,0.6007 +0.8164,0.475 +0.8188,0.0417 +0.6333,0.2985 +1.0749,0.3119 +0.6394,0.4457 +0.8658,0.337 +0.6267,0.433 +0.8215,0.3046 +1.2441,0.4424 +0.5104,0.2653 +0.5151,0.2265 +0.2676,0.3884 +1.4723,0.4532 +1.255,0.4769 +0.8498,0.1864 +0.6126,0.1239 +0.8842,0.4873 +0.8003,0.2549 +1.1914,0.5166 +1.0428,0.4201 +1.502,0.5504 +1.2604,0.5486 +2.0799,0.7864 +0.7133,0.0912 +0.9785,0.2702 +0.8667,0.3991 +0.5136,0.3248 +1.1495,0.5189 +0.8331,0.5028 +1.471,0.6285 +1.4701,0.5459 +1.4178,0.6766 +1.2937,0.6405 +1.5358,0.6768 +1.2364,0.5458 +1.0892,0.5409 +0.7388,0.3976 +1.0608,0.5486 +1.4287,0.6432 +0.4689,0.2428 +0.5496,0.4027 +0.8512,0.3582 +0.5581,0.2841 +0.977,0.3394 +1.0081,0.3343 +1.1029,0.3775 +1.9865,0.6646 +0.8678,0.0383 +1.0637,0.4745 +1.1326,0.5101 +1.1685,0.4364 +1.078,0.4326 +1.0889,0.4088 +0.2357,0.2602 +0.7898,0.4029 +0.6553,0.139 +1.1395,0.4624 +0.6109,0.4119 +0.9363,0.3768 +1.0409,0.3795 +1.1226,0.4709 +1.0795,0.4062 +1.1272,0.419 +0.9792,0.3727 +0.9645,0.3342 +0.3983,0.2788 +0.4919,0.2627 +1.1228,0.473 +0.6073,0.3131 +0.8128,0.3894 +1.1213,0.4477 +1.4602,0.505 +1.0609,0.5127 +1.3607,0.5639 +0.7515,0.3279 +1.0126,0.3309 +1.1879,0.4749 +1.231,0.5436 +0.8321,0.3824 +1.7822,0.633 +1.0554,0.4253 +1.3354,0.4357 +0.8719,0.4218 +0.6181,0.2987 +0.986,0.4404 +0.9361,0.4012 +1.0125,0.4159 +1.0183,0.3874 +1.1172,0.3427 +1.7059,0.5998 +1.6393,0.6694 +0.2981,0.4348 +1.204,0.4169 +1.1228,0.4163 +0.6284,0.308 +0.692,0.3273 +1.0621,0.4573 +1.1024,0.4156 +1.1488,0.4193 +1.1393,0.3856 +0.7604,0.2096 +1.3216,0.5245 +0.9139,0.3807 +1.115,0.5008 +1.1764,0.5231 +0.4028,0.1767 +1.1249,0.5199 +1.6055,0.5966 +1.0899,0.4177 +0.4971,0.3019 +1.5675,0.6019 +1.5878,0.5838 +0.8353,0.3733 +1.5993,0.672 +1.1491,0.5293 +0.2955,0.4116 +1.1473,0.5808 +1.9085,0.7064 +0.986,0.4736 +0.5629,0.4412 +0.7372,0.3585 +0.5468,0.3859 +0.3012,0.3356 +0.8097,0.5981 +0.5242,0.4856 +0.6787,0.482 +0.3322,0.3733 +0.3507,0.3767 +0.3418,0.2905 +0.7047,0.459 +1.8511,1.0011 +1.5108,0.6634 +1.1318,0.6341 +1.7773,0.7269 +1.3309,0.7041 +1.003,0.4991 +1.853,0.7288 +1.6213,0.5829 +0.4482,0.3598 +0.9186,0.4178 +1.1371,0.5333 +0.492,0.322 +0.6406,0.4443 +0.8345,0.3691 +0.6756,0.2472 +1.0977,0.4413 +1.1176,0.4342 +0.8109,0.4514 +0.6194,0.2308 +0.8466,0.5153 +1.0725,0.5066 +1.0367,0.4702 +1.971,0.6153 +1.1449,0.4712 +0.9199,0.449 +1.0713,0.5323 +0.6654,0.15 +0.6562,0.2372 +1.1046,0.3522 +1.0439,0.4726 +1.2647,0.4187 +0.6964,0.2651 +0.463,0.3434 +1.5864,0.4525 +1.9816,0.626 +1.2835,0.4822 +1.68,0.474 +1.4217,0.4344 +1.508,0.4698 +1.7794,0.5415 +1.4367,0.4319 +1.357,0.5272 +1.4639,0.5417 +1.2934,0.4379 +1.7349,0.503 +0.3484,0.4083 +0.9555,0.5532 +0.6187,0.1267 +0.6101,0.3924 +0.8427,0.546 +0.8964,0.6161 +1.6188,0.645 +1.0612,0.557 +1.4411,0.5693 +0.956,0.2837 +1.5359,0.7505 +0.7933,0.8718 +0.7449,0.5291 +0.5758,0.4357 +1.0172,0.3667 +1.0177,0.505 +1.1064,0.6073 +0.8421,0.6117 +1.1269,0.5016 +0.2797,0.4087 +0.5888,0.4363 +0.6149,0.5136 +0.9011,0.5531 +0.5591,0.3856 +0.778,0.4211 +0.5417,0.4078 +0.6664,0.3045 +0.9076,0.4274 +1.2632,0.6431 +1.275,0.6568 +0.7377,0.6102 +0.5831,0.4143 +1.4882,0.8156 +0.8967,0.2784 +0.6417,0.4545 +0.8636,0.4496 +0.6498,0.2318 +1.3704,0.4812 +1.1026,0.3898 +0.4934,0.2268 +0.6281,0.3224 +0.8275,0.523 +0.5679,0.3046 +0.8253,0.3605 +1.1267,0.4601 +1.1574,0.4217 +0.9408,0.3981 +0.8124,0.272 +1.1318,0.4089 +1.4415,0.5106 +0.4741,0.1567 +1.4433,0.5262 +1.6824,0.5265 +1.5714,0.4008 +0.8781,0.2872 +1.0682,0.3758 +1.0495,0.4829 +1.1567,0.5564 +0.8333,0.4324 +0.9845,0.476 +1.6407,0.5534 +1.1117,0.3915 +1.0154,0.5538 +0.7622,0.4684 +0.9738,0.4761 +1.1496,0.59 +0.9085,0.3085 +0.5648,0.1425 +1.0828,0.5899 +0.7937,0.4827 +1.2103,0.5982 +0.9338,0.4743 +1.1464,0.5669 +0.729,0.5362 +1.1086,0.5333 +0.8227,0.4849 +0.5456,0.3352 +1.1464,0.5875 +0.5996,0.3368 +0.8363,0.4215 +1.0513,0.4743 +1.657,0.5896 +1.0167,0.4678 +1.4684,0.6119 +1.3798,0.458 +1.0709,0.4371 +1.3034,0.6065 +1.2908,0.7063 +1.0862,0.5024 +1.0933,0.5278 +1.1151,0.5122 +1.0998,0.5361 +1.1742,0.4641 +1.2444,0.5791 +1.1207,0.5377 +1.0714,0.5255 +1.0887,0.5165 +1.0522,0.5082 +1.0754,0.5223 +1.1477,0.6724 +0.968,0.4996 +0.624,0.3522 +1.4395,0.5694 +0.8306,0.5039 +0.9551,0.4429 +1.2965,0.6603 +1.0969,0.4949 +0.7911,0.4049 +0.6193,0.4367 +0.9652,0.4788 +0.8164,0.4595 +1.2784,0.5639 +1.1221,0.6021 +1.503,0.5589 +1.1723,0.652 +0.8819,0.4111 +1.2965,0.5215 +1.4401,0.6391 +1.1524,0.5328 +1.6562,0.6058 +1.2474,0.6466 +0.9521,0.5291 +1.3631,0.524 +0.9983,0.4144 +1.4974,0.5447 +1.435,0.442 +0.4317,0.0467 +0.9778,0.4986 +1.7539,0.6038 +1.0594,0.4858 +0.879,0.5488 +1.1285,0.4123 +1.5717,0.5357 +1.0165,0.3977 +0.659,0.324 +0.9081,0.4953 +0.8408,0.5 +0.5554,0.3003 +0.715,0.4001 +0.9598,0.4384 +1.1241,0.4558 +0.783,0.4018 +0.7813,0.3993 +0.7919,0.3451 +0.4174,0.3107 +0.7508,0.3403 +0.2689,-0.0042 +1.0097,0.44 +1.2308,0.4729 +0.9222,0.4479 +1.2404,0.5186 +0.9224,0.3869 +0.7057,0.3378 +1.0627,0.3679 +1.7356,0.6432 +1.034,0.5329 +1.3633,0.6351 +1.3875,0.6077 +1.0605,0.4408 +0.6219,0.4527 +1.0916,0.4195 +1.0263,0.4281 +0.9653,0.482 +1.0141,0.4675 +1.0139,0.4903 +0.8503,0.4278 +1.1912,0.4765 +0.8826,0.5367 +0.9457,0.4499 +0.7636,0.4821 +0.6593,-0.2157 +0.8678,0.4268 +0.9915,0.399 +1.2061,0.3964 +1.4095,0.4772 +1.599,0.5723 +1.5871,0.5698 +1.7589,0.6562 +0.586,0.119 +1.6091,0.5942 +1.4478,0.5857 +1.6294,0.6216 +1.5226,0.6986 +0.8671,0.4868 +1.0667,0.4916 +0.8635,0.4267 +1.1358,0.4706 +0.3543,0.3465 +0.8623,0.4026 +0.7873,0.453 +0.7576,0.4641 +0.6383,0.2712 +1.1213,0.5129 +0.4184,0.2522 +0.9597,0.525 +1.5362,0.6343 +1.1661,0.5526 +1.4797,0.6975 +1.4403,0.5621 +1.3073,0.5661 +1.3061,0.5335 +1.3066,0.5156 +1.0138,0.3969 +1.5659,0.6494 +1.1707,0.3782 +1.1922,0.4932 +1.2447,0.4716 +0.5969,0.3999 +0.7308,0.3354 +0.4087,0.2702 +1.1685,0.4111 +1.8038,0.6487 +1.1643,0.478 +1.097,0.5787 +0.5382,0.3427 +1.7116,0.4954 +1.4536,0.4503 +0.9422,0.3878 +0.6655,0.1888 +0.881,0.3755 +0.666,0.3351 +0.4404,0.1832 +1.4758,0.4835 +0.9282,0.3033 +1.8685,0.5549 +1.5613,0.5337 +1.8076,0.6605 +1.5653,0.4895 +1.5089,0.5926 +0.8543,0.3019 +1.1766,0.3845 +0.8607,-0.3284 +1.094,0.4595 +0.9781,0.4656 +0.9756,0.5159 +0.4511,0.4074 +0.6399,0.2321 +0.6694,0.4968 +0.866,0.4877 +0.96,0.4476 +1.0048,0.4041 +0.9329,0.4363 +0.4867,0.3811 +0.5969,0.3868 +0.9295,0.5299 +0.4157,0.4173 +0.7468,0.4718 +1.1463,0.5841 +0.35,0.2827 +0.418,0.4162 +1.419,0.3245 +1.7128,0.7005 +0.6425,0.3594 +1.4357,0.6054 +0.9667,0.5903 +1.1136,0.6438 +1.1982,0.6058 +1.1522,0.6342 +0.888,0.5651 +1.0571,0.5925 +1.3301,0.7567 +0.6245,0.4511 +0.988,0.5003 +0.2873,-2.1522 +1.6238,0.6759 +0.5843,0.4293 +0.9335,0.6758 +0.6299,0.465 +0.521,0.3607 +0.473,0.3801 +0.512,0.3027 +1.6291,0.7632 +0.7066,0.4364 +0.5858,0.3432 +0.6872,0.376 +0.5303,0.3294 +1.3806,0.6422 +1.1087,0.4735 +1.5398,0.6951 +1.7699,0.7412 +1.5866,0.6688 +0.4937,0.2591 +1.7521,0.7407 +1.0595,0.5908 +1.7256,0.6745 +0.5105,0.1667 +1.0646,0.4385 +1.2797,0.4527 +0.6919,0.3148 +0.7836,0.3004 +0.7436,0.3499 +1.0518,0.415 +0.7766,0.371 +1.1395,0.4585 +1.4273,0.5629 +1.61,0.6052 +1.7467,0.6758 +1.3459,0.5148 +1.6685,0.5931 +1.7049,0.5892 +0.9935,-2.8474 +1.3738,0.6143 +1.7526,0.559 +1.933,0.6005 +1.1957,0.4365 +1.3507,0.5101 +0.8606,0.4621 +1.2484,0.4337 +1.3724,0.5328 +0.3611,0.1744 +0.8404,0.3509 +0.6388,0.3072 +0.6679,0.4605 +0.9831,0.3133 +1.8187,0.6816 +1.5317,0.5801 +1.2685,0.5129 +1.2622,0.5242 +0.9447,0.455 +1.0663,0.5324 +0.8681,0.3741 +1.5444,0.6215 +0.7821,0.222 +1.6694,0.646 +1.1706,0.1984 +0.7747,0.3796 +1.0561,0.5746 +0.7828,0.45 +1.0136,0.517 +1.2022,0.6523 +0.8327,0.5902 +1.1342,-0.0122 +0.4987,0.2366 +0.8749,0.6653 +1.1572,0.4707 +1.0451,0.466 +0.9482,0.4067 +0.6652,0.3885 +1.2481,0.3892 +0.5788,0.3995 +0.9053,0.4877 +1.0171,0.3597 +0.4679,0.3259 +0.9983,0.4187 +0.6821,0.4344 +0.3996,0.4489 +1.0152,0.519 +0.5287,0.3151 +1.5793,0.7188 +0.9358,0.5857 +0.6625,0.1976 +1.1614,0.5952 +0.8753,0.4469 +1.0985,0.3938 +1.6139,0.5829 +0.8016,0.2529 +1.5606,0.5539 +1.232,0.4384 +1.6524,0.6077 +1.0445,0.4067 +1.461,0.5182 +0.6852,0.4547 +0.6731,0.2544 +1.4587,0.4946 +1.1017,0.5065 +1.0505,0.5611 +1.8721,0.6512 +1.0087,0.3824 +1.102,0.4295 +1.3129,0.4607 +1.5111,0.5514 +1.3012,0.6246 +1.2792,0.5674 +1.2617,0.5343 +0.6387,0.2795 +1.574,0.6696 +0.9276,0.06 +1.1663,0.6695 +0.9901,0.5152 +1.3956,-0.2124 +0.2264,-0.2609 +0.1661,-1.1228 +0.3595,-0.5827 +1.5448,0.1009 +-0.1822,-5.2733 +0.4282,0.1774 +0.6219,0.3179 +0.9326,0.5004 +0.7681,0.4199 +0.4411,0.3368 +1.2085,0.5705 +1.0106,0.4642 +0.949,0.4589 +1.5666,0.6059 +0.521,0.3364 +1.3586,0.5793 +0.9825,0.3878 +0.6928,0.2991 +1.0057,0.4286 +0.645,0.296 +0.6486,0.3199 +1.1146,0.2875 +0.7078,0.1633 +1.0751,0.5286 +0.9254,0.43 +1.4045,0.5111 +1.3033,0.4839 +1.5929,0.5677 +1.5741,0.5253 +1.1862,0.4799 +1.5845,0.5483 +0.9953,0.1894 +0.5944,0.1879 +0.8662,0.3506 +1.6861,0.5382 +1.5007,0.6649 +1.2065,0.3978 +0.72,0.2119 +0.515,0.0974 +1.4435,0.4302 +1.0906,0.3947 +0.9204,0.3265 +1.8582,0.5922 +1.1662,0.2864 +1.2354,0.4168 +1.6538,0.5514 +1.6102,0.5802 +0.8128,0.428 +0.4551,0.1075 +0.9357,0.3815 +0.7549,0.4181 +0.5947,0.1774 +0.8592,0.3645 +1.0317,0.3466 +1.1498,0.4486 +1.2693,0.6195 +0.5537,0.2703 +1.2252,0.5773 +1.3005,0.5861 +1.6128,0.7329 +0.9691,0.5623 +1.0391,0.5662 +1.5016,0.495 +0.9318,0.6194 +0.8913,0.5284 +0.6327,0.3953 +1.0554,0.536 +1.4392,1.3616 +0.8936,0.5353 +1.2083,0.5279 +0.3448,0.2708 +0.5264,0.3346 +0.7868,0.4426 +0.5828,0.5582 +0.9682,0.4825 +0.9829,0.5208 +0.9337,0.4697 +0.8315,0.4852 +0.8536,0.5807 +1.62,0.7505 +1.428,0.7213 +1.234,0.6396 +0.969,0.542 +0.9539,0.4899 +1.38,0.6361 +1.0124,0.551 +0.5467,0.3714 +1.0372,0.5579 +0.9862,0.5589 +0.9675,0.4464 +1.0057,0.5356 +1.1069,0.5081 +0.3326,0.1331 +1.0285,0.6877 +1.1255,0.4186 +0.8016,0.4221 +0.7525,0.3575 +1.0982,0.4369 +0.3791,0.2313 +0.8372,0.5073 +0.6162,0.3279 +0.8161,0.2825 +0.6428,0.2472 +1.2713,0.5044 +1.0505,0.4115 +1.3182,0.4937 +1.2726,0.5215 +1.8692,0.5398 +1.3959,0.4803 +0.476,0.1073 +1.413,0.4939 +0.8421,-0.2229 +1.1561,0.5974 +1.482,1.1584 +1.8862,0.5724 +0.7614,0.4522 +1.1098,0.4158 +1.0795,0.1064 +0.2632,0.2456 +1.1265,0.4456 +0.766,0.456 +1.1149,0.5181 +0.545,0.2593 +1.0367,0.3811 +1.3042,0.5577 +1.5472,0.6066 +1.6266,0.5749 +0.9897,0.4729 +1.1197,0.4557 +0.5119,0.3518 +0.8239,0.522 +1.0697,0.4552 +0.4222,0.1523 +0.292,0.049 +0.613,0.3528 +1.4948,0.6596 +1.0232,0.4407 +1.5245,0.541 +1.1486,0.4784 +1.6794,0.6153 +1.2452,0.3796 +1.3908,0.8786 +1.2201,0.4744 +0.8752,0.416 +0.4431,0.4283 +1.6323,0.5731 +1.9018,0.5554 +1.7505,0.5473 +1.3063,0.5724 +1.6098,0.66 +1.5146,0.7132 +1.0141,0.4827 +0.9596,0.4603 +0.9172,0.5 +1.3003,0.6344 +0.6976,0.3614 +0.8629,0.5524 +0.699,0.414 +1.3835,0.5059 +1.4856,0.6946 +1.158,0.4451 +1.4235,0.8034 +0.5661,0.1534 +1.0071,0.3891 +0.5436,0.3097 +0.5536,0.2918 +0.6925,0.4098 +0.3457,0.038 +0.5776,0.196 +0.9276,0.3925 +1.548,0.5653 +1.605,0.6329 +0.8389,0.3854 +1.8582,0.7033 +1.4763,0.5016 +0.8655,0.4308 +1.6913,0.5851 +1.3239,0.5986 +1.0006,0.424 +0.5266,0.2706 +0.6692,0.3267 +0.6901,0.278 +0.5345,0.1728 +1.0331,0.3801 +0.5283,0.3283 +0.9386,0.524 +0.5211,0.3149 +1.2592,0.6076 +0.7946,0.4651 +0.7189,0.3797 +0.9788,0.3878 +0.7707,0.2042 +0.9761,0.5101 +0.9737,0.5082 +1.4188,1.2376 +1.2088,0.5061 +1.0764,0.4997 +1.1137,0.3564 +1.4838,0.5779 +0.6317,0.407 +1.3244,0.5459 +1.4839,0.6148 +1.0685,0.9944 +1.6211,0.5971 +1.0342,0.5128 +0.9485,0.5843 +0.5653,0.4087 +1.0853,0.5529 +0.8026,0.5608 +0.8934,0.4341 +1.6979,0.7086 +0.8903,0.5031 +1.0389,0.5035 +1.3574,0.5744 +1.0834,0.4762 +1.241,0.5352 +1.1218,0.5236 +1.7915,0.6371 +1.0674,0.3767 +1.2475,0.5057 +1.7056,0.4673 +1.1804,0.4293 +0.4805,0.3424 +1.053,0.5506 +1.0738,0.3987 +0.878,0.3618 +0.359,0.2413 +0.0589,0.0778 +0.9803,0.4588 +0.3887,0.2626 +1.4461,0.6062 +0.9061,0.4769 +0.9089,0.4573 +1.2771,0.4821 +1.4039,0.6703 +1.3938,0.7257 +1.4076,0.6023 +0.878,0.1893 +0.856,0.4355 +1.7287,0.7813 +0.978,0.4688 +0.7884,0.4155 +0.5532,0.3062 +0.1803,0.0667 +1.0923,0.2872 +1.4849,0.578 +0.5774,0.3557 +0.4111,0.4062 +0.38,0.1758 +0.6047,0.2729 +0.2842,0.2502 +0.3544,0.2097 +1.4291,0.5739 +0.6411,0.0472 +1.2307,0.5721 +1.3473,0.611 +0.6628,0.3924 +1.0955,0.4917 +1.2885,0.474 +1.1307,0.6179 +0.7584,0.4506 +1.1335,0.5175 +0.9848,0.4506 +1.262,0.5856 +1.3563,0.5597 +1.1658,0.5913 +0.6867,0.3641 +1.2331,0.5294 +1.6675,0.5869 +1.0816,0.4762 +1.6737,0.5872 +1.358,0.524 +1.7949,0.6344 +1.3095,0.4899 +0.9256,0.414 +0.561,0.3399 +1.084,0.4812 +0.7393,0.4286 +0.3425,0.2937 +0.5038,0.3696 +0.7436,0.4731 +0.6693,0.4488 +1.3099,0.5665 +1.2685,0.6146 +1.2588,0.5444 +1.172,0.6265 +0.5628,0.3006 +1.1341,0.5377 +0.984,0.4698 +1.0747,0.4954 +1.0508,0.5122 +1.1934,0.4925 +0.8982,0.5435 +1.0047,0.5804 +1.0593,0.5173 +0.6339,0.3358 +0.6465,0.3963 +0.832,0.6192 +0.8884,0.4727 +0.7856,-0.096 +0.6923,0.5257 +0.9467,0.4055 +1.1684,0.6875 +1.3723,0.6814 +0.6327,0.2046 +1.4533,0.6383 +0.9401,0.4911 +1.2041,0.5459 +1.7654,0.664 +1.2594,0.5731 +0.9314,0.4093 +1.2408,0.6995 +0.7605,0.3426 +1.0072,0.5399 +1.2154,0.4945 +1.0682,0.486 +0.8387,0.406 +0.59,0.2704 +0.7527,0.4097 +0.7569,0.4348 +0.9266,0.4316 +0.591,0.375 +0.8424,0.3511 +0.5086,0.506 +0.9767,0.4031 +1.515,0.6443 +1.2283,0.5123 +1.0185,0.5079 +1.1061,0.5095 +1.2877,0.3739 +1.216,0.4824 +1.4404,0.5194 +1.4832,0.4227 +0.8389,0.2008 +1.2938,0.4115 +0.9068,0.3218 +1.619,0.9804 +1.1382,0.3808 +1.1639,0.3596 +0.9236,0.4248 +0.579,0.212 +0.6526,0.3314 +0.6999,0.3158 +0.8771,0.3379 +1.411,0.3885 +1.1206,0.5429 +1.2654,0.3597 +0.6199,0.2567 +1.4551,0.467 +1.0964,0.4296 +0.4006,0.2331 +1.0059,0.4294 +0.5177,0.3324 +1.0081,0.4965 +0.9884,0.5272 +0.4045,0.3233 +1.2587,0.5555 +0.5558,0.2573 +1.6587,0.6741 +1.412,0.5531 +1.4157,0.6007 +0.6909,0.279 +0.964,0.4556 +0.6038,0.3613 +1.1252,0.4389 +0.3871,0.1914 +0.6393,0.4237 +1.6288,0.6192 +0.4777,0.5002 +0.9597,0.4689 +0.713,0.2726 +1.1061,0.5412 +1.0714,0.5441 +1.2489,0.5717 +0.743,0.5671 +1.1322,0.6082 +1.0929,0.5256 +1.6174,0.5727 +1.5312,0.6201 +1.6717,0.6279 +1.5231,0.6352 +1.2924,0.5305 +1.6554,0.602 +1.0043,0.3659 +1.4541,0.5328 +1.048,0.3711 +1.3441,0.5687 +1.1067,0.4559 +1.1632,0.4572 +1.0775,0.4117 +1.1501,0.4412 +0.103,0.0258 +0.7547,0.4084 +0.6635,0.3882 +1.16,0.3972 +0.6151,0.353 +0.8474,0.3803 +1.0489,0.0588 +1.0447,0.4653 +1.0338,0.4022 +0.8023,0.4791 +1.0368,0.312 +1.3694,0.4928 +1.0653,0.4013 +1.0077,0.4847 +1.1038,0.3883 +1.0376,0.4711 +0.6674,0.2861 +0.965,0.3285 +1.036,0.4463 +1.1003,0.4419 +0.5771,0.3376 +1.0804,0.6247 +0.9223,0.5145 +0.7748,0.4859 +0.8647,0.4429 +0.9531,0.4394 +0.7681,0.3785 +0.7578,0.3012 +1.2632,0.5012 +1.3827,0.6078 +0.9803,0.4655 +0.686,0.2774 +1.037,0.5513 +1.0033,0.5871 +1.0847,0.5608 +0.7705,0.4752 +0.4875,0.4805 +1.0407,0.6191 +0.5219,0.4654 +0.6037,0.3885 +0.4901,0.3247 +0.4812,0.319 +0.9624,0.6469 +0.8088,0.4981 +1.0657,0.5271 +0.7284,0.4722 +0.8815,0.5717 +0.5635,0.425 +0.1647,0.4002 +0.9407,0.5614 +1.0994,0.7137 +1.1869,0.6702 +0.7809,0.566 +1.4794,0.5428 +0.7655,0.4667 +0.4905,0.2661 +0.6287,-0.2511 +1.125,0.5848 +1.5781,0.7066 +1.0005,0.5883 +1.5147,0.7074 +1.1128,0.4854 +0.9506,0.3845 +1.1021,0.4195 +0.8109,0.4466 +0.6826,0.4406 +0.5524,0.3422 +0.9691,0.3154 +1.2625,0.4285 +0.9517,0.3418 +0.8465,0.332 +0.7773,0.4166 +1.0682,0.4134 +1.0376,0.4914 +1.0341,0.4453 +0.6004,0.3917 +1.1916,0.5158 +0.4366,0.2366 +0.7573,0.3494 +1.5061,0.5658 +1.3916,0.6426 +1.3588,0.5488 +1.1999,0.5467 +0.5789,0.3617 +1.5218,0.6205 +1.35,0.4799 +1.0382,0.5062 +1.1518,0.4761 +1.46,0.4538 +1.8867,0.6463 +0.5354,0.2567 +0.9967,0.5216 +1.0577,0.5232 +0.6042,0.3118 +1.2742,0.5196 +0.9983,0.3849 +1.2079,0.5289 +1.2586,0.4732 +0.9833,0.5238 +0.8794,0.3774 +1.2062,0.6469 +1.0681,0.5149 +0.7046,0.4886 +0.8341,0.4524 +0.6005,0.2863 +0.7814,0.442 +0.4522,0.4224 +0.4866,0.4254 +1.7016,0.553 +1.1328,0.5765 +1.0998,0.5536 +1.3176,0.4941 +1.6568,0.591 +1.3476,0.6039 +1.4418,0.6918 +1.1946,0.5596 +1.164,0.5776 +1.0546,0.531 +1.3259,0.6044 +1.084,0.5268 +1.0508,0.5134 +1.0162,0.5179 +1.109,0.5002 +0.3435,0.3347 +1.0513,0.5161 +1.0391,0.4856 +0.7842,0.3545 +1.0155,0.5453 +0.6788,0.5133 +1.0233,0.5151 +0.9692,0.5146 +0.929,0.5207 +1.0587,0.5359 +1.2081,0.5725 +0.8973,0.5037 +0.5932,0.4 +0.9056,0.4703 +1.1065,0.6067 +1.0293,0.5093 +0.5684,0.4873 +0.6412,0.4621 +0.5552,0.4275 +0.6025,0.4061 +0.4896,0.3076 +0.5686,0.3458 +0.2333,0.317 +0.5283,0.3904 +0.8474,0.4702 +0.9931,0.5116 +0.9408,0.347 +0.8779,0.4541 +1.0983,0.5021 +0.4733,0.3746 +1.107,0.4727 +1.5056,0.6379 +1.0479,0.5129 +1.2459,0.5328 +1.2932,0.5046 +1.1971,0.4807 +1.3468,0.7607 +0.9209,0.5518 +1.0662,0.5876 +1.1029,0.5419 +1.6103,0.6918 +0.9521,0.4452 +0.9761,0.3347 +1.0018,0.5712 +1.0815,0.5373 +0.6235,0.5549 +1.0191,0.4719 +0.8978,0.4448 +0.5302,0.277 +0.935,0.5018 +1.3984,0.6104 +0.8712,0.3463 +1.6484,0.6348 +1.3926,0.6215 +1.1976,0.5879 +0.6182,0.4666 +0.9642,0.4481 +0.7928,0.436 +0.9872,0.536 +0.9662,0.4863 +1.0276,0.559 +1.3273,0.5667 +0.5999,0.3835 +0.9821,0.4645 +0.7732,0.2494 +1.06,0.5148 +0.6769,0.4936 +0.2028,-0.4588 +0.452,0.272 +0.6975,0.4312 +0.6118,0.3869 +0.8513,0.4441 +0.9653,0.3406 +0.8205,0.4967 +1.1668,0.4872 +0.8551,0.4122 +1.8067,0.7452 +1.8968,0.7888 +1.0868,0.5814 +1.3746,0.5424 +1.6499,0.6449 +0.9959,0.5429 +1.1318,0.4518 +1.1182,0.5807 +1.1043,0.5035 +1.6123,0.6376 +0.895,0.2997 +0.7789,0.347 +1.0301,0.4251 +0.9763,0.4072 +0.7687,0.3922 +0.748,0.3253 +0.8764,0.4062 +0.9688,0.5071 +1.0962,0.4925 +0.789,0.1577 +0.7828,0.3529 +0.7347,0.2767 +0.8384,0.3874 +0.5107,0.1952 +1.5699,0.6639 +0.5798,0.049 +0.5205,0.3437 +1.6713,0.4778 +1.643,0.6039 +1.6097,0.6103 +1.2647,0.4804 +0.9815,-0.5906 +0.332,0.3666 +1.0187,0.3997 +0.9227,0.4033 +0.9688,0.4212 +0.8216,0.2413 +1.0226,0.5133 +1.4659,0.2317 +0.9183,0.2874 +1.1095,0.4536 +1.1624,0.4048 +1.9826,0.3994 +0.7237,0.4033 +0.5703,0.3601 +1.0393,0.3929 +0.8249,0.3686 +0.6381,0.2965 +1.076,0.3642 +0.7786,0.304 +0.3718,0.1188 +1.0956,0.4173 +1.1486,0.5067 +1.5077,0.4213 +1.5039,0.4404 +1.2187,0.8833 +0.9514,0.4882 +1.119,0.3678 +1.0335,0.5274 +1.3426,0.5858 +0.4476,0.0854 +0.7007,0.4382 +1.1518,0.46 +1.0389,0.3914 +1.1319,0.4317 +0.4843,0.271 +0.6784,0.2577 +0.3687,0.2547 +0.8225,0.2803 +0.5107,0.2081 +0.6795,0.2757 +0.6379,0.2204 +0.7302,0.3757 +1.529,0.5839 +1.0504,0.3595 +0.7326,0.3353 +1.1446,0.3991 +1.0658,0.4951 +1.2573,0.5301 +1.177,0.4314 +1.4609,0.5029 +1.6225,0.5799 +1.0394,0.3984 +1.1017,0.4421 +1.3412,0.4285 +1.0481,0.441 +0.9807,0.4712 +1.267,0.4235 +0.6947,0.1509 +1.0795,0.4136 +1.4788,0.5546 +1.3389,0.5191 +0.4912,0.282 +1.1779,0.4575 +1.109,0.4551 +0.5387,0.419 +0.4135,0.1879 +0.6009,0.0885 +0.99,0.4516 +1.0022,0.4504 +0.4283,0.2345 +0.6438,0.3235 +1.4858,0.4917 +0.5938,0.0656 +0.8817,0.4027 +0.4196,0.2317 +0.8875,0.4249 +1.2668,0.4844 +1.3119,0.5392 +1.3,0.4904 +1.3971,0.565 +1.4498,0.5434 +1.2036,0.4893 +1.2002,0.5158 +1.4229,0.5443 +0.537,0.3554 +1.4908,0.6448 +1.4631,0.5612 +1.8322,0.6327 +0.9415,0.5018 +0.9184,0.3682 +1.4007,0.5597 +1.5698,0.585 +1.5861,0.6199 +1.0607,0.2055 +0.8807,0.4899 +0.9361,0.2588 +0.9366,0.3913 +0.6892,0.253 +0.8867,0.437 +0.6818,0.1916 +0.5732,0.2787 +0.8533,0.4001 +0.4952,0.2469 +0.498,0.288 +1.0598,0.4599 +0.9372,0.347 +0.9219,0.313 +0.6523,0.3356 +0.6518,0.3376 +1.4186,0.5379 +1.1799,0.5528 +1.8334,0.5744 +1.1474,0.5009 +1.7246,0.5283 +1.6192,0.5191 +1.5686,0.5724 +1.4867,1.0957 +0.8769,0.3532 +0.7247,0.3443 +1.2199,0.4027 +0.594,0.2662 +0.99,0.3713 +0.7941,0.4559 +0.7263,0.233 +0.8478,0.2827 +0.6376,0.3168 +1.0213,0.426 +1.2087,0.4412 +0.3846,0.2698 +1.1551,0.3735 +0.6139,0.1463 +0.9494,0.2856 +0.8535,0.2757 +0.7613,0.2849 +0.5485,0.204 +1.481,0.527 +1.4707,0.4538 +1.0928,0.4655 +1.7408,0.528 +1.2903,0.3709 +1.5037,0.453 +1.1302,0.3937 +1.6073,0.5572 +1.3563,0.3717 +1.7345,0.5849 +1.6981,0.5505 +1.6136,0.5978 +1.8531,0.566 +1.6442,0.5108 +2.0085,0.4178 +1.7732,0.4901 +1.7082,0.4369 +1.318,0.5277 +1.578,0.5409 +1.6842,0.6302 +1.0882,0.4791 +0.5131,0.3522 +-0.083,-0.5347 +0.7506,-0.941 +0.6149,-0.0251 +1.0691,0.4946 +0.8035,0.2718 +0.7395,0.3965 +0.627,0.2429 +0.8072,0.431 +1.6519,0.6343 +1.3537,0.5927 +0.7024,0.2616 +1.2794,0.4285 +1.591,0.5909 +1.6851,0.5339 +1.2286,0.4521 +1.519,0.5321 +1.388,0.5547 +1.642,0.5994 +1.7252,0.5848 +1.0056,0.4248 +1.7757,0.5541 +1.1705,0.5157 +0.7239,0.3635 +0.7898,0.3965 +1.016,0.4697 +1.2663,0.4629 +0.8444,0.3735 +1.7602,0.6169 +1.4137,0.5394 +1.1066,0.4783 +0.5573,0.3217 +1.0845,0.4953 +0.5642,0.241 +1.5364,0.5325 +1.5422,0.6196 +1.6108,0.5547 +1.4842,0.586 +1.5625,0.5989 +0.965,-0.5103 +1.3637,0.5462 +0.9595,0.4066 +0.3178,0.306 +1.4159,0.9273 +0.8922,0.4891 +0.5618,0.2606 +0.6718,0.3991 +0.8221,0.4275 +1.6878,0.5989 +0.6139,0.3555 +0.7598,0.2951 +0.2548,0.2683 +1.2666,0.4585 +1.868,0.6506 +1.5608,0.5399 +1.7159,0.6191 +1.6356,0.5042 +1.6082,0.5454 +1.5423,0.5468 +1.4398,0.569 +1.4029,0.6045 +1.9855,0.5484 +1.2653,0.4424 +0.9734,0.4675 +1.4258,0.461 +1.2069,0.4368 +1.1292,0.4152 +1.3091,0.4016 +1.2927,0.5018 +0.8016,0.4061 +1.2137,0.4867 +0.498,0.3137 +0.7901,0.3117 +1.4905,0.6009 +1.3114,0.4689 +1.4129,0.4643 +1.0117,0.4905 +0.9991,0.5254 +0.7438,0.0764 +1.1928,0.4749 +0.8438,0.4194 +1.0185,0.372 +1.1718,0.4743 +1.1344,0.4728 +0.971,0.3982 +1.2272,0.4595 +1.1045,0.4489 +1.1657,0.4568 +0.9146,0.2962 +0.6938,0.3167 +0.9151,0.3846 +0.7963,0.3449 +1.4862,0.6341 +0.5608,0.2569 +1.0709,0.4253 +0.5743,0.3635 +0.9016,0.4271 +0.5573,0.2749 +1.1313,0.487 +0.7334,0.3278 +0.9689,0.51 +1.747,0.6484 +1.1319,0.6477 +1.7945,0.6346 +1.4706,0.5373 +1.0975,0.4378 +1.1948,0.437 +0.3981,0.4436 +1.2203,0.5054 +0.8383,0.4364 +0.9582,0.4227 +1.1005,0.4834 +1.142,0.4531 +1.5006,1.1048 +0.6146,0.321 +0.8186,0.4208 +0.9006,0.2899 +0.9494,0.4327 +0.5643,0.3888 +0.6452,0.3578 +0.8072,0.3781 +0.402,0.2632 +0.4908,0.2733 +-0.0027,0.2049 +0.9348,0.5412 +0.6592,0.3959 +0.8356,0.3978 +1.0982,0.4391 +0.553,0.3511 +0.8,0.351 +0.8114,0.4654 +0.935,0.2942 +0.6797,0.4039 +0.9773,0.3912 +1.2338,0.459 +1.1246,0.4212 +1.0646,0.4181 +1.5951,0.6767 +1.7834,0.5739 +0.9357,0.4281 +1.0975,0.5228 +1.4355,0.5842 +0.7224,0.3635 +1.1529,0.4413 +1.0974,0.4068 +0.6509,0.5224 +0.3407,0.2375 +0.7286,0.4097 +1.0402,0.4053 +0.9201,0.3773 +0.5803,0.2377 +1.0114,0.5042 +0.5312,0.2494 +0.941,0.3517 +0.503,0.2617 +1.0031,0.3706 +1.3429,0.5381 +1.7501,0.6514 +1.5029,0.4837 +1.1845,0.5358 +1.1153,0.3408 +1.9136,0.7036 +0.7987,-0.1158 +1.0999,0.4509 +1.1419,0.4821 +1.8425,1.106 +1.087,0.4337 +1.1343,0.4901 +1.0092,0.4398 +1.4017,0.5718 +0.6534,0.3722 +0.4721,0.1079 +0.8981,0.3602 +0.993,0.3934 +0.5708,0.2849 +0.7658,0.348 +0.596,0.3868 +0.8573,0.3371 +0.8552,0.4336 +1.0238,0.443 +1.4909,0.5614 +1.4618,0.5412 +1.0102,0.4276 +0.9207,0.4495 +0.5672,0.3472 +1.2125,0.616 +1.2767,0.4897 +0.4852,0.4604 +1.3094,0.4471 +0.9441,0.4081 +0.5165,0.1227 +0.8092,0.3373 +0.9055,0.43 +0.5252,0.087 +0.4309,0.2444 +0.6208,0.1597 +0.8208,0.3514 +0.7299,0.3517 +0.8194,0.4803 +0.6983,0.4005 +0.6985,0.3839 +0.5759,0.2348 +0.8633,0.2695 +1.0024,0.4611 +1.0193,0.3948 +1.4808,0.4618 +1.2992,0.4977 +1.3741,0.2542 +1.0515,0.3968 +0.8087,0.3525 +0.9767,0.4024 +1.0193,0.3199 +1.0801,0.5159 +0.7265,0.388 +0.9135,0.3915 +0.8027,0.3999 +0.9993,0.3842 +0.9899,0.2903 +0.7108,0.3776 +0.9418,0.4724 +1.1402,0.3714 +0.8393,0.4082 +0.625,0.3289 +1.091,0.5322 +0.9898,0.4276 +1.7487,0.5264 +1.5925,0.5842 +1.5199,0.6002 +1.7787,0.6014 +1.4572,0.4441 +1.1963,0.4892 +1.8978,0.7676 +0.819,0.4613 +0.9086,0.3932 +1.0252,0.3907 +0.258,0.1531 +0.8196,0.5159 +0.7858,0.1264 +0.9855,0.4896 +1.0117,0.5021 +0.4243,0.2766 +1.0812,0.4101 +1.0859,0.407 +0.8447,0.365 +0.9199,0.5024 +0.4803,0.2251 +0.652,0.3072 +0.9324,0.3714 +0.6484,0.3162 +0.7854,-2.8131 +1.0998,0.8257 +1.3139,0.5517 +1.755,0.6049 +1.1253,0.3723 +1.3347,0.499 +1.6768,0.5349 +1.5123,0.5756 +1.6441,0.5945 +1.868,0.6258 +1.5419,0.5461 +1.3115,0.48 +1.6377,0.6034 +1.6176,1.046 +1.0342,0.4016 +0.7637,0.3888 +1.3479,0.4892 +1.3043,0.4859 +0.9947,0.327 +0.5364,0.2871 +0.8844,0.4716 +0.7269,0.4756 +0.39,0.4293 +1.104,0.4807 +0.9858,0.3705 +0.5621,0.2703 +0.7774,0.4046 +0.6713,0.3504 +0.758,0.3086 +1.8497,0.6418 +1.357,0.5576 +1.8535,0.6386 +1.6527,0.5954 +1.5582,0.5835 +0.6406,0.2585 +1.1861,0.4672 +1.6564,0.8109 +1.6887,0.5807 +1.1325,0.3808 +1.3954,0.4309 +1.6639,0.5666 +1.5284,0.5105 +1.8044,0.5105 +1.035,0.4354 +1.3014,0.4665 +1.2871,0.455 +0.6351,0.3359 +1.0109,0.4098 +0.6321,0.2674 +1.0908,0.4898 +0.3428,0.1084 +1.2231,0.5214 +0.4587,0.2929 +0.9493,0.4296 +0.4031,0.2765 +0.7911,0.4298 +0.5491,0.1758 +0.6787,0.397 +0.9509,0.4062 +0.9868,0.4681 +0.6976,0.3859 +1.4614,0.5701 +0.5973,0.1053 +1.1433,0.356 +1.3791,0.5087 +1.3406,0.548 +0.7765,-0.0524 +1.3159,0.4412 +0.9389,0.4091 +0.875,0.4125 +1.5641,0.6226 +1.4395,0.5761 +1.3452,0.5306 +1.0271,0.5516 +1.5166,0.516 +1.3547,0.5685 +0.8369,0.1136 +1.1842,0.3905 +1.1246,0.5193 +1.1917,0.3771 +1.4658,0.5127 +1.4871,0.4514 +1.4256,0.6379 +1.2829,0.4455 +1.2197,0.5063 +0.6682,0.3627 +0.9294,0.5144 +1.0611,0.5224 +1.431,0.5195 +1.1601,0.4821 +0.8426,0.3856 +1.4326,0.5011 +1.5288,0.5022 +1.0789,0.3946 +1.1091,0.4849 +0.4345,0.313 +0.4984,0.2853 +0.9591,0.4077 +1.1605,0.4949 +0.8435,0.395 +0.8808,0.4255 +0.8327,0.3952 +1.8129,0.6397 +1.849,0.6849 +1.0235,0.5388 +0.4621,0.3922 +1.2719,0.5151 +1.7205,0.6509 +0.6801,0.1961 +0.3757,-0.0738 +0.5224,0.2412 +0.9579,0.3346 +1.3725,0.4084 +1.4168,0.5487 +1.3325,0.4719 +0.5586,0.3659 +1.0181,0.4277 +0.7524,0.3505 +1.1851,0.4611 +1.0014,0.3904 +1.043,0.441 +1.0657,0.4092 +0.8027,0.3712 +1.1515,0.4194 +0.4547,0.2862 +0.8929,0.4331 +0.8133,0.4461 +0.8029,0.3452 +0.7676,0.3616 +1.0841,0.4523 +0.9008,0.4092 +1.0649,0.4491 +0.6266,0.2714 +0.6147,0.3526 +0.765,0.3644 +0.6217,0.3522 +0.8067,0.3797 +1.4604,0.5461 +1.3623,0.4443 +1.1151,0.4515 +0.9576,0.2986 +1.1001,0.4686 +1.2154,0.4824 +1.2098,0.49 +0.5026,0.3048 +0.4687,0.2538 +1.0903,0.4402 +1.0309,0.4128 +1.1087,0.4838 +1.1091,0.4655 +1.0554,0.4306 +1.1245,0.501 +1.1492,0.4818 +1.0443,0.4916 +1.0631,0.4494 +1.5143,1.0693 +0.6415,0.3506 +1.0116,0.4292 +0.9589,0.3454 +0.5745,0.2668 +0.7072,0.3073 +0.5866,0.4232 +0.4265,0.3076 +1.0327,0.4866 +0.5938,0.3929 +0.8275,0.423 +0.78,0.1934 +0.4911,0.2392 +0.6432,0.3714 +0.7898,0.2572 +0.8164,0.4982 +1.0048,0.493 +0.7745,0.444 +0.6698,0.3549 +0.6446,0.3212 +1.1179,0.4308 +1.3892,0.5 +1.0852,0.4472 +0.5334,0.137 +1.0109,0.2252 +0.6517,0.3367 +1.8718,0.6872 +0.6104,0.1641 +1.0726,0.3996 +1.1199,0.4412 +1.1097,0.5218 +1.1443,0.5004 +1.3962,0.5541 +1.6571,0.2446 +1.1691,0.4586 +0.9527,0.3294 +1.3031,0.5319 +0.4463,0.2074 +1.3949,0.4571 +1.1064,0.4281 +1.4088,0.4899 +0.9777,0.4807 +0.8233,0.4316 +1.0733,0.3415 +0.8545,0.4171 +0.5325,0.2628 +0.582,0.3012 +0.9997,0.4157 +0.9593,0.4416 +1.1215,0.5004 +0.9282,0.411 +1.8797,0.5954 +1.1264,0.4794 +0.9858,0.2916 +0.6126,0.1809 +2.0879,0.0671 +0.8697,0.367 +0.9894,0.2399 +0.6896,0.2984 +0.8683,0.424 +0.5149,0.2933 +1.0328,0.5148 +1.0058,0.4465 +1.1955,0.4598 +1.0902,0.4589 +1.3231,0.4779 +1.0529,0.4366 +0.4023,0.1967 +1.5484,0.5849 +1.2062,0.4806 +1.066,0.5548 +1.4236,0.5333 +1.3562,0.5503 +1.5464,0.5287 +1.4488,0.4455 +1.0972,0.4123 +1.0751,0.4066 +0.4221,0.343 +0.5788,0.2544 +0.871,0.3907 +0.9132,0.2507 +0.372,0.2815 +0.7959,0.3233 +0.4638,0.281 +0.5965,0.4009 +0.9144,0.4392 +0.8154,0.4791 +0.7265,0.3136 +0.556,0.3278 +0.4528,0.2937 +0.6081,-0.2534 +0.9925,0.3586 +1.4342,0.5068 +1.3467,0.5535 +1.1995,0.4973 +1.1934,0.4957 +1.4168,0.4877 +1.9252,0.6505 +1.7716,0.6221 +1.7997,0.6454 +0.4898,0.2726 +1.9513,0.643 +1.6401,0.596 +1.5111,0.4643 +0.9814,0.3378 +1.0864,0.5612 +0.6714,0.3615 +0.903,0.3407 +1.6004,0.5597 +0.203,0.0851 +0.8675,0.4108 +1.1342,0.4137 +0.797,0.4151 +0.7926,0.4091 +0.7676,0.4011 +0.8507,0.3593 +0.564,0.1953 +0.6121,0.3216 +0.7224,0.3833 +0.8937,0.5137 +1.0592,0.4498 +0.9818,0.4773 +0.8188,0.4828 +5.3824,0.5661 +0.9558,0.4666 +0.6682,0.188 +0.3971,0.36 +1.7091,0.6123 +0.6179,0.0715 +1.338,0.5777 +1.5752,0.5548 +1.1582,0.4766 +1.0595,0.4849 +1.5329,0.5345 +0.7848,0.2601 +0.6673,0.1423 +1.053,0.4038 +1.0123,0.4533 +1.4451,0.5876 +1.3835,-0.5932 +-0.0108,-0.0948 +0.7337,0.2435 +0.693,0.1834 +0.7722,0.3362 +0.5569,0.2951 +0.57,0.2808 +0.9028,0.466 +0.5935,0.25 +1.5096,0.4251 +0.8612,0.2476 +0.8563,0.444 +1.3263,0.532 +0.5927,0.1857 +1.3518,0.5035 +1.2648,0.4605 +0.6839,0.3769 +0.939,0.3656 +1.2508,0.2621 +1.027,0.4536 +0.5689,0.1898 +0.3776,0.2661 +1.3721,0.4282 +1.3116,0.4553 +1.5415,0.5342 +1.5953,0.5899 +1.3408,0.5037 +1.4996,0.5913 +1.1966,0.484 +1.3464,0.5117 +1.7084,0.557 +1.6041,0.5892 +1.7756,0.6951 +1.4819,0.6013 +1.7083,0.6106 +1.4211,0.524 +1.3139,0.543 +1.3643,0.565 +1.4025,0.5982 +1.8346,0.6876 +1.4818,0.5501 +1.4235,0.5628 +1.6428,0.7209 +1.5506,0.674 +1.6041,0.6298 +1.1162,0.4589 +1.0804,0.4293 +1.3945,0.5207 +1.3066,0.5644 +1.1076,0.4516 +1.5057,0.4664 +1.0123,0.5682 +2.0636,0.4654 +0.8013,0.2897 +0.8435,0.4037 +0.5519,0.3039 +0.5718,0.3105 +0.7373,0.3807 +0.2694,0.284 +1.5595,0.7368 +1.2165,0.6053 +1.6746,0.571 +1.4962,0.5223 +0.7386,0.3386 +1.286,0.5086 +1.0342,0.4575 +1.8446,0.6019 +1.2504,0.5021 +1.7137,0.6937 +0.7637,0.5154 +1.4878,0.4675 +1.6386,0.7435 +1.5172,1.0062 +0.982,0.4922 +1.1,0.4552 +0.6883,0.2375 +0.9819,0.4478 +1.1421,0.4892 +1.2555,0.5155 +1.4614,0.6821 +1.4231,0.526 +1.4898,0.5579 +1.6082,0.5354 +1.2529,0.4222 +1.4958,0.49 +1.6927,0.5697 +1.4094,0.5208 +1.5594,0.4875 +0.6509,0.2951 +1.2064,0.4919 +1.2802,0.5418 +1.2421,0.4813 +1.4588,0.4803 +0.6057,0.2019 +1.2213,0.4366 +1.0322,0.4469 +1.1889,0.4505 +1.0615,0.3472 +0.8717,0.4295 +1.1171,0.4766 +1.6935,0.5972 +1.0508,0.3663 +1.7455,0.5093 +1.0134,0.4401 +0.8537,0.4638 +0.3504,-0.1416 +0.9727,0.3434 +0.4128,0.2673 +1.4293,0.4611 +1.1399,0.4284 +1.0948,0.4441 +0.9928,0.3816 +1.2737,0.2113 +1.4829,0.6017 +1.0323,0.4505 +1.6078,0.5602 +1.8702,0.6558 +1.0385,0.3684 +1.2119,0.4811 +1.0899,0.375 +0.7259,0.3183 +1.0774,0.3483 +0.4971,0.3312 +0.6431,0.3081 +0.8283,0.28 +1.5833,0.5515 +0.9872,0.6519 +1.0312,0.3126 +0.9793,0.4509 +1.7847,0.6169 +1.0621,0.4379 +1.2454,0.5646 +1.7758,0.6217 +1.4441,0.5199 +1.5062,0.5461 +1.3932,0.4719 +1.5497,0.6308 +1.1115,0.4386 +0.8345,0.4349 +0.489,0.3117 +0.2544,0.2904 +1.2726,0.4061 +1.1552,0.4594 +0.6172,0.3393 +1.0459,0.3361 +0.6153,0.3133 +0.6486,0.2741 +1.2516,0.5021 +0.8462,0.4548 +1.6639,0.5766 +1.8021,0.6868 +1.6077,0.5444 +1.5533,0.543 +1.062,0.4865 +1.6917,0.5791 +1.0489,0.4208 +1.3059,0.4821 +1.0401,0.4146 +0.7722,0.3454 +0.3935,0.3032 +0.9461,0.347 +0.4681,0.3269 +1.3651,0.528 +0.5528,0.3548 +1.0525,0.3936 +1.4554,0.4898 +1.5858,0.551 +1.7628,0.7601 +1.8253,0.8446 +0.9977,0.5021 +1.1569,0.4976 +0.9036,0.4181 +2.3748,0.3107 +1.5382,0.5824 +0.596,0.3392 +1.1863,0.5642 +0.7438,0.4454 +1.036,0.4214 +1.4079,0.5655 +0.5832,0.3316 +1.0936,0.4522 +0.6715,0.2237 +0.8996,0.4793 +0.9619,0.4005 +0.7773,0.4428 +0.6751,0.3445 +0.4129,0.2338 +0.6234,0.2589 +1.324,0.5583 +0.8642,0.4718 +1.0583,0.5363 +1.3567,0.445 +1.7037,0.5744 +1.5655,0.5996 +1.3011,0.1503 +0.8686,0.3742 +1.155,0.5262 +0.4133,0.3057 +1.0158,0.4203 +0.9367,0.4548 +0.9124,0.4007 +1.0472,0.4141 +1.0404,0.4432 +0.9634,0.4199 +0.7493,0.4355 +1.0724,0.3209 +1.1183,0.3979 +1.0469,0.1276 +0.8946,0.2801 +0.557,0.3545 +0.6271,0.4486 +0.3305,0.3276 +0.5876,0.2934 +0.7373,0.361 +0.5373,0.4071 +0.6802,0.3382 +1.055,0.421 +0.7063,0.3673 +0.924,0.3132 +0.4543,0.3106 +0.7714,0.2255 +0.5689,0.3095 +1.0529,0.3885 +0.7997,0.2632 +1.0089,0.4203 +0.5178,0.5268 +0.9939,0.4854 +1.4293,0.4986 +1.3447,0.5424 +0.5603,0.2874 +0.677,0.4175 +1.0243,0.3739 +1.0862,0.3903 +0.7977,0.4228 +0.5627,0.3218 +1.271,0.3687 +0.9952,0.4752 +1.5025,0.4317 +0.8442,0.2836 +0.7865,0.1135 +0.9161,0.3775 +0.7724,0.4415 +0.5707,0.3504 +0.6642,0.3934 +1.0306,0.448 +0.5155,0.3686 +0.8911,0.3299 +0.4761,0.0191 +1.0296,0.49 +1.0952,0.4732 +1.1904,0.3393 +0.1226,0.2582 +1.4598,0.5933 +0.9814,0.4009 +1.3074,0.5453 +0.456,0.2808 +1.1409,0.4642 +0.983,0.4904 +1.1438,0.4955 +1.1137,0.4619 +1.0514,0.4264 +1.3971,0.4931 +0.8265,0.4084 +1.1055,0.4234 +0.8228,0.3961 +1.0124,0.4219 +0.9951,0.5498 +1.0814,0.4703 +1.3644,0.4741 +1.4515,0.5288 +-0.2847,1.0422 +0.6383,0.3217 +0.5542,0.3167 +0.5247,0.0139 +1.2795,0.4856 +0.6767,-0.2617 +0.8686,0.3844 +0.7493,0.2835 +1.4328,0.4956 +1.1447,0.4921 +1.1274,0.5002 +1.1223,0.4266 +1.2384,0.4988 +0.9348,0.4557 +0.6254,0.3222 +1.0869,0.4595 +0.7109,0.3436 +0.8279,0.2271 +1.6943,0.5859 +0.9272,0.4173 +0.7636,0.3512 +0.9328,0.4188 +0.7353,0.3173 +1.5837,0.5199 +1.8105,0.6718 +1.6734,0.6156 +1.1562,0.4617 +0.8932,0.4247 +1.5272,0.508 +0.8435,0.3734 +1.449,0.5699 +0.9874,0.4401 +0.9012,0.4765 +0.889,0.3875 +1.1423,0.4421 +1.0261,0.3285 +1.0178,0.3762 +1.0291,0.3789 +1.6462,0.5037 +0.952,0.4854 +0.8168,0.3424 +0.6286,0.2744 +0.7992,0.3783 +0.6801,0.3383 +1.0148,0.373 +0.9938,0.4228 +0.8994,0.4554 +0.7282,0.3784 +0.8223,0.4015 +0.6082,0.3004 +1.1894,0.4423 +0.8382,0.3514 +0.571,0.3 +1.6016,0.5431 +0.9636,0.3669 +1.4137,0.5086 +1.6414,0.57 +1.3515,0.504 +1.1869,0.4383 +1.033,0.5103 +0.8194,0.4628 +1.1474,0.4729 +1.0774,0.4728 +1.6009,0.6455 +1.7292,0.7401 +0.8492,0.3578 +1.0874,0.5347 +0.9298,0.5196 +1.2155,0.5137 +0.8929,0.4072 +0.3572,0.2132 +0.6258,0.2147 +1.1286,0.4339 +1.1577,0.5637 +1.556,0.6064 +1.5099,0.6706 +1.4681,0.5006 +1.1466,0.4901 +1.0839,0.4522 +0.8523,0.5614 +0.863,-1.2975 +0.8592,0.2889 +0.836,0.41 +1.1563,0.5424 +1.1809,0.475 +1.2502,0.4314 +0.7012,0.3927 +0.9019,0.4466 +0.5986,0.3829 +0.6379,-0.0201 +1.1042,0.2427 +0.9543,0.5084 +0.4852,0.3214 +0.659,0.2444 +1.1546,0.4075 +0.6537,0.3612 +0.9128,0.425 +1.2746,0.595 +0.9059,0.3629 +1.0304,0.4046 +0.4122,0.2304 +1.2274,0.757 +1.2769,0.575 +1.3812,0.4755 +1.5055,0.555 +1.462,0.5266 +0.8469,0.432 +0.3884,0.2661 +1.1928,0.5031 +1.2929,0.4827 +1.2548,0.5518 +1.2541,0.5238 +1.1339,0.4584 +0.8506,0.4643 +4.8047,0.2304 +2.428,-2.4226 +0.6069,0.3861 +1.147,0.6049 +0.8174,0.3921 +1.2123,0.5239 +1.0897,0.4748 +1.0912,0.4283 +1.4555,0.5684 +1.8728,0.7073 +1.965,0.8782 +1.5022,0.6104 +1.5493,0.579 +1.4541,0.4827 +1.5726,0.4078 +0.8821,0.3696 +0.6779,0.3277 +0.595,0.2884 +0.9779,0.4493 +0.8122,0.7555 +0.4656,0.3806 +1.5473,0.3998 +0.588,0.2955 +0.9146,0.522 +0.5805,0.1252 +0.8061,0.4771 +0.8197,0.2599 +0.5072,0.2222 +0.4908,0.3311 +0.8004,0.4431 +0.7417,0.3353 +1.0395,0.6062 +0.9411,0.4767 +1.3748,0.5473 +1.4837,0.55 +0.6752,0.2454 +0.5748,0.541 +1.34,0.5773 +0.9103,0.3376 +1.3019,0.5685 +1.1728,0.5292 +1.5226,0.63 +1.5331,0.5774 +0.5822,0.205 +1.0038,0.4383 +0.9745,0.4791 +0.9315,0.385 +1.3455,0.4843 +1.0492,0.436 +0.762,0.4753 +1.1128,0.469 +1.148,0.4486 +1.1778,0.4903 +1.1233,0.4551 +1.1626,0.4237 +1.11,0.4346 +0.9042,0.3725 +1.1247,0.4425 +1.0756,0.4928 +1.064,0.4707 +1.0643,0.5444 +0.6904,0.367 +0.2757,0.1962 +0.755,0.34 +1.1028,0.3948 +0.831,0.413 +0.3204,0.2487 +0.7613,0.4105 +0.5698,0.3167 +0.9606,0.4061 +0.8803,0.4863 +1.0424,0.4691 +0.7138,0.3639 +1.0379,0.4745 +0.6739,0.2144 +0.6699,0.3127 +0.7916,0.4525 +1.0496,0.5128 +1.1006,0.4528 +1.0863,0.4718 +0.917,0.4446 +0.8746,0.4191 +1.5431,0.5664 +1.5621,0.5947 +1.6174,0.5894 +1.6694,0.6668 +1.4996,0.6186 +1.0086,0.3832 +1.0401,0.5321 +1.175,0.4676 +1.217,0.5021 +0.8209,0.3147 +1.0867,0.403 +1.0357,0.4472 +1.0512,0.4402 +1.0291,0.4314 +1.1677,0.4488 +0.7781,0.334 +1.7722,0.7914 +1.149,0.4037 +1.0545,0.4361 +0.788,0.3628 +0.9824,0.369 +1.1781,0.4474 +1.4591,0.4872 +1.2334,0.4606 +0.8445,0.4351 +1.0619,0.4475 +0.5732,0.2342 +1.0802,0.374 +0.9991,0.4813 +0.7092,0.4001 +0.6118,0.3277 +0.4717,0.2091 +0.7692,0.4276 +1.0233,0.4025 +0.8123,0.3689 +0.9149,0.4242 +0.7888,0.3124 +1.1126,0.4511 +0.4969,0.2771 +0.527,0.2132 +0.5964,0.3087 +1.123,0.3655 +0.7429,0.3788 +0.693,0.5185 +1.0892,0.3985 +0.8221,0.3429 +1.0602,0.345 +0.5604,0.276 +0.8163,0.3573 +1.0526,0.4505 +1.053,0.4567 +1.3383,0.5389 +1.1365,0.48 +1.4847,0.5366 +0.7269,0.4101 +1.0428,0.336 +1.125,0.4003 +0.745,0.3021 +0.7946,0.2902 +1.0992,0.4268 +0.4698,0.4001 +1.1135,0.3893 +0.6592,0.4165 +1.3676,0.4715 +0.653,0.2966 +0.8532,0.4435 +0.7811,0.3902 +1.012,0.4795 +0.742,0.3488 +1.1454,0.4381 +0.5592,0.2085 +0.6457,0.3401 +0.9811,0.4283 +0.9798,0.4639 +0.6905,0.386 +0.9948,0.4879 +1.3815,0.53 +1.3893,0.3131 +0.5401,0.2018 +1.5306,0.497 +1.1089,0.5132 +1.114,0.5664 +1.5374,0.5144 +1.5402,0.496 +1.1973,0.4377 +1.6206,0.5897 +0.7911,0.2279 +0.9354,0.4426 +1.488,0.5777 +0.9953,0.3878 +0.298,0.1105 +0.4297,0.2151 +0.6416,0.3193 +1.3712,0.4745 +0.5188,0.3426 +0.4282,0.3088 +0.7421,0.3506 +1.4563,0.4723 +0.5588,0.2509 +1.758,0.5908 +1.1752,0.5351 +1.5135,0.5316 +1.5808,0.5647 +1.7541,0.5864 +0.4875,0.341 +1.5663,0.5359 +2.1804,0.3481 +1.0063,0.4651 +0.9363,0.2577 +0.8253,0.4255 +1.0983,0.4066 +0.9362,0.5254 +1.2257,0.5888 +0.8436,0.2956 +0.9763,0.2428 +0.6182,0.4466 +0.7346,0.2939 +1.464,0.6205 +1.5125,0.4091 +1.4427,0.4703 +1.4597,0.5298 +1.4333,0.6096 +1.3146,0.5048 +1.7114,0.8771 +1.4385,0.5438 +0.639,0.4246 +1.3573,0.4893 +1.4199,0.5304 +1.1805,0.5005 +1.2946,0.4943 +1.2761,0.4955 +1.288,0.4717 +1.1943,0.4635 +0.3637,-0.1915 +0.8098,0.3845 +0.9679,0.4343 +1.0944,0.4937 +0.6909,0.3579 +0.9988,0.414 +1.0771,0.4554 +0.9744,0.4137 +0.8016,0.3625 +0.708,0.3301 +0.5047,0.2994 +1.0009,0.1623 +1.0888,0.4356 +1.2413,0.4976 +1.1427,0.3463 +1.2747,0.4901 +1.5981,0.4776 +1.2744,0.4442 +1.9616,-0.0142 +1.2381,0.4538 +1.1439,0.3735 +1.0908,0.3691 +1.7944,0.5965 +0.6444,0.3696 +1.3785,0.5271 +1.0858,0.4768 +0.679,0.3467 +0.8786,0.2778 +0.9273,0.4412 +0.8575,0.3656 +0.2871,0.342 +0.9051,0.399 +0.73,0.2113 +0.9139,0.367 +1.7245,0.5906 +1.4309,0.5059 +0.9338,0.4437 +1.7767,0.6612 +0.7947,0.3122 +0.7877,0.2517 +1.294,0.4132 +1.2845,0.4667 +1.8468,0.593 +1.3316,0.4808 +0.9116,0.3643 +1.7004,0.6032 +0.9551,0.3756 +0.8697,0.3789 +0.9786,0.4716 +1.0715,0.4043 +1.0491,0.4222 +1.0732,0.4218 +0.8776,0.4236 +0.5707,0.2404 +0.6161,0.2587 +0.4595,0.2202 +1.0466,0.2943 +1.0806,0.505 +1.165,0.3936 +0.8297,0.3039 +1.2476,0.429 +2.1928,0.5703 +0.7299,0.287 +1.3674,0.4521 +0.4672,0.1432 +2.0217,0.4777 +1.0159,0.2961 +1.0433,0.3527 +1.6215,0.4734 +0.8302,0.257 +1.8095,0.5251 +1.0978,0.5034 +1.5724,0.519 +1.4422,0.4342 +1.126,0.3702 +1.0723,0.3875 +0.7781,0.4596 +0.9908,0.353 +1.0915,0.3718 +1.1112,0.4614 +1.3693,0.5101 +0.395,0.169 +1.1024,0.4227 +0.8362,0.3176 +0.8177,0.1597 +0.7539,0.322 +1.4545,0.4344 +1.1243,0.3444 +0.5424,0.2316 +0.7321,0.326 +1.061,0.3483 +1.1625,0.3838 +1.4329,0.4481 +0.7217,0.2333 +0.9454,0.4379 +1.8525,0.7223 +1.3404,0.4033 +0.6445,0.1607 +1.3783,0.4162 +0.5617,0.0581 +1.3926,0.4584 +1.2014,0.3711 +1.2286,0.4461 +0.8483,0.3226 +1.2325,0.4357 +1.5265,0.4949 +0.6461,0.2111 +0.9762,0.2665 +0.7234,0.4404 +0.6515,0.3222 +0.8778,0.4741 +0.9568,0.4192 +0.9978,0.4139 +1.2198,0.4746 +1.1187,0.4284 +1.2172,0.2713 +0.7502,0.4606 +0.4354,0.2879 +1.0649,0.3558 +0.8811,0.4667 +0.4617,0.212 +1.3275,0.4674 +1.2858,0.4699 +0.6594,0.307 +0.9143,0.3496 +0.7909,0.3344 +0.7856,0.3281 +0.8447,0.3293 +1.1449,0.4773 +0.5585,0.2932 +1.0373,0.3818 +0.5158,0.3372 +0.7715,0.3076 +0.5859,0.323 +1.4124,0.6485 +1.5396,0.5365 +1.3886,0.4108 +0.725,0.3594 +1.3084,0.4481 +1.3406,0.5258 +1.2773,0.4148 +1.9543,0.6817 +1.4869,0.5198 +0.6395,0.0369 +1.5028,0.5607 +1.5032,0.54 +1.3011,0.5179 +1.4613,0.5219 +1.1227,0.4168 +1.3083,0.2999 +0.9046,0.5887 +1.1559,0.4533 +0.9262,0.4434 +1.6211,0.5696 +1.0911,0.5449 +0.995,0.4335 +0.8315,0.3647 +0.9352,0.4545 +0.8287,0.4256 +0.9409,0.3899 +1.0887,0.4938 +0.5706,0.3597 +0.6726,0.266 +1.0613,0.5028 +0.5521,0.3489 +0.807,0.3248 +0.8915,0.4051 +1.171,0.4614 +0.5176,0.0817 +0.4952,0.2118 +0.6682,0.3554 +0.9151,0.4176 +1.7002,0.574 +1.3207,0.5172 +0.9645,0.4143 +1.0356,0.439 +1.6896,0.576 +1.324,0.5344 +1.6269,0.6192 +1.533,0.5509 +1.5378,0.5402 +1.2095,0.4909 +1.0377,0.4794 +1.0397,0.3989 +1.1509,0.4465 +0.9908,-0.2552 +1.1013,0.467 +1.2453,0.4611 +0.4496,0.1239 +1.0757,0.4452 +1.0668,0.401 +1.0091,0.42 +1.1708,0.4395 +1.0755,0.455 +1.0687,0.4461 +1.1499,0.4117 +1.1363,0.3701 +1.1291,0.3324 +1.1244,0.3468 +1.1964,0.4288 +1.5015,1.2091 +0.5915,0.2839 +0.9965,0.4003 +0.8868,0.2066 +1.0627,0.4018 +0.4981,0.1844 +0.8618,0.378 +1.1041,0.4192 +0.9309,0.4428 +0.664,0.249 +0.5033,0.2405 +1.1751,0.3569 +1.0262,0.5245 +0.6118,0.3593 +0.7297,0.2844 +0.5931,0.121 +0.748,0.3348 +1.118,0.3897 +1.2842,0.4968 +0.822,-0.2109 +1.0368,0.4001 +1.545,0.5435 +1.285,0.364 +0.7318,0.3052 +1.0293,0.3737 +0.9747,0.4767 +1.0103,0.3754 +0.5982,0.0433 +1.1409,0.3307 +1.0394,0.4546 +0.6571,0.2651 +1.1189,0.4941 +1.0593,0.4539 +1.0866,0.4932 +0.861,0.4889 +1.3598,0.5418 +0.6026,0.5117 +1.1033,0.4815 +1.1051,0.4689 +1.0944,0.4962 +1.1746,0.419 +1.0749,0.5385 +1.0221,0.1935 +0.7642,0.3465 +0.7919,0.4075 +0.7127,0.3725 +1.2576,0.5011 +0.6203,0.3506 +0.5798,0.2186 +1.1031,0.4286 +1.0939,0.4528 +1.0795,0.3836 +0.571,0.3464 +0.6463,0.3688 +1.0402,0.4132 +1.0093,0.5318 +0.8949,0.4185 +1.2176,0.5217 +0.7731,0.1245 +0.2844,0.0389 +0.3584,0.2305 +1.1201,0.3826 +0.6698,0.3374 +1.5977,0.578 +1.2118,0.5719 +1.452,0.5519 +1.2101,0.4725 +1.1727,0.1474 +0.7931,0.2809 +1.7223,0.5993 +1.4394,0.6389 +0.4252,0.1822 +1.1519,0.5293 +0.8545,0.5397 +0.6808,0.0477 +0.6894,0.4485 +0.6835,0.3603 +0.8806,0.4799 +0.4594,0.3137 +0.75,0.3085 +0.5087,0.2038 +1.3583,0.4855 +1.1926,0.5351 +0.6437,0.4287 +1.1409,0.4753 +0.9328,0.4111 +1.2673,0.5105 +1.2519,0.4851 +0.5891,0.3284 +0.7495,-0.1219 +1.8953,0.6345 +0.5786,0.6052 +0.9776,0.3984 +1.0356,0.4571 +0.7772,0.3354 +0.8007,0.4393 +0.7515,0.3896 +0.8085,0.298 +0.712,0.3345 +0.9462,0.4153 +1.0719,0.3986 +0.6819,0.3246 +0.6776,0.3799 +0.8958,0.4491 +1.4194,0.5098 +0.3041,0.323 +0.2857,0.1353 +1.0855,0.487 +0.9104,0.3603 +0.7966,0.3262 +1.5888,0.6406 +0.6329,0.3059 +1.611,0.6662 +1.4517,0.5353 +1.3609,0.6213 +1.1262,0.5499 +0.5457,0.1999 +0.6803,0.1417 +1.719,0.6262 +1.5636,0.5541 +1.9209,0.5867 +-0.1409,-0.2411 +0.249,0.3371 +0.8955,0.5585 +0.8251,0.4172 +0.6079,0.3594 +1.0424,0.5849 +0.5918,0.2813 +1.217,0.4555 +0.5434,0.3671 +0.705,0.3135 +0.7578,0.5261 +0.4648,0.4219 +0.2918,0.0869 +0.8717,0.5241 +0.8676,0.4533 +1.2601,0.4537 +1.6578,0.5931 +1.4746,0.4835 +1.8723,0.6816 +1.114,0.5158 +1.1602,0.5856 +1.3561,0.6223 +1.3956,0.5909 +0.351,0.1892 +0.8154,0.3264 +1.1835,0.5771 +1.6107,0.5162 +1.6567,0.5899 +1.1972,0.4878 +0.9947,0.4835 +1.0269,0.4613 +1.5658,0.5456 +1.0056,0.486 +0.8081,0.4292 +0.7348,0.4803 +1.1157,0.4695 +0.6939,0.3973 +1.1593,0.474 +0.9421,0.4105 +0.804,0.2754 +0.8715,0.4512 +1.1051,0.4383 +0.8758,0.4545 +1.3455,0.5203 +1.198,0.4752 +1.1476,0.5581 +1.4101,0.5799 +1.3529,0.4938 +1.4469,0.4925 +1.5486,0.6237 +0.8975,0.6552 +1.6385,0.5799 +1.437,0.4284 +1.9522,0.8938 +1.382,0.4452 +1.5916,0.4966 +2.1305,0.8702 +1.2044,0.5085 +0.9364,0.3746 +1.2964,0.5326 +1.3091,0.2539 +1.1394,0.3632 +1.2012,0.3876 +1.0496,0.4337 +1.1222,0.3767 +1.0904,0.4702 +1.1764,0.4112 +1.4988,0.5431 +0.7884,0.3652 +1.0841,0.3434 +0.6967,0.2569 +1.1677,0.3001 +1.008,0.3318 +0.9508,0.3139 +1.1438,0.3491 +1.5564,0.5371 +1.4504,0.5072 +1.2875,0.4455 +1.0854,0.4533 +1.5653,0.8635 +1.3797,0.4343 +1.0745,0.4683 +1.1391,0.333 +1.1279,0.3196 +1.1547,0.4644 +1.7043,0.5937 +1.3144,0.3219 +1.1393,0.3692 +0.7385,0.3939 +0.5336,0.3036 +1.1651,0.4504 +0.6997,0.2403 +0.4438,0.2766 +1.1695,0.3241 +0.9272,0.4547 +0.9193,0.4091 +0.4932,0.4605 +0.5053,0.4864 +1.0632,0.2408 +1.2603,0.5017 +1.4251,0.4208 +1.803,0.6424 +0.2035,0.1348 +1.4321,0.5181 +0.786,0.3215 +1.4724,0.9405 +0.5163,0.3521 +1.3776,1.151 +0.8815,0.4071 +0.6116,0.3606 +1.3911,0.963 +1.406,1.1179 +1.1569,0.5917 +0.8847,0.4853 +1.3426,0.6592 +1.108,0.4885 +1.0946,0.5432 +0.7598,0.3755 +0.2372,0.2769 +0.4267,0.3729 +0.3998,0.3898 +0.9152,0.4776 +0.8463,0.3067 +1.4958,0.642 +0.6621,0.2644 +1.4131,0.6219 +1.7041,0.7115 +1.0577,0.4957 +1.5142,0.6876 +1.7489,0.602 +1.6965,0.6526 +0.6802,0.1853 +1.1361,0.4985 +0.7105,0.3087 +1.5298,0.5933 +0.6579,0.3219 +0.5842,-0.3845 +0.7988,0.4229 +1.1453,0.365 +0.7097,0.2245 +0.5287,0.1784 +0.4756,0.2704 +0.4872,0.4094 +0.6195,0.1598 +0.9593,0.2577 +0.6542,0.2812 +0.7354,0.3161 +0.9159,0.2374 +0.6456,0.1279 +1.3055,0.5135 +0.7967,0.3099 +1.5455,0.5923 +1.4663,0.4907 +1.1668,0.3957 +0.7422,-0.0509 +1.342,0.3054 +0.61,0.3273 +0.753,0.193 +1.0017,0.4675 +1.1083,0.4413 +0.7581,0.4136 +0.5306,0.2005 +0.8318,0.0495 +0.9226,0.416 +1,0.3925 +0.8822,0.3076 +0.4953,0.1367 +1.3161,0.4553 +1.2628,0.3429 +1.2569,0.4098 +1.0711,0.4625 +0.7411,0.2618 +0.6129,0.4062 +0.7538,0.1504 +0.7915,0.4321 +1.2567,0.508 +0.7533,0.3459 +0.9361,0.4936 +1.0853,0.4939 +0.3691,0.2637 +0.296,0.2483 +1.8428,0.6092 +1.7772,0.646 +0.5727,0.0351 +1.0016,0.6063 +1.9343,0.6663 +1.7664,0.6463 +1.8862,0.5533 +0.5883,0.4344 +0.5365,0.3077 +1.3018,0.5216 +1.6258,0.6335 +1.0886,0.3696 +0.4099,0.3003 +1.5863,0.6173 +1.1722,0.4862 +1.5593,0.6478 +1.4306,0.5632 +1.64,0.6718 +1.1455,0.5133 +0.8773,0.4905 +1.7531,0.6293 +1.5646,0.6547 +1.6955,0.596 +1.3239,0.6719 +1.4838,0.6005 +1.5239,0.6223 +1.4702,0.5689 +1.539,0.5394 +1.6898,0.6374 +0.387,0.2305 +0.6111,0.3145 +0.9589,0.4384 +1.0292,0.4163 +1.0224,0.4036 +0.5872,0.0954 +0.5301,0.2633 +0.7043,0.2669 +0.5677,0.3047 +0.4338,0.2744 +0.066,0.0955 +0.5096,0.2498 +1.7669,0.6844 +1.6542,0.5779 +1.6705,0.6114 +1.6838,0.5459 +1.5561,0.6297 +1.3841,0.5634 +1.2379,0.5235 +0.9188,0.4885 +1.4893,0.9636 +1.3167,0.4283 +1.4903,0.508 +1.1556,0.3238 +1.8993,0.6224 +0.9925,0.3331 +1.6353,0.5013 +1.6927,0.5299 +0.9395,0.312 +1.3231,0.2509 +0.9072,0.2915 +0.8376,0.2358 +1.1387,0.3451 +1.421,0.4313 +0.6468,0.2318 +0.6704,0.3937 +1.7869,0.3098 +0.6649,0.3495 +0.7745,0.4102 +0.5617,0.3226 +0.6844,0.2787 +1.0151,0.4616 +1.0132,0.4286 +0.7574,0.0852 +1.1461,0.465 +1.5501,0.4347 +1.5212,0.4965 +1.7149,0.4612 +1.2092,0.4619 +1.2312,0.5553 +0.7577,0.2157 +0.8164,0.2802 +1.1556,0.4447 +1.2167,0.4063 +1.0744,0.3384 +1.2736,0.4486 +1.0064,0.4213 +0.8576,0.3446 +1.518,1.3148 +1.0641,0.3148 +1.1326,0.3333 +1.1791,0.3733 +1.1975,0.447 +1.1637,0.3519 +1.2965,0.401 +1.1572,0.3655 +0.9728,0.4096 +0.9374,0.4312 +1.2259,0.4239 +0.548,0.3223 +0.6859,0.3786 +1.1758,0.3971 +1.7074,0.5182 +0.8977,0.7337 +0.4393,0.8531 +1.1899,0.4255 +1.1785,0.4287 +0.8879,0.3751 +1.0486,0.4378 +1.101,0.4636 +1.1292,0.4654 +0.3899,0.5361 +1.1387,0.4313 +1.5341,0.5386 +1.1565,0.418 +1.0287,0.3984 +1.5082,0.5547 +1.6065,0.5595 +1.6248,0.5252 +1.0334,0.0319 +1.1518,0.3907 +1.5975,0.4973 +1.0748,0.3987 +1.1727,0.3503 +1.1347,0.3325 +1.1725,0.3503 +1.1608,0.2236 +0.7206,0.2289 +1.6033,0.516 +0.4841,0.1183 +1.1089,0.3299 +1.1188,0.3003 +1.2321,0.4284 +1.1426,0.461 +0.8077,0.3052 +1.2254,0.455 +0.85,0.3739 +0.7547,0.2677 +0.8488,0.2997 +1.5579,0.4047 +0.606,0.3515 +0.8947,0.3883 +1.0721,0.3526 +1.1611,0.37 +1.1675,0.3924 +1.159,0.4721 +1.1167,0.415 +1.0924,0.4234 +1.2083,0.5082 +1.0095,0.44 +1.0384,0.3963 +1.152,0.3978 +1.0156,0.43 +1.1694,0.3981 +0.8155,0.1613 +1.0485,0.4176 +1.4102,0.4471 +1.3985,0.4394 +1.0933,0.303 +1.6738,0.5145 +1.4369,0.5074 +0.1597,0.2793 +1.2606,0.3366 +1.2379,0.2701 +1.2522,0.2587 +0.936,0.3453 +0.5115,0.1041 +1.0104,0.3212 +1.2356,0.3434 +1.0703,0.3208 +1.2303,0.527 +0.6563,0.3832 +0.7087,0.3097 +0.9734,0.4542 +0.7243,0.3141 +1.0255,0.3755 +1.1905,0.466 +0.4746,0.4533 +0.8037,0.4157 +0.9806,0.343 +1.1644,0.2933 +1.3099,0.4069 +0.7319,0.1669 +1.1536,0.623 +1.5029,0.4825 +1.5017,0.5666 +1.4812,0.6742 +0.9084,0.5111 +1.0075,0.5184 +0.7954,0.353 +1.1444,0.4948 +1.7762,0.6561 +0.2891,0.2583 +0.392,0.3997 +0.341,0.33 +0.7511,0.3935 +0.6715,0.3426 +0.4011,0.3193 +1.077,0.5881 +1.3988,1.7262 +0.9859,0.4479 +1.2546,0.4884 +1.1604,0.5323 +0.9877,0.2962 +0.4373,0.1977 +1.179,0.4761 +0.4495,0.2934 +1.1804,0.5376 +0.6201,0.3951 +0.6651,0.3407 +0.912,0.5459 +0.1639,0.3238 +0.9839,0.5236 +0.8098,0.4096 +1.4633,0.6154 +1.3466,0.5682 +1.1506,0.496 +1.8105,0.7319 +1.5802,0.7034 +1.8718,0.6604 +1.125,0.5383 +0.6805,0.3462 +1.8639,0.7788 +1.3996,0.714 +1.4957,0.7017 +1.4406,0.6118 +0.7639,0.1464 +1.1108,0.6341 +0.5402,0.3511 +1.454,0.5796 +1.3526,0.5482 +0.8761,0.4239 +0.5899,0.2737 +0.697,0.4669 +1.3768,0.6132 +0.6049,0.3838 +1.0518,0.4584 +1.0733,0.4245 +1.1873,0.4426 +0.9884,0.4175 +0.4674,0.2433 +1.1503,0.4775 +0.6499,0.2281 +0.5579,0.3569 +0.943,0.3457 +1.2409,0.5176 +1.2575,0.5459 +1.1936,0.4912 +0.863,0.358 +1.7258,0.6238 +0.9223,0.5041 +1.852,0.5875 +1.0993,0.4797 +1.8091,0.5066 +0.8426,0.4188 +0.4405,0.221 +1.2091,0.6258 +0.7647,0.4133 +0.559,0.2201 +0.8159,0.399 +0.7051,0.3706 +0.7701,0.4037 +0.9495,0.3641 +1.2059,0.5008 +1.4408,0.5436 +1.5565,0.4647 +0.6356,0.2949 +1.1448,0.5349 +1.8599,0.6717 +1.7646,0.5723 +1.8234,0.6331 +1.1817,0.4423 +1.5079,0.5416 +1.6433,0.5241 +0.6151,0.2488 +1.367,0.5769 +1.1151,0.6754 +0.9853,0.4091 +1.3212,0.5393 +0.7758,0.303 +0.6316,0.3484 +0.5227,0.3091 +0.8974,0.393 +0.8367,0.4139 +1.4353,0.4701 +1.0156,0.4606 +1.5469,0.4999 +1.2817,0.5015 +1.4896,0.5414 +1.8235,0.701 +1.6466,0.5894 +1.411,0.5332 +1.7077,0.6504 +1.2577,0.5043 +1.4037,0.5272 +1.5036,0.5705 +1.2346,0.5506 +1.2036,0.6667 +0.825,0.443 +1.5689,0.6138 +1.3592,0.5656 +1.0663,0.5448 +1.0253,0.4779 +0.9914,0.4324 +0.8095,0.4375 +1.189,0.3298 +0.8136,0.3799 +0.4469,0.2618 +0.986,0.5192 +1.2636,0.4925 +1.6115,0.6605 +1.6826,0.636 +0.7419,0.4861 +1.813,0.7376 +2.0434,0.7081 +1.6849,0.6017 +1.4063,0.6057 +1.061,0.2275 +1.0142,0.4272 +1.5968,0.6309 +1.5069,0.5929 +1.5235,0.5428 +1.5213,0.6033 +1.6545,0.8638 +1.0665,0.4532 +0.7544,0.4992 +0.8206,0.3914 +1.1691,0.4848 +1.0326,0.4529 +1.2465,0.4649 +0.6736,0.1378 +1.1641,0.4121 +0.9581,0.4451 +0.8787,0.3549 +0.4501,0.183 +1.1317,0.3906 +1.9145,0.6341 +1.2049,0.474 +1.6995,0.5384 +1.3725,0.5746 +1.4216,0.6259 +1.5036,0.5301 +1.5674,0.4727 +1.5043,0.4681 +1.3236,0.1061 +1.4039,0.4219 +1.3568,0.5049 +1.0247,0.4462 +0.7324,0.3097 +1.0393,0.4304 +0.9311,0.3073 +2.1878,0.5258 +0.3755,0.1819 +0.795,0.2826 +0.8303,0.3054 +1.5318,0.614 +0.564,0.2488 +1.603,0.5102 +1.0463,0.28 +1.7076,0.4778 +1.5638,0.471 +1.7534,0.606 +1.6276,0.5004 +1.5641,0.5537 +1.502,0.5372 +1.4977,0.5909 +1.3071,0.5033 +1.16,0.4511 +1.1448,0.4985 +1.0494,0.486 +1.2262,0.4974 +1.1717,0.4604 +0.9896,0.442 +0.5669,0.2934 +0.9748,0.3589 +0.3784,0.1839 +1.1911,0.4018 +0.4815,0.3377 +0.8756,0.4436 +0.6543,0.4365 +1.0213,0.2636 +0.5416,0.4058 +0.6401,0.4192 +1.0154,0.3669 +1.2332,0.5211 +0.7722,0.1244 +1.0339,0.4597 +1.0702,0.4905 +1.2161,0.5146 +1.1069,0.4655 +1.1071,0.4775 +1.0985,0.4816 +1.2399,0.5786 +1.4485,0.6098 +1.1305,0.4232 +1.4343,0.4567 +1.447,1.5076 +0.9918,0.3441 +1.0822,0.3792 +0.4443,0.2315 +0.7552,0.2523 +0.6055,0.272 +0.6973,0.3002 +0.8017,0.3306 +1.6338,0.4918 +0.8794,0.3858 +0.9747,0.466 +0.8287,0.4491 +1.4156,0.4403 +1.2142,0.5189 +1.4953,0.5449 +1.5871,0.4717 +1.4338,0.4925 +1.7443,0.4689 +1.0178,0.1876 +0.7959,0.2452 +1.0893,0.4509 +1.001,0.3726 +0.8325,0.2776 +0.866,0.4133 +0.8897,0.3922 +0.8315,0.3969 +1.0261,0.5549 +0.633,0.3613 +0.4747,0.2283 +0.6833,0.2977 +0.4183,0.4908 +0.8164,0.4615 +1.7865,0.8091 +1.6064,0.4753 +1.4073,0.3921 +1.0923,-0.0058 +0.7989,0.1401 +0.996,0.4654 +0.8538,0.4845 +1.6537,0.7646 +0.9799,0.4629 +1.6127,0.6913 +1.0977,0.5197 +0.1682,0.2127 +0.3719,0.3263 +0.6899,0.5601 +1.1526,0.204 +4.0288,-5.9867 +0.9253,0.3731 +1.1138,0.5741 +1.3381,0.7775 +0.4469,0.3062 +1.2803,0.7418 +0.6909,0.4543 +1.1923,0.6797 +1.213,1.0342 +0.9766,0.5495 +0.3939,0.258 +0.2805,0.2096 +1.387,1.2483 +1.0875,0.5519 +0.9945,0.4944 +1.7289,0.6983 +1.143,0.5478 +1.3089,1.2229 +1.3639,1.0675 +1.0355,0.4979 +0.8058,0.4409 +0.6943,0.466 +0.9433,0.5807 +0.4216,-2.3955 +0.3385,0.3174 +0.9124,0.5302 +1.5423,0.6522 +1.2294,0.5723 +1.1877,0.5473 +1.0215,0.4732 +0.783,0.4287 +1.2278,0.6785 +0.7555,0.3365 +1.004,0.5069 +7.601,-6.7621 +1.3269,0.5527 +1.0958,0.5142 +0.8599,0.3055 +0.611,0.3765 +0.85,0.522 +0.7813,0.3996 +0.7329,0.3415 +0.7315,0.1402 +0.9653,0.5346 +0.71,0.4073 +0.9861,0.3588 +0.93,0.4923 +1.4557,0.6629 +1.4164,0.7039 +1.4231,0.4738 +1.3916,0.5512 +1.5221,0.4723 +0.4308,0.1882 +1.1624,0.4942 +0.6609,0.1591 +0.944,0.3577 +1.001,0.398 +0.3772,0.1859 +0.5209,0.2047 +0.5533,0.3983 +0.4463,0.1221 +0.9035,0.482 +0.6968,0.3138 +0.725,0.3976 +0.7026,0.3694 +0.4987,0.2474 +0.3236,0.1793 +1.2271,0.4621 +0.512,0.2422 +1.1806,0.4015 +0.868,0.4349 +1.4803,0.4926 +1.139,0.3686 +0.906,0.4184 +1.9476,0.6962 +1.2518,0.4146 +1.2925,0.4873 +1.6644,0.5884 +1.184,0.2038 +1.3711,0.4344 +1.4683,0.4766 +0.623,0.1171 +1.4131,0.4208 +1.6245,0.635 +1.0128,0.4413 +0.8676,0.3335 +1.4653,0.544 +1.3506,0.5007 +0.5154,0.1258 +0.9492,0.4512 +1.5977,0.5162 +1.258,0.465 +1.5324,0.4766 +1.3934,0.4893 +1.1936,0.5201 +1.3736,0.5315 +1.4316,0.4809 +1.3366,0.4498 +1.1709,0.5464 +1.2997,0.4566 +1.4161,0.5032 +0.6113,0.3617 +1.5266,0.8893 +0.4424,0.2912 +0.8781,0.4696 +0.9007,0.6127 +4.8802,0.3823 +1.1831,0.5248 +1.3364,0.9065 +0.8294,0.4401 +0.5597,0.4305 +1.0243,0.4713 +0.6129,0.3654 +0.3812,0.3896 +0.5542,-1.3965 +1.4395,0.6909 +0.8461,0.4543 +1.5559,0.679 +0.5761,0.3352 +0.8443,0.46 +0.8315,0.4372 +1.0798,0.4972 +0.458,0.0293 +0.9845,0.4998 +0.2817,0.2214 +0.3142,0.1744 +0.6392,0.3858 +0.9666,0.3847 +0.6711,0.3554 +0.6249,0.4405 +1.319,0.6494 +1.5773,0.6821 +1.31,0.6415 +1.6579,0.6226 +1.5911,0.6335 +1.2664,0.5528 +1.0029,0.4439 +1.3248,0.636 +1.2023,0.5772 +1.6085,0.6327 +1.5459,0.5273 +0.7949,0.4528 +1.6212,0.734 +1.0671,0.5821 +1.2273,0.5317 +1.9233,0.7297 +0.5318,0.2039 +0.9043,0.1419 +1.4023,0.5063 +0.4109,0.1077 +0.5443,0.5195 +0.8541,0.4134 +0.5027,0.1703 +1.1623,0.9227 +1.1697,0.4147 +1.375,0.5114 +1.3396,0.6517 +1.1618,0.4172 +0.9554,0.3964 +1.0262,0.2651 +0.471,0.2512 +0.7616,0.428 +0.4316,0.2119 +0.6903,0.3472 +0.7993,0.3239 +0.4277,-2.4592 +1.2313,0.3788 +0.756,0.3282 +1.242,0.4959 +0.4703,0.1841 +1.016,0.4162 +1.5404,0.6094 +1.1462,0.4272 +1.8374,0.6808 +1.6478,0.5819 +1.4317,0.485 +1.3236,0.5072 +1.3913,0.5098 +1.3,0.3584 +0.9214,0.499 +1.4016,0.4583 +2.8558,0.5706 +1.0802,0.5098 +0.5525,0.147 +1.9166,0.5084 +1.3827,0.5003 +0.8894,0.4344 +1.4741,0.581 +0.8264,0.4451 +0.8333,0.3213 +1.5627,0.395 +0.2572,0.0763 +0.8483,0.3 +0.449,0.2654 +0.5717,0.38 +0.485,0.2457 +1.0815,0.2847 +1.4893,0.4982 +1.1504,0.3749 +1.6778,0.5669 +1.7732,0.4613 +1.0444,0.3469 +1.34,0.4874 +1.3818,0.4756 +1.0916,0.4903 +1.5752,0.549 +1.321,0.4923 +1.5882,0.5876 +1.0718,0.4739 +0.4883,0.2245 +1.413,0.5991 +1.001,0.4496 +0.4985,0.3053 +0.8007,0.4739 +0.8964,0.4595 +0.8611,0.4697 +0.7275,0.3557 +1.4911,0.6 +1.4723,0.6172 +1.5038,0.5468 +1.1996,0.6563 +1.4786,0.549 +1.1538,0.5543 +1.4198,0.5874 +1.1521,0.4284 +6.0538,0.5562 +1.3402,0.4566 +0.9009,0.2821 +0.9393,0.2993 +1.9555,0.6234 +1.3902,0.5401 +1.4898,0.4446 +1.1639,0.2432 +0.6328,0.3749 +0.5071,0.2535 +1.0067,0.3436 +0.4627,-0.147 +0.8088,0.4448 +1.1189,0.4323 +1.3908,0.4201 +1.1466,0.3659 +1.8065,0.5931 +0.6179,0.3411 +0.5216,0.2551 +0.866,0.5407 +1.0242,0.4848 +0.597,0.4352 +1.1417,0.5037 +0.5861,0.2875 +1.296,0.8185 +0.9247,0.4034 +1.053,0.4042 +0.7128,0.3728 +0.8864,0.5074 +0.8478,0.476 +0.762,0.5445 +1.046,0.4132 +1.5698,0.4879 +1.4478,0.5591 +1.2913,0.5573 +1.1366,0.6138 +1.7872,0.7108 +1.0508,0.4691 +0.7565,0.6285 +1.3412,0.6812 +0.709,0.3648 +0.544,0.4481 +0.3799,0.3335 +1.4212,1.5237 +1.289,0.7588 +0.5067,0.4128 +0.8877,0.5269 +1.0156,0.6725 +0.6192,0.4481 +0.4235,0.3404 +1.2661,0.7719 +1.0328,0.5218 +1.1501,0.5234 +0.7727,0.514 +1.1039,0.5235 +1.1208,0.5483 +0.6911,0.4149 +0.6438,0.3587 +1.0744,0.4858 +0.7675,0.4016 +0.7543,0.5147 +0.1946,0.2347 +1.0721,0.6133 +0.4417,0.2508 +0.8597,0.495 +1.0661,0.4776 +0.7512,0.4432 +1.1417,0.5038 +1.0712,0.5446 +0.7687,0.6471 +0.6521,0.3561 +0.4838,0.2547 +1.093,0.4961 +1.0066,0.6302 +0.9169,0.5147 +1.0437,0.5363 +1.3677,0.4215 +1.0231,0.6137 +1.2516,0.5225 +0.8688,0.4549 +1.0042,0.6264 +0.9347,0.6184 +1.5696,1.7427 +0.9182,0.4233 +1.0174,0.5042 +1.1965,0.4106 +1.1168,0.4501 +1.1691,0.4213 +0.9986,0.4616 +1.4865,0.5788 +0.6982,0.4273 +0.5032,0.3436 +0.5842,0.243 +0.9626,0.4088 +0.6195,0.4085 +1.1548,0.3385 +0.556,0.2952 +0.5027,0.3609 +0.7564,0.4375 +0.984,0.393 +1.3025,0.5771 +1.2069,0.5794 +1.2376,0.5913 +0.8159,0.2695 +0.986,0.3945 +1.5416,0.6774 +1.0965,0.3948 +1.4614,0.4905 +1.261,0.4944 +1.2097,0.5141 +0.9935,0.4544 +1.3432,0.4345 +1.0175,0.4457 +0.8144,0.258 +0.7403,0.3938 +1.3392,0.5148 +0.8305,0.5526 +0.6714,0.3419 +0.4799,0.3207 +0.9631,0.3717 +0.9999,0.4361 +1.3738,0.5945 +0.7304,0.2796 +0.8829,0.4528 +0.7789,0.3526 +0.9689,0.4456 +1.1221,0.4688 +1.1994,0.4222 +1.7095,0.5976 +1.7905,1.0675 +1.1317,0.4847 +1.3818,0.5866 +1.627,0.6273 +1.099,0.4525 +1.6145,0.5555 +0.9153,0.4547 +1.1177,0.4007 +1.5707,0.5168 +1.6488,0.5796 +0.9327,0.4276 +0.9323,0.3851 +1.3487,0.4864 +1.6458,0.5321 +0.6294,0.4962 +0.6475,0.4015 +1.1197,0.4617 +0.6114,0.3153 +0.4134,0.2886 +0.5586,0.3224 +0.7457,0.3757 +0.8149,0.3172 +1.0663,0.4965 +1.0449,0.3951 +0.7322,0.3867 +0.9875,0.4199 +0.966,0.4454 +0.7806,0.3644 +1.308,0.4787 +1.1489,0.4244 +1.0917,0.4447 +1.6826,0.5475 +1.5065,0.5414 +1.4907,0.5957 +1.476,0.5251 +0.9503,0.3249 +0.5177,0.3687 +1.2097,0.5126 +1.1499,0.5261 +1.4867,0.6085 +1.0455,0.453 +1.5952,0.6478 +1.6957,0.751 +1.0858,0.4983 +0.8521,0.4617 +1.1175,0.4506 +0.6513,0.4749 +1.1086,0.4024 +0.5227,0.5022 +0.5038,0.3769 +0.5497,0.4021 +0.7776,0.4734 +1.0589,0.4999 +1.0954,0.1673 +0.4464,0.3057 +0.6845,0.3939 +0.7655,0.4383 +0.4913,0.2105 +1.4179,0.6284 +1.7249,0.7525 +1.5196,0.5407 +0.7606,0.4371 +1.3291,0.5845 +1.6876,0.6982 +1.6585,0.6436 +0.7504,0.3793 +1.7676,0.7232 +1.0727,0.5565 +1.0917,0.4867 +0.8273,0.2347 +0.6947,0.3563 +0.3855,0.2033 +0.4342,0.4069 +0.8548,0.3176 +1.0057,0.4051 +0.699,0.3299 +1.5722,0.6632 +1.7325,0.6273 +1.7528,0.5994 +1.841,0.7962 +1.7466,0.5635 +1.5354,0.5207 +0.8129,0.3429 +0.3212,0.2604 +1.8502,0.6793 +0.6833,0.307 +1.0697,0.3753 +1.2758,0.4676 +0.4062,0.2786 +0.8699,0.3335 +1.0184,0.3534 +0.6428,0.2247 +-0.0198,0.5611 +0.7913,0.283 +0.6731,0.316 +0.464,0.315 +1.7465,0.5613 +1.285,0.3418 +1.5993,0.4471 +0.3206,0.0836 +1.5526,0.4803 +1.4498,0.5778 +1.2266,0.448 +1.697,0.6173 +1.8525,0.6308 +1.2506,0.6955 +1.1789,0.4854 +0.946,0.434 +1.1135,0.4211 +0.7075,0.0058 +1.0248,0.4595 +1.1824,0.5054 +1.6722,0.6535 +1.2991,0.6929 +1.3716,0.6065 +1.679,0.6143 +0.8894,0.4762 +1.6355,0.6532 +0.8693,-0.0383 +1.7538,0.702 +1.1015,0.4338 +1.7042,0.5186 +1.0235,0.4937 +1.2118,0.455 +1.154,0.4297 +1.1996,0.4359 +0.9258,0.4175 +1.1753,0.4356 +0.3668,0.27 +0.6899,0.4552 +0.7902,0.4117 +0.5137,0.2576 +0.7606,0.4113 +1.0591,0.3904 +0.5575,0.1888 +0.815,0.368 +1.0816,0.379 +1.1735,0.3453 +1.3215,0.6497 +1.0975,0.4659 +0.9189,0.416 +1.4272,0.4305 +0.8529,0.4267 +1.4779,0.4825 +1.3953,0.4664 +1.0075,0.501 +1.471,0.4889 +1.2122,0.2577 +0.5672,0.3841 +0.632,0.3233 +0.9415,0.4226 +0.5313,0.2976 +0.8911,0.4174 +0.6776,0.4123 +0.389,0.3176 +0.8135,0.5045 +0.4854,0.4751 +1.5311,0.4762 +1.1923,0.2393 +1.5901,0.983 +0.5429,0.1651 +0.6157,0.4086 +0.622,0.4552 +0.9016,0.5534 +0.4207,0.2365 +0.6786,0.3841 +1.1705,0.5866 +1.0434,0.4779 +0.4683,0.3423 +0.6304,0.3515 +0.7965,0.4122 +1.1373,0.5367 +0.2905,0.1561 +1.3575,0.5041 +1.2143,0.5612 +1.1651,0.4991 +1.7861,0.7529 +1.4911,0.5674 +1.3725,0.4852 +1.8516,0.8881 +1.6102,0.6458 +1.2043,0.646 +0.7279,0.3274 +1.0595,0.4021 +1.4877,0.5375 +1.2227,0.5107 +1.0024,0.4559 +1.1309,0.4239 +1.1662,0.4012 +1.2232,0.3913 +0.7923,0.2303 +0.865,0.3916 +0.8189,0.4299 +0.8534,0.5042 +0.7229,0.4116 +1.031,0.2601 +1.1946,0.4838 +1.1353,0.4221 +1.1502,0.4426 +1.2321,0.4199 +1.1643,0.3328 +1.1792,0.5821 +1.7341,0.9788 +1.5363,0.5682 +0.6482,0.2843 +1.2594,0.432 +1.1186,0.4148 +1.1722,0.3793 +1.1955,0.374 +1.3285,0.5221 +1.3047,0.5089 +1.6657,0.5551 +1.1151,0.2489 +1.0922,0.4024 +0.7855,0.3206 +1.376,0.3108 +1.0552,0.4064 +1.1413,0.4222 +0.7298,0.3786 +1.135,0.4309 +1.1163,0.4581 +1.068,0.4242 +0.565,0.2383 +1.1841,0.4506 +1.0555,0.5491 +1.1471,0.4016 +1.1411,0.4444 +1.0651,0.4922 +0.6672,0.337 +1.1726,0.4294 +1.1425,0.4322 +1.1684,0.4808 +1.2046,0.4583 +1.1713,0.4626 +0.4688,0.2627 +0.5322,0.283 +0.9673,0.5441 +1.1583,0.5133 +1.1779,0.4908 +1.1865,0.4234 +0.8411,0.4088 +0.9959,0.1393 +0.816,0.4244 +0.4754,0.3008 +1.536,0.5494 +1.1152,0.3869 +1.1731,0.4363 +1.0683,0.4781 +1.0272,0.439 +1.2044,0.4629 +1.1274,0.4222 +1.1467,0.4362 +1.1032,0.424 +0.8816,0.4572 +1.2104,0.4318 +1.1069,0.4472 +1.1183,0.3381 +0.9066,0.4594 +0.8108,0.4051 +1.0097,0.4317 +0.6771,0.3587 +0.6315,0.2738 +1.163,0.4692 +0.5331,0.2437 +1.2564,0.4541 +1.2008,0.4476 +0.6406,0.3553 +0.5325,0.2836 +0.9756,0.3422 +1.0757,0.4363 +0.4456,0.2472 +0.9309,0.4863 +0.781,0.3236 +0.8728,0.353 +1.5555,0.4892 +0.8007,0.3001 +1.4931,0.5399 +0.6027,0.3017 +1.1381,0.5041 +1.3833,0.5533 +1.5474,0.5247 +0.9808,0.5214 +0.9756,0.3874 +0.9667,0.4935 +1.125,0.463 +0.7095,0.4366 +0.9517,0.4968 +0.953,0.4685 +0.565,0.3466 +0.6104,0.189 +1.0849,0.5516 +0.7514,0.0014 +1.0244,0.4326 +0.9452,0.4276 +0.332,0.3849 +0.7987,0.4291 +0.8583,0.2523 +0.8377,0.1404 +0.9958,0.4647 +0.6426,0.4512 +0.5573,0.5449 +0.7224,0.3644 +0.5179,0.2525 +1.0248,0.6632 +1.0701,0.4335 +1.8528,0.7242 +1.0797,0.4034 +1.3605,0.5627 +0.5885,0.3436 +1.5483,0.5977 +1.3873,0.477 +1.1436,0.4377 +1.9802,0.7448 +1.4115,0.5667 +1.6337,0.6399 +1.662,-0.6558 +1.1311,0.4526 +1.2401,0.488 +1.0909,0.5307 +0.5966,0.3174 +0.714,0.3076 +0.8466,0.3835 +1.1085,0.4618 +0.9046,0.4994 +1.9556,1.1918 +0.9984,0.5627 +1.7587,0.6476 +1.0559,0.5167 +1.4493,0.5779 +0.7913,0.1549 +1.0389,0.5374 +1.6214,0.5754 +0.5496,0.3235 +1.0988,0.4991 +1.2532,0.5531 +0.8283,0.3173 +1.1425,0.4685 +0.5777,0.3629 +1.1502,0.4627 +1.1265,0.4893 +0.8327,0.3862 +1.1104,0.3855 +0.9315,0.3326 +0.8629,0.3105 +0.6865,0.3412 +0.8289,0.444 +0.6295,0.3359 +0.6273,0.3412 +1.5222,0.4264 +0.728,0.3988 +1.6816,0.5175 +0.5802,0.1939 +0.6999,0.3649 +1.3975,0.5724 +1.041,0.4432 +1.4593,0.561 +1.2984,0.531 +1.0578,0.4252 +1.2103,0.5186 +1.1042,0.3598 +0.3932,0.279 +0.5728,0.4643 +1.0429,0.384 +1.1526,0.5268 +0.9621,0.5078 +1.5655,0.5799 +0.394,0.0502 +0.884,0.4361 +0.6598,0.4425 +0.9649,0.4606 +1.089,0.4943 +1.2596,0.5736 +1.5461,0.6789 +0.9589,0.5902 +0.3999,0.18 +1.1877,0.5175 +1.2734,0.5497 +1.6379,0.6673 +1.4696,0.5828 +1.1838,0.5212 +0.9767,0.4359 +1.3045,0.4586 +0.9113,0.3829 +0.5277,0.2998 +0.7223,0.2828 +0.8127,0.3871 +0.7416,0.3457 +0.8836,0.4485 +0.7755,0.3911 +1.016,0.3825 +1.1902,0.5081 +0.5077,0.1687 +1.2235,0.3608 +1.1579,0.3725 +1.0439,0.4159 +1.3602,0.5285 +1.3811,0.4473 +1.4195,0.4322 +1.0358,0.372 +1.1941,0.3692 +1.4849,0.4777 +1.239,0.3947 +1.3767,0.4708 +1.3613,0.462 +1.4263,0.6665 +1.0653,0.4147 +0.7629,0.4137 +1.1387,0.3817 +0.6584,0.2563 +0.7018,0.3383 +0.9049,0.4059 +0.7468,0.2693 +0.4766,0.3417 +0.5863,0.229 +0.7916,0.4357 +0.6144,0.3074 +0.5184,0.3905 +1.1188,0.4327 +1.221,0.4877 +0.7102,0.2825 +0.626,0.2043 +1.4561,0.6728 +1.5329,0.6442 +1.0397,0.5305 +1.4004,0.6331 +0.3822,0.2402 +0.4083,0.2389 +1.0313,0.4999 +0.2732,0.1564 +1.044,0.494 +0.978,0.4871 +1.025,0.5105 +1.0736,0.5486 +0.8343,0.5032 +1.1219,0.4146 +0.683,0.3107 +0.8167,0.4338 +1.2471,0.5191 +0.9712,0.4778 +0.1521,0.4638 +0.8032,0.4586 +1.0872,0.5174 +0.8592,0.4265 +1.1089,0.4772 +0.6852,0.292 +1.0316,0.5422 +0.4741,0.1714 +0.8857,0.3864 +0.6495,0.3911 +0.9787,0.496 +1.1675,0.5393 +0.9631,0.5799 +0.6549,0.3717 +1.0934,0.556 +1.185,0.5624 +0.6554,0.5008 +0.8566,0.5526 +0.4478,0.2899 +0.2028,0.0982 +1.0187,0.4891 +0.6466,0.3944 +0.6243,0.3569 +0.7757,0.408 +1.169,0.419 +0.9176,0.485 +0.9085,0.433 +1.2493,0.6029 +1.0266,0.6575 +0.9234,0.5791 +0.8288,0.2761 +0.7814,0.5525 +0.7485,0.3493 +1.1942,0.5934 +0.6892,0.0547 +0.6095,0.4481 +0.5009,0.1769 +1.1267,0.5777 +1.0494,0.522 +0.9093,0.3206 +1.15,0.4802 +1.6217,0.4157 +1.1594,0.542 +1.3186,0.5129 +0.9981,0.3642 +1.084,0.4664 +1.1349,0.4709 +1.1128,0.4977 +1.1239,0.4928 +1.0739,0.6124 +1.0657,0.478 +0.8029,0.4783 +0.9523,0.3785 +0.7195,0.4327 +0.6892,0.2989 +0.5647,0.1983 +0.5146,0.2796 +0.4985,0.2857 +0.5721,0.2823 +0.7945,0.3728 +0.5996,0.4135 +1.0231,0.5101 +0.4898,0.2396 +1.109,0.5057 +1.1448,0.4878 +1.1569,0.4895 +1.117,0.5146 +0.43,0.3337 +0.4945,0.4169 +0.8899,0.4586 +1.0438,0.5051 +1.0731,0.4194 +1.1139,0.4383 +1.0758,0.4885 +1.103,0.3755 +0.4001,0.2531 +1.3176,0.5755 +1.5981,0.5999 +0.4058,0.1307 +1.7058,0.5562 +0.7955,0.4365 +1.7488,0.5415 +1.1903,0.5723 +1.0529,0.4593 +1.0875,0.4563 +1.5611,0.5724 +1.2121,0.4684 +1.1572,0.4308 +1.5306,0.5286 +0.8392,0.1679 +1.032,0.5113 +0.8161,0.1808 +1.1144,0.4399 +0.6634,0.1999 +1.1686,0.4118 +0.8678,0.3826 +1.0702,0.4417 +1.0948,0.3732 +1.2058,0.4437 +1.1825,0.4565 +1.2477,0.3463 +0.7313,0.224 +0.4182,0.0893 +1.196,0.395 +1.1499,0.5054 +0.8646,0.4427 +0.9579,0.4454 +1.3983,0.5429 +1.1296,0.5161 +0.9897,0.3776 +0.9866,0.4267 +0.7716,0.3523 +1.0315,0.3929 +1.1141,0.4336 +0.971,0.3889 +1.0899,0.4383 +0.8173,0.3916 +0.6176,0.2498 +1.0818,0.3629 +0.8042,0.308 +0.8813,0.4081 +1.2033,0.406 +0.5675,0.3363 +1.2451,0.3533 +0.7234,0.3216 +1.1446,0.3629 +0.5335,0.2107 +1.0692,0.3936 +1.0338,0.362 +1.6985,0.5702 +0.9904,0.3918 +0.9616,0.5197 +1.7325,0.4921 +0.5628,0.0757 +1.0802,0.3589 +1.105,0.3585 +1.121,0.3892 +0.6378,0.245 +1.0581,0.234 +1.2685,0.4184 +0.981,0.3071 +0.8867,0.3879 +0.9029,0.4371 +1.0194,0.375 +1.094,0.4383 +1.4302,0.404 +1.4577,0.4818 +1.0775,0.4433 +0.4541,0.5376 +1.1484,0.4998 +1.1367,0.5498 +1.1024,0.5047 +0.8943,0.454 +0.6207,0.3543 +0.749,0.41 +1.0835,0.4535 +0.7421,0.3484 +0.8426,0.3856 +0.7955,0.498 +1.216,0.4695 +1.0974,0.5003 +0.6694,0.3021 +0.9683,0.4527 +0.8289,0.4491 +0.462,0.4414 +0.9792,0.5859 +0.9671,0.2827 +1.5836,0.611 +1.2118,0.5261 +1.3296,0.4977 +1.2075,0.4802 +1.3395,0.5866 +1.5228,0.5881 +1.3239,0.5893 +1.1472,0.7372 +0.7606,0.0917 +1.5217,0.5941 +1.1456,0.5435 +0.5457,0.3164 +0.9502,0.4226 +0.9612,0.4157 +1.048,0.5759 +1.2485,0.5386 +0.9841,0.4226 +0.4425,0.0715 +1.0263,0.5171 +0.8463,0.5363 +0.7237,0.5168 +1.1461,0.4812 +0.8209,0.5355 +0.9508,0.4391 +0.4275,0.4663 +0.773,0.5819 +1.0102,0.4289 +0.9706,0.4434 +0.4328,0.3323 +0.6515,0.3548 +0.7392,0.404 +0.5464,0.2909 +1.3272,0.5886 +0.9871,0.4382 +1.1213,0.5422 +1.4319,0.5107 +1.6654,0.6389 +0.9659,0.4523 +0.9102,0.5458 +0.8275,0.2923 +1.4773,0.4793 +1.0599,0.4953 +0.8772,0.4285 +0.9982,0.3991 +1.0019,0.4183 +1.23,0.4566 +1.2915,0.4823 +1.5534,0.5797 +0.668,0.2255 +1.4018,0.4631 +1.3222,0.5423 +1.1808,0.4269 +1.2766,0.3744 +1.487,0.4403 +1.7615,0.7182 +1.8087,0.4933 +1.7623,0.5296 +1.2967,0.4622 +0.9963,0.1721 +0.4067,0.2546 +0.6272,0.3866 +0.8275,0.3345 +1.4453,0.4723 +0.8914,0.4087 +1.123,0.3408 +1.1617,0.5465 +1.2986,0.5645 +0.9102,0.3953 +1.0005,0.3506 +0.3724,0.1899 +0.2264,0.2268 +0.6841,0.36 +1.4846,0.517 +0.6849,0.3686 +0.8173,0.3449 +1.2453,0.5136 +0.8632,0.344 +0.5085,0.239 +0.4555,0.1485 +0.483,0.2247 +1.4938,0.2629 +0.9814,0.3997 +1.646,0.6575 +1.7107,0.5269 +1.6802,0.5711 +1.4049,0.4664 +1.9915,0.2003 +0.4472,-0.7307 +0.8103,-1.3709 +0.1174,0.3903 +0.5266,0.3437 +0.8932,0.3653 +0.3636,-0.392 +1.2284,0.5755 +0.9696,0.4474 +1.376,0.5852 +1.2206,0.5632 +1.7135,0.4681 +1.4614,0.5463 +0.7057,0.3169 +0.6155,0.3638 +0.4328,0.1289 +1.0191,0.5021 +0.9719,0.4087 +0.7408,0.316 +0.7422,0.2651 +1.1579,0.4041 +1.2591,0.4614 +1.4366,0.4998 +0.5424,-0.039 +1.2832,0.4711 +1.1448,0.3752 +0.9591,0.3394 +0.5463,0.1598 +1.1867,0.4914 +1.1927,0.4558 +0.5547,0.4067 +0.5676,0.3166 +1.0289,0.3964 +0.573,0.2245 +0.9478,0.3825 +1.138,0.2817 +0.9128,0.3839 +0.6876,0.1909 +1.0692,0.4185 +1.0636,0.4115 +1.3791,0.5319 +1.3863,0.5583 +0.8184,0.2719 +1.2112,0.4023 +1.4214,0.7128 +1.4353,0.547 +0.8472,0.2117 +1.7882,0.679 +1.7349,0.6913 +1.2086,0.5287 +1.8876,0.7429 +1.5028,0.5502 +0.2854,0.3363 +0.922,0.4282 +1.1697,0.4206 +0.6075,0.1931 +1.4869,0.5179 +0.9896,0.5002 +0.4374,0.2356 +0.7278,0.3516 +0.9053,0.4671 +0.9944,0.3817 +1.4312,0.5654 +1.2636,0.4608 +1.6384,0.5484 +1.3829,0.4863 +1.0828,0.4443 +1.1621,0.3971 +1.3893,0.5268 +1.1503,0.5207 +1.5131,0.4715 +0.9647,0.4222 +1.4796,0.5221 +1.4044,0.5129 +0.6528,0.0651 +1.5597,0.5365 +0.9229,0.3511 +0.6161,0.2766 +0.7982,0.5 +1.4545,0.482 +1.0902,0.4013 +2.0371,0.5774 +1.3442,0.4662 +1.3838,0.518 +1.4421,0.3974 +1.3252,0.612 +1.0435,0.4846 +1.7245,0.6911 +1.4329,0.6889 +1.4646,0.3792 +1.6193,0.7271 +1.0031,0.4299 +1.0626,0.435 +1.445,0.6138 +1.7736,0.6894 +1.0099,0.4999 +1.2158,2.8751 +1.1327,0.4945 +1.8557,0.4194 +0.8287,0.527 +1.0254,0.4289 +1.0568,0.4678 +1.2314,0.4987 +0.744,0.3186 +0.5688,0.286 +0.2646,0.2219 +0.5176,0.3789 +0.6855,0.4334 +0.572,0.1479 +0.8123,0.4206 +0.9593,0.4878 +1.3171,0.5566 +1.139,0.5499 +1.6097,0.8944 +1.6941,0.5128 +1.7575,0.6049 +1.0591,0.4482 +0.8387,0.3711 +0.9176,0.4555 +0.8097,0.4023 +1.1282,0.4529 +0.859,0.3714 +0.5235,0.1747 +1.0549,0.4878 +0.9594,0.4337 +0.7764,0.3012 +0.8498,0.417 +1.426,0.5772 +1.1517,0.4746 +0.8138,-0.0208 +1.6374,0.5084 +1.4118,0.5344 +0.9494,0.2005 +0.7639,0.3659 +0.5744,0.1502 +0.9127,0.462 +0.5805,0.3073 +0.6522,0.2033 +0.4198,0.2051 +0.869,0.3826 +0.5715,-0.3301 +0.5594,0.3298 +0.5894,0.1619 +0.9148,0.4526 +0.6435,0.3197 +0.6056,0.1043 +1.4959,0.5122 +0.4523,0.1736 +1.4499,0.7292 +1.5036,0.5977 +1.5458,0.5614 +1.0816,0.4384 +0.4623,0.2459 +0.7973,0.3696 +0.6959,0.3068 +0.9226,0.3934 +0.1987,0.247 +0.9216,0.4656 +0.6372,0.2998 +0.4818,0.2011 +0.8166,0.3687 +0.4659,0.2719 +0.9287,0.2424 +2.9146,0.3159 +0.2689,0.1593 +0.6259,0.3427 +0.6549,0.3593 +1.1902,0.4216 +1.3637,0.6877 +1.3459,0.4498 +1.4515,0.5082 +1.682,0.5394 +4.4355,0.3852 +1.3966,0.3491 +1.0352,0.5259 +1.2031,0.4826 +1.0691,0.495 +1.7046,-0.2058 +0.8464,0.3665 +1.0395,0.4131 +0.9479,0.4193 +1.0018,0.3781 +0.7969,0.299 +1.0032,0.3305 +1.075,0.4318 +0.7185,0.1257 +0.9526,0.3697 +1.1085,0.4451 +0.4842,0.2232 +1.0544,0.3332 +0.9208,0.2666 +1.011,0.3909 +1.2434,0.3249 +0.7671,-0.4964 +1.2793,0.4226 +1.7375,0.5775 +1.0077,0.512 +1.8427,0.7219 +1.6485,0.6043 +1.5098,0.5335 +1.195,0.4584 +1.6459,0.5233 +0.9614,0.4429 +1.0317,0.4143 +1.3898,0.4762 +0.7368,0.236 +1.0853,0.33 +1.355,0.4801 +0.7002,0.3545 +0.7156,0.2891 +0.7351,0.3814 +1.1213,0.45 +0.8788,0.3643 +0.5004,0.1097 +1.1194,0.5123 +1.2737,0.4953 +1.1987,0.4404 +1.3857,0.4769 +1.2428,0.3693 +1.384,0.4749 +0.6476,0.3022 +1.2792,0.6709 +1.113,0.4447 +1.6088,0.5758 +1.2274,0.4525 +1.0042,0.4671 +0.4135,0.1632 +1.1701,0.5286 +0.5612,0.2746 +1.0614,0.4052 +0.9789,0.3214 +1.3978,0.5076 +0.598,-0.4988 +1.3784,0.4947 +0.6049,0.3218 +1.1166,0.4281 +0.7997,0.1355 +1.4022,0.5432 +1.5036,0.5221 +1.5717,0.5462 +1.4371,0.4166 +1.0611,0.4186 +1.6083,0.4362 +1.3086,0.5067 +1.3977,0.5004 +0.9612,0.4543 +0.5191,0.3394 +1.113,0.4531 +1.0007,0.4495 +0.4987,0.2714 +0.6474,0.2085 +0.6885,0.3776 +1.2873,0.4504 +0.6289,0.2849 +0.4146,0.1204 +0.4436,0.1946 +0.5597,0.2917 +0.4615,0.233 +0.8714,0.3936 +1.4965,0.5063 +1.886,0.6686 +1.2765,0.3892 +1.2639,0.4068 +0.7744,-0.495 +1.2503,0.442 +1.1726,0.4922 +0.8205,0.2078 +0.7882,0.3603 +1.4994,0.5433 +0.7697,0.4718 +2.4361,0.4083 +0.859,0.421 +0.6878,0.3064 +0.8524,0.3964 +1.0468,0.3843 +0.9652,0.3866 +0.2507,0.2347 +0.4528,0.2783 +0.8444,0.212 +0.3784,0.0906 +0.3155,0.221 +0.9767,0.4545 +0.8162,0.3993 +0.345,0.4108 +0.8931,0.4997 +1.7729,0.5366 +1.1954,0.5112 +0.7811,0.3313 +1.563,0.5214 +1.4613,0.5183 +1.5441,0.6051 +1.2817,0.528 +1.4163,0.5076 +1.4171,0.2205 +1.091,0.3502 +1.2077,0.4347 +0.7775,0.2886 +0.9517,0.7082 +1.6941,0.6635 +0.9761,0.4283 +1.0661,0.4548 +1.0447,0.4207 +1.0891,0.4015 +0.9878,0.4349 +0.5543,0.2215 +0.7386,0.2074 +0.3599,-0.0443 +0.8885,0.511 +0.4769,0.2052 +1.061,0.4581 +1.1577,0.4658 +0.4746,0.2552 +1.5886,0.4833 +0.7842,0.3124 +0.514,0.0669 +1.1372,0.4101 +0.878,-0.1779 +2.5377,0.5005 +1.555,0.6167 +0.9558,0.518 +0.5827,0.2248 +1.7935,0.6097 +1.4574,0.6163 +1.0523,0.6167 +0.3606,0.3388 +0.623,0.4163 +0.4387,0.3044 +0.5873,0.2706 +1.0979,0.4658 +0.5538,0.4294 +0.9538,0.4351 +0.6451,0.3138 +1.5636,0.6793 +1.0206,0.5327 +1.1769,0.6011 +1.6519,0.6278 +0.96,0.4187 +0.9006,0.5587 +1.0594,0.5118 +1.2698,0.5639 +0.7345,0.4634 +0.4507,0.2917 +1.0516,0.5422 +1.0476,0.4823 +1.5224,0.5859 +1.2569,0.4791 +0.4255,0.1675 +1.3969,0.5752 +1.0046,0.4279 +0.8304,0.387 +0.8153,0.4756 +1.2031,0.491 +1.1583,0.4778 +0.929,0.3444 +0.9707,0.475 +0.9745,0.4422 +0.7982,0.4076 +-0.5499,-0.0354 +0.9018,0.4109 +0.8761,0.5554 +1.465,0.5908 +1.087,0.5114 +0.8584,0.4515 +0.6697,0.361 +1.183,0.3923 +0.5312,0.2779 +0.9937,0.5033 +0.4034,0.2926 +0.658,0.3965 +1.3955,0.5437 +1.2404,0.4919 +1.5249,0.5402 +1.0305,0.5043 +1.2162,0.5251 +1.6689,0.4244 +0.7479,0.4089 +0.8918,0.4148 +1.1607,0.4486 +0.9955,0.4097 +0.9703,0.431 +0.6156,0.2943 +1.3308,0.4864 +0.7828,0.3019 +1.146,0.4559 +0.9945,0.3604 +0.3344,0.2567 +0.9697,0.4165 +1.0655,0.4874 +0.4858,0.0241 +0.0929,0.2106 +0.9415,0.3784 +0.8975,0.358 +1.7764,0.5768 +1.8847,0.7422 +1.6123,0.5598 +1.1308,0.4897 +1.1806,0.2561 +1.2033,0.426 +1.3157,0.5057 +1.7252,0.5409 +1.8002,0.7763 +1.3921,0.6108 +0.8497,0.42 +0.9196,0.3914 +1.0307,0.4325 +0.5985,0.4254 +1.1385,0.4495 +1.0061,0.4746 +0.9139,0.4316 +1.1491,0.3394 +1.5159,0.6527 +1.846,0.8029 +1.2461,0.4591 +1.7904,0.7759 +0.735,0.1192 +1.1576,0.5341 +0.6503,0.5306 +1.6303,0.5638 +1.0773,0.5525 +1.6403,0.6287 +0.3618,-0.0387 +1.517,0.5855 +0.4226,0.118 +1.4765,0.5714 +1.1465,0.4454 +0.5196,0.3409 +0.5366,0.2513 +0.5362,0.3712 +1.2127,0.4677 +1.0374,0.4606 +1.3875,0.5315 +0.5693,0.3243 +0.6214,0.4075 +0.6596,0.3528 +0.8884,0.4377 +0.6435,0.3088 +0.5616,0.2705 +1.1027,0.5511 +0.8156,0.3478 +0.5348,0.4107 +0.615,0.2967 +0.6056,0.2886 +0.3827,0.2062 +0.4395,0.2239 +0.9041,0.4173 +1.5218,0.553 +1.4753,0.5346 +1.6351,0.7768 +1.1707,0.4391 +1.0839,0.4901 +1.1256,0.5099 +1.113,0.5113 +1.1701,0.4067 +1.6848,0.5701 +1.4353,0.4784 +0.7554,0.3246 +1.0328,0.5591 +0.9772,0.389 +0.2461,0.217 +1.0012,0.4103 +0.6155,0.4299 +1.058,0.4598 +0.3941,0.0705 +0.9654,0.4119 +0.7487,0.2768 +0.87,0.4733 +0.5717,0.2788 +0.2787,-0.0844 +0.8121,0.2624 +0.296,-0.0274 +0.5732,0.3816 +0.1379,0.2894 +1.5044,0.5654 +1.189,0.4595 +0.6281,0.1094 +1.3598,0.4306 +1.0439,0.5017 +0.8086,0.4155 +1.1933,0.4985 +0.7809,0.2294 +0.4226,0.2447 +0.318,0.3478 +0.8343,0.3069 +0.9217,0.3813 +1.1948,0.4544 +1.2188,0.5095 +1.0294,0.4657 +0.5689,0.2654 +0.763,0.3435 +0.8624,0.3548 +1.3136,0.4032 +0.6456,0.3287 +0.6101,0.3226 +0.9608,0.4141 +0.6562,0.4489 +0.8911,0.3864 +1.4397,0.4738 +1.1168,0.437 +0.4521,-0.0363 +0.9977,0.4131 +0.7841,0.3551 +1.0921,0.4789 +0.6269,0.3601 +1.4395,0.4684 +0.7856,0.3985 +1.3755,0.4572 +1.5112,0.5806 +1.3993,0.5126 +1.5482,0.5583 +1.2456,0.4552 +1.4515,0.6018 +1.4846,0.558 +0.616,0.2997 +1.8606,0.6032 +1.3571,1.1092 +0.8536,0.3721 +0.955,0.4403 +0.7944,0.3941 +1.5584,0.5245 +1.154,0.4575 +1.0487,0.5097 +1.1883,0.5152 +1.0182,0.3377 +0.5684,0.2471 +0.7173,0.3341 +1.2514,0.3581 +0.9948,0.4609 +0.7822,0.1097 +0.5207,0.2869 +0.6191,0.1625 +1.2356,0.5641 +0.7302,0.3663 +0.6456,0.3776 +0.406,0.2431 +0.2927,0.3296 +0.3784,0.2761 +0.6871,0.4817 +0.4846,0.3049 +0.3864,0.2111 +1.5754,0.5476 +1.2889,0.5063 +1.8066,0.7453 +1.1302,0.5442 +1.7367,0.688 +1.4809,0.5847 +1.6954,0.6803 +1.2992,0.4888 +0.8224,0.4547 +0.905,0.4471 +0.4436,0.2941 +0.8116,0.2942 +0.5755,0.3011 +0.607,0.4136 +0.4132,0.2895 +0.4253,0.3981 +0.786,0.4593 +0.5654,0.319 +0.5691,0.3862 +0.5794,0.3232 +0.4709,0.2936 +1.5656,0.6905 +1.7201,0.6277 +1.4438,0.663 +1.183,0.5628 +1.6259,0.6526 +1.5342,0.6001 +1.5786,0.811 +0.7906,0.2313 +1.3202,0.4936 +0.9728,0.4649 +0.3674,0.1229 +0.5967,0.3283 +0.5581,0.2483 +1.7477,0.6553 +0.743,0.3323 +1.2105,0.4768 +1.3759,0.4686 +1.2126,0.4236 +1.5212,0.5406 +0.799,0.2775 +1.6565,0.5317 +1.2178,0.4414 +0.6797,0.3038 +5.9871,-5.344 +0.3368,0.2992 +1.2197,0.4653 +1.1768,0.4895 +1.1924,0.4599 +1.1863,0.4412 +0.8804,0.317 +1.1684,0.4463 +0.9099,0.3929 +1.5137,1.3555 +1.5505,0.6092 +1.0652,0.4829 +0.4531,0.2606 +0.3234,0.1453 +0.5702,0.3247 +0.5995,0.275 +0.5785,0.0582 +0.5491,0.3236 +0.5146,0.28 +0.6844,0.3647 +1.0606,0.4797 +1.0631,0.2738 +1.0891,0.4017 +1.2194,0.4426 +1.1515,0.4375 +1.4891,0.5085 +1.2284,0.4454 +1.4104,0.5875 +1.4808,0.5503 +1.5427,0.5473 +1.0826,0.4013 +0.5904,0.3222 +1.2277,0.4145 +1.068,0.3317 +0.9606,0.435 +0.968,0.3643 +1.3944,0.452 +0.8982,0.2676 +0.9469,0.3283 +0.8941,0.3899 +1.2048,0.4568 +1.0461,0.3709 +1.2636,0.4476 +1.7868,0.614 +1.4715,0.5346 +0.4615,0.058 +1.1315,0.4442 +0.9667,0.4229 +0.8064,0.4614 +1.156,0.4479 +1.3813,0.5024 +1.0964,0.478 +1.1008,0.4348 +1.2181,0.4701 +0.8889,0.4018 +1.0129,0.5425 +0.7479,0.3805 +1.1888,0.4935 +0.6352,0.3026 +1.0468,0.1691 +0.5054,0.3095 +0.9275,0.4613 +0.7375,0.3429 +1.8079,0.6236 +0.5594,0.2198 +0.7389,0.1808 +0.8993,0.3772 +0.9438,0.3011 +1.237,0.3777 +1.0774,0.4261 +1.4765,0.5548 +1.6123,0.6307 +1.3604,0.4822 +0.9898,0.505 +1.0569,0.4442 +1.742,0.5929 +0.7656,0.4145 +0.9628,0.5304 +1.2201,0.5435 +1.7784,0.5632 +1.3413,0.5289 +0.5146,0.1053 +1.4961,0.4567 +0.7846,0.3777 +1.0078,0.4233 +1.2141,0.4684 +0.8061,0.4143 +0.3512,0.1998 +0.8614,0.3918 +0.5633,0.2452 +0.4689,0.2227 +0.845,0.4186 +0.5241,0.1147 +0.7587,0.3786 +1.3993,0.5479 +1.5446,0.5184 +1.135,0.4564 +0.9756,0.3958 +1.6569,0.6035 +0.7608,0.2836 +3.4531,0.5596 +0.9903,0.3607 +0.4039,0.3021 +0.7778,0.4081 +0.47,0.2109 +0.5483,0.2056 +0.4579,0.2314 +0.7197,0.2176 +0.6102,0.3391 +0.8433,0.29 +0.6757,-0.0719 +0.7987,0.3629 +1.0737,0.4788 +0.5837,0.2909 +1.1349,0.4694 +1.1015,0.5154 +1.8279,0.5349 +1.0154,0.3101 +1.6108,0.489 +0.8757,0.2846 +1.3817,0.4258 +0.5473,0.3612 +0.9234,0.4626 +0.9976,0.4357 +0.6031,0.4059 +0.9706,0.3905 +1.006,0.4568 +1.247,0.5352 +0.6938,0.3831 +0.4861,0.1375 +0.2262,0.3031 +0.3286,0.1627 +0.724,0.2774 +0.4744,0.2854 +0.6112,0.3825 +0.8074,0.4181 +0.7507,0.3596 +0.6735,0.4107 +0.3587,0.2988 +0.51,0.3954 +0.8322,0.447 +0.3715,0.2712 +0.432,0.2611 +0.7195,0.3649 +0.4508,0.1965 +0.7931,0.3388 +1.3436,0.5228 +1.7849,0.5881 +0.4072,0.2133 +1.4718,0.6004 +1.5002,0.5359 +0.6947,0.3268 +0.8304,0.3991 +1.7979,0.6146 +1.7119,0.7659 +1.7865,0.6757 +1.1203,0.4267 +1.0333,0.4546 +1.552,0.7845 +1.0891,0.4472 +2.2508,0.3949 +0.4751,0.1902 +0.5385,0.3324 +1.238,0.4899 +1.2496,0.5053 +0.9966,0.391 +1.0112,0.3657 +0.5712,0.1099 +1.0627,0.4523 +0.7886,0.2869 +1.1185,0.4367 +1.5319,0.5267 +0.659,0.2475 +0.5246,0.3547 +1.5636,0.5021 +0.9237,0.4819 +1.222,0.4578 +1.5175,0.5321 +1.0604,0.4772 +1.6007,0.4893 +1.1522,0.4759 +0.5786,0.3201 +0.8564,0.4243 +-0.3868,-1.0468 +1.1524,0.4213 +0.9439,0.2687 +0.8056,0.2839 +0.8684,0.442 +0.9214,0.3784 +0.8547,0.4538 +1.4924,-1.5858 +0.7762,0.3099 +0.8694,0.3376 +1.1412,0.4451 +0.6182,0.4053 +0.8019,0.3955 +0.9836,0.4155 +1.0615,0.4381 +1.186,0.5142 +0.9464,0.391 +0.6425,0.2656 +0.4118,0.2177 +0.6677,0.3635 +0.5747,0.2084 +1.1992,0.4798 +0.719,0.4302 +0.7405,0.3253 +0.927,0.4476 +0.5767,0.2963 +0.6929,0.4153 +0.9033,0.4843 +0.913,0.4778 +1.9516,0.9246 +0.3167,0.0236 +0.6324,0.3002 +1.1,0.3539 +0.5104,-0.0003 +1.3704,0.4618 +1.361,0.4532 +0.8065,0.2803 +1.1639,0.5507 +0.9224,0.4225 +1.1305,0.4745 +0.8892,0.4479 +1.1115,0.4844 +0.7555,0.341 +0.8897,0.3696 +0.8376,0.4539 +1.1178,0.4553 +0.8518,0.3887 +1.0809,0.4428 +1.0641,0.458 +1.1944,0.4896 +0.7627,0.3646 +0.7483,0.4289 +0.5807,0.3431 +0.7559,0.3817 +0.8603,0.3896 +0.4666,0.2523 +0.5584,0.2872 +1.0213,0.5344 +1.1508,0.4997 +0.8619,0.3357 +1.0394,0.4258 +0.785,0.4218 +1.2833,0.5386 +0.728,0.3597 +0.1271,0.277 +1.7488,0.801 +1.6346,0.6136 +1.0464,0.4547 +0.9482,0.4991 +0.6765,0.3792 +0.6294,0.374 +1.188,0.4644 +0.6568,0.3378 +0.7027,0.3018 +0.8927,0.4022 +1.0205,0.4356 +1.1243,0.4599 +1.0431,0.3858 +0.3402,0.3152 +0.8291,0.3811 +0.4488,0.2622 +0.5953,0.2498 +0.8702,0.4143 +0.7137,0.3435 +0.4037,0.309 +1.6013,0.618 +0.9007,0.4983 +1.2961,0.5412 +1.028,0.5268 +1.9799,1.1376 +1.6857,0.5511 +1.5274,0.4957 +1.0419,0.3994 +0.5991,0.2473 +0.8765,0.4343 +0.5029,0.2728 +0.8971,0.486 +0.4265,0.2236 +0.7358,0.3419 +0.3215,0.1926 +0.6232,0.329 +1.2505,0.5132 +0.6989,0.3238 +0.5491,0.219 +1.7433,0.6101 +1.363,0.5588 +1.7154,0.6253 +1.6892,0.5089 +1.4592,0.5794 +1.6202,0.5282 +1.0318,0.4906 +1.7959,0.7457 +1.0564,0.4284 +0.4508,0.2422 +1.0743,0.405 +1.0418,0.4319 +0.9635,0.4392 +0.4808,0.1951 +0.6129,0.2843 +0.5789,0.2308 +0.3982,0.1558 +1.0583,0.4965 +0.9491,0.4202 +0.8956,0.3869 +1.0278,0.3883 +0.9128,0.3236 +0.4315,0.1208 +1.363,-0.0275 +0.576,0.2449 +0.6607,0.1771 +1.4181,0.564 +1.879,0.5871 +1.6969,0.5871 +1.0989,0.4448 +0.7456,0.3853 +1.0097,0.4497 +0.3229,0.1734 +0.8984,0.3169 +0.7748,0.4135 +0.8531,0.4245 +0.2761,0.1831 +1.0894,0.5242 +1.748,0.6904 +1.2721,0.4141 +1.4446,0.5627 +1.7559,0.6118 +0.6741,0.2192 +1.3396,0.4556 +1.5242,0.5348 +1.7109,0.644 +1.6207,0.5525 +1.3375,0.6206 +1.4989,0.5476 +1.1139,0.5238 +0.7695,0.3503 +1.4077,0.456 +1.1096,0.3884 +0.8629,0.3436 +1.0729,0.4568 +1.2382,0.4908 +1.1962,0.4654 +0.6336,0.2758 +0.7721,0.3929 +0.4445,0.2002 +1.0097,0.4794 +0.6458,0.3475 +0.5242,0.1919 +0.8874,0.4221 +1.2247,0.4349 +0.5735,0.1723 +1.2534,0.4946 +0.4284,0.1423 +0.4307,0.2362 +0.4339,-1.9116 +0.7534,0.2536 +1.1792,0.4775 +0.9431,0.3938 +1.362,0.4995 +1.4065,0.5318 +0.4777,0.292 +1.0192,0.4182 +0.7477,0.461 +0.4692,-5.34 +0.3548,-1.5952 +1.0423,-3.2763 +0.5764,0.2693 +0.7764,0.3607 +0.375,0.328 +0.6329,0.349 +1.0804,0.5219 +1.006,0.3857 +0.7584,0.3355 +1.0938,0.4688 +1.0911,0.425 +1.3026,0.574 +1.4482,0.5459 +1.2171,0.4928 +1.3806,0.4867 +0.8734,0.3965 +1.1327,0.555 +1.7241,0.5964 +1.4205,0.4961 +1.2448,0.4471 +1.3569,0.5252 +0.9994,0.4215 +0.9639,0.3889 +1.5057,0.4975 +0.7903,0.4329 +1.1241,0.4939 +0.4679,0.2055 +1.0835,0.4251 +1.4337,0.5038 +0.7176,0.3414 +0.5989,0.2961 +0.6953,0.3243 +1.3677,0.2893 +0.7242,0.3392 +0.4771,0.2758 +0.4217,0.3011 +1.3584,0.4517 +0.6775,0.0827 +1.1655,0.6215 +1.2718,0.4805 +1.1436,0.5976 +1.3798,0.5415 +1.3328,0.3874 +1.2845,0.4619 +1.3203,0.523 +1.6496,0.527 +1.2872,0.5045 +0.8333,0.4256 +1.0683,0.3958 +0.9123,0.4935 +0.5772,0.3262 +0.8424,0.3973 +0.848,0.4194 +1.4357,0.4671 +0.563,0.2457 +1.1399,0.3565 +0.8477,0.2669 +0.6796,0.3851 +0.8143,0.3389 +1.1966,0.5121 +1.5771,0.593 +1.2441,0.492 +1.0864,0.4618 +0.3055,0.3222 +0.2958,0.3733 +0.7279,0.3284 +0.7346,0.3514 +1.3925,0.3691 +0.8736,0.3394 +0.7031,0.3257 +1.203,0.4567 +0.9559,0.479 +0.634,0.3741 +0.7671,0.3991 +0.4877,0.3194 +0.8222,0.4361 +0.9169,0.3989 +0.6736,0.3069 +1.411,0.5149 +0.5847,0.2349 +1.1871,0.5154 +1.3544,0.5986 +0.8563,0.4125 +7.3701,0.0337 +0.5003,0.1913 +1.6501,0.5831 +0.9349,0.4451 +0.824,0.2683 +1.2728,0.5542 +1.1592,0.3102 +0.6902,-0.0614 +0.5842,0.3102 +0.5018,0.2694 +1.1446,0.5084 +1.1348,0.5689 +0.3356,0.3031 +0.9081,0.4117 +0.6184,0.3066 +0.6591,0.3383 +0.3303,0.3876 +0.5196,0.2153 +1.0034,0.4493 +0.8112,0.4939 +1.4005,0.529 +1.7732,0.8014 +1.2325,0.6017 +1.4231,0.7111 +1.4024,0.5268 +1.5541,0.5424 +0.65,0.2247 +1.0327,-0.0334 +0.9943,0.3301 +0.8899,0.4406 +1.1909,0.5621 +1.2242,0.5536 +0.8934,0.5594 +0.8663,0.4448 +0.5726,0.33 +0.9822,0.5434 +0.5219,0.2824 +1.2901,0.6578 +1.4561,0.5096 +0.9901,0.4258 +1.4631,0.593 +0.8835,0.3766 +0.7429,0.1172 +1.884,0.6651 +0.7383,0.3735 +0.651,0.2785 +1.0675,0.4737 +1.1884,0.4981 +1.3333,0.4873 +0.7261,0.2401 +0.8427,0.0877 +0.8042,0.4209 +1.1849,0.3972 +1.4741,0.5186 +1.3172,0.4674 +1.9234,0.7617 +1.652,0.6154 +0.8025,0.3097 +1.1087,0.3597 +0.4734,0.2977 +0.8487,0.2877 +0.6825,0.3374 +7.5326,0.3263 +1.2292,0.5956 +0.5863,0.3078 +1.3678,0.4548 +1.1182,0.4395 +1.1952,0.3777 +0.9623,0.4046 +0.59,0.2877 +0.5549,0.1793 +0.65,0.4156 +1.0454,0.3309 +1.3796,0.5018 +0.7066,0.3934 +1.116,0.3416 +1.2141,0.4521 +1.29,0.4068 +1.5811,0.3584 +1.4244,0.4973 +1.8385,0.5733 +1.4621,0.5283 +1.1866,0.4807 +1.2858,0.5056 +0.518,0.2275 +1.0767,0.3456 +1.1958,0.4146 +1.0083,0.3596 +1.1064,0.4366 +1.3812,0.4801 +1.2241,0.4126 +1.7346,0.5457 +1.6652,0.527 +1.3119,0.3908 +1.1343,0.4202 +1.3591,0.4991 +0.6293,0.2901 +0.7461,0.3569 +0.7659,0.2877 +1.213,0.3666 +0.8678,0.3958 +0.7063,0.2798 +1.3331,0.5274 +1.7113,0.3837 +1.017,0.3399 +0.9875,0.3244 +0.9389,0.3358 +0.7399,0.3262 +0.938,0.3612 +1.1437,0.3279 +1.1017,0.4532 +1.314,0.4375 +1.0774,0.36 +0.7459,0.408 +0.8837,0.4412 +1.1565,0.4724 +0.6895,0.2516 +1.0998,0.5012 +0.5184,0.2299 +0.7041,0.398 +0.8997,0.2619 +1.0419,0.4129 +0.7813,0.4139 +1.2943,0.5573 +0.6757,0.3117 +0.6414,-0.0067 +1.0666,0.4153 +1.1267,0.4217 +1.7606,0.6425 +0.7584,0.2234 +1.0289,0.4302 +0.9477,0.4574 +0.679,0.2613 +0.4799,0.3043 +0.511,0.2631 +1.0144,0.357 +1.0859,0.4058 +1.3354,0.523 +0.9751,0.4598 +0.9275,0.4223 +1.4177,0.6111 +0.7414,0.4207 +1.256,0.4128 +1.388,0.4888 +1.7307,0.7246 +0.6395,0.2848 +1.4355,0.5397 +1.4428,0.5509 +1.223,0.5038 +1.2296,0.4664 +1.5789,0.5823 +1.9736,0.6204 +1.4411,0.5263 +1.0185,0.4352 +1.4915,0.5224 +1.4476,0.5076 +1.7442,0.5787 +1.1966,0.5004 +1.4355,0.6173 +1.3855,0.5942 +0.9516,0.3777 +0.4678,0.3269 +0.7361,0.4357 +0.5304,0.2399 +0.9437,0.4863 +1.0346,0.3706 +0.6286,0.3717 +1.2579,0.5014 +0.9766,0.3994 +0.8325,0.3362 +1.5003,0.4974 +0.878,0.4119 +1.3232,0.5572 +1.3672,0.5021 +0.7192,0.3376 +1.2043,0.4544 +1.0231,0.4673 +1.0445,0.4697 +0.9322,0.4313 +1.0668,0.4691 +0.1987,0.3857 +0.953,0.3736 +0.9694,0.4546 +1.0478,0.4824 +1.0328,0.3895 +0.9406,0.3538 +0.784,0.4007 +1.4328,0.525 +0.8894,0.5681 +0.6197,0.2703 +1.0594,0.444 +1.0165,0.383 +1.1251,0.5496 +1.0765,0.5097 +0.512,0.3245 +1.0459,0.3539 +0.6853,0.1841 +1.7708,0.6074 +1.3049,0.5441 +0.8041,0.3298 +0.809,0.3896 +1.2255,0.3277 +1.8969,0.5933 +1.29,0.568 +1.7247,0.6011 +1.7043,0.664 +1.8232,0.6565 +1.1353,0.459 +0.9449,0.5177 +0.8621,0.4539 +3.2355,0.1353 +0.8341,0.4642 +0.6476,0.3224 +1.3019,1.1215 +0.8834,0.4545 +0.5849,0.1553 +1.3269,0.5341 +0.9363,0.4263 +0.8386,0.4997 +0.6031,0.3474 +1.1207,0.4029 +0.774,0.4818 +0.9621,0.4137 +0.9044,0.3977 +0.8048,0.275 +1.6649,0.652 +1.0045,0.4141 +1.9847,0.6638 +1.5069,0.5479 +1.195,0.5076 +1.7527,0.6903 +1.0064,0.5346 +0.3848,0.1428 +1.4236,0.5765 +0.4293,0.2753 +0.8004,0.6103 +1.4172,0.1897 +0.3303,-1.1523 +0.9896,0.6226 +0.8925,0.4106 +1.1832,0.4905 +0.4356,0.3281 +0.8341,0.2481 +0.8356,0.2238 +0.7566,0.2994 +1.0121,0.3431 +0.4191,0.2844 +1.4399,0.6801 +1.461,0.6465 +1.2151,0.5391 +1.1231,0.5776 +1.6388,0.5215 +1.2717,0.4922 +1.1326,0.5346 +0.9843,0.3542 +0.4893,0.1376 +0.7025,0.1479 +1.2631,0.5933 +1.0094,0.3766 +0.4991,0.4113 +0.5091,0.2696 +0.69,0.2279 +0.9253,0.5304 +0.9943,0.4785 +1.2811,0.5866 +1.1899,0.5902 +1.0502,0.5585 +2.8999,0.5887 +6.0379,0.5817 +1.9225,0.4236 +1.6037,0.4592 +1.6027,0.3228 +8.2702,0.2998 +5.6402,0.4273 +2.3226,0.3233 +2.0985,0.4887 +1.5401,0.3724 +0.2787,0.014 +2.6233,0.5686 +1.6804,0.4437 +1.1558,0.4706 +1.6591,0.606 +7.7284,-0.1471 +0.6201,0.3569 +1.1874,0.4744 +0.8799,0.4052 +0.6189,0.4437 +0.9527,0.4737 +0.3712,0.3184 +0.6756,0.2849 +1.5207,0.5503 +0.855,0.2324 +1.1574,0.5208 +1.6043,0.6142 +1.1211,0.4535 +0.542,0.3041 +1.3262,0.6112 +1.5973,0.5676 +0.9258,0.3775 +1.2432,0.4777 +0.4318,0.2515 +0.2944,0.2779 +1.0709,0.3521 +1.0173,0.3667 +0.9869,0.3941 +1.8698,0.5196 +1.5842,0.6488 +1.8957,0.6284 +1.9099,0.7892 +1.5427,0.4765 +1.8383,0.6837 +1.8828,0.8348 +1.6678,0.5607 +1.929,0.7556 +1.6768,0.613 +1.5255,0.4004 +1.3868,0.5904 +1.5028,0.5296 +0.6613,0.3889 +0.3553,0.1225 +0.7836,0.3127 +1.0253,0.433 +1.047,0.3789 +0.9964,0.4 +0.4751,0.2723 +1.2426,0.3932 +0.9029,0.2236 +0.7229,0.3914 +1.5785,0.5175 +0.9957,0.315 +0.9221,0.461 +0.4765,0.2686 +0.9165,0.4682 +0.4821,0.2625 +0.7645,0.4449 +0.9775,0.534 +0.569,0.4317 +0.8828,0.4515 +0.4511,0.3402 +1.0619,0.5842 +0.5987,0.3562 +0.8419,0.5472 +0.4651,0.2871 +0.4775,0.2841 +1.0865,0.6306 +0.1977,0.3401 +0.6553,0.2838 +0.6373,0.3464 +0.4174,0.1791 +0.5993,0.2061 +1.2624,0.6198 +1.1129,0.5696 +1.2151,0.645 +1.5183,0.6773 +0.6189,0.3894 +1.4894,0.5993 +1.4464,1.3655 +0.8141,0.5109 +0.6952,0.3847 +0.5164,0.2377 +0.5936,0.3542 +0.3296,0.3451 +0.8212,0.3807 +1.4134,0.5469 +1.4162,0.6038 +1.3715,0.5331 +1.2976,0.5896 +1.2405,0.6092 +1.415,0.5228 +1.3128,0.5156 +1.4963,0.5407 +1.313,0.6099 +1.0806,0.5423 +1.0331,0.4404 +0.8812,0.4982 +1.3803,0.5029 +1.3152,0.5179 +1.2582,0.2612 +0.6363,0.2945 +1.1624,0.4559 +1.2921,0.5138 +0.2266,0.2944 +0.803,0.3226 +1.1139,0.3795 +0.7936,0.4265 +0.8802,0.4077 +1.1595,0.3129 +1.5305,0.4907 +0.9994,0.4474 +1.6115,0.5263 +1.072,0.4365 +0.7402,0.3338 +1.5847,0.535 +1.1882,0.4713 +1.5395,0.5706 +0.4134,0.2916 +0.4828,0.2057 +0.5818,0.3238 +0.5024,0.2842 +0.6139,0.2824 +0.6061,0.3186 +1.168,0.509 +1.0987,0.4363 +0.6841,0.2698 +0.7937,0.4094 +0.8618,0.2941 +0.8506,0.5325 +0.5544,0.4248 +1.3041,0.4708 +0.9457,0.5206 +1.0387,0.6242 +1.1255,0.3713 +1.4337,0.6087 +1.2114,0.5231 +1.5935,0.641 +1.393,0.5345 +1.545,0.6766 +0.9255,0.4153 +0.9626,0.5219 +0.7032,0.3626 +2.0056,0.6901 +0.6617,0.5538 +0.9625,0.5657 +0.8118,0.4848 +0.6011,0.4191 +0.8289,0.4936 +0.9406,0.497 +1.4306,0.6018 +0.2707,0.1643 +0.1815,0.2507 +0.9065,0.4274 +0.6383,0.3635 +0.4814,0.297 +1.3425,0.5246 +1.7498,0.7001 +1.0126,0.3788 +1.4366,0.7324 +1.4075,0.7226 +1.5107,0.7949 +1.5306,0.7376 +0.8916,0.4559 +0.4312,0.1676 +0.9336,0.536 +1.5096,0.7739 +1.0482,0.6035 +1.2531,0.5528 +1.3728,0.5513 +0.9213,0.4381 +1.9342,0.7007 +1.5114,0.4953 +0.9163,0.3719 +0.874,0.4134 +0.9545,0.368 +0.3145,0.2093 +0.9384,0.4566 +1.115,0.396 +1.1611,0.2681 +1.1037,0.4022 +0.7041,0.4552 +0.4763,0.3046 +0.1848,0.1335 +1.096,0.343 +0.7435,0.3788 +0.8399,0.4261 +1.5121,0.5796 +1.5838,0.5603 +1.4918,0.5823 +1.3738,0.5806 +1.2314,0.488 +1.7788,0.5403 +1.6705,0.5303 +0.8505,0.3554 +1.5139,0.3652 +1.7104,0.5943 +1.898,0.5793 +0.7136,0.1904 +1.0503,0.5001 +1.6354,0.6388 +0.9354,0.5391 +1.3385,0.5078 +1.2589,0.6631 +1.177,0.507 +0.9328,0.4552 +0.4082,0.1824 +0.7821,0.3371 +0.7485,0.3319 +1.3094,0.4516 +1.1966,0.5242 +0.6603,0.146 +1.2471,0.3344 +0.6335,0.1144 +1.3713,0.4696 +1.2694,0.5063 +0.8247,0.3776 +1.5848,0.5418 +1.2465,0.4866 +1.6952,0.7262 +1.0752,0.5316 +1.2112,0.5074 +1.316,0.6099 +1.4429,0.5468 +0.6197,0.1785 +1.4798,0.5623 +0.4979,0.2884 +0.9966,0.4343 +1.0697,0.5827 +0.9654,0.4945 +0.5914,0.3076 +0.9839,0.4509 +0.9735,0.3888 +0.8521,0.394 +0.4543,0.3801 +0.6652,0.4146 +1.3647,0.6133 +1.6434,0.5226 +1.2601,0.5127 +1.2691,0.526 +1.5706,0.5958 +0.9672,0.5596 +1.0615,0.4922 +1.2587,0.5922 +1.5751,0.6337 +1.4475,0.655 +1.3632,0.2204 +1.3466,0.5478 +1.0646,0.4614 +0.988,0.4175 +0.9528,0.3723 +1.4012,0.5777 +0.8117,0.1473 +0.8663,0.3501 +0.8542,0.4172 +1.1438,0.4887 +0.4223,0.3413 +1.508,0.5174 +1.047,0.5086 +1.3418,0.4812 +1.4429,0.5547 +1.3001,0.5101 +0.7267,0.3702 +1.6643,0.6376 +1.6259,0.5802 +1.3922,0.4863 +1.4753,0.59 +0.9907,0.3444 +1.0787,0.4967 +0.8596,0.3517 +1.0219,0.506 +0.4185,0.1681 +0.5843,0.2843 +0.8091,0.3728 +1.0259,0.4373 +0.6907,0.1113 +0.8539,0.341 +1.093,0.4533 +0.6325,0.3056 +0.4514,0.3251 +0.5709,0.4558 +1.4634,0.4653 +0.9638,0.2414 +1.0657,0.4205 +1.1004,0.5009 +0.7955,0.3441 +1.2957,0.5016 +1.2492,0.5372 +1.6989,0.77 +1.5724,0.5913 +0.6359,0.4375 +0.822,0.5464 +0.5077,0.2925 +0.321,0.3633 +0.5097,0.2154 +0.411,0.385 +1.1401,0.3958 +1.8368,0.9229 +1.3434,0.5531 +1.1648,0.5492 +1.4937,0.4885 +1.5816,1.0828 +0.9151,0.4719 +1.6256,0.8069 +0.8973,0.5113 +0.5089,0.3124 +0.4327,0.4725 +1.3592,0.6527 +1.2719,0.6633 +1.8186,0.7167 +0.945,0.4682 +0.448,0.3132 +0.3519,0.4625 +0.8612,0.4674 +0.7529,0.3518 +0.8699,0.3398 +1.0277,0.6371 +0.9483,0.4481 +1.1348,0.54 +1.1545,0.5011 +0.7336,0.4271 +0.5853,0.4124 +0.7976,0.4993 +0.6825,0.3743 +1.2961,0.6102 +0.6818,0.5545 +0.6633,0.3437 +0.8582,0.4314 +0.7037,0.3971 +0.71,0.0766 +1.4591,0.6267 +1.2877,0.5985 +1.4004,0.5395 +1.7402,0.6732 +1.5808,0.5388 +1.5692,0.0874 +1.0535,0.4857 +1.6065,0.5949 +0.7039,0.3531 +1.6935,0.5348 +1.0217,0.5901 +0.6123,0.3157 +0.7288,0.2121 +0.6635,0.3757 +1.2173,0.4118 +0.7888,0.3235 +0.8785,0.3578 +1.1791,0.487 +0.98,0.3533 +0.6073,0.0845 +0.6444,0.3441 +0.4522,0.0708 +0.7959,0.4069 +0.7132,0.2599 +0.4705,0.346 +1.2279,0.361 +0.3851,0.2582 +0.5864,0.0879 +0.5149,0.1009 +0.6179,0.3253 +1.007,0.3933 +1.4842,0.5015 +1.2324,0.665 +1.4793,0.5372 +1.4483,0.4903 +0.7109,0.3697 +1.5686,0.5126 +0.7185,0.175 +0.9286,0.2798 +1.3271,0.6314 +0.2757,0.3269 +0.932,0.3264 +0.9578,0.5551 +2.2566,-0.9396 +1.1024,0.4656 +0.6688,0.4813 +1.1617,0.525 +0.1599,0.1707 +1.1308,0.6103 +0.7502,0.4171 +0.4669,0.2834 +0.8967,0.3409 +1.6714,0.6071 +1.4636,0.5532 +1.2041,0.4257 +1.277,0.5735 +1.1686,0.5814 +1.3896,0.6164 +0.6824,0.4731 +1.4799,0.4921 +0.4019,0.3591 +0.861,0.5811 +0.5755,0.3803 +0.9116,0.6127 +0.8521,0.2486 +0.5353,0.4043 +0.4693,0.2231 +1.1612,0.4509 +1.6305,0.7205 +1.3386,0.6946 +1.6983,0.7279 +0.8539,0.2546 +0.6507,0.3501 +0.3427,0.2871 +1.2525,0.4908 +0.9245,0.4148 +0.6267,0.3954 +1.1189,0.5292 +1.2482,0.5264 +1.3432,0.5117 +0.9039,0.3665 +0.6276,0.3029 +0.6148,0.3417 +0.9097,0.4092 +0.8596,0.4106 +0.7639,0.3533 +0.8129,0.3112 +0.4769,0.3115 +0.8298,0.4134 +1.2734,0.549 +1.2816,0.3933 +1.2904,0.4471 +1.0444,0.3891 +1.5056,0.5041 +1.45,0.4302 +1.2349,0.4237 +1.0038,0.4008 +0.9744,0.4763 +0.5216,0.3051 +1.0199,0.3301 +0.7149,0.2818 +0.508,0.3209 +1.2381,0.5808 +0.6085,0.3293 +1.036,0.5662 +0.5343,0.3091 +1.2657,0.5248 +0.8605,0.2483 +1.4506,0.4746 +0.765,0.3319 +1.2438,0.4239 +1.3775,0.5325 +0.9243,0.4404 +1.281,0.6271 +0.8837,0.4722 +1.1022,0.3936 +0.6898,0.2463 +0.7894,0.2436 +0.786,0.4695 +0.4217,0.2427 +0.5899,0.3308 +0.6701,0.4515 +1.0999,0.5037 +0.5314,0.3625 +0.8852,0.3887 +0.8032,0.3404 +0.4756,0.2309 +0.2148,0.2206 +0.3611,0.2911 +0.9645,0.4674 +0.4813,0.2892 +0.9225,0.466 +1.2042,0.5583 +1.6418,0.6279 +1.3786,0.5557 +1.4725,0.5248 +1.7413,0.7762 +1.5655,0.6283 +1.5931,0.7265 +1.576,0.452 +1.4642,0.5682 +1.5357,0.7083 +0.3863,0.2728 +1.2956,0.6348 +1.3777,0.5896 +1.3446,0.6717 +1.4635,0.8313 +1.4008,0.6773 +1.0428,0.4168 +1.7321,0.4692 +0.801,0.4094 +0.7618,0.4073 +0.9043,0.4012 +0.8422,0.4604 +0.861,0.3623 +1.1175,0.4864 +0.4446,0.1791 +0.9726,0.3856 +0.9111,0.3264 +0.9028,0.3443 +0.3604,0.1765 +1.7866,0.6192 +1.4478,0.5836 +0.669,0.0611 +1.6236,0.468 +1.362,0.2975 +1.6036,0.525 +1.3069,0.5325 +0.8777,0.4468 +1.0728,0.4907 +1.2697,0.344 +0.4741,0.2926 +0.9265,0.4215 +0.7068,0.2844 +0.5054,0.2625 +0.6453,0.3483 +0.6519,0.3119 +0.8897,0.4212 +0.8105,0.3886 +0.7824,0.3836 +0.5576,0.2826 +0.7443,0.3641 +0.8226,0.341 +-0.0993,0.3665 +1.3691,0.5106 +1.2715,0.4892 +1.5661,0.5317 +1.5848,0.5002 +1.1423,0.4183 +0.6088,0.0102 +0.4594,0.1555 +1.7868,0.6946 +1.2045,0.4514 +0.6769,0.3255 +0.1105,0.1662 +1.0148,0.5284 +0.2842,0.1806 +0.8549,0.1374 +0.9357,0.4989 +0.9211,0.5357 +0.451,0.3194 +0.6637,0.2171 +0.5486,0.4445 +1.1932,0.6074 +1.1258,0.6298 +0.4782,0.2452 +1.3418,0.6101 +0.7209,0.2763 +0.6627,0.3465 +1.682,0.6258 +1.6923,0.7483 +1.2847,0.5923 +1.1707,0.5544 +1.3858,0.6463 +0.6097,0.0055 +0.8087,0.5515 +1.1142,0.6096 +1.3411,0.6672 +1.4092,0.5787 +1.3651,0.4591 +0.7842,0.5524 +1.359,0.5382 +0.9108,0.3871 +0.8221,0.2916 +0.6965,0.4859 +0.774,0.2747 +1.499,0.5289 +1.1521,0.4429 +1.4669,0.6878 +0.9677,0.466 +1.7248,0.6662 +1.2877,0.5374 +0.761,0.2634 +1.6611,0.5367 +1.0181,0.4604 +1.157,0.4646 +1.5122,0.5174 +1.3932,0.5514 +0.4255,0.2401 +1.5334,0.5864 +1.4146,0.4937 +0.9243,0.3379 +1.1115,0.4584 +1.3385,0.4753 +0.683,0.3217 +1.1515,0.447 +0.797,0.3044 +0.8295,0.4486 +0.8455,0.3365 +1.1436,0.4193 +0.7351,0.352 +0.75,0.3787 +0.7005,0.334 +0.4568,0.1206 +0.5912,0.1956 +1.2748,0.4293 +0.9799,0.363 +1.6606,0.5133 +1.524,0.4703 +1.7088,0.6069 +0.8216,0.4083 +1.5904,0.5652 +0.6554,0.2283 +1.2246,0.5055 +1.0547,0.4191 +0.8146,0.4807 +0.8626,0.4545 +0.7514,0.5078 +0.8536,0.3702 +4.8626,-0.025 +0.9886,0.5155 +0.9233,0.5606 +0.3844,0.3326 +0.9294,0.4823 +1.0337,0.4315 +1.003,0.511 +1.0927,0.4634 +0.3957,0.2801 +0.8193,0.3455 +0.874,0.4627 +0.899,0.3439 +0.7058,0.3662 +1.0712,0.0867 +0.4839,0.3158 +0.5018,0.4121 +0.2729,0.2045 +0.6192,0.3883 +0.9269,0.3145 +0.5356,0.3946 +0.9439,0.2412 +0.5264,0.3553 +0.8713,0.3678 +1.4268,0.5768 +1.1075,0.4533 +0.9726,0.3615 +0.7184,0.4554 +1.4094,0.6441 +1.0814,0.498 +0.6732,0.1549 +0.5093,-0.0938 +2.1542,0.7762 +1.4664,0.5811 +0.821,0.447 +1.112,0.5671 +0.8602,0.5033 +1.214,0.551 +0.8828,0.5397 +0.4883,0.2766 +0.5073,0.3633 +0.4149,0.2859 +0.9872,0.5111 +0.8512,0.51 +0.4686,0.3067 +0.5191,0.1177 +1.3028,0.5969 +1.074,0.5351 +1.1292,0.589 +1.4864,0.5751 +1.1474,0.5695 +0.9285,0.5386 +1.2345,0.567 +1.6548,0.6711 +0.5199,0.3963 +0.3321,0.1353 +1.7886,0.6666 +0.5192,0.2296 +1.0061,0.5446 +0.8069,0.4064 +0.7077,0.0948 +1.1769,0.3736 +1.927,0.644 +1.0726,0.4624 +1.8319,0.6319 +0.8351,0.3698 +0.7509,0.4337 +0.2951,-0.1683 +0.8209,0.357 +1.109,0.3767 +0.4168,0.2026 +0.715,0.3721 +1.8493,0.6011 +0.6481,-0.006 +0.9202,-0.1153 +1.0168,0.5989 +0.3654,0.205 +1.1429,0.4936 +1.0776,0.4149 +0.5932,0.2411 +0.679,0.3059 +0.9967,0.4429 +0.8878,0.517 +0.5934,0.4116 +0.6632,0.2568 +0.9129,0.4527 +0.7814,0.4784 +0.191,0.2028 +0.8844,0.4395 +1.2426,0.6117 +0.6937,0.3113 +0.6256,0.2805 +0.8871,0.4117 +1.3713,0.5285 +1.1406,0.5371 +1.0175,0.5719 +1.2562,0.4894 +1.5924,0.683 +1.4626,0.6226 +1.0719,0.5278 +1.2366,0.5519 +1.3076,0.4654 +1.685,0.7475 +1.6558,0.7197 +1.4758,0.5897 +0.8909,0.5008 +0.9905,0.4456 +0.9586,0.3874 +0.8947,0.3959 +0.5336,0.2788 +0.6345,0.3576 +1.0258,0.4043 +1.3946,0.56 +0.3107,0.1962 +0.9764,0.3336 +0.2693,0.2049 +0.978,0.5453 +0.7961,0.3633 +1.5119,0.5509 +1.7454,0.7949 +1.2703,0.5523 +0.9583,0.5229 +1.3707,0.4795 +1.2016,0.3207 +1.2692,0.4678 +1.0863,0.4138 +0.8291,0.4109 +0.5994,0.2617 +1.0142,0.5245 +0.5296,0.3227 +0.3091,0.2179 +0.7833,0.5227 +1.3373,0.4949 +1.5119,0.5196 +1.8457,0.7505 +1.1906,0.4704 +0.529,0.5264 +0.7255,0.1652 +1.76,0.7221 +1.0328,0.5774 +0.9462,0.5111 +1.1505,0.6535 +0.6846,0.41 +0.6389,0.3128 +0.7752,0.4434 +0.5445,0.4861 +0.571,0.2367 +0.51,0.4105 +1.0835,0.2785 +1.665,0.6251 +1.0571,0.5968 +1.8536,0.7311 +1.8822,0.6984 +1.0168,0.5042 +0.9163,0.4983 +0.6854,0.3768 +0.6396,0.3558 +1.581,0.6014 +0.8917,0.4897 +0.6793,0.2851 +0.8985,0.5445 +1.4931,0.6417 +0.4578,0.2456 +1.028,0.4572 +0.837,0.3056 +1.7946,0.6639 +0.756,0.4102 +0.4261,0.3091 +0.9107,0.493 +1.0433,0.5323 +0.8868,0.4657 +0.9322,0.3051 +0.6673,0.4312 +0.3241,0.2895 +0.6401,0.3633 +0.6345,0.2932 +0.7987,0.2592 +0.87,0.4289 +0.2923,0.0853 +0.3592,0.2969 +1.4375,0.5687 +1.2838,0.5925 +0.388,0.104 +1.1787,0.5256 +0.8334,0.37 +1.0886,0.4772 +1.0926,0.4514 +1.9741,0.5388 +0.9406,0.2913 +0.8651,0.3773 +1.0542,0.4559 +1.042,0.3742 +1.037,0.3932 +0.5174,0.3593 +1.107,0.424 +1.2063,0.4388 +1.4995,0.4733 +1.6844,0.6231 +1.126,0.4361 +1.1108,0.4411 +1.0037,0.4007 +0.8013,0.4331 +0.8674,0.4413 +0.7594,0.4705 +0.9474,0.415 +0.8459,0.4958 +1.4634,0.7979 +1.0709,0.3834 +1.1348,0.4933 +1.2092,0.5397 +1.4829,0.6815 +1.6504,0.5737 +1.0413,0.4715 +1.405,0.5846 +1.4799,0.5737 +1.4711,0.6718 +0.8936,0.4649 +1.0719,0.4867 +0.3135,0.2661 +0.6694,0.4618 +0.8776,0.2978 +1.0446,0.5517 +0.3259,0.2429 +1.3229,0.6372 +1.5865,0.6879 +1.4774,0.5693 +1.3562,0.7412 +1.0595,0.4277 +1.0573,0.3739 +1.1724,0.4452 +1.8104,0.5687 +0.688,0.1843 +0.5448,0.2477 +1.1802,0.4843 +0.9164,0.2118 +0.6426,0.3003 +0.6312,0.2309 +0.7763,0.0477 +1.0648,0.4063 +0.6947,-0.2475 +1.5333,0.618 +1.1511,0.5653 +0.5688,0.2916 +1.728,0.5643 +0.9869,0.461 +1.3609,0.5138 +1.4283,0.5384 +1.1427,0.3122 +1.3949,0.4664 +1.2539,0.4226 +1.6024,0.5994 +1.2222,0.3963 +1.1592,0.4606 +1.5355,0.5011 +1.536,0.5147 +1.2627,0.4685 +0.9458,0.4267 +1.2654,0.4361 +0.7302,0.3404 +1.0027,0.4234 +0.3519,0.1707 +0.7994,0.3482 +0.9413,0.3815 +1.2529,0.4699 +1.0319,0.3714 +0.9984,0.3806 +0.8021,0.4147 +0.9691,0.3797 +0.9099,0.4941 +1.16,0.325 +1.3445,0.4012 +1.1705,0.5213 +1.1199,0.4778 +1.3703,0.4922 +1.8228,0.5769 +1.6093,0.5866 +1.7873,0.6799 +0.7878,0.4318 +1.007,0.4892 +0.998,0.5298 +1.4517,0.6364 +-0.1449,1.3452 +1.0058,0.3636 +0.5255,0.2303 +0.8463,0.4103 +0.8734,0.2895 +0.935,0.403 +0.8081,0.3867 +1.3145,0.4507 +0.9298,0.5963 +0.9187,0.44 +0.4522,0.3108 +1.1354,0.4791 +1.0517,0.5194 +1.3914,0.5469 +1.4372,0.6629 +1.325,0.5165 +1.4508,0.6138 +0.9974,0.534 +1.4489,0.6383 +1.1812,0.5269 +1.1612,0.5472 +1.3219,0.5797 +0.6492,0.3236 +1.2147,0.4167 +1.0341,0.611 +1.2424,0.5049 +1.1027,0.5163 +0.3066,0.1869 +0.3556,0.1905 +1.4297,0.9959 +0.6082,0.3159 +0.3555,0.247 +0.6035,0.4685 +0.5678,0.3083 +0.6992,0.3617 +0.5644,0.3572 +1.6124,0.6083 +0.7795,0.3894 +1.0341,0.5577 +0.8289,-0.1402 +1.768,0.8019 +1.5573,0.556 +1.4463,0.4358 +0.6083,0.425 +0.7385,0.4522 +1.5529,0.5771 +0.5427,0.3914 +0.7054,0.3863 +0.9488,0.4256 +0.9869,0.4949 +0.9058,0.4798 +0.7852,0.4298 +0.9155,0.4065 +1.2618,0.5168 +1.3099,0.5394 +0.5391,0.1802 +0.6992,0.4301 +0.5453,0.3083 +1.0451,0.5484 +1.6339,0.5544 +1.7617,0.637 +0.8036,0.4745 +1.6107,0.6648 +1.4175,1.3247 +1.2222,0.655 +1.0495,0.514 +1.0965,0.5806 +0.8565,0.487 +0.938,0.4613 +0.7725,0.4379 +1.271,1.0708 +0.7157,0.4892 +0.9061,0.5062 +0.6162,0.4395 +0.6233,0.3763 +0.4024,0.2224 +0.8333,0.5527 +1.9136,0.7745 +0.3234,0.1842 +0.5119,0.3309 +0.6309,0.2232 +1.0349,0.5588 +1.752,0.8191 +1.365,0.528 +1.0271,0.4653 +1.2745,0.563 +0.5793,0.3211 +1.7961,0.7303 +1.5483,0.6758 +0.5683,0.4519 +1.045,0.4843 +0.6045,0.3534 +0.971,0.4667 +1.1112,0.4206 +0.754,0.376 +0.5717,0.3253 +1.2344,0.5691 +0.5399,0.3465 +0.6582,0.3485 +0.8602,0.2721 +0.2429,0.2919 +0.2679,0.3162 +1.0318,0.4283 +0.6121,0.3257 +1.1069,0.5365 +0.8865,0.3479 +0.8375,0.4129 +0.8507,0.4185 +0.6422,0.2967 +0.6777,0.1494 +0.6664,0.2702 +0.6092,0.268 +0.6254,0.3124 +0.848,0.3466 +0.7372,0.374 +1.0099,0.4464 +0.9327,0.4733 +0.8432,0.3731 +1.1298,0.2447 +0.548,0.1553 +0.6518,0.1525 +1.1251,0.4883 +1.0198,0.4836 +1.3948,0.6796 +1.2378,0.4635 +1.0197,0.1854 +1.1398,0.4663 +1.0807,0.4432 +0.7603,0.2671 +0.9864,0.497 +0.8875,0.4027 +0.6159,0.4119 +0.8167,0.4448 +1.5583,0.5046 +0.5158,0.3652 +0.7912,0.2316 +1.0855,0.3873 +0.8353,0.4707 +1.4278,0.5746 +1.4307,0.521 +1.2411,0.531 +0.7984,0.1589 +1.3565,0.6729 +1.4307,0.5282 +1.3468,0.5519 +1.4315,0.6244 +0.4711,0.4997 +0.8059,0.5246 +0.9907,0.4811 +0.7786,0.4046 +0.9382,0.4254 +0.9902,0.5264 +0.8499,0.5376 +0.7388,0.4458 +0.7417,0.5955 +0.5023,0.3032 +0.7137,0.4723 +0.7586,0.5332 +0.7852,0.4534 +0.3468,0.3077 +0.4223,0.2319 +0.5198,0.37 +1.4583,0.6482 +0.4776,0.2818 +1.7475,0.6462 +0.6897,0.2798 +0.4444,0.2651 +1.2796,0.6359 +1.7801,-0.8816 +0.9043,0.4869 +0.4618,0.3418 +0.6059,0.2791 +1.4167,0.4786 +1.182,0.3946 +0.0494,1.7443 +0.4537,0.4123 +0.7089,0.2755 +0.9325,0.3709 +0.956,0.3663 +0.826,0.3672 +0.6359,0.3165 +0.6049,0.2526 +1.3502,0.4185 +2.0457,0.805 +0.9765,0.5349 +0.8785,0.4891 +1.0938,0.6232 +0.4983,0.4365 +1.0914,0.4738 +0.9395,0.5639 +0.8649,0.5432 +0.8827,0.4594 +0.6936,0.3509 +0.7586,0.4273 +0.421,0.3091 +0.6497,0.4206 +1.3128,0.5434 +1.6453,0.6343 +1.1353,0.5365 +1.1968,0.5602 +1.2515,0.5296 +1.2634,0.4831 +1.2287,0.5995 +0.9805,0.4426 +0.8476,0.3798 +0.5892,0.2935 +0.9827,0.4235 +0.6704,0.3704 +1.2614,0.4503 +1.1784,0.423 +0.9922,0.4593 +1.1904,0.4846 +1.1046,0.493 +0.6312,0.3106 +0.6352,0.2896 +1.2583,0.4194 +1.0601,0.4162 +1.667,0.5939 +0.8981,0.4698 +0.6465,-0.0255 +1.5346,0.6124 +1.2161,0.5213 +0.4588,0.2685 +0.9214,0.3621 +1.0388,0.4075 +1.0193,0.4143 +0.6793,0.3482 +1.1581,0.5312 +0.4712,0.211 +0.6478,0.4007 +0.9357,0.4612 +0.997,0.3806 +1.4044,0.4738 +0.9999,0.4133 +1.0852,0.4963 +1.4683,0.5331 +1.1756,0.3674 +1.3632,0.4823 +1.0124,0.3633 +0.8949,0.4798 +0.6944,0.5355 +0.7291,0.5928 +1.096,0.5093 +0.9015,-1.1559 +0.5316,0.3257 +1.4196,0.629 +0.9278,0.5274 +1.0173,0.4846 +1.0461,0.5475 +1.0361,0.4965 +1.0577,0.5416 +1.0107,0.5353 +0.983,0.5354 +0.4625,0.3707 +0.4366,0.3619 +0.682,0.4292 +0.9594,0.5345 +0.9509,0.628 +1.3028,0.6701 +1.3854,0.5686 +1.7425,0.7511 +0.9554,0.539 +1.186,0.6448 +1.6575,0.7124 +0.9741,0.4355 +1.1883,0.3828 +0.9443,0.5949 +1.0716,0.3869 +0.8685,0.4134 +1.0247,0.4995 +0.7741,0.417 +1.0383,0.4944 +0.8982,0.5013 +1.0056,0.437 +1.0477,0.4449 +1.0618,0.4933 +1.0112,0.53 +1.0871,0.5257 +1.0109,0.4797 +0.9878,0.4596 +0.7382,0.4755 +0.9556,0.4897 +1.0357,0.4554 +1.0167,0.5898 +1.0775,0.4587 +1.1791,0.5424 +1.0279,0.4491 +0.8995,0.4252 +1.3633,0.5823 +0.941,0.4835 +0.5829,0.348 +0.3428,0.2156 +1.3438,0.5535 +1.0928,0.3865 +0.9414,0.4027 +0.7232,0.3476 +0.8452,0.3997 +1.1056,0.5683 +0.9141,0.5092 +0.7989,0.4427 +0.962,0.4249 +0.9678,0.4598 +0.9206,0.4552 +0.9758,0.4638 +0.782,0.352 +1.4223,0.5295 +2.0436,0.6662 +1.0304,0.4301 +0.8852,0.3408 +1.1054,0.4341 +1.094,0.4959 +0.4668,0.2368 +0.7863,0.4158 +1.0982,0.4416 +0.7358,0.3997 +0.9515,0.4088 +0.929,0.4512 +0.8927,0.4304 +0.5477,0.2498 +1.0593,0.4486 +0.9631,0.4862 +1.142,0.4096 +0.721,0.4546 +0.7101,0.3238 +0.7376,0.3406 +1.0139,0.4029 +1.3051,0.5015 +0.9779,0.3741 +1.4136,0.3596 +1.0041,0.419 +0.7477,0.1223 +0.5538,0.3955 +1.3998,0.5684 +1.0244,0.4603 +0.839,0.3908 +1.1334,0.4186 +0.3814,0.1428 +0.7749,0.4373 +1.1379,0.5642 +0.5907,0.3772 +0.6731,0.3577 +0.8299,0.4195 +0.5146,0.391 +0.9312,0.4872 +0.8729,0.54 +1.6395,0.485 +1.5586,0.5649 +0.8085,0.3765 +1.5988,0.6899 +0.732,0.1753 +1.1825,0.6237 +0.7256,0.3736 +0.4735,0.0791 +1.0692,0.377 +1.2641,0.56 +1.1685,0.5742 +1.8275,0.6482 +0.9712,0.4527 +0.9763,0.5681 +0.7537,0.5538 +1.0961,0.2731 +1.0216,0.4296 +1.0382,0.5006 +0.6041,0.3911 +1.0846,0.3972 +0.5402,0.3887 +0.8701,0.6792 +0.6157,0.3559 +0.602,0.385 +0.1817,0.2336 +0.6123,0.4638 +1.1017,0.4604 +0.705,0.3756 +0.8911,0.4876 +0.3851,0.2702 +0.6648,0.4278 +0.9976,0.3989 +1.1192,0.4993 +1.1024,0.5618 +1.0739,0.4861 +0.9863,0.6558 +1.7539,0.7241 +0.949,0.456 +1.6875,0.7527 +1.6197,0.6489 +1.4828,0.5452 +1.8487,0.6205 +1.2874,0.5288 +0.6349,0.4101 +1.0855,0.3472 +1.6979,0.6732 +1.0959,0.4057 +0.6953,0.3774 +1.1256,0.4498 +0.5143,0.2982 +0.478,0.3058 +0.6639,0.3022 +1.133,0.3255 +1.7879,0.611 +0.7163,0.1021 +0.645,0.2172 +0.5206,0.0905 +0.8388,0.3433 +1.9061,0.6665 +1.0965,0.4265 +1.1584,0.505 +0.8338,0.4012 +0.6426,0.3338 +1.0488,0.4257 +0.2382,0.3216 +1.055,0.4278 +1.2397,0.5743 +0.9774,0.1448 +0.6358,0.2282 +0.7048,0.3653 +1.3361,0.5617 +0.9768,0.4326 +1.2983,0.632 +0.5454,0.3164 +0.9447,0.3973 +0.9078,0.3959 +0.5118,0.3175 +0.903,0.3323 +0.3531,0.2092 +0.9541,0.3874 +1.7938,0.7066 +1.6932,0.6355 +0.5524,0.0944 +1.3344,0.5215 +1.4757,0.5698 +1.1454,0.4442 +1.2787,0.4372 +1.769,0.6237 +1.7181,0.5351 +1.3414,0.4472 +1.3263,0.4792 +1.0654,0.3802 +0.7817,0.39 +1.7087,0.5931 +0.8526,0.4203 +1.4801,0.4865 +1.1607,0.4443 +0.5278,0.2475 +0.6533,0.3033 +0.8052,0.4022 +0.6001,0.1775 +0.4975,-0.0355 +1.3172,0.4075 +1.2888,0.4413 +1.9245,0.6407 +0.7365,0.264 +1.8627,0.603 +1.749,0.5683 +1.8483,0.6223 +1.8012,0.5713 +1.8303,0.6167 +0.5764,0.2979 +1.7839,0.582 +0.9273,0.4438 +1.6073,0.6942 +1.3505,0.5871 +0.932,0.5772 +1.1059,0.528 +0.6533,0.3813 +0.5901,0.168 +0.5708,0.1042 +0.5117,0.3523 +0.5561,0.2782 +0.6281,0.4375 +1.0707,0.4053 +1.8723,0.694 +0.5193,0.2615 +1.306,0.5025 +1.4563,0.5966 +1.3635,0.5892 +1.6594,0.7248 +0.3951,0.2399 +0.9574,0.3893 +1.1048,0.515 +0.8943,0.3937 +0.7239,0.3867 +0.4874,0.156 +0.9861,0.4557 +0.3497,0.2225 +0.9011,0.4564 +0.6243,0.1214 +0.6733,0.3365 +1.2402,0.5318 +1.0889,0.1282 +1.5584,0.5494 +1.5973,0.5435 +1.4672,0.4634 +1.1907,0.3663 +1.3518,0.4386 +1.1431,0.3765 +1.0192,0.4017 +0.5036,0.3489 +0.9614,0.4188 +1.2368,0.407 +0.8242,0.5172 +0.8476,0.3715 +0.817,0.3643 +0.792,0.3658 +0.6267,0.2262 +1.0023,0.4306 +0.5166,0.2032 +1.2434,0.4839 +0.4837,0.1093 +0.8194,0.1829 +0.4732,0.4257 +0.9968,0.4315 +0.7415,0.3639 +0.9289,0.5274 +0.3596,0.2407 +0.7684,0.3133 +0.283,0.1877 +0.9015,0.477 +0.9166,0.2888 +0.649,0.2975 +1.1203,0.4703 +1.2288,0.5123 +0.417,-0.0972 +1.3001,0.4592 +1.1668,0.5616 +1.1906,0.4881 +1.901,0.7395 +0.5087,0.2707 +1.4964,0.5854 +1.4698,0.4942 +1.8427,0.7376 +1.67,0.5958 +0.8206,1.0911 +0.7428,0.5272 +0.7451,0.5368 +0.9013,0.411 +0.8171,0.251 +0.2478,0.2534 +0.3554,0.2218 +1.3453,0.5722 +1.5886,0.5891 +1.3784,0.5756 +0.6096,0.1523 +0.8223,0.3324 +0.938,0.4806 +1.4039,0.5117 +0.9802,0.4306 +0.6677,0.3482 +0.6566,0.3236 +1.5564,0.5127 +1.2485,0.3495 +0.8068,0.4302 +0.784,0.416 +0.7565,0.2497 +1.1293,0.3542 +1.0543,0.4104 +0.9197,0.2795 +1.1505,0.4468 +0.9683,0.4661 +0.6831,0.3046 +0.9048,0.276 +0.7957,0.2537 +0.4939,0.1898 +1.0948,0.4029 +1.0103,0.3828 +1.1332,0.4682 +0.9082,0.3449 +1.2994,0.5343 +1.2856,0.4505 +0.8849,0.3804 +0.7253,0.3351 +1.7836,0.5844 +1.6923,0.5639 +1.8128,0.5987 +1.0751,0.5026 +1.7729,0.7565 +1.2679,0.4867 +0.5552,0.236 +1.6729,0.6251 +1.5145,0.5071 +1.7058,0.5517 +1.5949,0.6041 +1.3228,0.3905 +0.9463,0.413 +0.7045,0.3637 +1.5832,0.5446 +0.5207,0.2991 +1.3733,0.4188 +1.2329,0.4724 +0.5998,0.3023 +0.4694,0.2395 +1.1413,0.417 +1.6832,0.6002 +1.5887,0.5054 +1.6018,0.6588 +1.8137,0.6049 +1.3341,0.4376 +1.2859,0.4548 +1.3997,0.4699 +1.4912,0.5086 +1.6767,0.5075 +0.5737,0.2097 +1.4777,0.5024 +1.4987,0.4625 +0.8483,0.4666 +1.0088,0.488 +1.3727,0.5525 +0.7401,0.3295 +0.8151,0.4018 +1.3076,0.4237 +1.2748,0.5337 +0.9386,0.3798 +0.9008,0.3433 +1.3979,0.5305 +1.1457,0.5904 +1.3429,0.8224 +1.4772,0.6326 +1.4051,0.6128 +1.4407,0.5452 +1.2109,0.448 +1.3451,0.5129 +1.313,0.5264 +0.6214,0.4242 +0.4587,0.2485 +0.9562,0.486 +0.8391,0.4196 +0.9672,0.4316 +0.9929,0.4233 +1.0419,0.4099 +0.5186,0.2308 +2.0785,-0.1064 +0.6578,0.3029 +0.7454,0.4429 +0.3438,0.299 +0.5513,0.2101 +1.0006,0.4559 +1.0342,0.471 +1.556,0.502 +1.0396,0.3376 +1.0649,0.3823 +2.0034,0.6847 +1.0546,0.4704 +0.5061,0.2841 +1.3185,0.5024 +1.3285,0.4734 +0.7187,0.2701 +0.6266,0.2044 +0.7853,0.2594 +0.3334,0.3765 +1.6288,0.4398 +2.0042,-2.4884 +1.3289,0.5176 +0.9896,0.4649 +1.7856,0.5747 +1.3976,0.5742 +1.199,0.4669 +1.6744,0.6002 +1.085,0.4089 +1.1998,0.502 +1.3631,0.5894 +1.8674,0.636 +1.341,0.4581 +1.3017,0.4403 +0.8607,0.1401 +1.8921,0.5876 +1.1435,0.429 +1.4453,0.503 +0.6307,0.3053 +1.7766,0.7313 +1.1058,0.5564 +0.892,0.3313 +1.8243,0.6355 +1.2336,0.5798 +1.1151,0.4009 +0.7277,0.4722 +0.7745,0.4297 +0.7982,0.4101 +0.9126,0.4181 +1.2008,0.6553 +1.1669,0.1113 +1.0888,0.425 +0.8347,0.4375 +0.9522,0.3907 +0.7782,0.3847 +1.1459,0.4416 +0.7511,0.4207 +1.1254,0.4602 +1.6601,0.568 +1.4245,0.5398 +1.1785,0.4964 +1.719,0.5903 +1.8729,0.6142 +1.6789,0.6308 +1.2252,0.5635 +1.1476,0.4427 +1.1163,0.5567 +0.3847,0.2466 +0.9365,0.2854 +0.6716,0.3759 +0.6008,0.3406 +0.5133,0.3056 +0.5787,0.228 +0.6952,0.3456 +1.0258,0.5076 +0.8866,0.3195 +0.7157,0.4187 +1.0954,0.5813 +1.2083,0.5396 +0.2886,0.1682 +0.5729,0.3808 +0.6188,0.3381 +0.7605,0.3833 +1.7179,0.5051 +1.3054,0.496 +0.9796,0.3695 +1.5706,0.4835 +0.4604,0.3162 +0.9707,0.4396 +1.0672,0.4342 +0.9409,0.4095 +0.9167,0.5028 +1.0861,0.321 +0.5579,0.2492 +1.3554,0.5271 +0.5457,0.0986 +1.0393,0.4706 +1.3927,0.5563 +0.9385,0.3336 +1.0798,0.3869 +1.3858,0.5934 +1.1929,0.4535 +1.0524,0.4491 +1.7357,0.642 +0.9306,0.4363 +0.9418,0.4254 +0.8804,0.4102 +0.9203,0.4727 +0.2339,0.1927 +0.5504,0.2505 +0.6954,0.4269 +0.8859,0.4267 +1.1515,0.4333 +0.5837,0.2555 +0.9542,0.4136 +0.3623,0.2125 +0.4097,0.2589 +0.8787,0.4945 +0.8518,0.4239 +1.1743,0.5015 +0.9905,0.4096 +1.1506,0.4679 +1.5311,0.5996 +1.2655,0.3864 +1.358,0.4098 +0.9682,0.3033 +0.8939,0.3774 +0.5146,0.1881 +0.769,0.4014 +0.53,0.4667 +0.6949,0.2233 +1.5057,0.5663 +1.6044,0.5979 +1.6451,0.5402 +1.558,0.561 +1.2968,0.4589 +1.1024,0.4164 +1.1566,0.4911 +0.9741,0.3732 +0.9246,0.4665 +0.6192,0.2436 +0.7159,0.3774 +0.9751,0.3725 +1.0307,0.4674 +1.0468,0.5195 +0.9374,0.4184 +1.5682,0.5146 +1.4869,0.5164 +1.2956,0.078 +0.8105,0.2412 +0.5698,0.3621 +1.1398,0.4037 +1.124,0.4017 +1.5143,0.5267 +1.4815,0.5529 +1.3755,0.4928 +1.2054,0.4319 +1.1816,0.4253 +1.3213,0.5583 +1.2403,0.532 +1.3027,0.4839 +1.4231,0.5611 +1.1017,0.4312 +1.8507,0.6427 +0.703,0.1423 +0.9182,0.4654 +0.971,0.4055 +1.1279,0.4653 +1.2694,0.4454 +0.8268,0.4134 +1.0273,0.4419 +0.4292,0.0122 +0.3122,0.1443 +0.8677,0.3674 +0.6126,0.2884 +0.0817,-0.2195 +0.9788,0.1961 +1.3637,0.4462 +1.1856,0.4795 +0.8683,0.3355 +0.8609,0.2816 +1.4721,0.4978 +0.451,0.1864 +0.8591,0.4331 +0.7606,0.1344 +1.5693,0.5489 +0.5332,0.3487 +0.5794,-0.2488 +0.8008,0.317 +0.4839,0.3299 +0.5414,0.4101 +0.8636,0.4244 +1.3674,0.4575 +1.2085,0.5571 +1.348,0.3941 +1.0985,0.4682 +1.1008,0.4368 +0.7829,0.2892 +1.1852,0.4934 +0.6801,0.394 +1.1672,0.4616 +0.4799,0.2827 +0.853,0.4284 +0.6452,0.3777 +1.1322,0.3386 +0.9196,0.3322 +0.5943,0.2844 +1.0973,0.2833 +0.8001,0.4402 +1.4112,0.4037 +1.8056,0.632 +1.6235,0.6398 +0.5148,0.262 +0.8368,0.3666 +1.0203,0.4241 +1.0168,0.4315 +0.7822,0.3644 +0.8395,0.3563 +0.7581,0.2899 +0.789,0.409 +0.6336,0.3141 +0.7721,0.4271 +0.7597,0.4684 +0.4069,0.1654 +0.8768,0.4048 +0.7123,0.3623 +0.9483,0.4986 +1.3518,0.5068 +1.4689,0.5512 +1.6969,0.54 +1.7037,0.5605 +1.1326,0.4367 +1.8004,0.5556 +3.3238,0.555 +1.1695,0.3687 +1.0363,0.4068 +1.1949,0.4642 +1.2157,0.3428 +0.5874,0.2265 +1.0619,0.3511 +0.928,0.3721 +0.9776,0.4105 +0.9678,0.3916 +0.4071,0.0881 +0.5033,0.2832 +1.3885,0.5378 +0.6118,0.3265 +0.9946,0.5396 +0.9183,0.46 +0.8983,0.3431 +1.1425,0.339 +1.0136,0.5078 +0.5692,0.2541 +0.78,0.4723 +0.6524,0.1031 +1.7466,0.6595 +1.4087,0.5148 +1.0854,0.4796 +1.7916,0.6375 +0.6455,0.2932 +0.7158,0.3134 +1.4166,0.4884 +0.6338,0.2585 +1.1602,0.4788 +0.6565,0.4763 +0.4007,0.2467 +1.13,0.4463 +1.0384,0.3711 +0.8649,0.3973 +0.6626,0.1788 +1.0809,0.5135 +0.3063,0.1582 +3.8369,0.7674 +0.136,-3.178 +0.8275,0.1835 +1.2079,0.4749 +1.3512,0.5152 +1.035,0.5356 +0.8784,0.3922 +6.3919,-0.1793 +1.1176,0.416 +1.4046,0.3803 +0.3555,0.3886 +0.8464,0.4861 +0.8786,0.4404 +1.1204,0.4502 +0.6638,0.2614 +4.1725,0.2358 +0.7618,0.3561 +0.8374,0.3965 +0.1835,0.2095 +0.4656,0.1575 +1.1848,0.4768 +1.1626,0.4207 +0.836,0.4574 +1.1416,0.3746 +0.5088,0.3645 +0.5492,0.2576 +0.3934,0.1885 +1.6002,0.6117 +1.3238,0.4747 +1.2211,0.4739 +0.836,0.3743 +0.4138,0.2735 +1.0445,0.4295 +0.9876,0.3996 +1.0989,0.5353 +1.3805,1.4395 +0.7537,0.4333 +0.6684,0.3189 +0.4997,0.2256 +0.2884,0.1223 +0.6219,0.4008 +0.1423,0.1367 +0.9281,0.3606 +0.4786,0.1646 +0.9403,0.438 +1.6746,0.599 +1.2748,0.4375 +0.4498,0.2163 +0.5658,-0.135 +1.576,0.5705 +0.985,0.377 +1.0098,0.4237 +0.7108,0.3321 +3.946,0.7865 +1.5311,0.531 +1.2539,0.3948 +0.988,0.4171 +0.6249,0.2601 +0.7444,0.2643 +0.5977,0.354 +0.6496,0.1975 +0.8478,0.3813 +1.1667,0.3508 +1.6973,0.5834 +1.3659,0.4906 +1.3916,0.519 +1.4886,0.5147 +1.6715,0.47 +1.6661,0.4889 +1.5695,0.5725 +1.261,0.4274 +0.9838,0.3507 +0.6855,0.3911 +0.3585,0.2179 +0.8859,0.4064 +0.8535,0.3993 +0.9738,0.4684 +1.0265,0.4597 +0.9832,0.389 +0.8557,0.3769 +0.904,0.3071 +0.6066,0.3342 +1.0666,0.3025 +0.3903,0.1616 +1.4358,0.6332 +1.1589,0.501 +1.4375,0.6345 +1.3031,0.5177 +1.1931,0.5343 +1.44,0.4841 +1.8039,0.5751 +0.8557,0.4013 +1.1217,0.4472 +1.1499,0.3989 +0.8037,0.3841 +0.7855,0.4419 +1.1386,0.4352 +0.9919,0.3676 +1.0901,0.4668 +1.0941,0.4058 +1.0565,0.3978 +1.1159,0.3907 +0.8175,0.3027 +0.761,0.3356 +0.8546,0.3934 +0.9797,0.2677 +0.8394,0.3521 +0.8169,0.3274 +0.5847,0.3213 +1.1936,0.4755 +0.7759,0.3975 +0.8689,0.3563 +1.3191,0.3903 +1.5569,0.5652 +1.1112,0.505 +1.7049,0.4995 +1.0408,0.3501 +1.0741,0.4011 +0.689,0.3383 +1.0207,0.3671 +1.8641,0.5876 +1.7233,0.6498 +0.9607,0.3755 +1.6032,0.561 +0.9751,0.404 +1.0819,0.4158 +1.021,0.4408 +0.9724,0.3995 +0.7103,0.2237 +0.654,0.3765 +0.6894,0.4014 +0.2529,0.3103 +1.042,0.5832 +0.5402,0.3669 +0.8442,0.4628 +0.32,0.2274 +0.607,0.3208 +0.7676,0.4214 +0.5207,0.2781 +0.769,0.2947 +0.6568,0.291 +0.8173,0.2666 +0.5301,0.1419 +1.0195,0.38 +0.5344,0.313 +0.5191,0.3415 +0.6855,0.3752 +0.7743,0.4411 +0.3741,0.1766 +1.3323,0.4277 +0.8099,0.3899 +1.1416,0.5614 +1.7562,0.6505 +1.3257,0.4652 +1.0181,0.4942 +0.8412,0.3908 +0.4684,0.2469 +0.5118,0.2895 +1.4528,0.4877 +1.3003,0.5194 +1.4093,0.478 +1.5521,0.5827 +1.179,0.4914 +1.1589,0.4356 +1.0716,0.4255 +0.3255,0.196 +0.5083,0.3126 +0.4892,0.3523 +0.5057,0.2446 +0.3435,0.1011 +0.6753,0.2173 +0.4977,0.3787 +0.9239,0.4282 +1.052,0.3939 +1.2829,0.497 +1.1363,0.5118 +0.5653,0.2654 +0.3789,0.228 +0.5601,0.3218 +0.6897,0.291 +1.1318,0.4694 +0.7335,0.3172 +0.2891,0.2164 +1.2071,0.5003 +1.2734,0.138 +0.7391,0.3343 +1.2991,0.0922 +1.2921,0.4114 +0.692,-0.1667 +0.8613,0.4154 +1.4138,0.5379 +1.1203,0.4554 +1.081,0.4529 +1.0207,0.2159 +0.4585,0.2158 +0.9338,0.4556 +0.3489,0.2803 +1.0556,0.1855 +0.9312,0.3617 +1.575,0.557 +1.5023,0.5102 +0.783,0.4468 +0.4396,0.1634 +1.0239,0.4516 +5.5084,0.3811 +1.3362,0.4592 +0.4487,0.3009 +0.6477,0.2391 +0.9042,0.3167 +0.5974,0.2707 +0.6925,0.095 +1.261,0.435 +1.4493,0.4876 +1.2116,0.3786 +1.7985,0.5595 +1.3095,0.5113 +1.4739,0.5111 +0.885,0.3689 +0.9642,0.4616 +1.0479,0.4564 +0.698,0.3478 +0.7348,0.2645 +1.2208,0.4715 +0.8068,0.4141 +0.9957,0.4339 +1.3125,0.5083 +0.9119,0.4107 +0.8772,0.3023 +1.0917,0.4586 +0.8656,0.4198 +0.4366,0.184 +1.2752,0.636 +0.1754,0.3204 +0.5307,0.106 +1.01,0.4078 +1.1738,0.5306 +0.8448,0.3392 +1.163,0.439 +0.8404,0.4002 +0.893,0.5046 +1.4112,0.6039 +1.0312,0.4159 +1.2257,0.5184 +1.1063,0.5209 +1.2493,0.4565 +0.8854,0.3833 +0.7372,0.2785 +0.7887,0.3689 +1.4547,0.4985 +0.419,0.1878 +0.8244,0.399 +0.78,0.4629 +0.8507,0.3716 +0.4618,0.0675 +0.7278,0.3125 +4.5393,0.4372 +1.175,0.538 +1.6685,0.4812 +0.4021,0.4198 +1.0213,0.3408 +0.4213,0.2829 +1.4223,0.4985 +1.5546,0.5995 +1.844,0.5941 +0.5607,0.118 +0.7888,0.3351 +0.8808,0.4155 +0.7929,0.3531 +0.9635,0.4773 +1.0808,0.4896 +1.1031,0.4637 +0.862,0.2756 +1.3132,0.4816 +1.2725,0.5109 +0.697,0.3328 +1.4973,0.5858 +1.2773,0.5861 +1.6328,0.565 +1.3744,0.4996 +0.6712,0.4245 +0.8522,0.4378 +0.9994,0.4422 +0.9399,0.3189 +1.0014,0.3336 +0.5644,0.2934 +0.7066,0.3248 +0.9338,0.4781 +0.95,0.5651 +0.4817,0.4446 +1.3407,0.4351 +1.1087,0.438 +1.3099,0.5063 +1.3095,0.5139 +1.2958,0.4415 +1.5856,0.565 +0.9988,0.4695 +0.841,0.4412 +1.063,0.5005 +0.7557,0.3763 +1.0678,0.4347 +0.8113,0.2557 +0.9829,0.4408 +0.9825,0.4253 +0.7782,0.19 +1.3241,0.5379 +1.8138,0.5998 +1.9315,0.5756 +1.7346,0.624 +1.3304,0.5643 +1.0289,0.4927 +0.5718,0.0972 +0.7449,0.3631 +0.7405,0.4167 +0.8278,0.3528 +0.3754,0.2181 +0.9294,0.445 +0.4453,0.3249 +0.8424,0.4016 +0.5043,0.3259 +0.639,0.4658 +1.6692,0.631 +1.7521,0.646 +1.2141,0.4795 +0.9115,0.4644 +1.1163,0.4598 +0.6172,0.2728 +0.5009,0.3898 +0.8658,0.4766 +0.7201,0.3613 +1.2659,0.5119 +1.2377,0.4695 +0.7437,0.223 +0.8683,0.3692 +1.8547,0.6408 +1.2512,0.4452 +1.4132,0.472 +1.7041,0.593 +1.5748,0.57 +1.5681,0.5275 +5.8389,-5.1684 +5.9068,-5.2363 +5.7417,-5.0712 +0.8156,0.4999 +1.2725,0.5347 +0.515,0.0817 +0.3352,0.2124 +1.079,0.4473 +1.0466,0.3652 +1.5805,1.2123 +1.2376,0.4431 +0.9156,0.4841 +0.511,0.2972 +0.6161,0.2817 +0.4891,0.2668 +0.9604,0.3692 +0.653,0.3851 +0.3572,0.2267 +0.7057,0.3532 +0.8072,-0.0499 +0.8596,0.4592 +1.2175,0.6023 +1.2546,0.4417 +1.1942,0.4243 +1.592,0.063 +0.9826,0.4552 +0.6979,0.56 +0.8871,0.2515 +0.6809,0.2384 +0.6984,0.3405 +0.6292,0.3501 +1.2221,0.4768 +0.9712,0.5164 +0.5751,0.2678 +0.9166,0.5668 +0.4486,0.2701 +0.7715,0.3357 +1.1299,0.5252 +1.1709,0.4855 +1.0926,0.4669 +1.1628,0.4822 +1.4381,0.5293 +1.2642,0.5211 +1.1387,0.5042 +1.6471,0.5684 +0.6039,0.2482 +1.1883,0.5504 +0.9663,0.802 +1.5983,0.4848 +0.9539,0.4086 +0.8851,0.458 +1.0652,0.3938 +1.0611,0.4381 +0.8278,0.2596 +1.0271,0.4489 +0.7644,0.3264 +0.7471,0.3351 +0.764,0.3937 +0.6836,0.3268 +0.5049,0.2351 +0.8151,0.3995 +0.8728,0.4219 +0.9863,0.4831 +1.033,0.3905 +0.7782,0.4409 +0.8422,0.4248 +1.0269,0.4085 +0.6949,0.3789 +1.0976,0.5128 +0.4598,0.0695 +1.4634,0.562 +1.4716,0.495 +1.3946,0.6163 +1.0047,0.3996 +0.9573,0.4171 +1.4825,0.653 +0.7172,0.3832 +0.9056,0.3385 +0.7259,0.3528 +0.5857,0.3666 +1.1796,0.511 +0.5519,0.1766 +0.6423,0.3523 +1.7514,0.5883 +0.8311,0.4128 +1.4082,0.4647 +1.5043,0.5431 +1.4537,0.5998 +1.6926,0.6404 +9.3101,0.6081 +2.3296,0.6186 +5.7223,0.1491 +2.1802,0.4214 +6.7006,0.3989 +1.1064,0.2965 +2.6605,0.4771 +1.7521,0.4794 +1.8516,0.3484 +3.8465,0.7241 +6.0365,0.4359 +3.5496,0.6071 +2.7695,0.6406 +2.2193,0.7454 +6.0946,0.5226 +2.8275,0.6681 +2.9059,0.6477 +2.5452,0.5978 +0.8616,0.3989 +1.4588,0.5786 +1.6587,0.4656 +1.2531,0.4669 +0.674,0.3778 +0.304,0.2747 +0.6614,0.2394 +0.8556,0.3562 +1.1702,-0.8824 +1.5176,-0.3542 +1.1338,0.4525 +3.1242,0.1769 +1.2945,0.445 +0.6933,0.0817 +1.9459,0.5794 +1.5161,0.5419 +1.1866,0.4883 +1.4368,0.2387 +0.7246,0.3193 +1.4827,0.5002 +1.1662,0.3789 +1.433,0.4539 +1.2745,0.5266 +0.3675,0.4093 +1.3582,0.6073 +0.6756,0.3773 +0.6133,0.2808 +0.9703,0.5123 +0.9789,0.4262 +0.6217,0.4116 +1.3233,0.4801 +0.8022,0.4141 +1.9245,0.2555 +1.6847,0.6572 +0.5062,0.2844 +1.2951,0.6144 +0.7793,0.3873 +0.9805,0.5904 +1.4316,0.601 +1.7612,0.6366 +0.913,0.4476 +0.9803,0.4737 +1.2775,0.4725 +1.1815,0.537 +1.0518,0.4671 +0.7572,0.3487 +0.5,0.2785 +0.8757,0.4384 +0.6837,0.2964 +1.2635,0.5019 +0.9166,0.4315 +0.6692,0.2619 +0.3862,0.2422 +1.1486,0.4628 +1.1808,0.4466 +0.4915,0.2438 +0.9439,0.3925 +0.7833,0.4211 +0.9489,0.4388 +0.6651,0.2382 +1.1381,0.5827 +1.0582,0.5963 +1.1757,0.4427 +1.1742,0.4513 +1.3606,0.573 +1.4719,0.5161 +1.7206,0.6119 +0.9134,0.4359 +1.2015,0.496 +1.0996,0.4824 +1.2252,0.6267 +1.1125,0.5725 +0.8258,0.4343 +0.8339,0.5322 +0.9125,0.5402 +0.9849,0.5213 +0.84,0.6123 +0.8477,0.5507 +0.7792,0.3978 +0.7663,0.3506 +0.6703,0.2881 +1.0836,0.553 +1.3583,0.5755 +1.4685,0.5898 +1.2566,0.6922 +0.7168,0.4668 +0.653,0.4575 +1.1927,0.528 +0.6609,0.0314 +1.1006,0.5938 +1.0169,0.4832 +0.6044,0.3581 +1.1763,0.5545 +0.5191,0.3131 +1.1142,0.5726 +0.3301,0.3666 +0.9147,0.5542 +1.0864,0.3922 +0.9981,0.4231 +0.5074,0.1598 +0.8909,0.5561 +1.0794,0.5895 +1.2595,0.4687 +1.1135,0.5477 +1.1305,0.5856 +1.4529,0.664 +0.933,0.5459 +1.0206,0.598 +1.4842,0.6612 +1.1348,0.4259 +0.7735,0.4371 +1.0106,0.4027 +1.0784,0.3629 +0.5568,0.1613 +0.6323,0.3107 +0.6512,0.198 +0.523,0.2266 +0.8656,0.3639 +1.9063,0.619 +0.6766,0.3678 +0.3433,0.1127 +1.1497,0.3388 +0.5756,0.314 +0.8955,0.4078 +1.4681,0.4868 +1.6313,0.55 +0.6282,-0.0135 +1.0284,0.5154 +1.0309,0.4812 +1.4666,0.4532 +2.1098,-1.462 +1.2913,0.5165 +0.8309,0.441 +0.6555,0.3031 +0.8632,0.4113 +0.8539,0.5212 +0.5926,0.3409 +0.9878,0.4818 +0.7577,0.13 +0.2684,0.0347 +0.9563,0.3827 +0.9124,0.3694 +1.5933,0.4813 +1.2551,0.4366 +1.1391,0.2844 +1.2932,0.3668 +1.1081,0.3281 +0.6986,0.3712 +0.3279,0.2099 +0.4863,0.2649 +0.7891,0.4243 +0.8294,0.2906 +0.7657,0.3036 +1.9781,0.6578 +1.6583,0.6023 +1.6827,0.7227 +1.655,0.582 +1.0896,0.3753 +1.7455,0.5758 +1.3152,0.5323 +1.5306,0.6203 +1.3643,0.4822 +1.3181,0.4956 +0.9991,0.4814 +0.6985,0.3028 +0.7265,0.3163 +1.0718,0.3337 +0.4276,0.2589 +1.7542,0.4916 +0.8372,0.1676 +0.469,0.2433 +1.2525,0.4789 +1.7766,0.5749 +0.6651,-0.0712 +0.2989,0.2274 +1.5206,1.2364 +1.6325,0.7337 +0.7365,0.4777 +1.0783,0.4178 +0.9928,0.4551 +1.7192,0.6623 +1.7624,0.654 +1.3765,0.6167 +0.6277,0.2428 +0.8477,0.4111 +1.5499,0.6767 +1.3595,0.6287 +1.7305,0.7356 +0.813,0.4937 +1.2857,0.4334 +1.2767,0.4795 +0.7479,0.4359 +0.791,0.5029 +0.7618,0.428 +0.7559,0.3552 +0.392,0.0802 +1.2373,0.6988 +0.4843,0.2141 +0.7759,0.3942 +1.319,0.5298 +1.8433,0.86 +1.7447,0.64 +0.8023,0.264 +1.4018,0.8252 +0.9422,0.3943 +2.0056,0.6425 +0.9105,0.3762 +1.047,0.4074 +1.0715,0.4613 +0.6283,0.3368 +1.0919,0.3722 +1.0368,0.3765 +1.2147,0.3823 +0.9164,0.4022 +0.7639,0.3351 +1.1615,0.4834 +0.4725,0.1252 +0.3657,0.1863 +0.5144,0.2362 +0.7104,0.3826 +1.0965,0.39 +0.9286,0.2614 +0.8353,0.3884 +0.7437,0.2846 +1.0088,0.363 +0.5061,0.1943 +2.0083,0.6433 +1.8651,0.5718 +1.7124,0.4984 +1.7868,0.5904 +1.6886,0.5104 +1.59,0.4665 +1.9675,0.596 +1.3641,0.5355 +1.1396,0.2843 +0.8852,0.3384 +0.6253,0.2542 +0.6879,0.397 +0.9075,0.3214 +1.0317,0.485 +1.4262,0.558 +1.0916,0.4563 +0.9592,0.4502 +0.7771,0.3618 +1.0144,0.4777 +1.1956,0.4348 +0.6465,0.3209 +0.9325,0.2619 +0.7797,0.4445 +0.9835,0.5123 +0.6892,0.2398 +0.6072,0.4432 +0.7143,0.3933 +1.0654,0.3903 +1.4191,0.4792 +1.2051,0.3079 +1.4851,0.5199 +0.879,0.4793 +1.1662,0.4946 +1.8583,0.6537 +1.4469,0.5702 +0.6609,0.3528 +1.3572,0.5856 +1.7876,0.5552 +0.9816,0.4555 +0.9825,0.4418 +0.9067,0.498 +0.7431,0.386 +0.2236,0.1574 +1.1652,0.4827 +0.847,0.3111 +0.6678,0.1872 +0.3202,0.2391 +0.5374,0.3205 +0.5925,0.3739 +0.4162,0.2492 +0.6764,0.3064 +1.1957,0.5278 +0.8825,0.4863 +1.1217,0.4311 +0.6756,0.314 +1.0877,0.4745 +1.0126,0.4016 +1.6185,0.6179 +1.0845,0.4591 +1.4495,0.6608 +1.1758,0.5306 +1.604,0.692 +1.6782,0.7363 +0.3671,0.2359 +0.8747,0.4226 +0.5962,0.3212 +0.768,0.4087 +0.8347,0.4084 +0.5486,0.158 +1.0745,0.532 +1.1645,0.3823 +0.6327,0.5484 +1.0288,0.399 +1.3424,0.4152 +1.0399,0.3404 +1.061,0.2824 +1.7868,0.4464 +0.7981,0.3156 +1.318,0.4295 +1.4417,0.3919 +1.4951,0.5128 +1.3433,0.441 +1.9205,0.5429 +1.4545,0.5744 +1.8151,0.566 +0.8784,0.2873 +1.3699,0.4863 +0.4962,0.3195 +1.0679,0.3484 +0.8085,0.384 +1.1286,0.3823 +0.7125,0.3691 +0.6389,0.3441 +0.621,-0.0596 +1.382,0.5081 +2.2415,0.7282 +1.1224,0.3868 +1.1661,0.4125 +1.4795,0.5769 +0.9127,0.3739 +1.843,0.6478 +1.8642,0.7309 +1.4107,0.4871 +1.7907,0.564 +1.4648,0.5297 +1.5076,0.473 +0.6057,0.2888 +1.4343,0.5222 +1.4152,0.5475 +1.2991,0.5101 +1.3758,0.5003 +1.8603,0.4798 +1.6137,0.6315 +0.1147,-0.1193 +1.2308,0.486 +1.0598,0.4023 +1.4334,0.5404 +0.6357,0.3375 +0.6215,0.3479 +0.8573,0.3292 +0.99,0.3346 +1.0873,0.4403 +0.6018,0.3938 +0.543,0.2969 +1.0358,0.4812 +1.4586,0.4705 +1.2313,0.3876 +1.772,0.5019 +1.6726,0.5768 +1.539,0.5983 +0.9764,0.4197 +0.5394,-0.1834 +1.4333,0.5049 +1.0236,0.455 +0.9349,0.4725 +1.2091,0.5808 +1.0703,0.4634 +0.4193,0.322 +1.2526,0.4238 +0.7215,0.4443 +0.9217,0.5617 +0.422,0.2503 +0.9367,0.4526 +0.4308,0.2111 +0.7473,0.4279 +1.0075,0.3787 +0.4924,0.3241 +0.9203,0.5291 +1.4394,0.6229 +0.752,0.3045 +1.3589,0.5421 +1.6409,0.5963 +1.7042,0.624 +1.296,0.5777 +1.0096,0.5853 +0.8589,0.4322 +1.1941,0.5189 +1.299,0.5674 +0.9828,0.5264 +0.9642,0.4125 +1.9188,0.7307 +1.2354,0.6088 +1.4549,0.6807 +1.8736,0.7512 +1.5021,0.6154 +1.1692,0.5424 +0.5901,0.4982 +0.9554,0.4473 +0.8816,0.5247 +0.7723,0.4137 +0.8,0.4995 +1.2601,0.677 +1.0771,0.5319 +1.4179,0.6318 +1.0535,0.5855 +1.3147,0.5715 +1.0616,0.4385 +1.2667,0.5241 +1.3661,0.5875 +1.3871,0.7055 +0.9967,0.462 +1.3753,0.5467 +1.4751,0.6307 +1.0116,0.508 +0.9134,0.4849 +0.1511,0.1944 +1.0556,0.4718 +0.7188,0.2494 +0.8248,0.4002 +0.4469,0.2517 +1.1451,0.3415 +0.5949,0.3627 +0.8586,0.5142 +1.1304,0.4692 +1.1628,0.5409 +1.0052,0.5606 +0.9398,0.5329 +1.1231,0.5755 +0.7974,0.4866 +0.8534,0.4204 +1.7335,0.5507 +1.5225,0.6205 +0.9242,0.5346 +0.6874,0.2796 +1.585,0.5963 +1.2759,0.446 +0.905,0.5134 +1.7437,0.6455 +1.1014,0.4571 +1.7777,0.6622 +0.8593,0.5316 +1.6378,0.684 +0.9219,0.4851 +1.6494,0.678 +1.3806,0.6039 +1.638,0.6338 +1.2762,0.5425 +0.7652,0.2056 +1.8381,0.6572 +0.9353,-0.2545 +1.0468,0.4686 +1.2515,0.5107 +1.0869,0.6106 +0.5455,0.4871 +0.5737,0.381 +1.1884,0.5687 +0.5161,0.3364 +2.1784,0.2846 +1.1092,0.5731 +1.781,0.6448 +1.9265,0.6792 +1.2214,0.7376 +0.6325,0.3288 +0.8898,0.4539 +1.2509,0.5009 +1.0229,0.4309 +1.499,0.6133 +0.6393,0.4048 +1.7193,0.5906 +1.3928,0.6329 +1.5059,0.677 +1.3946,0.6234 +0.9909,0.3831 +1.1601,0.4777 +1.3152,0.5749 +1.2654,0.4659 +0.7181,0.4178 +0.7242,0.4091 +0.7081,0.4467 +0.7679,0.333 +0.8953,0.3924 +1.1494,0.4635 +1.2239,0.3975 +1.3889,0.4849 +1.5178,0.5263 +1.6041,0.6628 +1.0555,0.3127 +1.0486,0.3703 +0.5606,0.2738 +0.9564,0.3586 +0.5958,0.4973 +1.2968,0.4985 +1.3236,0.5082 +1.0941,0.5227 +0.5715,0.3375 +1.1114,0.4916 +1.039,0.4905 +0.9835,0.4489 +1.0943,0.2699 +0.8537,0.4538 +0.7247,0.4655 +0.5155,0.3438 +0.6875,0.4159 +0.7832,0.3993 +1.2006,0.3891 +0.7635,0.2918 +1.3237,0.5032 +1.4229,0.6586 +1.1975,0.4799 +0.731,0.3037 +1.8003,0.6026 +0.7769,0.2495 +0.981,0.4701 +1.8989,0.6431 +1.5786,0.5887 +0.7648,0.4235 +1.2864,0.5638 +1.5938,0.6288 +1.1282,0.5557 +0.5877,0.3189 +0.7101,0.4966 +1.0003,0.547 +0.6244,0.4736 +0.4622,0.3162 +0.8415,0.4202 +0.5727,0.3609 +0.6475,0.404 +1.7991,0.6644 +0.4444,0.2863 +1.2604,0.5904 +1.6456,0.6411 +1.1699,0.6147 +1.133,0.4961 +1.0986,0.3404 +0.9322,0.3698 +0.7529,0.3326 +1.2687,0.4682 +1.4656,0.7147 +1.4482,0.6971 +1.5086,0.5354 +1.1872,0.6358 +0.4713,0.376 +1.0086,0.3691 +0.3284,0.0983 +0.7786,0.0657 +1.2421,0.4757 +0.5939,0.2247 +0.7053,0.3353 +0.4787,0.2533 +0.8382,0.3557 +1.146,0.2782 +0.8183,0.4265 +1.7118,0.4996 +1.3854,0.5177 +1.2315,0.4095 +1.0597,0.3512 +0.9387,0.3555 +1.2765,0.5197 +1.3053,0.5546 +0.691,0.3245 +0.8038,1.1726 +0.309,0.4565 +0.9965,0.344 +0.4712,0.2607 +0.668,0.3384 +0.9048,0.3426 +0.8927,0.4052 +0.117,0.1293 +0.6914,0.4055 +0.501,0.3144 +1.8025,0.6454 +1.7807,0.5777 +1.2288,0.5985 +1.3649,0.5595 +1.0057,0.4458 +1.3711,0.4818 +2.0697,0.6458 +0.8638,0.3771 +0.8481,0.4549 +1.1455,0.4968 +0.6341,0.3441 +0.4514,0.274 +1.0801,0.5163 +1.4565,0.5686 +0.976,0.5289 +1.608,0.5653 +1.5617,0.443 +1.9491,0.767 +0.7395,0.2005 +1.4062,0.6016 +1.2998,0.8384 +1.4034,0.9696 +1.555,0.6132 +1.2914,0.5454 +1.3678,0.461 +0.8078,0.5379 +0.9781,0.4934 +0.4076,0.2531 +0.5158,0.27 +0.7256,0.4182 +0.4282,0.3699 +1.1325,0.5752 +1.1822,0.5167 +1.248,0.5569 +0.8565,0.3116 +0.4894,0.3264 +0.6549,0.3828 +0.8928,0.4056 +1.508,0.6602 +1.5496,0.6317 +1.617,0.6923 +0.6773,0.3213 +0.3902,0.2599 +0.9882,0.1216 +0.9166,0.4441 +1.0039,0.2612 +0.2886,0.1602 +0.4372,0.3004 +0.7312,0.4303 +0.6967,0.2856 +1.4381,0.5161 +1.2392,0.4554 +2.6396,-0.5428 +1.4593,1.0451 +0.6591,0.4201 +1.2586,0.5716 +1.1488,0.5061 +0.6268,0.1671 +0.8706,0.5017 +3.3893,0.4016 +0.7101,0.4368 +0.8358,0.1001 +0.6844,0.427 +0.9737,0.5615 +1.0068,0.3661 +1.5589,0.4666 +1.4649,0.6101 +1.519,0.6156 +0.8538,0.4059 +1.5257,0.4395 +1.0525,0.5514 +1.3122,0.4354 +0.7155,0.3644 +0.5951,0.0637 +0.8924,0.416 +0.5625,0.2895 +0.891,0.3499 +0.5356,0.2254 +0.8359,0.34 +0.9081,0.4365 +0.6077,0.2262 +1.3436,0.4754 +1.2448,0.4298 +1.423,0.5002 +1.5926,0.5268 +1.6544,0.4896 +1.0541,0.4258 +1.2651,0.3798 +1.2619,0.467 +0.8293,0.0209 +0.9858,0.4934 +1.0443,0.4576 +0.5105,0.2477 +0.8092,0.3626 +0.7445,0.38 +0.6745,0.4529 +0.7272,0.355 +1.3714,0.536 +1.2343,0.2068 +1.4487,0.4543 +0.5247,0.3052 +0.414,0.2654 +1.8225,0.6421 +0.9855,0.3698 +1.4125,0.481 +1.2949,0.5467 +0.5876,0.373 +0.7542,0.4639 +0.8893,0.4499 +0.5946,0.1423 +1.0104,0.4538 +0.9592,0.4666 +0.5838,0.1945 +0.7939,0.4538 +0.4399,0.2994 +1.1769,0.4308 +0.5698,0.409 +1.2607,0.6231 +0.7043,0.3559 +1.2276,0.6377 +1.5602,0.5076 +1.1825,0.3325 +0.9273,0.4257 +1.0283,0.4355 +0.946,0.1671 +0.1993,0.0893 +0.9548,0.2715 +0.7636,0.2886 +0.8963,0.483 +1.0761,0.3885 +1.3494,0.3721 +1.7632,0.6362 +1.7116,0.5822 +0.7132,0.1161 +1.4712,0.508 +1.9381,0.7227 +0.7003,0.3634 +0.8546,0.4623 +1.4662,0.4748 +1.2093,0.392 +1.976,0.5839 +1.2018,0.4118 +0.6759,0.0054 +1.6659,0.6052 +1.6493,0.5901 +1.0862,0.4677 +1.0234,0.3627 +1.8345,0.8131 +1.3608,0.4716 +0.8772,0.4625 +1.3462,0.7819 +0.9808,0.4301 +0.7663,0.3762 +0.6943,0.3351 +0.6758,0.2741 +0.8127,0.3055 +1.0096,0.3926 +1.5159,0.5332 +0.9502,0.4662 +0.5696,0.2493 +1.5804,0.6872 +0.648,0.3344 +0.6103,0.1405 +1.2595,0.4067 +1.1494,0.3595 +1.0738,0.4293 +0.8039,0.27 +0.4666,0.2647 +0.6344,0.4558 +1.4245,0.5581 +1.0757,0.179 +1.6103,0.6032 +0.679,0.0555 +1.3468,0.4492 +1.7318,0.6803 +0.5129,0.0844 +1.0382,0.6541 +1.7177,0.7485 +0.5988,0.355 +0.5281,0.3809 +0.8691,0.4357 +0.7118,0.4666 +1.4289,0.5812 +1.1327,0.6531 +1.1471,0.5004 +0.499,0.1716 +1.8185,0.684 +1.0732,0.1978 +0.2352,-2.2111 +1.2321,0.4987 +1.1223,0.485 +0.6347,0.1582 +0.7904,0.3822 +0.7628,0.3683 +0.9972,0.3135 +1.3149,0.4476 +1.3862,0.5681 +1.6127,0.6599 +1.4051,0.6835 +1.8369,0.6981 +1.961,0.6798 +1.6707,0.7278 +0.6047,0.4032 +0.876,0.4707 +1.2748,0.5935 +1.3058,0.5345 +0.9888,0.3785 +1.2728,0.4996 +1.5049,0.5799 +0.4721,0.2183 +1.0727,0.5203 +0.8406,0.4823 +0.6248,0.4071 +1.269,0.5158 +0.511,0.3626 +0.8816,0.445 +0.7177,0.4437 +1.6538,0.7134 +1.9019,0.7933 +1.4585,0.5466 +1.6538,0.6613 +1.5217,0.544 +1.1126,0.4844 +0.2716,0.2882 +1.2404,0.4863 +0.5554,0.2416 +1.1457,0.4455 +1.4829,0.4442 +1.1903,0.4058 +1.3404,0.5034 +1.0146,0.4388 +0.9527,0.457 +1.006,0.4947 +0.5123,0.2452 +0.6245,0.3155 +1.0572,0.5361 +0.9931,0.3585 +0.6877,0.3442 +0.8566,0.5158 +1.1828,0.4885 +0.7193,0.261 +0.6928,0.3889 +1.053,0.547 +1.0638,0.5684 +1.0612,0.3778 +0.9282,0.4689 +1.7251,0.6003 +0.6611,0.2649 +1.2568,0.5705 +1.12,0.4435 +1.4855,0.8604 +1.1087,0.4062 +0.5083,0.1726 +1.2454,0.6376 +0.5357,-0.3392 +0.9348,0.4586 +0.9512,0.3676 +0.617,0.365 +0.8673,0.5068 +0.9474,0.5255 +0.9612,0.3422 +1,0.5329 +1.3666,0.5612 +1.1084,0.468 +1.015,0.5745 +1.1213,0.4715 +1.8101,0.6793 +1.1709,0.4149 +1.0448,0.4693 +1.225,0.443 +1.1624,0.3473 +0.2852,0.1362 +0.8977,0.3722 +0.798,0.3986 +0.7355,0.3187 +0.9133,0.3923 +1.139,0.3323 +0.8243,0.3722 +1.0928,0.3794 +0.6127,0.2935 +0.8717,0.2992 +0.6005,0.2474 +0.8021,0.4353 +1.4059,0.4953 +1.3291,0.5172 +1.1025,0.4707 +1.2157,0.4224 +0.5986,0.2302 +0.6945,0.0313 +0.9692,0.3705 +0.6958,0.2311 +1.4285,0.3612 +0.5827,0.2368 +0.5857,0.1968 +1.0397,0.4128 +0.8721,0.2491 +0.6883,0.172 +0.8765,0.4548 +1.0422,0.5163 +0.7078,0.3584 +1.7264,0.4638 +1.7838,0.5531 +1.3433,0.4969 +1.3459,0.7177 +0.6092,0.1973 +1.1879,0.4667 +0.4692,0.2728 +0.5516,0.24 +0.381,0.1781 +0.902,0.3739 +0.7328,0.3648 +0.3004,0.2155 +1.3117,0.3686 +0.7857,0.3622 +1.3998,0.4627 +0.6352,0.1583 +1.4327,0.602 +1.4043,0.426 +1.4635,0.505 +1.3052,0.4689 +0.7313,0.5037 +0.9775,0.3704 +0.8343,0.3617 +1.3703,0.847 +0.4295,0.2313 +0.677,0.2772 +0.2717,0.1185 +1.1587,0.4527 +0.7315,0.3924 +0.6099,0.4529 +0.907,0.3906 +1.02,0.2246 +1.2204,0.4663 +1.4792,0.5989 +1.0922,0.5682 +1.6112,0.532 +1.4899,0.5071 +1.9073,0.772 +1.228,0.4971 +1.5039,0.5785 +0.9078,-0.0806 +0.9629,0.4468 +1.289,0.46 +0.0723,0.2083 +1.0058,0.4289 +1.0658,0.4611 +1.6972,0.6629 +1.4652,0.6123 +1.9012,0.646 +1.6073,0.5794 +1.226,0.5 +1.7771,0.6624 +1.4104,0.5853 +1.417,0.6023 +1.5133,0.6009 +1.5488,0.6891 +1.2674,0.3652 +0.6401,0.4144 +1.5362,1.5356 +0.3295,0.1947 +1.0343,0.4279 +1.1075,0.4646 +0.8668,0.1229 +0.9004,0.3157 +1.271,0.5632 +1.4382,0.518 +1.1886,0.5492 +1.3277,0.564 +1.0579,0.4839 +1.2614,0.5021 +1.2289,0.5795 +1.2083,0.4777 +0.7665,-0.1727 +1.5321,0.3691 +0.8292,0.4394 +0.6834,0.3217 +1.1,0.4738 +1.7239,0.6493 +1.4831,0.6087 +0.926,0.4108 +1.2032,0.4516 +1.1794,0.4431 +1.1645,0.4409 +1.0427,0.3584 +0.6555,0.3934 +0.7387,0.2058 +0.5378,0.2461 +0.6656,0.351 +0.7988,0.3626 +1.3161,0.4398 +0.8977,0.3945 +1.0447,0.3587 +0.7213,0.3092 +0.9724,0.4103 +0.3816,0.2155 +1.1846,0.4419 +0.7722,0.3269 +1.7835,0.6229 +1.6581,0.5738 +1.9787,0.6454 +1.0131,0.4594 +1.3022,0.6171 +0.439,0.3413 +1.5626,0.5772 +1.0374,0.4058 +1.048,0.5342 +0.9127,0.538 +0.5216,0.3408 +1.1023,0.4353 +1.1922,0.4728 +1.6681,0.511 +1.4992,0.39 +1.1684,0.409 +0.6294,0.3321 +0.6418,0.175 +0.7249,0.525 +0.9861,0.5289 +0.741,0.4255 +0.9193,0.4993 +1.196,0.4637 +1.038,0.4642 +0.632,0.3517 +1.2622,0.5937 +0.606,0.3662 +0.6689,0.4225 +1.3569,0.5941 +1.0761,0.3803 +0.7253,0.4119 +0.4648,0.0773 +0.7975,0.4536 +0.9498,0.6263 +1.3529,0.5541 +1.102,0.5417 +1.7405,0.865 +0.6645,0.3101 +1.5396,0.5825 +1.044,0.5448 +1.0552,0.5559 +1.7909,0.7226 +1.1551,0.5275 +0.9426,0.4424 +1.2054,0.4911 +0.4241,0.1382 +1.0573,0.4277 +0.7463,0.4032 +1.1869,0.5529 +1.1962,0.4987 +0.8705,0.4726 +0.8413,0.4204 +0.7075,0.3582 +1.1507,0.3959 +0.2561,0.3172 +0.6621,0.3241 +0.5539,0.2578 +1.0907,0.278 +0.447,0.1679 +0.8516,0.3367 +0.4394,0.1734 +1.1362,0.477 +1.2475,0.4945 +1.2489,0.4977 +1.3483,0.5742 +0.8449,0.5304 +1.6582,0.5345 +1.6793,0.5127 +1.5379,0.5169 +0.5448,0.2568 +1.0573,0.4819 +0.7576,0.1887 +0.7934,0.2169 +0.879,0.3941 +0.2347,0.2326 +0.7649,0.3703 +1.561,0.5017 +1.186,0.5997 +1.2689,0.4476 +1.3065,0.5498 +1.2657,0.5024 +1.0268,0.4097 +0.5085,0.0879 +0.4429,0.1498 +0.6904,0.2781 +1.0503,0.4098 +1.1022,0.433 +1.0365,0.3878 +0.5268,0.2948 +0.7658,0.447 +0.5274,0.3177 +1.17,0.4736 +1.3185,0.5229 +0.9712,0.431 +1.752,0.7146 +0.8899,0.4895 +1.2,0.4775 +0.5101,0.2874 +0.5016,0.259 +0.4846,0.2918 +1.1674,0.5379 +1.4228,0.5415 +0.4845,0.2133 +1.2239,0.5035 +0.6491,0.3423 +0.5451,0.2855 +0.5449,0.0507 +0.7282,0.3246 +0.615,0.3589 +1.3076,0.5284 +0.4954,0.2716 +1.0908,0.4647 +0.7432,0.3764 +1.2178,0.4912 +1.1866,0.4933 +1.2794,0.5459 +0.8133,0.3531 +0.8963,0.0841 +1.8708,0.5743 +1.7159,0.658 +1.4079,0.6147 +0.6522,0.0603 +0.8769,0.4687 +2.9869,-6.022 +0.4636,0.3889 +1.022,0.525 +0.4336,0.423 +0.8294,0.4586 +0.833,0.4733 +0.6538,0.4707 +0.9977,0.2272 +0.3387,0.2982 +0.7938,0.3274 +0.896,0.497 +0.3232,0.3775 +0.8261,0.465 +0.7831,0.482 +0.8509,0.5019 +1.0474,0.5288 +1.7351,0.7281 +1.4717,0.6322 +1.3738,0.6104 +1.3304,0.5619 +1.329,0.5321 +0.661,0.3706 +0.8558,0.2894 +0.4554,0.3171 +0.5908,0.3773 +0.5277,0.3424 +1.1531,0.5655 +0.7321,0.4169 +0.6635,0.3788 +0.9955,0.4717 +0.8444,0.3942 +0.651,0.0234 +1.4514,0.5088 +1.2198,0.52 +1.2469,0.615 +1.1251,0.4208 +0.7566,0.486 +1.0477,0.4932 +0.8404,0.5482 +1.0639,0.4978 +1.1807,0.6008 +0.4559,0.3962 +1.5471,0.557 +0.839,0.5193 +0.4636,0.3538 +0.8788,0.4141 +1.2878,0.668 +1.4715,0.6785 +1.3077,0.6216 +1.0749,0.4472 +0.6173,0.2743 +1.1059,0.4546 +0.8731,0.3764 +0.9961,0.3314 +0.9319,0.5035 +0.8232,0.3733 +1.3248,0.4267 +1.6966,0.6006 +0.9907,0.4457 +1.536,0.4876 +0.7795,0.2999 +1.8277,0.5495 +1.4799,0.5235 +1.0965,0.4326 +1.1123,0.3654 +0.4422,0.0114 +1.381,0.4384 +1.2184,0.4679 +0.5094,0.2139 +0.5387,0.2709 +0.76,0.2486 +0.493,0.2693 +0.9838,0.4578 +0.5898,0.4158 +0.6656,0.4536 +1.2318,0.5706 +1.4501,0.5108 +1.9269,0.6816 +0.9484,0.5058 +1.0943,0.5599 +1.5283,0.6459 +1.197,0.5334 +0.9187,0.4224 +0.4811,0.3357 +0.7985,0.4192 +0.9694,0.4236 +1.3355,0.552 +0.8465,0.3969 +0.8712,0.4241 +0.8471,0.2492 +0.5912,0.1869 +1.1198,0.4916 +0.9703,0.4599 +1.2063,0.4773 +1.195,0.5484 +1.2374,0.526 +1.1677,0.5486 +0.8288,0.3442 +1.6385,0.6275 +1.2232,0.5814 +0.7819,0.3573 +1.8127,0.6038 +1.0561,0.4792 +0.6441,0.2934 +0.9908,0.4185 +1.3715,0.5691 +0.5909,0.3189 +0.5774,0.2998 +0.7105,0.1959 +0.9764,0.4011 +1.5811,0.7353 +1.3728,0.4715 +1.5862,0.5217 +1.2223,0.3739 +1.6104,0.5017 +1.3235,0.322 +1.315,0.4631 +1.5228,0.4507 +0.886,0.3767 +0.8607,0.5555 +0.9995,0.2285 +0.475,0.1964 +0.9236,0.1074 +1.0412,0.3451 +0.5622,0.4355 +0.7255,0.3305 +0.9599,0.2889 +1.1217,0.296 +0.8152,0.3774 +1.5045,0.3992 +0.6478,0.1814 +1.5267,0.4275 +1.2428,0.4956 +1.5581,0.4417 +1.3078,0.3972 +0.7336,0.4061 +1.1759,0.4921 +1.1739,0.3991 +0.7117,0.3989 +0.6586,0.358 +1.1406,0.4325 +1.3677,0.3189 +1.2941,0.447 +0.5973,0.2771 +0.3854,0.3018 +0.9988,0.5393 +1.1352,0.392 +1.8079,0.6824 +1.192,0.4249 +1.0766,0.5337 +0.6856,0.3176 +1.2874,0.5213 +1.2783,0.4527 +0.8975,0.3574 +1.3815,0.6583 +0.7195,0.2965 +0.6453,0.3885 +1.0469,0.5051 +0.6223,0.3901 +0.675,0.3436 +0.6231,0.3559 +0.4165,0.1815 +1.119,0.2924 +0.338,0.2721 +0.4692,0.1317 +1.0523,0.3822 +0.4706,0.3019 +0.2719,-0.1406 +0.8206,0.4861 +1.1535,0.5344 +0.1725,-0.1448 +1.0744,0.5671 +1.0058,0.5286 +1.9837,0.6655 +1.2424,0.4678 +1.1781,0.5257 +1.7379,0.8811 +1.2464,0.6013 +1.8418,0.7816 +1.0596,0.4429 +0.6792,0.1804 +0.3934,0.3206 +0.9617,0.4066 +1.0089,0.517 +0.7463,0.2114 +0.9244,0.4052 +1.2442,0.5226 +0.5689,0.1659 +0.8358,0.4153 +0.1768,0.1431 +1.5117,0.5278 +0.9837,0.4361 +1.4595,0.4395 +1.2762,0.6795 +1.5646,0.5125 +1.5984,0.5375 +1.8073,0.5728 +1.3731,0.4972 +1.6413,0.5594 +1.9994,0.6786 +0.7543,0.3392 +1.3352,0.474 +0.7605,0.3324 +0.8563,0.2498 +0.8674,0.4436 +0.9597,0.3666 +0.8749,0.3721 +1.2774,0.3963 +1.516,0.5713 +1.007,0.46 +0.8527,0.3241 +0.753,0.3015 +1.3069,0.4683 +1.5786,0.9027 +1.3363,0.4284 +0.5057,0.2437 +1.1424,0.6006 +1.2815,0.4871 +1.1887,0.4571 +1.291,0.5042 +1.149,0.4962 +0.8105,0.3624 +0.5081,0.273 +0.8552,0.35 +0.8588,0.3451 +1.378,0.5355 +1.3023,0.5535 +0.7822,0.4085 +1.2719,0.5156 +1.1463,0.432 +1.3828,0.4542 +1.303,0.4498 +1.468,0.5398 +1.426,0.4816 +1.0769,0.5613 +1.1793,0.4977 +1.3542,0.5037 +1.457,0.4345 +1.0565,0.3521 +1.4174,0.4207 +1.8236,0.7518 +0.6299,-0.0312 +1.4023,0.5688 +1.4805,0.6097 +1.2033,0.5034 +1.0025,0.4265 +1.02,0.3534 +1.8878,0.6877 +1.1812,0.4816 +0.9288,0.4125 +1.1163,0.4881 +1.1957,0.4716 +0.8237,0.4027 +0.7225,0.3797 +0.9718,0.3958 +0.968,0.5134 +0.8056,0.3777 +1.2647,-4.7482 +0.811,0.3146 +0.8259,0.3967 +0.8789,0.3916 +1.3354,0.54 +1.1193,0.4093 +1.8135,0.6676 +1.621,0.5595 +1.2295,0.5136 +1.622,0.5844 +1.0351,0.2473 +1.7136,0.7333 +0.8929,0.4165 +1.3084,0.455 +1.5269,0.558 +1.7148,0.6401 +1.4448,0.5227 +1.6424,0.6303 +1.7267,0.6895 +0.8113,0.2971 +1.7582,0.6591 +1.5193,0.5304 +1.6237,0.5333 +1.2912,0.4603 +0.7697,0.3907 +1.1598,0.3884 +1.0047,0.4494 +1.0831,0.5334 +1.0958,0.436 +1.0508,0.4289 +0.7632,0.3728 +0.4388,0.3304 +1.2592,0.3997 +0.6982,0.3529 +0.5288,0.1932 +1.2165,0.4697 +1.1399,0.3822 +1.2382,0.445 +1.81,0.7312 +1.9859,0.877 +1.7708,0.5764 +1.0478,0.4435 +1.5308,0.3542 +0.541,0.1714 +1.5303,0.5376 +1.6928,0.5164 +1.7877,0.5815 +0.7221,0.3288 +1.3098,0.2118 +1.2736,-5.0217 +0.8528,0.29 +1.1575,0.4126 +1.0191,0.3672 +1.1024,0.4124 +1.2693,0.5108 +1.2662,0.4311 +1.2123,0.4361 +1.2494,0.4608 +0.993,0.4305 +0.795,0.3566 +0.7319,0.1903 +0.6073,0.2901 +0.8123,0.3493 +0.6677,0.358 +1.0534,0.3494 +1.0857,0.3583 +0.4573,0.1628 +1.1098,0.4157 +0.9357,0.2963 +0.4849,0.2795 +0.8024,0.1395 +1.0071,0.529 +0.8905,0.3846 +1.1631,0.3504 +1.1775,0.4558 +1.1978,0.4909 +1.13,0.369 +0.6758,0.2755 +1.2319,0.5622 +1.0493,0.4975 +1.1164,0.4885 +1.039,0.3554 +1.1898,0.4099 +1.7932,0.5785 +1.1052,0.4474 +1.1781,0.44 +1.1602,0.3733 +1.181,0.4239 +1.1943,0.4133 +1.6125,0.5238 +1.0024,0.3898 +1.9142,0.9445 +0.806,0.2764 +1.6361,0.6774 +1.7793,0.5953 +1.6353,0.6108 +1.0977,0.3013 +0.9506,0.3985 +0.9994,0.371 +0.8824,0.2132 +1.2064,0.4576 +1.0895,0.397 +1.6677,0.5638 +0.6832,-0.0276 +0.5249,0.3041 +0.9715,0.3876 +0.5299,0.2982 +1.3094,0.4602 +0.9348,0.3966 +0.5949,0.201 +0.9803,0.4391 +1.5138,0.5256 +1.1245,0.5199 +1.5148,0.5231 +0.5165,0.2196 +1.2916,0.4847 +1.5929,0.4691 +1.4958,0.4046 +1.7017,0.5667 +1.3221,0.4339 +1.6178,0.5202 +1.863,0.6494 +1.1814,0.4417 +1.6573,0.4159 +0.5235,0.1865 +1.5973,0.4343 +1.0459,0.3812 +1.4324,0.5438 +1.8589,0.9873 +1.1368,0.4734 +0.797,0.3225 +0.4811,0.4071 +0.9046,0.5304 +0.6281,0.3436 +0.9137,0.4543 +0.582,0.3192 +0.808,0.3075 +0.4644,0.2453 +0.8953,0.3439 +0.9491,0.382 +0.5728,0.2404 +1.5465,0.4836 +1.1843,0.4828 +1.5381,0.5317 +0.6094,0.1325 +0.5136,0.3014 +0.7759,0.5283 +0.5499,0.3922 +1.0883,0.4896 +1.1355,0.4609 +1.2795,0.4695 +1.2372,0.525 +1.5367,0.5337 +1.5058,0.5239 +1.2404,0.402 +1.8091,0.6507 +1.8891,0.6493 +0.9409,0.4377 +0.961,0.4574 +-0.2191,0.1146 +0.516,0.3444 +0.3424,0.1514 +0.7633,0.5236 +0.5497,0.356 +0.5282,0.3064 +1.0877,0.4529 +0.9994,0.5423 +0.7945,0.3585 +1.6628,0.587 +1.2776,0.4507 +1.0799,-0.1623 +1.3204,0.4976 +1.5789,0.6291 +1.0517,0.314 +1.3563,0.5458 +1.7981,0.724 +1.3214,0.5484 +1.4992,0.6605 +1.5488,0.5721 +1.6002,-4.7681 +1.0014,0.4058 +0.4986,0.2034 +0.596,0.2422 +1.103,0.3662 +1.6089,0.5715 +1.8052,0.9017 +0.7815,0.3671 +1.5727,0.4991 +1.2059,0.4066 +1.4186,0.5686 +1.504,0.4946 +1.2959,0.489 +1.2406,0.4625 +0.7892,0.4356 +0.4917,0.3531 +0.9982,0.5087 +0.7416,0.3342 +1.1274,0.4793 +1.0519,0.1946 +0.2652,0.2334 +1.1026,0.5012 +0.584,0.303 +1.4467,0.5984 +1.0876,0.5269 +1.1937,0.4897 +1.7809,0.706 +0.905,0.333 +1.2314,0.436 +0.8117,0.2299 +1.2007,0.4494 +1.0682,0.4558 +0.7835,0.3732 +0.3459,0.1577 +0.7971,0.3383 +0.714,0.3047 +1.4817,0.5374 +1.2386,0.4278 +1.4654,0.5029 +0.9192,0.458 +1.616,0.7363 +1.5074,0.6131 +1.4815,0.5434 +1.4656,0.5843 +0.7026,0.4323 +1.4265,0.5052 +0.5497,0.2406 +0.6866,0.258 +0.8617,0.3314 +0.5375,0.326 +1.2403,0.461 +0.7751,0.3589 +0.4181,0.2367 +1.2334,0.4873 +1.2268,0.7849 +1.2118,0.4264 +1.0623,0.4098 +0.5727,0.1259 +1.3602,0.4899 +1.711,0.6832 +1.7767,0.6167 +1.2691,0.5324 +0.8008,0.0674 +1.5028,0.5237 +1.8205,0.695 +1.3637,0.4486 +1.5627,0.5155 +1.5627,0.5697 +1.5392,0.4845 +0.8735,0.3565 +0.469,0.2221 +1.1892,0.4408 +0.9478,0.3764 +0.759,0.3744 +0.6748,0.2949 +1.0693,0.4451 +0.5121,0.3105 +0.9986,0.3757 +1.0521,0.4792 +1.4861,0.5361 +1.5569,0.5854 +1.4961,0.5331 +1.2661,0.4482 +1.5922,0.5654 +0.4236,0.2558 +1.4527,0.5364 +1.6944,0.4604 +1.478,0.5769 +1.5309,0.5333 +1.366,0.5397 +1.2967,0.5127 +1.1287,0.4566 +1.4866,0.4973 +1.0464,0.2899 +1.6751,0.5876 +0.9098,0.4731 +1.2506,0.4996 +1.0354,0.3302 +1.4082,0.5072 +1.2953,0.5443 +0.6032,0.2392 +1.0052,0.4122 +0.8854,0.2988 +0.8909,0.3738 +0.8134,0.2844 +0.5972,0.3039 +0.4954,0.3137 +0.8822,0.4724 +0.4371,0.3 +0.6269,0.3442 +0.9739,0.4021 +0.6394,0.3965 +0.5169,0.2549 +1.5233,0.5405 +1.3714,0.6234 +1.5422,0.4951 +1.6055,0.6079 +1.5715,0.6282 +1.5762,0.5246 +1.7633,0.536 +1.241,0.4343 +1.762,0.6474 +1.7762,0.526 +1.9008,0.6586 +1.4954,0.5536 +1.3302,0.5657 +1.385,0.5506 +1.8215,0.7082 +1.1836,0.4287 +1.1849,0.4455 +0.6665,0.3204 +0.9708,0.5592 +0.7876,0.3608 +0.8504,0.4205 +1.0263,0.2856 +1.1402,0.4578 +0.7263,0.1082 +1.5222,0.5695 +0.6741,0.2012 +1.4053,0.4419 +1.553,0.4882 +1.511,0.4836 +1.0081,0.4572 +0.8512,0.3491 +0.6024,0.328 +1.2369,0.4656 +0.9521,0.4536 +0.955,0.2867 +1.6845,0.4937 +0.9474,0.412 +0.9438,0.3946 +1.2878,0.4315 +1.3225,0.4874 +0.625,0.0778 +1.0964,0.4392 +1.495,0.5284 +1.1963,0.4499 +0.7551,0.3026 +1.7565,0.5615 +0.5883,0.4881 +1.0396,0.4687 +0.9681,0.2323 +0.9338,0.5699 +1.9051,0.6812 +0.9431,0.4614 +1.2693,0.4816 +1.1593,0.4738 +0.9114,0.3586 +1.0221,0.4987 +1.0737,0.4364 +0.9691,0.4415 +0.7367,0.3158 +1.4569,0.4503 +1.65,0.5589 +1.6315,0.6392 +1.4447,0.558 +1.2927,0.5075 +1.5104,0.5422 +1.6196,0.4982 +0.4981,0.2828 +1.5796,0.5732 +1.0686,0.4373 +1.4073,0.5607 +0.945,0.3834 +0.7525,0.2226 +1.1861,0.4422 +0.7903,0.3569 +0.8026,0.3101 +0.5663,0.2408 +1.2354,0.2459 +0.9733,0.4423 +0.5997,0.3464 +1.2403,0.3858 +1.2178,0.517 +1.077,0.3886 +0.5785,0.3779 +0.793,0.4548 +1.3016,0.4073 +1.514,0.5153 +1.4089,0.5714 +1.8798,0.6735 +1.2125,0.4711 +1.6216,0.5583 +0.9421,0.472 +1.8129,0.8857 +1.1024,0.4571 +1.601,0.7248 +1.2457,0.5649 +1.0906,0.4933 +0.2573,0.4563 +1.1316,0.5251 +0.9776,0.4543 +0.9007,0.3902 +1.0077,0.4697 +0.5697,0.3637 +0.5223,0.3301 +0.5153,0.2445 +0.87,0.3982 +0.725,0.444 +0.9567,0.4894 +1.0954,0.3926 +0.5297,0.2981 +0.7611,0.2524 +0.7357,0.3295 +0.5106,0.29 +0.7908,0.3609 +1.4499,0.5224 +1.5489,0.594 +1.6099,0.5938 +1.577,0.5448 +1.4663,0.5526 +1.8735,0.6207 +1.4618,0.5427 +1.5724,0.9908 +0.5782,0.1261 +1.275,0.4809 +1.6021,0.5659 +0.9476,0.4254 +0.915,0.4198 +0.8433,0.4197 +1.1016,0.5523 +0.5749,0.3579 +0.5096,0.2301 +0.5018,0.3046 +1.1036,0.4981 +1.2261,0.4342 +1.7456,0.6549 +1.221,0.4858 +1.1653,0.4922 +1.1552,0.4822 +1.049,0.1512 +1.2103,0.48 +1.3442,0.5325 +1.6136,0.6082 +0.8879,0.3901 +0.4803,0.3098 +0.5666,0.1096 +1.1052,0.4875 +0.6107,0.2014 +1.0204,0.5415 +0.3093,0.1329 +0.1921,0.2219 +0.3884,0.2647 +1.0667,0.3796 +0.8362,0.1177 +0.4997,0.0324 +1.4501,0.5603 +1.2927,0.4374 +0.9314,0.3281 +1.742,0.5726 +1.7113,0.6495 +1.674,0.6073 +1.3558,0.4662 +1.2765,0.5324 +1.3527,0.6856 +0.3089,0.0617 +0.4312,0.1491 +0.7746,0.3975 +0.3363,0.2181 +1.4997,0.6077 +1.7708,0.7724 +1.2104,0.4857 +1.3474,0.4908 +1.0647,0.4488 +1.3354,0.4998 +1.2337,0.5282 +0.8758,0.3284 +1.3824,0.5284 +1.1764,0.5045 +1.3986,0.4684 +1.3603,0.5207 +1.543,0.6543 +1.5617,0.5846 +0.7747,0.415 +1.4638,0.5662 +1.7546,0.6753 +-0.4723,-0.0887 +0.9748,0.3391 +1.4333,0.4981 +1.2027,0.5588 +1.179,0.435 +1.1526,0.4262 +1.1016,0.3035 +1.0816,0.4704 +0.5388,0.4525 +0.9227,0.4358 +1.4315,0.3861 +1.7783,0.6896 +1.5963,0.6056 +1.4639,0.5496 +1.3673,0.4966 +1.8134,0.6084 +1.615,0.5666 +0.9838,0.2816 +1.4052,0.5131 +1.437,0.5208 +1.6364,0.7239 +1.5077,0.5054 +1.2348,0.4319 +1.4425,0.5631 +1.0584,0.4377 +0.6078,0.3397 +0.9943,0.4137 +0.8455,0.2627 +0.6957,0.2298 +1.6429,0.8351 +1.514,0.5485 +1.237,0.4502 +0.6825,0.4039 +0.8933,0.2846 +0.8156,0.4153 +0.6704,0.3098 +0.6928,0.2864 +0.4305,0.2664 +0.4595,0.2211 +0.9165,0.4885 +1.4959,0.5319 +0.3852,0.2077 +1.069,0.4824 +1.3014,0.4365 +1.3303,0.5072 +1.5041,0.5156 +0.9297,0.3839 +1.4802,0.5717 +1.3751,0.4206 +1.5247,0.4736 +0.9695,0.3865 +1.0008,0.3965 +1.031,0.3778 +0.8967,0.3951 +0.7422,0.3109 +1.0214,0.4101 +0.4829,0.2147 +1.53,0.5297 +0.8852,0.3956 +0.5478,0.2531 +0.4499,0.2484 +0.9188,0.385 +0.4734,0.2831 +0.8713,0.5006 +1.0425,0.4937 +1.1549,0.4347 +0.7089,0.2212 +1.3572,0.4439 +1.1521,0.5643 +1.1832,0.4587 +1.203,0.5508 +1.3563,0.5907 +1.4302,0.5409 +1.4154,0.5847 +1.498,0.6402 +1.1845,0.4045 +1.3215,0.4856 +1.8044,0.6405 +1.3476,0.4992 +1.4805,0.482 +1.3742,0.5632 +1.4766,0.5347 +1.728,0.6857 +0.7599,0.3432 +1.2861,0.4803 +0.9659,0.4502 +0.708,0.2135 +0.8259,0.3995 +1.4091,0.5628 +0.8343,0.3646 +0.2794,-0.0626 +0.6811,0.3105 +0.577,0.3182 +0.4974,0.284 +0.5404,0.2559 +1.5527,0.5302 +0.6855,0.3256 +0.7378,0.406 +0.8189,0.3687 +1.7191,0.5856 +1.4642,0.5536 +1.1566,0.4504 +1.535,0.4873 +1.4039,0.4566 +1.7577,0.6561 +1.4243,0.5178 +1.5169,0.4835 +1.4704,0.5444 +1.3594,0.5521 +1.7238,0.5415 +1.3565,0.5341 +1.3346,0.526 +1.5016,0.7485 +1.5156,0.5615 +0.4605,0.223 +1.2768,0.4613 +0.4039,0.3327 +0.5045,-1.9895 +0.6099,0.3238 +0.6657,0.3973 +1.4568,0.5585 +0.8865,0.2971 +1.0998,0.3383 +0.9974,0.3854 +1.1739,0.4798 +0.9857,0.4176 +1.6016,0.5674 +0.4292,0.1751 +0.0971,0.2046 +0.3991,0.2712 +0.4191,0.2801 +0.9904,0.4038 +1.3887,0.2882 +1.7377,0.711 +1.3257,0.5407 +1.2323,0.4228 +1.5859,0.6057 +1.2987,0.4369 +1.5304,0.5399 +1.8374,0.5711 +1.2013,0.4175 +1.4403,0.5389 +1.6108,0.5658 +1.6252,0.1352 +1.8056,0.629 +0.6091,0.4151 +0.9162,0.34 +1.0262,0.3558 +1.218,0.4321 +0.8083,0.3437 +0.2914,0.2576 +0.0007,0.597 +0.5183,0.2737 +0.865,0.2824 +0.7604,0.2147 +0.7906,0.2497 +1.0406,0.405 +0.8362,0.3075 +1.6726,0.6685 +1.7911,0.6119 +1.66,0.6457 +1.6513,0.726 +1.5057,0.5625 +1.5476,0.5356 +1.2705,0.3837 +0.5401,0.2359 +1.4136,0.5473 +1.4118,0.5138 +1.5388,0.556 +1.605,0.573 +0.903,0.408 +1.2532,0.5178 +1.5414,0.5875 +0.9222,0.4423 +0.9394,0.4197 +0.741,0.2974 +0.7683,0.424 +0.5593,0.3088 +0.5697,0.2799 +1.2453,0.5254 +0.695,0.3205 +0.2708,0.2184 +0.666,0.4157 +0.8481,0.3963 +0.6369,0.1901 +1.9097,0.5447 +1.502,0.6133 +1.0837,0.4792 +1.2538,0.5267 +1.5532,0.4858 +1.4876,0.5832 +1.225,0.4551 +0.2452,0.1712 +1.6142,0.6588 +1.7955,0.7013 +1.47,0.5018 +1.4455,0.4523 +0.6409,0.0036 +1.5273,0.4562 +0.9575,0.3868 +1.7973,0.6328 +1.0033,0.416 +0.6354,0.3403 +0.4257,0.2035 +0.1552,0.1694 +0.9825,0.3971 +0.3448,0.2443 +1.0495,0.3552 +1.7613,0.6591 +0.8601,0.3838 +0.8038,0.3701 +0.236,-0.9829 +0.5573,0.2945 +1.0833,0.4453 +1.0632,0.4289 +1.8213,0.622 +1.0135,0.3575 +1.19,0.3957 +0.9256,0.4497 +0.9644,0.4724 +1.4757,0.5249 +1.7388,0.6026 +1.651,0.5141 +0.6455,0.2736 +1.2017,0.4912 +0.4787,0.1823 +0.612,0.3213 +1.5287,0.651 +1.4785,0.4981 +1.2986,0.4425 +0.3475,0.1355 +1.2775,0.4486 +1.6949,0.5919 +0.4652,0.3152 +1.0532,0.3832 +1.1248,0.4933 +0.632,0.1575 +1.1895,0.413 +1.2778,0.4648 +0.6954,0.3824 +1.0269,0.4989 +0.9188,0.1717 +0.7302,0.3369 +1.1275,0.3874 +1.0875,0.2654 +0.8026,0.3511 +1.0695,0.4702 +0.9971,0.4093 +1.0279,0.3932 +0.6393,0.3268 +0.5511,0.3092 +0.9001,0.3301 +0.7228,0.3773 +1.257,0.4987 +0.8989,0.454 +0.8454,0.4128 +0.8712,0.387 +0.7007,0.4671 +0.447,0.2181 +0.8509,0.3068 +0.7576,0.4173 +0.5922,0.3122 +1.2372,0.4182 +1.0528,0.3493 +0.9745,0.4406 +1.1549,0.3938 +1.2767,0.4827 +1.2441,0.2776 +0.9362,0.3891 +1.8472,0.6091 +1.3166,0.4984 +1.5017,0.4853 +1.0457,0.4379 +1.5758,0.5922 +1.1688,0.3768 +1.1072,0.3607 +0.5687,0.1472 +0.4432,0.1584 +1.4828,0.5416 +1.1502,0.4441 +1.4129,0.5091 +1.5638,0.4514 +1.9547,-0.0966 +1.2578,0.5551 +1.03,0.4346 +1.0384,0.3906 +1.0205,0.4068 +1.519,0.4152 +1.7795,0.5599 +0.6947,0.3564 +0.2783,0.1015 +0.6199,0.2664 +0.6564,0.2697 +0.8132,0.3114 +0.76,0.3886 +1.5259,0.5406 +1.403,0.4916 +1.6167,0.4852 +0.858,0.1721 +1.4958,0.5293 +1.5886,0.5139 +1.1532,0.4285 +1.3566,0.4941 +0.7392,0.3422 +1.2171,0.4997 +1.6492,0.3745 +1.453,0.5151 +1.069,0.4834 +1.1377,0.3749 +0.8166,0.3135 +1.2582,0.1409 +1.4343,0.5673 +0.7077,0.3149 +1.146,0.4448 +0.7713,0.4221 +0.7785,0.3813 +0.4754,0.2236 +1.0282,0.4181 +1.3104,0.4798 +0.7125,0.2263 +1.1159,0.3954 +1.5106,0.5503 +1.476,-0.2376 +0.5838,0.3237 +1.3986,0.4841 +1.6575,0.4924 +0.9643,0.3965 +1.5285,0.5118 +1.1878,0.4567 +0.8959,0.4058 +1.1238,0.4227 +0.6705,0.3104 +0.4148,-0.1548 +1.2408,0.4695 +1.2918,0.5132 +0.4791,0.3222 +0.7975,0.2867 +0.5486,0.3253 +1.1002,0.4754 +1.0753,0.4099 +0.6616,0.3723 +1.2247,0.4358 +1.0539,0.404 +0.6683,0.2802 +0.6682,0.3131 +0.9911,0.4373 +1.1328,0.4139 +1.2819,0.4666 +1.342,0.4786 +1.3881,0.5086 +0.9775,0.2638 +1.4991,0.5638 +0.5573,0.2559 +1.3687,0.5419 +1.4705,0.545 +0.9568,0.4173 +1.1807,0.4243 +0.7682,0.4271 +1.5723,0.4986 +0.772,0.4782 +0.9768,0.5433 +1.1104,0.4867 +1.5386,0.5767 +1.0109,0.5083 +0.9854,0.5098 +0.8788,0.401 +0.8326,0.432 +0.8031,0.3893 +0.7912,0.42 +1.3821,0.544 +1.3258,0.4883 +1.4034,0.5465 +1.4023,0.5461 +0.6619,0.0388 +1.4048,0.5477 +1.7742,0.5937 +1.598,0.555 +1.4795,0.5229 +1.2007,0.6412 +1.0514,0.4046 +1.0854,0.3976 +1.1707,0.4268 +1.0582,0.3769 +1.686,0.5419 +1.5273,1.413 +1.1803,0.3075 +0.3594,0.1155 +0.6891,0.3114 +1.1043,0.3964 +1.0581,0.4023 +0.4379,0.2654 +0.9861,0.5273 +1.6615,-0.1782 +1.4184,0.5163 +1.6282,0.6009 +1.9643,0.702 +1.3262,0.3869 +0.8379,0.4197 +1.0205,0.4849 +1.1362,0.3512 +1.8836,0.615 +0.5214,0.275 +0.9363,0.422 +0.6635,0.3551 +0.6249,0.0304 +0.968,0.3775 +1.141,0.4386 +1.1136,0.3573 +1.101,0.4231 +0.7753,0.1904 +0.6854,0.1273 +1.0233,0.3514 +0.929,0.2794 +1.337,0.5069 +1.4147,0.406 +1.519,0.2414 +1.3126,0.3984 +1.0326,0.4468 +1.2765,0.544 +0.5955,0.2939 +0.4814,0.3073 +0.5942,0.3331 +0.5265,0.2285 +0.3771,0.1074 +0.8525,0.3489 +1.0942,0.3829 +0.4226,0.0626 +1.3594,0.5001 +0.8801,0.3744 +0.9701,0.397 +1.7338,0.4922 +0.9661,0.391 +1.1287,0.503 +1.5936,0.3285 +0.9473,0.5911 +1.5223,0.5536 +1.0099,0.4207 +1.1198,0.4734 +1.3219,0.5861 +1.123,0.34 +1.0194,0.5463 +0.8117,0.3551 +0.9033,0.4713 +0.6303,0.3611 +0.6697,0.4023 +0.8868,0.4678 +1.0663,0.4605 +1.3802,0.4655 +1.7563,0.7171 +1.463,0.502 +1.6647,0.6449 +1.2018,0.4207 +0.4992,0.1584 +1.2033,0.5279 +1.023,0.5165 +1.1362,0.4854 +1.2899,0.5214 +1.0569,0.4495 +1.2177,0.4599 +0.7796,0.3638 +0.5808,0.3417 +0.7584,0.3895 +0.5398,0.1874 +0.9461,0.2833 +0.7869,0.3708 +1.0162,0.4944 +0.7026,0.3931 +0.9555,0.3569 +0.8508,0.389 +1.3678,0.5429 +1.1333,0.4678 +1.2011,0.4754 +0.956,0.4333 +1.2922,0.5536 +1.4144,0.4998 +0.9507,0.3085 +1.0887,0.4403 +1.1009,0.441 +0.8551,0.4091 +1.0589,0.3464 +0.6309,0.2026 +0.7078,0.3752 +1.4072,0.5033 +1.1267,0.467 +1.4331,0.5288 +1.5061,0.4737 +0.9725,0.3378 +0.8596,0.4683 +1.1627,0.4125 +1.0647,0.4134 +0.6962,0.2645 +0.9739,0.3341 +1.036,0.4344 +0.7312,0.308 +0.6088,0.3817 +1.8435,0.5314 +1.4703,0.365 +1.1872,0.4354 +1.3737,0.5295 +1.9456,0.5328 +1.96,0.5611 +1.1691,0.4108 +1.2018,0.4111 +1.255,0.3741 +1.783,0.5433 +0.8591,0.3873 +0.7539,0.4731 +0.5971,0.3383 +1.0227,0.435 +0.9933,0.4145 +0.9998,0.447 +0.976,0.5049 +0.8749,0.3996 +0.4166,0.2193 +0.875,0.431 +1.0016,0.3632 +1.0284,0.3755 +0.8981,0.3195 +0.9406,0.4095 +0.921,0.3839 +1.0768,0.4935 +0.8488,0.4259 +0.9442,0.4751 +1.7729,0.5655 +1.4651,0.4887 +1.8546,0.6383 +0.7671,0.2438 +0.7373,0.2915 +1.8317,0.612 +1.0408,0.4445 +1.067,0.4361 +1.0195,0.4595 +1.1934,0.5226 +0.6301,0.3875 +0.8719,0.1103 +0.543,0.2918 +0.5787,0.2598 +0.873,0.3082 +1.0061,0.4543 +1.203,0.4897 +0.9026,0.3936 +0.4953,0.2874 +0.9718,0.4458 +1.3122,0.5223 +1.9652,0.7689 +1.5315,0.4481 +1.5278,0.5582 +1.4646,0.5299 +1.5273,0.5513 +1.3947,0.5461 +1.4283,0.525 +0.701,0.356 +1.9197,0.7189 +0.5174,0.321 +0.7373,0.3723 +0.6493,0.3188 +1.0146,0.4409 +0.5604,0.2461 +1.1278,0.5937 +0.7786,0.488 +1.1801,0.4487 +1.3204,0.8706 +0.9358,0.3626 +0.9123,0.3605 +1.1509,0.4916 +1.7276,0.6129 +1.1658,0.4303 +1.5651,0.576 +0.8374,0.4755 +1.2017,0.4592 +1.2149,0.5783 +0.4739,0.4317 +0.6325,0.332 +1.1152,0.3432 +0.5806,0.4157 +1.1453,0.523 +0.7189,0.4384 +1.7119,0.6464 +1.6384,0.6905 +0.9913,0.4383 +1.3055,0.148 +0.7966,0.3746 +0.7949,0.3612 +0.5335,0.5378 +0.8013,0.5521 +1.1617,0.4723 +1.4227,0.5747 +1.9471,0.8845 +0.7811,0.4131 +0.5777,0.2945 +0.412,0.1731 +0.6146,0.36 +0.6145,0.3266 +1.1167,0.4442 +1.7766,0.6542 +1.9051,0.8585 +1.7124,0.5648 +1.4208,0.5093 +1.193,0.6373 +0.8686,0.4569 +0.7247,0.5035 +0.1817,0.2729 +1.2686,0.5365 +1.423,0.5214 +1.4559,0.5058 +1.025,0.4544 +1.7791,0.6628 +1.3724,0.4919 +1.6645,0.667 +1.5032,0.5588 +1.1738,0.3206 +1.5949,0.5831 +1.7354,0.3134 +0.9023,0.2077 +0.5366,0.36 +0.8942,0.3957 +0.4833,0.21 +1.0729,0.4193 +0.9146,0.6536 +1.4425,0.4845 +1.1108,0.4237 +1.5094,0.4561 +1.3339,0.5329 +1.1758,0.3739 +1.2951,0.5123 +1.3311,0.45 +0.7242,0.3824 +0.4283,0.2944 +1.0967,0.4112 +0.6081,0.3276 +0.8496,0.3409 +0.4932,0.2175 +1.224,0.4533 +0.824,0.3686 +1.2547,0.5555 +0.6479,0.1919 +1.5032,0.5037 +1.0556,0.44 +1.2535,0.4193 +1.5359,0.6601 +1.2579,0.5134 +1.114,0.5934 +1.2711,0.4267 +1.3513,0.4918 +1.1706,0.4327 +1.4689,0.5059 +1.3304,0.426 +1.2031,0.4671 +1.196,0.4741 +0.9459,0.3378 +1.3975,0.4158 +1.8874,0.5495 +0.9583,0.2644 +0.7921,0.1934 +0.7307,0.2654 +1.0051,0.3342 +1.8575,0.5732 +0.7356,0.3442 +1.4447,0.4398 +1.0417,0.4232 +0.499,0.2691 +1.3581,0.5243 +1.1502,0.4128 +1.0038,0.3276 +1.1716,0.4482 +0.6277,0.3969 +1.2249,0.4907 +0.6076,0.2573 +0.4379,0.2584 +0.5604,0.3144 +1.0593,0.3792 +1.3534,0.4825 +1.4606,0.4598 +0.6132,0.2087 +1.4513,0.5539 +1.5043,0.5028 +1.8617,0.607 +1.1006,0.4397 +1.0482,0.2966 +1.5947,0.5418 +0.9111,0.3396 +1.2518,0.4598 +1.0519,0.4376 +0.7557,0.4354 +0.8752,0.3407 +0.4748,0.2347 +0.8571,0.4368 +0.8979,0.286 +0.4738,0.1997 +0.6468,0.2164 +0.2594,0.0816 +0.9021,0.4397 +1.706,0.7116 +1.0688,0.4631 +1.2233,0.5029 +0.7189,0.4363 +0.8515,0.4251 +1.1055,0.45 +1.6483,1.3919 +1.0615,0.4373 +1.5335,0.6396 +0.7782,0.3509 +1.0782,0.6162 +0.7486,0.342 +1.7408,0.2883 +1.2836,0.61 +0.5623,0.2011 +1.327,0.5614 +0.5203,0.0966 +1.3439,0.4915 +0.702,-0.0973 +1.1543,0.4385 +1.8913,0.6593 +6.6974,0.3887 +5.9274,0.4299 +3.2866,0.5162 +3.3264,0.5906 +6.582,0.5937 +2.5045,0.4819 +6.449,0.4663 +5.8666,0.4449 +3.7305,0.3787 +2.4145,0.5021 +2.567,0.4292 +1.5147,0.3542 +2.1339,0.3495 +2.5828,0.4677 +0.7727,0.0858 +2.1079,0.4345 +2.6482,0.4388 +2.0245,0.4876 +2.7468,0.2862 +2.8044,0.4491 +4.5107,0.3691 +1.8984,0.2575 +1.3552,0.2594 +2.1963,0.4481 +4.1711,0.4469 +1.0736,0.0911 +2.9887,0.5767 +2.9579,0.5946 +2.8155,0.4917 +3.1722,0.4081 +3.6121,0.3681 +5.2799,0.4792 +2.5672,0.6136 +2.9454,0.5554 +1.1852,0.3465 +3.2421,0.566 +0.9402,0.5358 +0.7296,0.4122 +0.7779,0.4622 +1.2996,0.5802 +1.0202,0.4265 +1.2425,0.6154 +1.6317,0.7034 +0.9994,0.5485 +1.1523,0.7173 +1.2706,0.3462 +1.3467,0.6557 +1.4693,0.6447 +0.8455,0.4173 +1.876,0.7585 +1.0825,0.582 +1.626,0.6199 +1.0061,0.538 +0.8852,0.4521 +0.686,0.248 +0.8193,0.2923 +0.981,0.3277 +1.2342,0.5689 +1.7177,0.6925 +1.9117,0.6667 +1.7326,0.7228 +1.4725,0.6419 +1.1592,0.4095 +1.8267,0.5877 +1.2336,0.4664 +0.6719,0.1819 +0.5036,0.2478 +1.1432,0.3888 +1.7382,0.5452 +1.3336,0.5225 +0.9891,0.5181 +1.431,0.5353 +0.9967,0.3504 +1.6056,0.5098 +1.2953,0.4468 +1.3064,0.4705 +1.0127,0.3594 +1.0119,0.3293 +0.935,0.3215 +0.8298,0.5455 +1.3046,0.4896 +0.688,0.3691 +1.3953,0.4695 +0.6297,0.2265 +0.8702,0.4821 +1.5052,0.5414 +1.1276,0.3589 +1.4664,0.407 +1.0571,0.4503 +1.7048,0.7061 +0.5135,0.0153 +1.571,0.4812 +1.3108,0.5643 +1.2338,0.4925 +1.0358,0.5191 +1.6251,0.5821 +1.1411,0.4816 +1.1038,0.4583 +0.7759,0.3321 +1.5333,0.3851 +1.0081,0.4984 +1.0253,0.4625 +0.9234,0.3996 +1.1416,0.1637 +0.8227,0.4458 +0.9466,0.4113 +0.7149,0.3286 +1.0176,0.5145 +0.8256,0.4371 +0.8419,0.4731 +0.8809,0.4175 +0.7189,0.3726 +1.1773,0.5455 +0.9096,0.4503 +0.8925,0.447 +0.8835,0.3603 +1.2007,0.5083 +1.2644,0.5996 +1.3979,0.5617 +1.2555,0.504 +1.4727,0.5286 +1.4868,0.6911 +1.6268,0.5285 +1.202,0.4636 +1.3926,0.4606 +1.9848,0.6727 +1.1289,0.5219 +1.2467,0.5109 +1.8331,0.7313 +1.6231,0.6823 +1.9226,0.6363 +1.0594,0.5249 +1.5627,0.6441 +1.419,-0.8138 +0.9479,0.4162 +1.0685,0.4954 +0.9477,0.4843 +0.8192,0.4915 +0.791,0.4816 +0.9007,0.376 +0.1956,-0.4169 +0.9058,0.4508 +0.4301,0.2727 +0.7339,0.3987 +0.6389,0.3819 +1.2807,0.2749 +0.7671,0.4254 +1.0996,0.4519 +0.771,0.4152 +0.9346,0.3768 +1.0111,0.2766 +0.8605,0.4016 +0.7351,0.3889 +1.1573,0.4156 +0.2572,0.3561 +1.0388,0.5171 +1.2975,0.5115 +0.8894,0.4048 +1.5158,0.5131 +0.9178,0.5933 +0.9563,0.3939 +1.2091,0.3949 +1.0379,0.436 +0.9472,0.3846 +0.6681,0.0818 +1.2105,0.4323 +0.944,0.2085 +1.3668,0.5082 +1.0424,0.4394 +1.006,0.5529 +1.1217,0.4398 +0.9994,0.4551 +1.149,0.3691 +0.5663,0.2948 +1.1974,0.4912 +1.7176,0.596 +1.2506,0.5409 +1.3454,0.5889 +0.5843,0.4438 +1.1471,0.4869 +0.9114,0.4814 +0.4432,0.3139 +0.9925,0.4467 +0.967,0.6322 +1.2327,0.4837 +0.5758,0.3379 +0.5805,0.4363 +1.8399,0.7866 +0.4675,0.1741 +1.2594,0.5192 +0.6387,0.3456 +0.6433,0.3615 +0.8195,0.3902 +1.2351,0.4827 +1.4847,0.6024 +1.5225,0.5461 +0.9288,0.4777 +0.9845,0.5503 +1.1825,0.4751 +1.1374,0.5172 +1.387,0.5397 +1.2506,0.4938 +1.5839,0.636 +1.2615,0.5461 +1.3072,0.5167 +1.0353,0.5585 +1.1627,0.504 +1.2366,0.495 +1.1096,0.4025 +1.2132,0.5631 +1.2055,0.5127 +1.1284,0.5151 +1.2467,0.4923 +0.8996,0.4385 +0.594,-0.1474 +0.7878,0.4012 +0.8753,0.4923 +1.246,0.5624 +0.7419,0.4979 +0.923,0.4971 +0.704,0.4198 +0.5838,0.382 +0.5219,0.2984 +0.787,0.3515 +0.9521,0.4975 +0.4394,0.4068 +0.7828,0.459 +0.6686,0.4974 +1.372,0.5588 +0.8382,0.4751 +1.2922,0.6556 +1.6794,0.5924 +1.1822,0.4871 +1.2618,0.4561 +1.1944,0.5367 +1.1147,0.5854 +1.2954,0.4938 +1.1237,0.5383 +1.2287,0.5078 +1.217,0.4397 +1.1539,0.5262 +1.4671,0.6151 +1.156,0.5015 +1.8089,0.7248 +1.0234,0.511 +0.553,0.3137 +0.8865,0.478 +0.9858,0.3989 +0.0236,0.2032 +0.652,0.2465 +1.428,0.5263 +1.2813,0.5703 +1.3242,0.5696 +1.3667,0.5457 +1.8717,0.6294 +1.9727,0.6725 +1.9547,0.7348 +1.1823,0.5414 +1.5433,0.5136 +1.6947,0.7261 +1.2966,0.5168 +1.2232,0.5428 +1.3251,0.453 +1.2331,0.5296 +1.1192,0.5745 +1.4899,0.5147 +1.571,0.5088 +1.6616,0.557 +1.3493,0.4525 +0.8366,0.5616 +1.9569,0.6096 +1.3547,0.4814 +1.3552,0.5014 +0.8908,0.3901 +0.8798,0.3649 +0.6685,0.3994 +0.9462,0.301 +0.4888,0.1834 +0.923,0.3779 +1.7455,0.4836 +1.8176,0.5716 +1.6712,0.5791 +1.8017,0.637 +0.6012,0.4544 +0.6825,0.4655 +1.1184,0.5188 +0.5229,0.4525 +1.0775,0.472 +1.1622,0.549 +0.4404,0.3782 +1.1826,0.577 +1.6459,0.4896 +0.8118,0.514 +1.2735,0.5957 +0.8225,0.1266 +1.0033,0.5728 +1.2846,0.5971 +1.1094,0.4272 +0.4416,0.3183 +1.599,0.6958 +0.4733,0.2171 +1.7365,0.685 +0.6202,0.1245 +1.0706,0.4327 +1.1303,0.285 +0.916,0.2675 +1.2403,0.6216 +0.6224,0.4187 +0.4936,0.3236 +0.3744,0.3234 +1.0473,0.5473 +0.9167,0.5098 +0.5921,0.3298 +0.3957,0.37 +0.8111,0.392 +0.5748,0.3012 +0.6569,0.254 +0.9791,0.5349 +0.5535,0.3041 +0.4718,0.3338 +0.8415,0.4845 +1.5179,0.6282 +0.8171,0.3676 +1.4325,0.5937 +1.3762,0.5508 +1.1327,0.4764 +1.4171,0.5696 +1.5166,0.6033 +1.1047,0.495 +0.7535,0.1462 +1.2547,0.4793 +1.5682,0.4784 +1.6581,0.4601 +1.2792,0.5696 +1.1629,0.4633 +1.5337,0.5364 +0.6545,0.2629 +1.2551,0.4595 +1.1298,0.5101 +0.8734,0.3644 +0.9388,0.3239 +1.3996,0.4377 +1.2934,0.5101 +0.9828,0.4913 +0.9473,0.4031 +0.9264,0.378 +1.5135,0.5668 +1.5879,0.5437 +1.2146,0.5172 +1.3626,0.4768 +1.4774,0.4804 +1.2919,0.4229 +1.2858,0.5515 +1.0281,0.327 +1.2636,0.4969 +1.6165,0.5674 +1.203,0.4568 +1.5436,0.5359 +1.5548,0.5431 +1.4662,0.5258 +1.4279,0.4134 +0.8421,0.3734 +0.4332,0.2803 +1.3229,0.3978 +1.5952,0.4345 +1.5567,0.5073 +0.8493,0.4236 +1.2453,0.3741 +0.7255,0.2105 +1.2436,0.433 +1.2052,0.4643 +1.0343,0.3853 +0.8691,0.3296 +1.0655,0.4386 +0.8949,0.4019 +0.5778,0.3346 +1.2154,0.5287 +0.8795,0.3828 +1.5992,0.5732 +1.4655,0.441 +1.3214,0.4652 +1.2652,0.4985 +1.4338,0.5058 +1.3103,0.4154 +1.0164,0.4324 +1.4242,0.4713 +1.4033,0.4086 +1.5951,0.5061 +1.8585,0.5781 +1.7034,0.6007 +1.4654,0.4929 +1.1794,0.4195 +1.5799,0.5434 +1.6186,0.5375 +1.1197,0.3851 +1.704,0.6876 +1.4145,0.5655 +0.1663,0.3024 +0.3169,0.2309 +0.5476,0.3807 +0.7546,0.4518 +0.6005,0.1856 +1.2543,0.474 +1.0022,0.4404 +1.1321,0.5009 +0.8446,0.4026 +1.592,0.5458 +1.3573,0.5165 +1.3624,0.4731 +1.8245,0.7192 +1.47,0.6144 +1.1152,0.408 +1.8324,0.6546 +1.3265,0.5336 +1.6322,0.576 +0.7083,0.3198 +1.4665,0.5654 +1.4626,0.561 +1.1118,0.4566 +0.9682,0.4574 +0.7582,0.4196 +0.9181,0.3101 +0.8223,0.4946 +0.948,0.4689 +0.637,0.348 +0.4394,0.3585 +0.5529,0.306 +0.5614,0.0516 +0.7281,0.3897 +0.5491,0.0641 +1.8795,0.7561 +1.6482,0.5573 +1.3412,0.5502 +1.1387,0.4634 +0.9799,0.4891 +0.796,0.3979 +0.9898,0.4264 +1.6477,0.5968 +0.8888,0.4568 +1.3633,0.5389 +1.1784,0.4906 +0.6861,0.185 +1.5107,0.8332 +0.6683,0.2338 +0.7134,0.4087 +1.267,0.1124 +0.5101,0.3691 +0.5452,0.0875 +0.6253,0.4036 +0.5546,0.1656 +0.892,0.4282 +1.4546,0.5624 +1.3775,0.595 +1.0039,0.5671 +1.5778,0.6142 +0.657,0.1329 +1.8175,0.6513 +1.5732,0.5661 +0.7342,0.3993 +0.5278,0.3672 +1.2049,0.5183 +0.9367,0.5781 +0.5507,0.2054 +0.9467,0.521 +1.1072,0.4924 +0.6965,0.3782 +0.3581,0.3865 +1.0442,0.546 +1.086,0.4411 +1.6348,0.6321 +1.0695,0.5898 +1.2087,0.5273 +0.9614,0.3921 +0.7896,0.3556 +1.5653,0.5781 +1.2645,0.5283 +1.6358,0.6079 +0.9782,0.5381 +1.0007,0.5557 +1.4191,0.6195 +1.0728,0.4606 +1.2242,0.5129 +1.3328,0.521 +1.4049,0.569 +1.0163,0.3965 +1.0083,0.3144 +1.1099,0.5475 +1.6099,0.4808 +1.2646,0.4782 +1.0635,0.4285 +1.415,0.4854 +1.0734,0.4633 +0.7863,0.4067 +1.5998,0.5716 +0.7089,0.4613 +1.1803,0.4374 +0.4852,0.3199 +1.3835,0.5143 +1.6839,0.5799 +1.5667,0.595 +0.6186,0.3127 +1.1705,0.4702 +1.604,-0.9834 +1.1796,0.4514 +0.5135,0.3061 +1.194,0.4526 +1.4423,0.5372 +1.5992,0.5722 +1.3475,0.4386 +1.0421,0.6092 +1.0895,0.4099 +0.6012,0.257 +1.8561,0.724 +1.3648,0.4574 +1.34,0.3501 +1.1632,0.5114 +0.779,0.3253 +0.9767,0.3645 +0.8945,0.3213 +0.7868,0.381 +1.2123,0.3851 +0.6536,0.0101 +0.8408,0.227 +0.6803,0.1505 +1.63,0.491 +1.0066,0.4125 +1.4221,0.5474 +0.9938,0.4228 +0.7125,0.2876 +1.3907,0.5095 +1.6071,0.4871 +1.3179,0.344 +0.7018,0.1784 +0.5939,0.4002 +0.4851,0.1462 +0.6214,0.2789 +0.7185,0.4022 +1.0317,0.5383 +0.4328,0.3479 +1.2083,0.5412 +0.4874,0.3141 +0.5085,0.2426 +0.7359,0.479 +1.3163,0.5723 +1.4217,0.5758 +1.558,0.659 +1.4809,0.5579 +1.147,0.5426 +1.7459,0.7632 +1.4265,0.5842 +1.1702,0.5712 +1.7403,0.6927 +1.0066,0.4748 +0.5896,0.3057 +0.9597,0.544 +0.8031,0.522 +0.8129,0.5268 +0.8238,0.4291 +1.3691,0.5733 +1.5332,0.4756 +1.1415,0.5999 +1.2996,0.5776 +0.3948,0.2046 +1.3429,0.579 +1.3494,0.5296 +1.0458,0.2947 +1.7101,0.5454 +1.4191,0.4847 +0.7568,0.334 +0.1405,0.1663 +0.9854,0.419 +0.7999,0.4203 +0.7868,0.4019 +0.4887,0.3016 +0.9029,0.3412 +1.252,0.4205 +0.3334,0.2869 +1.3424,0.4764 +1.2018,0.4538 +1.6372,0.5356 +1.3158,0.5517 +1.659,0.6929 +1.014,0.2786 +1.5271,0.5027 +1.1236,0.3939 +1.7266,0.3188 +0.878,0.4315 +0.851,0.4556 +1.4252,0.4257 +0.9695,0.3613 +0.5448,0.195 +0.9515,0.5069 +1.0489,0.3676 +0.7474,0.1697 +0.8606,0.3558 +0.8794,0.3213 +1.0923,0.4827 +1.2823,0.5834 +2.704,-0.0718 +1.1834,0.4385 +1.3786,0.4876 +1.734,0.5275 +1.7783,0.5837 +1.4444,0.4153 +1.7875,0.583 +1.5622,0.5196 +1.5007,0.4691 +0.972,0.3677 +1.6838,0.1456 +1.3798,0.5395 +1.6905,0.6213 +1.8622,0.5756 +0.7252,0.3366 +1.3667,0.5896 +0.9989,0.3875 +1.0863,0.4876 +1.5783,0.5028 +1.2911,0.5006 +1.359,0.5052 +1.2417,0.531 +1.5787,0.5728 +1.0181,0.432 +1.086,0.4709 +0.9393,0.3984 +0.9663,0.3625 +0.5126,0.2582 +0.7982,0.5021 +-0.1314,0.1317 +0.8972,0.4091 +0.7114,0.4315 +1.1602,0.5721 +1.1913,0.4934 +1.5087,0.5607 +1.3933,0.6475 +1.3196,0.564 +1.5555,0.6071 +1.6562,0.6 +1.042,0.4494 +0.6286,0.1659 +1.5853,0.5539 +1.0579,0.496 +1.7884,0.6559 +1.2362,0.53 +1.257,0.4573 +0.5723,0.4312 +1.1322,0.5932 +0.5251,0.3954 +0.7372,0.426 +0.3988,0.3638 +0.5701,0.4086 +0.5567,0.393 +1.0566,0.5522 +0.5811,0.3523 +0.5851,0.1228 +0.4424,0.2931 +0.9081,0.3983 +1.5707,0.4663 +1.0275,0.5249 +1.3723,0.5222 +1.502,0.5761 +1.4478,0.559 +1.3862,0.517 +1.5155,0.5447 +1.4502,0.5458 +1.5839,0.9042 +0.7561,0.0086 +0.9701,0.4328 +0.8157,0.4329 +0.7537,0.4076 +1.4376,0.6383 +1.4872,0.5646 +0.7552,0.4466 +1.0641,0.4254 +0.8118,0.1492 +1.4762,0.5359 +0.7151,0.1798 +0.4826,0.2735 +1.5168,0.6737 +0.9525,0.5011 +0.9027,0.4877 +0.4734,0.1784 +0.6343,0.3514 +1.3903,0.6607 +1.3259,0.6024 +1.0753,0.4075 +1.8387,0.6816 +1.056,0.4484 +1.5237,0.5547 +1.4225,0.5209 +0.7251,0.3277 +0.9226,0.4149 +1.3884,0.5501 +1.5199,0.6656 +1.8873,0.7308 +1.7037,0.7292 +5.7796,0.4892 +1.0157,0.4921 +0.9751,0.493 +1.5023,0.6065 +0.8644,0.5282 +0.8158,0.4881 +0.6086,0.2217 +0.7609,0.4051 +0.9681,0.391 +0.9657,0.562 +1.1325,0.5366 +0.8232,0.4419 +0.7576,0.4813 +0.4905,0.3 +0.531,0.3158 +1.0371,0.4891 +1.2238,0.4814 +0.7959,0.2139 +0.5155,0.3104 +1.6407,0.6441 +1.6123,0.5812 +1.5235,0.5751 +1.1198,0.3509 +1.7536,0.7801 +1.6908,0.7581 +0.5573,-0.1485 +1.1277,0.5862 +1.204,0.5893 +1.3443,0.5768 +1.6236,0.5832 +1.1974,0.5354 +0.4631,0.1651 +0.8742,0.3464 +0.3913,0.336 +0.9055,0.419 +0.952,0.4351 +0.9097,0.4333 +0.7459,0.3877 +0.998,0.3644 +1.0225,0.5898 +0.8745,0.4427 +0.5041,0.4024 +0.7529,0.4033 +0.9945,0.6081 +0.4591,0.2523 +1.0143,0.456 +0.4164,0.2881 +1.1101,0.5371 +1.609,0.6992 +1.3666,0.4512 +1.7786,0.6706 +1.1475,0.4611 +1.5712,0.5958 +1.2848,0.5128 +1.4889,0.5359 +1.2424,0.3991 +1.3155,0.4915 +1.6957,0.6245 +1.4467,0.4494 +0.5813,0.2911 +1.2538,0.5672 +1.3741,0.4902 +1.5573,0.5075 +1.2763,0.498 +1.5526,0.5752 +0.9207,0.3902 +0.9198,0.3791 +0.9051,0.3845 +1.6922,0.6164 +1.5171,0.6083 +1.4587,0.4678 +0.6119,0.2899 +1.5693,0.6298 +1.6484,0.6458 +1.2633,0.4738 +1.0405,0.4037 +1.5698,0.4822 +1.5684,0.5729 +1.5881,0.5453 +1.6378,0.5671 +1.8775,-0.6391 +0.471,-3.7568 +1.0857,0.6847 +0.5905,0.303 +0.9478,0.4364 +1.1311,0.4815 +0.5166,0.4068 +0.935,0.5563 +0.2485,0.2304 +0.9057,0.5294 +0.8869,0.4412 +0.5199,0.347 +0.5128,0.3672 +0.7367,0.4264 +0.4864,0.2721 +0.7287,0.4583 +0.9177,0.1913 +0.8582,0.5242 +1.7665,0.706 +1.2996,0.4338 +1.4883,0.5791 +1.4784,0.5791 +1.6497,0.7464 +1.7376,0.6135 +1.7554,0.7332 +1.7019,0.6534 +0.829,0.4691 +1.6731,0.656 +1.6919,0.5377 +1.7304,0.6176 +1.738,0.6468 +1.2681,0.5727 +0.198,0.2062 +1.4702,0.4693 +1.1148,0.589 +0.9722,0.501 +1.1309,0.4943 +0.9892,0.4751 +0.8074,0.5117 +0.4145,0.4177 +0.544,0.3666 +0.4988,0.4334 +1.0499,0.4309 +1.5446,0.5266 +1.133,0.5509 +1.714,0.7462 +1.4988,0.5917 +0.9487,0.4651 +1.6358,0.7206 +1.7184,0.6972 +1.3326,0.4466 +0.6569,0.1235 +1.8092,0.6426 +1.8263,0.7624 +1.7717,0.6812 +1.6114,0.5092 +0.555,0.2581 +1.4352,0.5576 +0.6976,0.3856 +0.6202,0.2084 +0.7967,0.3468 +0.4593,0.2456 +1.1508,0.4662 +0.4173,0.2583 +1.2168,0.389 +1.6121,0.5823 +1.9158,0.6016 +0.8612,0.2893 +1.3688,0.4199 +1.5373,0.4966 +1.4704,0.5483 +0.6975,0.4017 +0.7705,0.3835 +0.6248,0.1004 +0.4674,0.2612 +0.785,0.3584 +0.7698,0.3856 +1.6233,0.4575 +1.8602,0.6299 +0.964,0.4478 +1.8449,0.6308 +1.2199,0.4821 +1.2717,0.179 +1.5442,0.5482 +1.5877,0.5631 +1.0053,0.5076 +1.2803,0.5204 +0.5578,0.4161 +0.6559,0.2939 +1.5518,0.5585 +1.3527,0.5129 +1.0561,-0.0713 +1.3713,0.4771 +1.058,0.421 +0.8093,0.4001 +0.3901,0.32 +1.7187,0.513 +1.396,0.5182 +1.4949,0.5571 +1.6597,0.6643 +1.5234,0.5119 +1.5328,0.6557 +1.4681,0.5533 +1.5214,0.5755 +1.7847,0.7199 +1.1981,0.5718 +1.3523,0.5358 +0.7361,0.3555 +0.864,0.4332 +0.9165,0.4409 +0.8545,0.3979 +0.9341,0.4076 +0.6341,0.5196 +0.4746,0.2011 +0.6483,0.3238 +0.4959,0.2187 +0.6467,0.4407 +0.6904,0.3473 +0.849,0.4197 +0.718,0.2957 +1.5085,0.5675 +1.3091,0.5231 +1.8292,0.6098 +1.3647,0.485 +1.774,0.6389 +0.9837,0.426 +1.5722,0.5999 +1.1655,0.4855 +1.1652,0.4279 +0.7549,0.3332 +1.2107,0.4447 +1.7928,0.6582 +1.2727,0.4776 +0.397,0.2562 +0.807,0.4609 +0.8088,0.3541 +1.0063,0.4947 +0.7641,0.3841 +0.551,0.4186 +1.1633,0.5584 +1.0187,0.4398 +1.4653,0.609 +1.1733,0.5435 +1.1496,0.5299 +1.1181,0.5253 +0.7628,0.3428 +1.4417,0.5226 +1.7437,0.6275 +1.5799,0.6774 +1.3888,0.5939 +1.0067,0.6791 +1.0238,0.349 +1.5265,0.577 +1.7779,0.6284 +0.5383,0.1624 +0.7249,0.3669 +1.2667,0.5407 +0.9717,0.4413 +0.5592,0.3946 +0.6705,0.3921 +0.9223,0.411 +0.8088,0.3749 +0.9541,0.4937 +0.9501,0.5395 +0.9124,0.465 +1.0344,0.4474 +0.8256,0.4457 +0.9225,0.538 +1.2529,0.5887 +1.0651,0.4643 +0.872,0.4866 +0.4558,0.2663 +0.9645,0.5601 +1.2608,0.5542 +0.6291,0.3807 +1.1963,0.6209 +0.9649,0.4688 +0.9013,0.3181 +1.102,0.4649 +1.2878,0.6199 +1.2631,0.4515 +1.3793,0.5882 +0.6544,0.2922 +1.8142,0.6781 +1.3148,0.5596 +1.4617,0.6068 +1.3865,0.7081 +1.5539,0.6176 +0.2654,0.1548 +1.2406,0.4415 +-1.3259,0.6094 +0.7486,0.4464 +0.4981,0.3834 +0.6849,0.3394 +0.8494,0.3093 +0.9058,0.4144 +0.8662,0.3612 +1.1732,0.4925 +1.2003,0.4521 +1.6473,0.5902 +1.4587,0.5818 +1.3943,0.571 +1.4205,-0.4455 +1.2111,0.4682 +1.7422,0.6331 +1.6117,0.5813 +1.216,0.405 +6.8291,0.677 +1.3758,0.5775 +0.5985,0.3512 +1.1051,0.4193 +0.5101,0.2854 +1.008,0.4376 +0.3985,0.2007 +0.8318,0.3444 +0.8451,0.3824 +1.6764,0.7016 +1.1273,0.4489 +1.3056,0.4935 +1.2358,0.3588 +0.7355,0.1621 +0.8438,0.3627 +1.4455,0.4801 +1.7426,0.6639 +1.4123,0.4139 +1.9174,0.6423 +1.298,0.4504 +1.3309,0.6753 +1.2878,0.4268 +1.2351,0.4374 +0.7783,0.5444 +0.7439,0.4832 +0.6358,0.3371 +0.7182,0.4512 +0.8671,0.5157 +0.8287,0.2929 +1.6845,0.6853 +1.766,0.6884 +1.4876,0.6922 +1.706,0.5735 +1.1599,0.5646 +1.0863,0.4491 +1.1311,0.6254 +0.9494,0.5153 +1.4739,1.4342 +0.1685,0.3957 +0.8923,0.4662 +0.9117,0.1931 +0.9376,0.3381 +1.197,0.4882 +1.2491,0.5022 +1.1505,0.5698 +1.2722,0.5097 +1.0975,0.5149 +1.6977,0.6175 +0.5509,0.1922 +0.512,0.3725 +1.1796,0.489 +1.0094,0.3419 +1.0279,0.3561 +1.0303,0.4474 +0.9829,0.4969 +0.9826,0.4096 +1.0535,0.402 +0.7547,0.3926 +0.9788,0.3956 +0.9233,0.3965 +0.9483,0.4259 +0.9466,0.3773 +0.812,0.3107 +0.7118,0.3413 +0.9685,0.3926 +1.1275,0.3827 +0.4788,0.3496 +1.7589,0.5865 +0.6475,0.3053 +1.2652,0.5938 +1.6351,0.593 +1.8401,0.5791 +1.3309,0.4924 +0.9069,0.4428 +0.4306,0.2743 +1.7415,0.6122 +1.4151,0.5157 +1.8604,0.6979 +0.9318,0.362 +1.0741,0.4118 +0.5289,0.2998 +0.5317,0.3734 +0.8793,0.3276 +0.7179,0.2973 +0.803,0.3495 +1.0588,0.2487 +1.0938,0.4337 +0.4401,0.1341 +0.6825,0.436 +0.4768,0.3384 +0.6532,0.17 +0.9733,0.3932 +1.4269,0.4613 +0.9603,0.421 +1.2541,0.4224 +1.5707,0.6143 +1.2367,0.5081 +1.3839,0.565 +0.5361,0.2196 +0.734,0.4296 +0.5401,0.2848 +0.5299,0.3544 +1.2095,0.4796 +0.4956,0.2793 +1.3521,0.5478 +1.8115,0.6609 +1.7337,0.6679 +1.8766,0.7644 +1.3619,0.5914 +0.6479,0.2119 +1.1036,0.5171 +7.0165,0.9094 +0.4117,-0.2407 +1.1098,0.4651 +0.737,0.4825 +0.8863,0.5781 +0.8414,0.4948 +0.7054,0.4441 +0.5942,0.4224 +0.8388,0.4417 +1.3102,0.5885 +1.4607,0.6535 +1.6882,0.6722 +1.1306,0.601 +1.3131,0.5597 +1.1934,0.4724 +1.0436,0.5376 +0.6899,0.3575 +1.2082,-0.0021 +1.0373,0.4755 +0.6207,0.2856 +1.6922,0.6931 +1.5411,0.6398 +0.955,0.5243 +0.9866,0.4754 +0.9647,0.492 +1.465,0.8998 +1.207,0.5316 +0.6765,0.4399 +1.0514,0.4419 +1.2699,0.504 +0.881,0.462 +1.0212,0.5074 +0.7998,0.3752 +0.6838,0.2418 +1.4823,0.6056 +1.1973,0.4507 +1.3668,0.6383 +1.3598,0.6197 +1.4338,0.5548 +0.9269,0.4059 +1.3144,0.586 +1.5246,0.6116 +1.4164,0.5287 +0.7283,0.3376 +0.6185,0.3803 +0.5369,0.5165 +1.0259,0.4507 +0.8312,0.5041 +0.7915,0.3881 +0.8999,0.3701 +0.8554,0.4321 +0.7409,0.4079 +0.8173,0.5329 +1.1099,0.4353 +1.1266,0.4633 +0.6136,0.2676 +1.524,0.6232 +1.3754,0.6105 +1.5096,0.6198 +0.7034,0.4179 +0.9933,0.4766 +0.5277,0.987 +1.4457,0.5942 +1.0073,0.5366 +1.6051,0.5817 +1.1897,0.5033 +1.6718,0.5945 +1.5814,0.5896 +1.2892,0.5417 +1.6749,0.5868 +1.487,0.6628 +1.6079,0.5613 +1.402,0.5628 +0.9324,0.4852 +1.5422,0.5118 +0.6322,0.2573 +0.9311,0.3756 +0.959,0.4157 +0.807,0.3882 +0.7702,0.3382 +1.0267,0.3515 +1.5781,0.6044 +1.53,0.4918 +1.8536,0.5536 +1.4529,0.5054 +1.5136,0.5231 +1.4479,0.5961 +1.4701,0.4737 +1.5917,0.6064 +1.6674,0.7301 +1.4603,0.5957 +1.5605,0.5617 +1.1833,0.3938 +1.1654,0.4366 +1.4561,0.5861 +0.8579,0.4015 +1.3794,0.5334 +1.2953,0.5088 +1.1741,0.4103 +0.7491,0.6211 +0.8969,0.4673 +0.9113,0.4349 +1.4595,1.2225 +0.4242,0.3121 +0.4634,0.3267 +0.3179,0.2698 +0.2568,0.2411 +1.2912,0.758 +1.63,0.7472 +1.0262,0.5439 +1.1922,0.6663 +1.1693,0.5877 +1.4568,0.588 +0.2586,0.4983 +1.0304,0.5003 +1.012,0.5588 +1.1501,0.4786 +1.2697,0.4902 +0.9932,0.5086 +0.9572,0.5731 +0.4545,0.1921 +0.872,0.1431 +0.9805,0.5113 +0.3267,0.1759 +0.5922,0.442 +0.4883,0.3177 +1.2094,0.6022 +1.0624,0.5598 +1.7146,0.6825 +0.5163,0.2361 +0.4906,0.3681 +0.5781,0.3582 +0.5693,0.3451 +1.0209,0.0842 +1.0193,0.4627 +1.6137,0.578 +0.6952,0.4013 +1.3619,0.4207 +0.7688,0.3474 +1.133,0.4579 +1.5955,0.4625 +1.5723,0.5909 +1.2831,0.5389 +0.8111,0.4005 +1.4627,0.5121 +0.476,0.2169 +1.4751,0.563 +1.8272,0.6411 +0.9439,0.4395 +1.1732,0.5143 +0.5491,0.3306 +0.6408,0.3238 +0.5328,0.3494 +0.4354,0.343 +0.395,0.3124 +0.6055,0.2412 +1.0657,0.5255 +0.9273,0.4066 +0.7701,0.3928 +1.2029,0.5618 +0.9061,0.469 +1.4988,0.5907 +0.8975,0.4044 +0.6189,0.3188 +0.674,0.343 +0.6823,0.4214 +1.2473,0.6024 +0.6753,0.3549 +0.7864,0.3796 +1.3707,0.5553 +0.9402,0.3707 +0.8482,0.3496 +1.5866,0.6937 +0.9675,0.535 +1.0509,0.4679 +0.6902,0.4108 +1.3386,0.6268 +1.0198,0.4561 +0.9335,0.4959 +0.8861,0.4503 +1.1542,0.528 +0.92,0.5157 +0.7706,0.4834 +0.3319,0.2224 +1.6857,0.6307 +1.3894,0.5769 +1.4747,0.5934 +1.3717,0.5899 +1.0641,0.4878 +1.3745,0.5705 +0.9558,0.3554 +0.9107,0.4727 +0.4997,0.3523 +0.8514,0.528 +1.1627,0.551 +0.685,-1.3499 +1.1208,0.4955 +1.0071,0.5968 +1.2448,0.7154 +1.097,0.4862 +1.0363,0.4688 +1.0001,0.5181 +0.6289,0.3652 +0.6848,0.4698 +1.2633,0.5078 +1.3937,0.5666 +1.0362,0.5712 +1.4928,0.5209 +0.8796,0.5305 +1.1274,0.5543 +0.8355,0.409 +0.951,0.5602 +1.0944,0.5004 +1.3803,1.2042 +1.0334,0.5887 +0.9738,0.5349 +1.0708,0.5803 +0.9895,0.5612 +0.2938,0.3717 +0.9737,0.4104 +1.5292,0.5672 +0.9589,0.5079 +0.5127,0.244 +1.1416,0.5199 +0.4306,0.2191 +1.0677,0.5186 +1.2985,0.5484 +1.6315,0.6191 +1.4609,0.6109 +1.263,1.0583 +0.9332,0.5656 +0.3213,0.1304 +0.4551,0.0998 +0.9514,0.5558 +1.1344,0.5474 +1.4377,0.5443 +0.9087,0.453 +0.7018,0.1477 +1.0587,0.5324 +0.7129,0.4652 +0.913,0.3778 +1.302,0.5322 +0.6572,0.3125 +1.0886,0.534 +1.5251,0.5867 +0.9139,0.187 +1.3843,0.7161 +1.2616,0.4883 +1.2394,0.5304 +1.3222,0.5101 +1.2958,0.4947 +0.9787,0.3996 +0.8441,0.4157 +1.6166,1.0919 +0.7182,0.394 +1.2831,0.4409 +1.0546,0.5816 +0.7221,0.3359 +0.9076,0.3565 +1.0554,0.4096 +1.0857,0.3913 +0.7633,0.366 +0.7354,0.3179 +1.1813,0.4102 +0.8732,0.3685 +1.3797,0.5057 +1.6091,0.574 +1.4347,0.5082 +1.6227,0.6695 +1.0532,0.4962 +1.4622,0.5606 +1.159,0.4881 +1.4918,0.5044 +1.5091,0.3844 +0.6772,0.2854 +1.0168,0.464 +0.824,0.2437 +0.6711,0.3198 +0.6422,0.3596 +1.0212,0.3703 +1.1237,0.3876 +1.1497,0.4952 +1.6704,0.6704 +1.3299,0.5405 +1.711,0.6155 +1.3211,0.6285 +1.293,0.3467 +1.3771,0.4508 +0.9889,0.3297 +0.7987,0.0817 +1.4702,-0.2038 +0.8868,0.3724 +0.9826,0.4097 +0.9115,0.4104 +0.7047,0.2216 +1.586,0.5361 +0.3966,0.2861 +0.2692,0.3342 +1.3407,0.4877 +0.5069,0.378 +0.3925,0.2012 +0.4735,0.2673 +0.8799,0.5009 +0.7598,0.3755 +0.7186,0.2569 +1.2228,0.4988 +1.6373,0.5562 +1.4216,0.5659 +1.715,0.5527 +1.1713,0.4732 +1.6256,0.6183 +1.6115,0.538 +1.4736,0.5044 +0.723,0.5864 +1.5256,0.6138 +1.5939,0.5623 +1.5379,0.5193 +1.4328,0.5484 +0.7781,0.3169 +1.1999,0.6001 +1.5769,0.8288 +1.7218,0.655 +1.3845,0.5199 +2.0263,0.7796 +1.4425,0.3394 +0.903,0.4058 +0.9844,0.3567 +0.9207,0.3252 +0.8373,0.4072 +0.6237,0.2629 +0.9623,0.1764 +0.6017,0.2582 +0.6509,0.3081 +0.418,0.2173 +0.7944,0.2363 +0.4556,0.151 +1.0857,0.4395 +0.8559,0.3662 +0.5822,0.268 +0.5211,0.2548 +0.9505,0.5039 +1.1049,0.4099 +1.0495,0.3317 +1.0848,0.3622 +1.5297,0.5439 +1.7984,0.6727 +1.7493,0.5268 +1.147,0.4505 +1.4628,0.434 +0.7924,-0.3726 +1.0593,0.4612 +0.3829,0.1271 +0.9325,0.4347 +-0.0992,0.0725 +0.3287,0.2614 +0.454,0.2338 +0.7238,0.3575 +0.5509,0.2593 +0.792,0.019 +1.0004,0.4724 +0.8583,0.4113 +0.387,0.3141 +1.7384,-0.294 +0.3665,0.2221 +0.4741,0.3741 +0.6384,0.3733 +0.6102,0.3016 +0.552,0.2065 +0.5497,0.3332 +0.8482,0.2534 +0.3322,0.2188 +1.6104,0.5198 +0.6381,0.3031 +1.5334,0.5426 +0.8721,0.3684 +1.9759,0.4651 +1.0981,0.5589 +1.3329,0.4854 +0.4815,0.158 +1.3811,0.4417 +0.8333,0.4078 +1.0742,0.4873 +1.0178,0.4168 +0.8617,0.3864 +1.064,0.4908 +1.0208,0.4648 +1.2118,0.4747 +1.5573,0.6281 +0.4696,0.2773 +0.6987,0.4002 +0.7977,0.4364 +0.7471,0.4509 +0.5893,0.307 +2.0026,0.6709 +1.1756,0.4415 +1.7774,0.6416 +1.1735,0.3737 +1.926,0.6417 +0.6592,0.2877 +1.7959,0.6386 +0.7071,0.2626 +1.3322,0.5795 +1.5506,0.8796 +0.8653,0.3549 +1.5566,0.538 +1.4986,0.6223 +1.6802,0.687 +1.3435,0.5079 +1.6153,0.5526 +1.1983,0.4586 +1.5683,0.565 +0.7044,0.3465 +0.963,0.4814 +0.9555,0.3957 +1.0864,0.3888 +1.0035,0.4224 +1.56,-0.05 +0.5663,-0.0284 +1.3479,0.5017 +1.2746,0.4832 +1.204,0.4101 +1.8687,0.6835 +1.8214,0.6292 +1.6694,0.5795 +1.8798,0.6283 +1.2771,0.4815 +1.5791,0.5456 +1.4391,0.5265 +1.813,0.6206 +1.8078,0.6291 +1.0982,0.4149 +1.073,0.4735 +0.7817,0.3501 +0.62,0.3802 +0.4586,0.3008 +0.3755,0.4753 +0.4524,0.2567 +0.5698,0.0984 +0.8414,0.4718 +1.2069,0.4178 +0.478,0.2453 +1.3474,0.4439 +0.8808,0.4039 +1.0394,0.5445 +1.2701,0.5289 +1.6625,0.586 +1.5476,0.5456 +0.4087,0.2193 +0.5218,0.1884 +1.4668,0.5109 +1.4137,0.4656 +1.0048,0.3943 +0.5683,0.2441 +1.2117,0.4905 +0.8786,0.3016 +1.5146,0.4886 +1.5733,0.5214 +0.664,0.361 +0.7579,0.34 +0.9535,0.2974 +1.0154,0.3694 +0.7565,0.2999 +1.2627,0.3203 +1.0685,0.345 +0.6255,0.3779 +1.5022,0.4393 +1.6429,0.5382 +1.461,0.518 +1.5524,0.4472 +0.5829,0.2098 +1.0293,0.4737 +1.1867,0.4981 +1.0682,0.4046 +0.8383,0.4166 +0.6525,0.1775 +0.9634,0.4982 +0.6745,0.3233 +0.8848,0.3645 +1.2801,0.3495 +1.5091,0.5413 +1.0197,0.3757 +0.2962,0.1879 +0.76,0.3453 +0.6788,0.3336 +0.5509,0.2347 +1.2525,0.4705 +1.0817,0.4526 +1.1911,0.513 +0.9499,0.3742 +1.2255,0.4185 +1.159,0.3921 +1.4784,0.5119 +1.3265,0.4245 +1.3312,0.4415 +0.6779,0.2657 +0.4973,0.1893 +0.6305,-0.0023 +1.3077,0.555 +0.7583,0.5009 +1.0136,0.4082 +1.5791,0.5861 +1.0505,0.4584 +0.773,0.4731 +0.3803,0.3603 +0.4199,0.5569 +1.3519,0.4795 +1.0305,0.3782 +0.7131,0.4431 +1.6644,0.5534 +0.9883,0.3915 +1.0138,0.4183 +0.8136,0.1825 +0.9271,0.415 +0.7188,0.3218 +0.7773,0.3165 +0.4927,0.3309 +1.5117,0.5078 +0.6696,0.3668 +0.7032,0.3983 +0.9591,0.3563 +0.4305,0.2454 +0.3455,0.2918 +0.9639,0.4196 +0.8816,0.2704 +0.7278,0.3761 +0.8879,0.4122 +1.2895,0.433 +1.7119,0.5951 +1.3344,0.4445 +1.7918,0.6195 +1.5653,0.5261 +1.4996,0.5743 +0.9102,0.4577 +1.4163,0.5046 +1.3224,0.5298 +1.4718,0.5612 +0.564,0.4188 +0.6935,-0.6962 +0.9501,0.4243 +0.6401,0.3812 +0.7111,0.2918 +1.5824,0.6492 +1.5162,0.5249 +0.8474,0.2995 +0.5414,0.3657 +1.0961,0.425 +0.6,0.6906 +0.5337,-0.8623 +0.8837,0.4162 +2.0175,-4.0305 +0.8481,0.3934 +0.6994,0.2309 +0.4649,0.2976 +0.7002,0.2857 +1.0988,0.3077 +0.5563,-3.6251 +0.9886,0.3055 +0.5337,0.2403 +1.6747,0.5515 +1.5464,0.5645 +1.211,0.5017 +1.6314,0.5656 +1.6531,0.5138 +1.5667,0.5014 +1.5493,0.5524 +1.3887,0.324 +1.1302,0.4525 +1.0657,0.4129 +1.1884,0.4982 +1.258,0.517 +1.5951,0.545 +1.6543,0.6088 +0.6701,0.3344 +1.18,0.5118 +0.8261,0.3802 +1.433,0.5984 +1.0569,0.4815 +0.9745,0.3818 +0.8803,0.406 +1.5057,0.5709 +1.6866,0.5897 +1.7354,0.6409 +1.4841,0.4919 +1.7383,0.6504 +1.4913,0.5945 +1.3485,0.5095 +1.092,0.4051 +1.0904,0.5434 +1.5827,0.5771 +1.1416,0.4304 +1.2204,0.4793 +0.3322,0.3567 +0.4868,0.2803 +0.7002,0.1723 +1.628,0.6456 +0.6533,0.3139 +1.0677,0.3803 +1.4437,0.5652 +0.4982,0.2552 +1.3306,0.3264 +1.6123,0.507 +1.2228,0.5136 +1.2928,0.4614 +1.6608,0.5975 +1.1229,0.4175 +1.3023,0.4492 +1.6813,0.5572 +1.4761,0.4693 +1.6092,0.5423 +1.2052,-1.1639 +0.995,0.3751 +1.7082,0.5901 +1.664,0.5692 +0.7093,0.286 +0.4488,0.2332 +1.2329,0.464 +0.7846,0.4103 +0.8947,0.2859 +1.1004,0.4538 +0.3742,0.2063 +0.4456,0.276 +1.3782,0.5018 +0.823,0.2827 +1.1129,0.303 +1.7185,0.5938 +1.7951,0.5609 +1.5228,0.5114 +0.6959,0.1417 +1.8009,0.6936 +0.7104,0.4032 +1.0513,0.4674 +0.5599,0.2678 +1.622,0.6305 +1.3832,0.4607 +1.8565,0.633 +1.2723,0.3994 +1.5769,0.5667 +1.8101,0.8497 +1.6947,0.6952 +1.8894,0.705 +1.5905,0.5259 +0.7285,0.3897 +1.1801,0.466 +0.9798,0.6984 +0.4537,0.3235 +0.1375,0.3632 +0.7009,0.3025 +1.6487,0.596 +0.6386,0.2422 +0.8788,0.3604 +0.8005,0.3407 +1.6099,0.5401 +0.4675,0.0235 +1.1129,0.4538 +0.9211,0.4129 +0.5041,0.2626 +1.6522,0.5034 +1.1319,0.4921 +0.9489,0.3943 +1.4394,0.5417 +1.4005,0.6553 +1.371,0.4211 +1.5363,0.5479 +1.4355,0.4509 +1.6323,0.5752 +1.1317,0.4548 +1.4394,0.5838 +1.5992,0.5428 +1.4882,0.5413 +0.7632,-0.134 +0.9373,0.4611 +1.1258,0.1628 +0.8496,0.4573 +1.1593,0.4199 +0.9267,0.3546 +0.2816,0.2161 +0.9123,0.2037 +1.6655,0.6033 +1.4033,0.4805 +1.8766,0.7364 +0.8385,0.4452 +1.5254,0.2574 +1.6774,0.585 +1.4867,0.4895 +1.6054,0.5006 +1.3,0.4965 +1.3225,0.5041 +0.6232,0.1983 +0.6235,0.3523 +0.9639,0.3826 +0.6863,0.4067 +1.4319,0.4999 +0.6166,0.2681 +0.9011,0.3715 +0.3283,-0.0699 +0.7158,0.3801 +0.8792,0.3808 +1.3209,0.4076 +1.5275,0.572 +0.911,0.2642 +2.06,0.7802 +1.1898,0.4997 +1.3259,0.5161 +0.8748,0.3772 +1.1994,0.529 +1.6244,0.5697 +1.456,1.5389 +0.8438,0.2136 +1.0693,0.4676 +1.0846,0.4112 +1.2017,0.3124 +0.9277,0.4216 +0.9933,0.546 +1.0245,0.5399 +1.3251,0.456 +1.1658,0.5394 +1.3666,0.5128 +1.3067,0.4744 +1.2508,0.4829 +0.5397,0.3052 +0.9844,0.5147 +0.8096,0.3239 +1.2205,0.4678 +0.6557,0.2948 +0.7481,0.3889 +0.8066,0.4189 +0.8963,0.4235 +0.7463,0.3221 +0.4969,0.3368 +1.4486,0.5498 +1.5262,0.517 +1.2685,0.4335 +1.2603,0.4852 +1.3232,0.5546 +1.2756,0.455 +1.325,0.501 +1.3675,0.5329 +1.5466,0.5637 +1.5084,0.7056 +1.2183,0.5068 +1.3444,0.5112 +0.9112,0.4061 +0.7202,0.3428 +1.2328,0.4877 +0.8433,0.3614 +0.6099,0.2591 +0.8985,0.3993 +0.8058,0.3632 +1.1021,0.4357 +1.3846,0.496 +1.4617,0.5257 +0.9027,0.417 +1.3072,0.5608 +1.0107,0.4117 +1.3767,0.5106 +1.0057,0.4139 +1.1141,0.544 +0.8077,0.4165 +0.4051,0.2481 +0.7085,0.4 +0.4367,0.2385 +0.7996,0.3268 +1.1318,0.4495 +0.698,0.3361 +1.2053,0.4352 +0.6941,0.3552 +0.4469,0.2452 +0.9121,0.3965 +1.1102,0.5015 +0.6176,0.343 +0.8341,0.3331 +1.4337,0.4965 +1.3286,0.5324 +1.6149,0.6034 +1.5001,0.5428 +1.3756,0.474 +1.1185,0.4076 +1.4547,0.5232 +1.1808,0.4677 +0.4464,0.113 +0.4611,0.2365 +1.5984,0.5336 +1.4166,0.5107 +1.5778,0.5213 +1.1446,0.4199 +1.038,0.4834 +0.7572,0.1861 +0.4508,0.1155 +0.8969,0.4567 +1.1733,0.5201 +0.6805,0.288 +0.7139,0.3124 +1.4509,0.4919 +1.2463,0.4326 +1.2079,0.3913 +0.0773,-2.1785 +1.4975,0.5375 +1.1658,0.4417 +1.0012,0.3193 +1.1366,0.4997 +3.8149,0.1186 +0.9007,0.4072 +0.8722,0.4033 +1.8323,0.6495 +1.4394,0.5834 +1.482,0.5479 +1.1812,0.4233 +1.1773,0.512 +1.4079,0.4985 +1.8625,0.748 +1.3984,0.5083 +0.2492,0.4985 +0.5593,0.1002 +1.1956,0.4942 +0.9978,0.5302 +0.7134,0.3613 +0.6607,0.2853 +1.5815,0.4087 +0.2904,0.2443 +0.7084,0.3131 +0.6138,-1.1327 +0.0666,-0.8395 +0.4974,0.29 +0.3514,-0.122 +0.2441,-0.1154 +0.4361,-0.2265 +0.2693,-0.0529 +0.38,-0.0878 +0.6988,-0.5079 +0.6926,0.0905 +1.0112,-0.1774 +0.5775,-0.0378 +0.8701,0.3805 +1.9191,0.6838 +0.7169,0.2954 +0.5321,0.4104 +0.7166,0.2224 +1.604,0.6052 +1.2278,0.4778 +0.0519,0.057 +0.6307,-0.0704 +0.5121,-0.5006 +0.4896,-0.169 +0.7465,0.21 +0.7707,0.4515 +0.7704,-0.0134 +-0.2225,-0.3965 +0.5323,0.1454 +0.7105,0.7884 +1.0807,0.4546 +1.0854,0.3942 +0.6893,0.3428 +0.499,0.1242 +1.0479,0.3758 +0.7569,0.332 +0.4293,0.2409 +1.5267,0.517 +1.3363,0.4591 +1.0036,0.545 +1.4816,0.5496 +1.1704,0.5088 +1.52,0.537 +0.995,0.4612 +1.5158,0.4376 +1.3957,0.5044 +1.4572,0.6146 +1.5256,0.5749 +0.7741,0.3623 +0.4698,0.2686 +0.661,0.2341 +0.1455,0.1646 +0.8299,0.3415 +0.5906,0.3524 +1.0171,0.394 +0.8524,0.3245 +0.9574,0.4616 +0.7575,0.3816 +1.0539,0.4079 +1.162,0.4382 +1.4329,0.4838 +1.0638,0.4077 +1.2163,0.427 +1.4315,0.5621 +1.2678,0.5745 +1.2401,0.6376 +1.52,0.5635 +1.4554,0.4795 +1.4769,0.5534 +1.4893,0.5454 +1.1742,0.4271 +1.5824,0.5668 +0.9071,0.4058 +0.9167,0.4131 +0.8964,0.4191 +0.9433,0.4539 +0.9258,0.4234 +0.9602,0.4109 +0.7647,0.3764 +1.3677,0.6399 +0.8925,0.3864 +0.8704,0.3918 +0.785,0.4989 +0.8849,0.4207 +1.128,0.5216 +1.2691,0.4447 +0.8522,0.3575 +1.1882,0.5118 +0.8592,0.3847 +0.478,0.2862 +1.6944,0.5927 +0.6797,0.3588 +0.9517,0.4521 +0.91,0.3984 +0.6645,0.3374 +0.5942,0.3484 +0.9877,0.3947 +0.3654,0.1779 +0.422,0.1467 +0.6841,0.3165 +1.1496,0.3582 +1.3549,0.4903 +1.5381,0.4529 +1.8782,0.5881 +1.5542,0.5639 +1.3024,0.4868 +0.9794,0.4325 +1.3092,0.5229 +0.9574,0.4406 +0.9003,0.4039 +1.4573,0.5434 +1.5313,0.5418 +1.616,0.5811 +0.9033,0.3408 +1.2218,0.5374 +0.8052,0.3815 +1.0066,0.4895 +0.5444,0.3769 +0.7339,0.3402 +0.9497,0.4398 +1.9342,0.7545 +0.9422,0.444 +0.9815,0.4251 +1.5245,0.5507 +1.5751,0.5514 +0.6549,0.3763 +0.8774,0.3652 +0.6054,0.3457 +0.4774,0.2906 +0.902,0.4334 +0.3092,0.2265 +0.5321,0.2355 +0.5746,0.2705 +1.2706,0.5303 +1.2572,0.5034 +1.5769,0.5432 +0.8934,0.3805 +1.7268,0.7377 +1.45,0.5936 +1.0753,0.4936 +1.1629,0.3461 +1.337,0.4795 +0.9609,0.371 +0.4564,0.2116 +0.6115,0.3287 +0.9516,0.4888 +0.9055,0.3961 +0.938,0.4092 +1.156,0.4424 +1.3028,0.4965 +0.9603,0.4352 +1.1339,0.4362 +0.5499,0.1917 +0.6764,0.3857 +0.5715,0.358 +0.7874,0.4049 +0.7321,0.3676 +0.5296,0.3104 +0.9379,0.2451 +0.9797,0.4001 +1.1182,0.3745 +1.7949,0.6233 +1.0507,0.4841 +1.3083,0.4768 +0.6205,0.2989 +0.6238,0.3303 +1.6011,0.5805 +1.0998,0.4009 +0.9416,0.3517 +0.8938,0.3731 +0.7887,0.2084 +1.3961,-2.3216 +0.4967,-0.3848 +0.8757,0.4228 +-0.2591,-0.4259 +1.2418,0.4589 +0.4852,0.2873 +0.5262,0.3059 +0.6608,0.1822 +0.855,0.3854 +0.9755,0.4203 +0.6909,0.3436 +0.8032,0.268 +0.7925,0.3902 +0.5557,0.2757 +0.8476,0.4127 +0.5561,-0.2306 +0.6541,0.293 +0.8167,0.2709 +1.0219,0.3745 +0.3171,0.2025 +-0.5216,-1.97 +0.6667,0.1592 +0.9732,0.3604 +0.8626,0.2993 +0.9309,0.4585 +0.6392,0.123 +1.7491,0.6216 +0.1161,-0.1955 +0.6434,0.0342 +1.2691,0.5506 +1.3585,0.3832 +1.1406,0.4863 +1.4405,0.6035 +1.1119,0.4117 +0.8693,0.3525 +0.8999,0.3203 +1.1124,0.4821 +0.8558,0.3575 +0.9999,0.3884 +1.2313,0.5291 +0.9947,0.0576 +0.3001,0.0742 +0.876,0.3547 +1.1424,0.49 +0.7692,0.3445 +0.4589,0.2521 +0.5325,0.1964 +0.6999,0.3408 +0.6691,0.31 +0.4866,0.3214 +0.6553,0.2708 +1.214,0.4495 +0.6727,0.2451 +1.0051,0.3551 +0.3169,0.3055 +0.4152,0.2309 +1.0838,0.256 +1.4993,0.6961 +1.3577,0.522 +1.352,0.4864 +1.3067,0.4716 +1.2406,0.4695 +1.4716,0.5741 +1.3129,0.4811 +1.3188,0.2926 +1.2505,0.4893 +1.2952,0.5685 +1.1516,0.4217 +1.2577,0.4863 +1.5144,0.5317 +1.1275,0.4605 +1.3003,0.5109 +1.5199,0.5104 +1.2836,0.4863 +0.449,0.2362 +0.9784,0.4384 +0.873,0.363 +1.2654,0.4775 +1.1684,0.5147 +1.1609,0.4738 +0.6846,0.3755 +0.8495,0.5545 +0.8235,0.3625 +0.638,0.3111 +1.2871,0.3504 +1.3986,0.6076 +1.6984,0.6203 +1.3267,0.4726 +1.7509,0.6186 +1.1398,0.45 +1.0444,0.3918 +1.2805,0.5103 +1.0565,0.4337 +0.7891,0.4222 +0.6988,0.2707 +0.8323,0.4067 +0.8428,0.3185 +0.6819,0.3786 +1.1732,0.3973 +0.84,0.4067 +0.5686,0.326 +1.0982,0.3297 +1.6664,0.6058 +1.7348,0.4635 +1.2226,0.4546 +0.4194,0.0774 +0.816,0.3625 +1.408,0.548 +0.7352,0.3676 +0.3432,0.3438 +0.6514,0.2916 +1.0289,0.4909 +0.2921,0.039 +0.5657,0.2383 +0.2613,0.5025 +1.1152,0.344 +0.7585,0.259 +1.5544,0.5584 +1.717,0.6435 +0.8418,0.382 +0.4226,0.0262 +1.052,0.2634 +0.8919,0.3706 +1.7927,0.6157 +0.6221,0.586 +0.973,0.3653 +0.9372,0.4251 +0.994,0.5262 +1.1991,0.4908 +1.5007,0.5353 +1.2996,0.4514 +0.1207,0.1843 +0.7273,0.4463 +0.4842,0.3689 +0.681,0.2953 +0.6818,0.2683 +1.9687,0.5912 +1.7047,0.5799 +1.4391,0.4389 +1.5032,0.529 +1.0927,0.4281 +0.8154,0.3843 +1.0008,0.4572 +0.9456,0.3882 +0.5733,0.2745 +0.9182,0.4139 +0.6096,0.3391 +1.2481,0.4479 +1.0578,0.4747 +0.651,0.4316 +1.4238,0.5783 +0.9553,0.479 +1.6844,0.5444 +0.7714,0.3404 +0.4424,0.2037 +0.0854,0.1074 +0.3336,0.2825 +0.4754,0.286 +1.2585,0.4944 +0.2964,0.117 +0.7241,-0.1744 +0.9973,0.475 +0.9022,0.3888 +1.1143,0.5154 +1.2804,0.508 +1.7474,0.6507 +1.4563,0.5624 +1.5498,0.5503 +1.8207,0.6618 +1.1869,0.5488 +0.3672,0.2427 +1.0696,0.4459 +0.6918,0.3559 +0.9064,0.4532 +0.4169,0.2952 +0.4992,0.2796 +0.6568,0.3697 +0.4835,0.2021 +0.9247,0.3843 +1.4527,0.5214 +1.9135,0.629 +1.7777,0.5971 +1.3185,0.4826 +1.2728,0.5114 +1.0407,0.5254 +0.9224,0.2981 +1.6545,0.6088 +0.2186,0.3003 +1.3746,1.2045 +0.6509,0.365 +1.4279,0.5051 +1.3766,0.5372 +1.5242,0.5548 +1.2785,0.4898 +1.3829,0.5043 +1.3889,0.5133 +1.4002,0.5456 +1.1914,0.5161 +0.9794,0.414 +0.9935,0.43 +1.2854,0.4454 +1.3279,0.4649 +1.081,0.3884 +1.0334,0.4376 +1.0294,0.4742 +1.2349,0.4245 +1.0839,0.6593 +0.8949,0.4461 +1.0306,0.5048 +1.0646,0.3616 +0.6062,0.1973 +1.2225,0.4802 +1.2481,0.5121 +1.2741,0.4338 +1.0774,0.462 +0.8668,0.3375 +1.8455,0.646 +1.1928,0.5675 +1.2559,0.5393 +1.3694,0.4948 +0.9731,0.4643 +1.289,0.4641 +1.497,0.3471 +1.373,0.4353 +1.3239,0.4934 +1.0051,0.4103 +1.2382,0.5134 +1.3683,0.487 +1.2964,0.4777 +1.3425,0.5047 +0.7762,0.3638 +1.3177,0.5251 +1.928,0.616 +1.2849,0.4294 +4.3468,0.2484 +8.4921,-7.427 +0.0931,0.0539 +0.9212,0.3841 +0.9589,0.3925 +0.6346,0.2769 +1.2799,0.5439 +0.872,0.4334 +0.2247,-0.2935 +1.362,0.5081 +1.0537,0.4316 +1.045,0.3783 +1.42,0.4354 +0.5527,0.1992 +0.9486,0.3977 +0.7271,0.3189 +1.058,0.4377 +1.2063,0.3924 +0.9985,0.217 +1.2951,0.6408 +0.9079,0.4334 +0.6201,0.2892 +0.4197,0.1291 +1.017,0.3608 +0.7171,0.347 +1.439,0.5001 +1.5513,0.5329 +1.3389,0.519 +1.1343,0.4718 +1.4644,0.5168 +1.2974,0.6282 +1.0903,0.3805 +1.6692,0.4467 +0.7375,0.3104 +1.3323,0.4264 +1.1314,0.3554 +1.0464,0.3795 +1.6095,0.5557 +0.9726,0.5713 +1.4732,0.5185 +1.6967,0.6951 +1.5536,0.5539 +1.1525,0.5214 +1.0649,0.4148 +1.1422,0.462 +1.856,0.5888 +1.0287,0.4308 +1.0862,0.3958 +0.7969,0.3171 +1.1016,0.4394 +1.1095,0.4196 +1.1545,0.4507 +1.0256,0.3935 +0.7024,0.2696 +1.4431,0.4931 +0.6632,0.2954 +0.4823,0.2254 +1.1081,0.4577 +0.5358,0.34 +1.3564,0.5101 +1.347,0.4521 +1.2912,0.5239 +1.5147,0.4681 +1.052,0.4259 +1.4117,0.5102 +1.4207,0.4797 +0.94,0.1766 +1.342,0.5146 +0.8966,0.4692 +1.3181,0.5064 +0.8918,0.3664 +1.3762,0.4895 +1.0601,0.378 +1.1002,0.4297 +1.3224,0.5058 +0.4118,0.1687 +0.3333,0.2353 +1.0257,0.3402 +0.8403,0.4014 +0.6231,0.1154 +1.0738,0.4809 +0.8888,0.383 +0.4645,0.1564 +1.0722,0.4127 +0.9814,0.3883 +0.8557,0.4166 +0.1634,0.5101 +0.5604,0.2762 +0.9037,0.2883 +0.6559,0.3471 +0.4935,0.2112 +1.1985,0.4163 +0.9672,0.3848 +1.483,0.5217 +1.301,0.4812 +1.4751,0.4731 +0.8757,0.2475 +1.4825,0.3988 +1.0471,0.3798 +1.4575,0.5018 +1.3978,0.5019 +1.6667,0.6631 +1.7556,0.7502 +1.0978,0.4804 +0.7032,0.2816 +1.1981,0.5591 +0.9804,0.4572 +1.0986,0.414 +1.038,0.4603 +0.9445,0.5073 +1.155,0.4368 +1.2643,0.5411 +1.1991,0.4613 +1.0992,0.4196 +1.2557,0.4561 +0.9442,0.5246 +0.5676,0.3297 +1.1276,0.4658 +0.9673,0.2931 +1.0401,0.4027 +1.1774,0.4307 +0.9096,0.3478 +0.839,-0.2917 +1.465,0.5466 +1.8465,0.6197 +1.2472,0.5172 +1.4124,0.5338 +1.1963,0.479 +0.6358,0.1637 +0.0792,0.0387 +0.32,0.1203 +1.037,0.5053 +1.0637,0.5423 +0.8337,0.4132 +1.1917,0.4608 +0.879,0.3886 +0.6141,0.3729 +1.1381,0.4181 +0.7128,0.2957 +0.9978,0.4715 +1.131,0.5808 +1.8674,0.6982 +1.3061,0.5127 +0.9593,0.4536 +0.4024,0.3232 +1.7934,0.5856 +1.4408,0.316 +1.3046,0.379 +0.4757,0.2417 +0.7184,0.2711 +1.3459,0.5041 +1.3209,0.4876 +0.9912,0.47 +1.1581,0.4665 +0.3672,0.6109 +0.8086,0.3523 +1.37,0.547 +1.0897,0.4585 +0.6394,0.3839 +0.5498,0.2815 +0.8704,0.4089 +1.7106,0.587 +0.5908,0.3691 +1.4369,0.4914 +1.5181,0.5554 +1.2305,0.4096 +1.5378,0.5267 +0.8172,0.7412 +1.048,0.4728 +0.9749,0.4281 +1.2323,0.4684 +1.276,0.5501 +0.8191,0.5229 +0.8576,0.4024 +0.3912,0.2425 +0.6605,0.2996 +0.5842,0.4541 +0.9483,0.4655 +1.795,0.5946 +1.2618,0.4926 +1.0687,0.4909 +1.3444,0.5637 +1.7561,0.8209 +0.8639,0.3888 +1.8166,1.0412 +0.4546,0.6057 +0.9281,0.4383 +1.0913,0.4486 +1.015,0.5136 +0.8461,0.456 +1.2012,0.5087 +1.1096,0.5166 +1.2529,0.505 +1.108,0.4734 +0.7511,0.3124 +0.7665,0.3527 +1.2073,0.4737 +1.3165,0.5082 +0.4175,0.3295 +0.8923,0.429 +1.1374,0.5293 +1.2629,0.3802 +1.0364,0.4643 +0.8844,0.2836 +1.0381,0.5208 +0.4832,0.2667 +0.9611,0.5476 +0.788,0.3384 +1.8134,0.6369 +1.7425,0.6123 +0.713,-0.1654 +1.1989,0.5144 +1.3574,0.5287 +1.5702,0.5383 +1.7358,0.676 +1.4824,0.4271 +1.4758,0.5746 +1.7252,0.6333 +1.0806,0.4644 +0.9828,0.4085 +0.8789,0.5452 +2.8173,-2.6938 +0.9198,0.3111 +1.5671,0.5295 +0.4722,0.16 +0.4816,0.27 +0.9941,0.4671 +0.9193,0.4285 +0.9055,0.3815 +0.9505,0.5604 +0.5898,0.2722 +0.7861,0.3339 +1.1624,0.4652 +0.6135,0.1467 +0.8512,0.3504 +0.6329,0.4039 +1.4549,0.5853 +0.4898,0.2889 +1.1615,0.4916 +1.1247,0.5346 +1.4923,0.4834 +1.6075,0.4914 +0.7122,0.0344 +0.5868,0.3101 +1.4677,0.4913 +1.3396,0.5134 +1.4808,0.5321 +1.3107,0.5045 +1.3013,0.5268 +1.5398,0.5133 +1.3888,0.4702 +1.288,0.4665 +1.4509,0.4978 +1.4964,0.5296 +1.5432,0.6197 +1.4692,0.4732 +1.5971,0.5525 +1.4532,0.3232 +0.8686,0.4138 +1.3935,0.5023 +0.8229,0.1952 +0.9835,0.4197 +1.4936,0.5891 +1.0873,0.4544 +1.3395,0.4866 +1.0746,0.4572 +1.411,0.4748 +1.6327,0.5405 +0.6804,0.3472 +1.3495,0.5367 +-1.2109,0.7273 +0.9137,0.4245 +1.3787,0.4933 +0.8284,0.3933 +1.0479,0.3751 +0.8613,0.4492 +0.6532,0.2624 +1.1167,0.4967 +0.8339,0.3764 +0.968,0.3862 +0.9637,0.4675 +0.8239,0.4202 +1.2835,0.2736 +1.0653,0.4268 +1.1741,0.499 +0.3796,0.2566 +0.5519,0.2474 +0.7691,0.4514 +0.4156,0.2257 +1.0149,0.3882 +1.0557,0.4672 +1.4975,0.5739 +1.396,0.481 +1.9369,0.6379 +1.8584,0.6166 +1.3203,0.5078 +1.3806,0.4285 +1.567,0.4642 +1.4393,0.4697 +1.4444,0.4847 +1.626,0.5709 +1.3447,0.6096 +1.1497,0.4404 +1.3734,0.399 +1.118,0.5505 +1.3456,0.4362 +1.7881,0.5815 +1.2053,0.4589 +1.3884,0.4913 +1.4079,0.2332 +0.998,0.4226 +0.4081,0.2148 +0.7883,0.4168 +1.1883,0.486 +1.2211,0.464 +1.2373,0.4635 +1.0655,0.4247 +0.7776,0.4105 +1.7015,0.6439 +0.9968,0.4244 +0.9867,0.4608 +0.8285,0.3983 +1.0017,0.3217 +0.8779,0.335 +0.8894,0.4996 +1.1303,0.4773 +1.0373,0.386 +0.4809,0.3259 +1.0863,0.4003 +0.8725,0.4699 +1.1037,0.457 +0.7126,0.2868 +0.7237,0.3975 +1.2263,0.4375 +0.7281,-0.2656 +1.5326,0.7116 +1.4806,0.5486 +1.5712,0.5461 +1.0984,0.5049 +0.5488,0.1295 +1.7569,0.6543 +1.521,0.5042 +1.3236,0.4785 +1.2683,0.4354 +1.3055,0.5677 +1.4032,0.5859 +1.4161,0.5213 +1.3908,0.5469 +1.397,0.59 +1.6229,0.5908 +1.7929,0.5609 +1.826,0.6301 +1.0299,0.4689 +0.7581,0.3271 +0.799,0.3953 +1.2879,0.2505 +1.6312,0.5175 +0.9131,0.35 +1.4212,0.4527 +1.4546,0.5371 +1.8088,0.6625 +0.6166,0.2903 +1.3932,0.4909 +0.503,0.227 +0.8633,0.3698 +0.9151,0.3773 +0.7724,0.3879 +0.6548,0.3165 +1.0062,0.4326 +0.769,0.2119 +1.0534,0.3581 +1.0428,0.4929 +0.4323,0.3391 +0.5968,0.373 +1.8407,0.5992 +1.7021,0.5281 +1.1929,0.4422 +1.8475,0.5552 +0.9588,0.3558 +1.327,0.5021 +1.176,0.4689 +1.4608,0.5634 +1.5184,0.4966 +1.5272,0.4983 +1.4557,0.5756 +1.0197,0.3989 +1.1025,0.3336 +1.6238,0.722 +1.146,0.41 +1.5015,0.515 +1.2624,0.5462 +0.9964,0.4743 +0.8039,0.3863 +0.982,0.4822 +0.8489,0.4051 +2.7002,-2.139 +1.3273,0.47 +1.3903,0.5213 +0.4831,0.2618 +1.0908,0.5112 +1.3954,0.518 +0.4876,0.1736 +0.8587,0.5089 +0.645,0.3799 +1.0965,0.5747 +0.7634,0.3769 +0.9211,0.4224 +1.7968,0.648 +1.8358,0.6328 +1.7919,0.3064 +1.5423,0.5401 +1.7594,0.5519 +1.1164,0.4022 +1.4366,0.4718 +1.0441,0.3681 +1.5256,0.4525 +0.8846,0.2998 +1.863,0.6299 +1.8199,0.562 +1.0973,0.5039 +1.3192,0.506 +1.4126,0.4963 +1.4427,0.4531 +0.669,0.3316 +0.9435,0.3951 +1.4384,1.3161 +0.8417,0.3898 +1.1073,0.4392 +1.0385,0.5311 +1.0545,0.4975 +1.0908,0.466 +1.0941,0.4933 +1.035,0.4477 +0.308,0.3122 +0.8435,0.4108 +0.7104,0.3958 +0.7941,0.4522 +0.8844,0.4117 +0.8322,0.3592 +1.1916,0.4551 +0.534,0.3364 +0.4317,0.2096 +0.9544,0.4469 +0.641,0.2545 +0.7979,0.3139 +0.972,0.4684 +0.5979,0.2777 +0.6173,0.2952 +1.023,0.4696 +1.2177,0.5294 +0.6865,0.3958 +0.8857,0.3556 +1.3614,0.5879 +0.6208,0.0381 +0.8167,0.3559 +1.5785,0.5127 +6.9963,0.4224 +1.2975,0.4358 +1.3307,0.519 +1.4605,0.5094 +0.6677,0.3064 +1.4355,0.5243 +0.5742,0.1094 +1.1032,0.4797 +0.4625,-0.0247 +1.1498,0.5474 +1.503,0.5787 +0.5056,0.3989 +1.1069,0.4855 +1.1697,0.4775 +1.0285,0.4659 +0.8508,0.4264 +0.8938,0.3031 +0.7274,0.2518 +0.484,0.1671 +0.6478,0.3131 +1.4779,0.6231 +1.0568,0.5344 +1.261,0.3768 +1.086,0.4282 +1.458,0.5412 +1.8649,0.6947 +1.8047,0.6533 +0.799,-0.151 +1.6666,0.6575 +0.8599,0.4251 +1.0153,0.4884 +1.3455,0.1514 +0.7289,0.2848 +1.1624,0.4697 +1.9276,0.8025 +2.1481,0.4843 +2.3455,0.5567 +1.3603,0.5624 +3.8202,0.0124 +1.4171,0.3551 +2.0453,0.345 +1.9905,0.476 +2.1792,0.4439 +1.1946,0.431 +2.2769,0.5016 +3.2617,0.5746 +0.782,0.3017 +1.4607,0.484 +2.9978,0.6237 +2.6052,0.5863 +3.012,0.6977 +2.4348,0.6263 +3.3273,0.6273 +1.7712,0.5277 +2.8684,0.6112 +2.5802,0.5841 +2.4114,0.6145 +3.049,0.2704 +3.7211,-0.139 +1.0206,1.7746 +0.7008,0.2343 +0.9684,0.3649 +0.9824,0.4245 +1.0866,0.3491 +1.1837,0.4579 +1.137,0.4444 +0.649,0.3349 +0.7844,0.421 +2.2475,-0.4643 +1.1405,0.4727 +0.4722,0.2302 +0.5332,0.3254 +0.4914,0.1896 +1.7717,0.6584 +1.7631,0.5584 +1.75,0.4846 +1.8848,0.571 +1.1248,0.4548 +1.4532,0.5501 +1.3042,0.3298 +1.5381,0.6437 +1.1182,0.4855 +1.377,0.4219 +0.9057,0.4234 +1.5589,0.4251 +1.4901,0.4822 +1.036,0.4835 +0.8668,0.4112 +0.7377,0.483 +0.4803,0.337 +0.6223,0.4815 +0.823,0.4098 +0.9088,0.3964 +0.8547,0.4963 +0.8455,0.4179 +0.1865,0.1705 +0.6893,0.2684 +1.0651,0.4865 +0.8043,0.4893 +0.4546,0.2701 +0.5408,0.3027 +1.0653,0.4596 +1.183,0.6801 +1.2642,0.431 +1.1974,0.6117 +0.6471,0.3427 +0.6464,0.2805 +0.9148,0.496 +0.5435,0.4162 +0.6276,0.2044 +1.3968,0.5845 +1.2274,0.5127 +1.3688,0.4907 +1.3296,0.3649 +1.4356,0.6221 +0.7589,0.3937 +1.0425,0.4589 +1.1322,-0.4012 +0.649,0.3688 +1.5176,0.566 +0.8533,0.5818 +0.6528,0.4402 +1.3759,0.5392 +1.0054,0.4744 +1.3181,0.4773 +0.8088,0.3249 +0.7519,0.3317 +0.5731,0.392 +0.5127,0.2751 +0.7089,0.2464 +1.1191,0.4371 +1.1392,0.5106 +1.0974,0.5001 +1.6871,0.6295 +1.7706,0.6778 +1.8712,0.8852 +1.2534,0.5042 +0.9434,0.4061 +1.3247,0.5814 +0.6144,0.1238 +1.6586,0.6155 +0.4796,0.1202 +1.3843,0.5124 +0.9547,0.459 +1.2149,0.5248 +1.1543,0.6195 +1.1048,0.5841 +0.8211,0.3473 +0.876,0.5167 +1.3391,0.6276 +1.0784,0.6025 +0.4924,0.4591 +0.9667,0.455 +1.4704,0.5483 +0.5499,0.2108 +1.007,0.5463 +1.4154,0.4939 +1.8198,0.6862 +1.4268,0.6155 +1.8437,0.7136 +1.7378,0.7054 +1.7808,0.6773 +1.2844,0.4643 +1.1558,0.5708 +1.4153,0.567 +0.7935,0.243 +1.4211,0.5178 +0.8989,0.4724 +1.4075,0.6304 +0.786,0.4828 +1.3668,0.5215 +0.7636,0.4015 +0.8148,0.8029 +0.7721,0.44 +0.6558,0.2991 +0.3783,0.1264 +0.9608,0.126 +0.6399,0.5003 +1.1853,0.4782 +1.1647,0.5166 +0.8107,0.1071 +0.9062,0.466 +0.9134,0.402 +1.2121,0.5022 +0.5963,0.3549 +0.9354,0.5147 +1.449,0.6255 +1.6869,0.6649 +1.9505,0.6947 +1.0201,0.5986 +1.3313,0.5328 +1.2956,0.411 +0.5304,0.2045 +1.7846,0.722 +0.7838,0.3609 +0.9909,0.4406 +1.007,0.3554 +1.2828,0.4375 +1.3434,0.4345 +0.8349,0.3526 +1.5796,0.3974 +1.0832,0.3508 +0.335,0.1405 +0.605,0.2304 +0.4745,0.1279 +0.9037,0.1825 +1.772,0.2538 +0.7436,0.3781 +0.637,0.1819 +0.7272,0.3723 +0.4852,0.2698 +1.0159,0.4249 +0.9614,0.421 +0.7948,0.3289 +1.882,0.587 +1.5512,0.4123 +0.9647,0.2907 +0.9199,0.3402 +1.2104,0.5393 +0.7088,-0.1092 +1.4299,0.4568 +1.4564,0.5956 +0.4784,0.1744 +3.0774,0.4736 +0.4578,0.3612 +0.8217,0.4154 +0.983,0.4038 +0.147,0.2788 +1.1911,0.4361 +1.2297,0.4623 +0.7587,0.4214 +1.0515,0.4103 +0.5488,0.3228 +0.9208,0.4788 +0.5723,0.3208 +1.1525,0.3969 +0.8865,0.4664 +1.4266,0.4742 +0.8842,0.3127 +0.4512,0.2116 +0.7813,0.3734 +0.4015,0.2843 +0.5583,-0.1394 +1.3469,0.5261 +1.198,0.4068 +1.8457,0.6128 +1.0528,-0.1571 +0.6913,0.2577 +0.8408,0.3281 +1.1232,0.3749 +0.9526,0.3992 +1.0886,0.2852 +0.4055,0.241 +1.0193,0.4251 +1.089,0.3609 +0.6316,0.2957 +0.9763,0.4413 +1.8012,0.5568 +1.9601,0.6793 +1.5321,0.5001 +1.7251,0.5526 +0.9121,0.4038 +1.2968,0.4861 +0.9987,0.3516 +0.9423,0.3962 +1.6733,0.408 +0.8163,0.2496 +1.9968,0.6038 +1.8636,1.01 +1.1563,0.4432 +0.4968,0.2861 +0.4032,0.3237 +1.1801,0.4227 +1.3412,0.4322 +1.5281,0.6313 +1.8092,0.7215 +1.3924,0.5041 +1.3813,0.5317 +1.3136,0.556 +0.7012,0.0823 +1.6562,0.5808 +1.6225,0.8305 +1.4637,0.9031 +1.0259,0.4308 +1.4943,0.5004 +0.5211,0.205 +0.8942,0.4586 +0.9047,0.5789 +0.6962,0.4953 +0.9546,0.431 +0.6238,0.3652 +0.9938,0.4026 +0.5803,0.3664 +0.835,0.359 +1.5104,0.6482 +0.9697,0.4412 +1.6308,0.6162 +0.5732,0.2366 +1.1363,0.5323 +1.1334,0.4628 +2.0284,0.6915 +1.1822,0.4742 +1.4891,0.4902 +1.913,0.9281 +0.359,-0.612 +0.5727,0.2069 +1.0722,0.4474 +0.9451,0.5678 +1.0177,0.4096 +1.0216,0.4368 +1.0437,0.4363 +1.0728,0.4583 +0.9917,0.3596 +0.8793,0.2898 +0.9971,0.4826 +0.9587,0.257 +0.9106,0.3982 +0.895,0.4412 +0.4217,0.2707 +0.7417,0.1352 +0.9034,0.4128 +0.6215,0.3252 +1.221,0.4556 +1.5302,0.6077 +1.8223,0.6293 +1.4832,0.4175 +1.5881,0.5514 +1.1572,0.4036 +1.1936,0.3731 +0.6949,0.2428 +1.6905,0.4643 +0.7248,-0.2604 +1.5109,0.5819 +1.1061,0.4093 +0.9232,0.3436 +1.7427,0.826 +1.1446,0.4471 +1.0069,0.4074 +1.5732,0.5396 +1.1824,0.4463 +0.8321,0.435 +1.1736,0.6314 +1.1151,0.4375 +0.8944,0.5116 +0.9657,0.4713 +0.9302,0.3864 +0.7817,0.3623 +0.7502,0.3738 +0.8922,0.3285 +0.9648,0.3713 +0.7515,0.3288 +0.8243,0.2154 +1.3412,0.4243 +1.142,0.5797 +1.3439,0.4971 +1.65,0.5717 +1.1751,0.5703 +1.4947,0.5051 +1.4919,0.4977 +0.7768,0.5552 +0.7548,0.4558 +1.1115,0.2675 +0.8327,0.4273 +0.851,0.2653 +0.3658,0.3641 +0.5926,0.3009 +1.1361,0.4905 +1.4146,0.7121 +0.8491,0.4565 +1.4434,1.1221 +1.6786,0.6566 +1.2561,0.59 +1.4832,0.5608 +1.3258,0.4861 +1.4816,0.5742 +1.1135,0.5022 +1.4471,0.6407 +1.5472,0.6232 +1.58,0.5486 +1.4331,0.545 +1.4292,0.5589 +0.4129,0.1307 +1.191,0.4403 +1.4224,0.4602 +0.9739,0.4627 +1.6072,0.5118 +1.3073,0.529 +1.2366,0.4053 +1.3795,0.4778 +2.0839,0.7483 +0.5356,0.3975 +0.3501,0.1368 +0.758,0.3246 +0.8787,0.5519 +1.0384,0.4081 +0.4091,0.1985 +1.461,0.513 +1.1539,0.5039 +1.4215,0.4403 +1.2245,0.5447 +0.9767,0.4275 +1.7053,0.5981 +1.4928,1.1509 +1.141,0.4831 +0.8061,0.4053 +0.7213,0.3293 +0.8351,0.2742 +0.9181,0.4264 +0.7012,0.3227 +0.3726,0.2043 +1.5809,0.5934 +0.8603,0.4233 +1.5279,0.5614 +0.9429,0.4663 +0.8066,0.2403 +1.6489,0.4692 +1.0733,0.419 +1.8107,0.6351 +0.7148,0.3064 +0.4399,0.1975 +1.3483,0.3534 +1.0556,0.4062 +1.5019,0.511 +0.9123,0.2876 +1.0671,0.3458 +1.0423,0.3393 +0.8459,0.4268 +0.3105,0.2162 +0.7215,0.3695 +0.6448,0.1627 +0.8675,0.2658 +1.4931,0.4048 +1.2113,0.388 +1.864,0.6579 +1.5288,0.8934 +1.812,0.9256 +0.8906,0.2866 +1.1398,0.4336 +1.6333,0.4493 +1.3252,0.4213 +1.6018,0.4873 +1.3505,0.4428 +1.3699,0.4957 +1.8299,0.7182 +0.7934,0.1234 +0.6815,0.4181 +0.7969,0.438 +0.9073,0.4241 +1.2518,0.3974 +1.3466,0.5356 +0.9878,0.2426 +1.1271,0.2576 +1.2065,0.3774 +0.5652,0.228 +1.0785,0.3862 +0.8464,0.4019 +1.5782,0.5709 +1.3012,0.5354 +0.7154,0.3265 +0.9171,0.3859 +0.6686,0.424 +1.6661,0.5096 +0.7143,0.254 +1.3806,0.4656 +0.6936,0.1477 +1.51,0.6026 +0.8723,0.3154 +1.3361,0.515 +-0.1631,-0.4277 +0.9219,0.4909 +0.6478,0.2375 +0.7384,0.3584 +0.9583,0.3826 +0.7922,0.3207 +1.0661,0.4934 +1.4815,0.512 +0.9123,0.4756 +1.4844,0.4988 +1.328,0.5379 +1.6621,0.5378 +1.4739,0.6207 +1.742,0.5207 +0.958,0.3995 +0.5552,-0.0633 +1.8589,0.6006 +1.0123,0.3205 +0.9406,0.4134 +1.4124,0.5048 +1.0794,0.4748 +0.6252,0.2662 +0.7439,0.3541 +0.7977,0.4616 +0.4771,0.304 +1.2203,0.5003 +0.7154,0.2676 +0.4569,0.2314 +1.3856,0.4445 +1.8544,0.699 +1.686,0.5464 +1.3932,0.4897 +0.4696,0.1051 +1.2047,0.5246 +1.7006,0.7413 +1.7765,0.814 +1.2234,0.4719 +1.1156,0.5282 +1.9395,0.8304 +0.616,0.2321 +1.3491,0.5689 +1.1128,0.7231 +0.5578,0.302 +0.6944,0.363 +0.565,0.3676 +1.8109,0.7752 +0.5511,0.2778 +0.5579,0.3782 +0.6219,0.4187 +1.3106,0.572 +1.5292,0.6754 +1.0362,0.4843 +1.5752,0.6097 +1.4662,0.6035 +1.3403,0.514 +1.5961,0.6324 +1.2314,0.5667 +1.131,0.5593 +1.4332,0.5978 +1.5508,0.6296 +1.8547,0.7539 +1.6517,0.4654 +1.0452,0.5475 +1.2848,0.6405 +1.5592,0.6041 +1.3608,0.4423 +0.659,0.3148 +0.5467,-0.0479 +0.8787,0.3604 +1.1144,0.4662 +1.0076,0.4846 +1.1324,0.4256 +1.1784,0.5309 +0.8952,0.3188 +1.1217,0.4618 +1.4779,1.4991 +1.5214,0.5706 +0.5712,0.2922 +1.0616,0.3221 +0.7149,0.3651 +1.5147,0.5801 +1.2498,0.5715 +1.0663,0.4625 +0.8609,0.3829 +0.675,0.3737 +1.1983,0.4916 +0.9376,0.4587 +1.4214,0.5436 +1.5291,0.5703 +1.7641,0.7018 +1.9346,0.6722 +1.8212,0.7304 +1.8148,0.5483 +1.776,0.6705 +1.8124,0.5278 +1.678,0.5693 +1.4291,0.5684 +1.7994,0.8516 +1.6994,0.7563 +1.938,0.8266 +1.4812,0.4823 +1.3508,0.4353 +1.5893,0.5703 +1.5775,0.6331 +1.0608,0.4658 +1.1284,0.435 +0.7444,0.3697 +1.0014,0.4381 +0.8545,0.2935 +1.0362,0.4651 +0.8548,0.3616 +0.8611,0.4037 +0.9077,0.3481 +0.5127,0.2914 +0.3409,0.1686 +0.8559,0.3619 +0.7597,0.4027 +1.9167,0.5981 +1.4112,0.6427 +1.189,0.4993 +1.2337,0.559 +0.6376,0.2743 +1.0832,0.4869 +1.1357,0.4557 +1.2098,0.4479 +1.9356,0.6929 +1.3345,0.4217 +1.5689,0.5219 +0.9829,0.4278 +0.9285,0.4445 +0.9785,0.4404 +0.4862,0.2881 +0.8927,0.3529 +0.4413,0.3036 +0.6608,0.4903 +1.3311,0.5398 +0.5883,0.2649 +0.7187,0.4542 +0.7125,0.5352 +0.559,0.1851 +0.5577,0.2935 +0.3893,0.2111 +1.1045,0.5361 +1.6816,0.6148 +2.1094,0.781 +1.2366,0.4871 +1.5941,0.7239 +0.5819,0.319 +1.3022,0.6442 +1.8448,0.7177 +1.2658,0.4717 +1.2026,0.4816 +1.2648,0.465 +0.7311,0.2699 +1.4292,0.5836 +0.602,0.2875 +1.2595,0.526 +0.4841,0.2305 +0.5539,0.4324 +1.6756,0.6236 +0.6809,0.4881 +0.8533,0.5124 +0.282,0.2102 +1.2511,0.5242 +1.5273,0.6055 +1.8908,0.687 +1.8366,0.5956 +1.6542,0.5946 +1.6249,0.6443 +1.3355,0.5198 +0.9339,0.464 +0.8369,0.4302 +1.142,0.5131 +0.6412,0.2779 +0.9653,0.2569 +0.8086,0.4129 +0.4214,0.1705 +1.3523,0.5504 +0.8089,0.4071 +1.2498,0.5482 +0.9896,0.3899 +1.9685,0.7067 +1.3061,0.6078 +1.779,0.6467 +0.8906,0.3683 +0.7702,0.3823 +0.9749,0.4309 +0.998,0.4078 +0.5367,0.2823 +0.6084,0.542 +1.0108,0.4208 +0.4233,0.2807 +0.5325,0.1221 +0.5168,0.2389 +0.9988,0.34 +0.4888,0.2567 +1.4115,0.45 +1.8958,0.5398 +0.2917,0.1579 +0.918,0.2706 +1.4992,0.4018 +1.3762,0.4729 +0.5643,0.2988 +0.2156,0.1488 +0.9599,0.4032 +1.2858,0.5329 +1.7031,0.6492 +1.2578,0.4363 +1.1164,0.3874 +1.0498,0.4641 +0.7849,0.4006 +0.8257,0.3644 +0.4782,0.0357 +1.1904,0.4609 +1.2883,0.5295 +1.401,0.4902 +1.4104,0.4398 +1.4045,0.4662 +0.7839,0.3736 +1.4367,0.4231 +1.6163,0.4973 +1.454,0.5733 +1.7686,0.6595 +1.0287,0.4539 +0.8369,0.3283 +0.432,0.2849 +0.6369,0.2055 +1.2815,0.9437 +0.3869,1.0819 +0.6707,0.306 +0.9955,0.3953 +1.1508,0.4526 +0.8834,0.2891 +0.9127,0.4281 +0.8086,0.3791 +-0.0946,0.0615 +1.0347,0.3487 +1.0171,0.4032 +1.0714,0.3132 +1.665,0.5826 +1.0579,0.3646 +1.4287,0.4763 +1.2485,0.4504 +1.2474,0.3705 +1.2935,0.362 +1.2913,0.4618 +1.4512,0.5137 +1.3874,0.6177 +0.5617,0.2098 +0.5674,0.3219 +1.3575,0.4638 +0.7727,0.3233 +0.9106,0.3703 +0.671,0.2649 +0.6094,0.1934 +1.6422,0.5972 +1.5418,0.5578 +0.9983,0.4871 +0.9914,0.4403 +1.8517,0.6001 +1.4321,0.4749 +1.5442,0.5105 +1.3762,0.4659 +1.2477,0.4547 +1.4833,0.5788 +1.4925,0.5284 +0.546,-0.9663 +0.7145,0.2857 +0.6267,0.4018 +1.4261,0.3935 +1.5191,0.5072 +0.9942,0.4776 +1.4321,0.6823 +2.0644,0.7757 +0.9254,0.4534 +0.8251,0.3277 +1.1547,0.5097 +1.2164,0.539 +1.159,0.5832 +1.3776,0.603 +1.7447,0.9502 +1.3808,0.5842 +0.6057,0.2497 +0.9728,0.3715 +1.1024,0.3892 +0.5279,0.1622 +0.5893,0.2105 +0.8042,0.2913 +0.6524,0.3388 +0.7832,0.2313 +1.6322,0.5867 +1.7987,0.6189 +1.7365,0.6954 +1.6221,0.5733 +0.9505,0.4579 +1.5238,0.5314 +1.5958,0.5266 +1.847,0.5814 +1.252,0.4351 +1.3827,0.5281 +1.4846,0.4735 +1.0032,0.4431 +0.7676,0.4924 +0.8276,0.2411 +0.9989,0.4261 +0.857,0.442 +1.0832,0.4146 +3.2066,0.2592 +0.4734,-0.542 +0.3957,0.1136 +0.2801,0.1896 +0.4246,0.1997 +1.1884,0.5111 +0.594,0.3108 +1.3976,0.5646 +1.1213,0.4363 +0.7513,0.2362 +1.3528,0.6253 +0.8369,0.3689 +0.7503,0.4511 +1.5148,1.4843 +1.434,0.6535 +0.6902,-0.2221 +0.942,0.4653 +1.0298,0.5101 +0.7144,0.3611 +0.5842,0.0684 +0.7662,0.2659 +1.1347,0.4573 +0.5957,0.3005 +1.255,0.637 +0.9368,0.4433 +0.4245,-0.4278 +0.9378,0.4458 +0.3324,0.2077 +1.4758,0.5735 +1.7833,0.7941 +1.5223,0.6112 +2.1229,0.6198 +1.2361,0.5395 +1.5289,0.5669 +1.1616,0.3343 +1.3514,0.4968 +1.3213,0.5307 +0.8969,0.3545 +1.2933,0.4361 +1.472,0.4934 +0.6257,0.2459 +1.3337,0.5399 +1.1437,0.4975 +0.9437,0.4666 +0.9844,0.4928 +1.3091,0.4881 +0.8182,0.4244 +0.0543,0.2296 +3.542,-0.4364 +0.3502,0.0827 +1.3446,0.4852 +1.2576,0.6208 +1.3685,0.5338 +1.5817,0.6209 +1.3913,0.5397 +1.0271,0.5006 +1.5176,0.5965 +1.2393,0.5422 +-0.2421,-0.4653 +1.0817,0.382 +1.4809,0.6109 +1.5393,0.5285 +0.7131,0.3115 +1.1503,0.5319 +0.6179,0.2966 +1.038,0.4125 +1.7359,0.8036 +0.8499,0.4802 +1.6534,0.536 +0.4591,0.3377 +0.7613,0.2991 +1.5365,0.5989 +1.9915,0.8104 +1.1816,0.6688 +1.6486,0.5789 +1.6666,0.6573 +1.3707,0.6377 +1.2762,0.4938 +1.1044,0.4028 +1.171,0.1658 +1.0086,0.3743 +1.2746,0.4695 +0.9676,0.3341 +1.0912,0.4202 +0.7492,0.3796 +0.9337,0.3802 +0.7123,0.3625 +0.5153,0.2748 +0.9473,0.4437 +1.0677,0.4843 +0.9037,0.4298 +1.0484,0.3808 +0.8993,0.3819 +0.9235,0.3843 +1.0455,0.3713 +0.5122,0.1963 +1.687,0.541 +0.9928,0.3055 +1.2023,0.4777 +1.2199,0.4452 +1.187,0.4195 +1.2885,0.4137 +1.9473,0.6316 +1.264,0.4954 +0.9717,0.2753 +1.8212,0.5785 +1.2703,0.424 +1.3754,0.4521 +1.3509,0.4494 +1.3183,0.5283 +1.126,0.3894 +1.0309,0.5733 +0.7714,0.2282 +0.3409,0.1593 +1.0651,0.3594 +1.2215,0.4257 +0.8376,0.3406 +0.5582,0.1841 +0.6861,0.2619 +1.4215,0.4538 +1.3534,0.3777 +0.3936,0.0697 +0.9416,0.3937 +0.5124,0.2677 +0.7896,0.3696 +0.853,0.4745 +1.2214,0.4972 +1.4168,0.5102 +1.5802,0.4382 +1.0576,0.3686 +1.5956,0.5914 +0.9515,0.4061 +1.7623,0.566 +1.3995,0.4702 +1.0258,0.3698 +1.3604,0.4683 +0.4251,0.4847 +1.6523,-1.1562 +0.6165,0.1856 +0.446,0.2564 +1.245,0.427 +0.887,0.2222 +0.7546,0.2773 +1.8383,0.583 +1.4255,0.475 +1.4082,0.4567 +1.5774,0.5587 +1.7346,0.6042 +1.2594,0.4201 +1.3879,0.4005 +0.5061,0.247 +0.6234,0.2343 +1.2968,0.4273 +0.8791,0.358 +0.482,0.2511 +0.9071,0.3459 +1.1628,0.4721 +1.7579,0.6092 +1.4772,0.555 +1.1755,0.436 +1.5335,0.514 +1.4455,0.5261 +1.4336,0.4683 +1.278,0.5207 +0.4929,0.1697 +1.2981,0.4695 +1.4229,0.5387 +1.416,0.5505 +1.6257,0.6404 +1.3066,0.8861 +1.5414,1.1138 +1.3897,0.5351 +0.2212,-0.2921 +1.085,0.5129 +0.3796,0.1723 +1.8308,0.6608 +0.9915,0.4504 +0.5939,0.1828 +0.7379,0.3229 +-0.1355,0.0427 +1.0897,0.5285 +0.5766,0.3312 +1.3324,0.5384 +1.7458,0.5819 +1.843,0.7696 +1.783,0.5606 +1.469,0.4912 +1.2268,0.4556 +1.0621,0.5336 +0.4651,0.2123 +0.6766,0.3035 +0.9681,0.4447 +0.7115,0.3087 +1.0191,0.4837 +1.0202,0.4663 +1.1153,0.4297 +1.433,0.4574 +1.7235,0.679 +0.9411,0.289 +1.4982,0.4646 +0.9879,0.4309 +1.053,0.357 +0.9806,0.3974 +1.5288,0.5981 +1.4376,0.4722 +1.5554,0.5166 +1.5706,0.5499 +1.5945,0.5288 +1.5556,0.4999 +0.6979,0.2458 +0.6034,0.3143 +0.9475,0.4126 +1.5201,0.5504 +0.6598,0.2578 +0.5509,0.2538 +0.7434,0.379 +0.6022,0.3096 +0.522,0.3465 +1.1289,0.4745 +0.9384,0.3198 +1.1324,0.3832 +1.4813,0.4559 +1.6433,0.5051 +0.9832,0.4601 +1.263,0.5022 +0.7469,0.2436 +1.5684,0.5377 +1.1954,0.5518 +1.5594,0.5516 +1.2479,0.2813 +0.9533,0.3285 +0.912,0.2915 +0.7725,0.5109 +1.2197,0.5047 +0.9689,0.397 +1.6279,0.5491 +0.9996,0.4413 +0.9664,0.3927 +0.9556,0.3931 +0.8902,0.3456 +0.9031,0.3974 +0.8702,0.4272 +0.5336,0.3013 +0.7716,0.3679 +0.5151,0.2633 +0.7368,0.3889 +1.1059,0.4594 +0.5957,0.2534 +1.2848,0.5157 +0.952,0.1973 +0.61,0.4072 +0.8944,0.4992 +1.1759,0.4894 +0.3196,0.1426 +1.2647,0.5919 +1.6887,0.5513 +0.58,0.1842 +0.8465,0.4361 +0.8399,0.4158 +0.9704,0.4568 +1.1108,0.4593 +1.2549,0.485 +0.9248,0.4572 +1.6293,0.4561 +0.9712,0.3489 +1.5663,0.5177 +1.2961,0.5039 +1.3389,0.5246 +1.5227,0.4781 +1.2972,0.5061 +1.5564,0.9663 +0.4551,0.2304 +1.1396,0.5608 +1.0888,0.4703 +1.8849,0.4322 +0.849,0.3312 +0.6841,0.3528 +1.2194,0.5187 +0.9607,0.4535 +0.9391,0.4154 +0.3762,0.3042 +0.9607,0.4386 +0.9443,0.3266 +1.2053,0.479 +1.5592,0.5695 +1.1058,0.3857 +1.6595,0.5964 +0.7046,0.1 +0.7006,0.2048 +1.5584,0.537 +1.8005,0.6076 +1.4396,0.6119 +1.014,0.4078 +1.4156,0.5149 +1.7971,0.696 +0.8634,0.5 +1.3057,0.5397 +1.3655,0.5162 +0.7544,0.5532 +1.4719,0.5972 +1.6025,0.6036 +1.3055,0.4953 +1.6114,0.422 +1.2809,0.4956 +0.913,0.4435 +0.8514,0.3164 +0.9929,0.4696 +0.7608,0.3987 +0.8245,0.4248 +0.9563,0.5615 +1.0306,0.5105 +1.0613,0.5732 +0.6133,0.3583 +1.024,0.5483 +1.3101,0.602 +1.1514,0.5343 +1.3316,0.497 +1.5099,0.5947 +1.3648,0.5469 +1.3097,0.4793 +1.3179,0.5317 +1.2151,0.4433 +1.6273,0.5544 +1.6028,0.5403 +1.3006,0.4977 +0.6467,0.396 +1.1959,0.4213 +0.9756,0.1636 +2.0841,1.0309 +2.5395,0.7083 +1.8422,0.4197 +0.8606,0.4129 +1.0226,0.3977 +0.6639,0.3655 +0.869,0.3502 +1.5553,0.9869 +0.3787,0.1596 +-0.1939,-0.4028 +0.428,0.1381 +0.6371,0.1148 +1.1741,0.3753 +0.7178,0.339 +0.798,0.3929 +0.6491,0.1906 +1.0559,0.2456 +1.6328,0.4948 +1.5248,0.5144 +1.3279,0.4075 +0.7155,0.2286 +1.1219,0.4788 +0.9193,0.3519 +0.5612,0.3373 +0.9599,0.3239 +0.5568,0.286 +0.4655,0.2249 +1.0839,0.3547 +0.4766,0.264 +0.6749,0.3116 +0.829,0.3146 +0.6842,0.408 +0.3778,0.3368 +0.7411,0.2474 +0.6291,0.3197 +1.2309,0.2238 +1.2335,0.4451 +1.4943,0.3792 +1.4755,0.473 +1.011,0.3158 +1.2012,0.3937 +0.6621,0.1265 +1.3964,0.4543 +1.1996,0.4039 +0.8579,0.3157 +1.1886,0.4312 +1.3301,0.3654 +1.3893,0.4671 +1.5537,0.4353 +1.4411,0.5775 +1.4804,0.5028 +1.1325,0.5611 +1.1017,0.4447 +0.8993,0.3722 +1.2545,0.52 +1.0023,0.4633 +1.1188,0.4288 +0.7348,0.4141 +0.5698,0.4052 +0.604,0.3183 +0.8589,0.4542 +0.5117,0.317 +0.9681,0.5506 +1.1419,0.4569 +1.4442,0.5457 +1.4423,0.6796 +1.526,0.5761 +1.7988,0.6595 +1.5667,0.5556 +1.1367,0.6413 +1.2596,0.5645 +1.1121,0.4366 +1.7645,0.6916 +1.8713,0.6273 +1.5739,0.5657 +1.8181,0.6138 +1.8125,0.6414 +1.1125,0.2757 +1.1651,0.4728 +1.0893,0.5197 +1.0563,0.4589 +1.1201,0.3924 +1.1568,0.4654 +0.7923,0.4172 +0.7356,0.413 +0.5715,0.3796 +0.9848,0.4159 +1.7135,0.7013 +0.9242,0.3396 +1.1995,0.5178 +1.7275,0.5858 +1.6562,0.6402 +0.9693,0.1052 +0.89,0.5423 +0.6677,0.4453 +0.6918,0.4432 +0.6831,0.4166 +1.2312,0.5566 +1.2196,0.5308 +0.7451,0.3835 +1.1376,0.6094 +1.4243,0.5292 +0.5927,0.303 +1.271,0.4701 +1.0685,0.5662 +1.6339,0.673 +1.471,0.6508 +0.7924,0.7414 +0.9679,0.4568 +0.7884,0.3013 +0.6114,0.3099 +0.9527,0.4485 +1.3153,0.4622 +1.0109,0.5123 +0.561,0.3231 +0.8243,0.5108 +1.204,0.4622 +1.0483,0.3332 +0.7558,0.3902 +0.6756,0.2575 +0.9711,0.3654 +1.3288,0.4998 +0.756,0.3233 +0.7872,0.4554 +0.9901,0.6027 +0.1426,-0.0081 +0.558,0.3176 +1.0342,0.4377 +0.3681,0.3638 +0.771,0.4195 +0.6245,0.4203 +1.0621,0.494 +1.3477,0.5592 +0.7793,0.4198 +0.4543,0.0794 +0.8111,0.2637 +0.5091,0.2767 +0.5925,0.2056 +1.6809,0.5794 +0.9954,0.3872 +1.4032,0.5417 +0.7346,0.4595 +1.8511,0.657 +0.2589,0.179 +0.5674,0.4274 +0.8225,0.3702 +1.1142,0.3853 +1.2768,0.5172 +0.8247,0.5466 +0.9606,0.6219 +1.2696,0.6161 +0.7399,0.4114 +0.7249,0.2721 +0.735,0.3301 +1.21,0.5109 +0.8928,0.3632 +0.7553,0.3603 +0.5706,0.2915 +1.1211,0.5256 +1.3292,0.5228 +1.292,0.5381 +1.0599,0.4323 +1.7317,0.564 +1.661,0.6426 +0.6618,0.1316 +0.4498,0.3091 +0.425,0.2405 +1.1194,0.4574 +0.5203,0.3184 +0.612,0.392 +0.2902,-0.6111 +0.4346,0.3162 +0.6185,0.2225 +0.6125,0.3364 +0.6043,0.3846 +0.9654,0.513 +1.367,0.4962 +0.9886,0.5111 +1.0382,0.4766 +1.2695,0.5061 +1.075,0.5352 +0.9255,0.6085 +0.3311,0.1006 +1.4137,0.5536 +1.3652,0.5293 +0.6784,0.2949 +0.9773,0.5309 +0.4348,0.0142 +0.9227,0.5203 +1.1651,0.5025 +0.8424,0.5264 +0.6023,0.4882 +1.1899,0.4707 +1.0463,0.4537 +1.4933,0.5466 +1.2264,0.4833 +2.7067,0.108 +0.6583,0.277 +1.3695,0.5634 +0.6657,0.4578 +1.1225,0.4933 +0.6663,0.4534 +1.3301,0.5674 +1.1851,0.5358 +1.0711,0.3226 +1.8957,0.7093 +1.5606,0.5326 +1.359,0.4488 +1.4255,0.4728 +0.5717,0.1555 +0.6729,0.3008 +0.7086,0.28 +0.7543,0.3079 +1.3691,0.4671 +1.5123,0.578 +1.4951,0.5096 +1.354,0.4794 +1.5089,0.4478 +1.3706,0.4429 +1.0378,0.4223 +1.4726,0.4366 +1.5524,0.4794 +1.2101,0.5686 +1.0173,0.2274 +1.4265,0.4139 +1.4408,0.4272 +1.4096,0.4924 +1.5797,0.5617 +0.6613,0.1833 +0.4776,0.2927 +0.5224,0.3069 +1.3264,0.5641 +1.1554,0.3161 +0.9894,0.3904 +1.6203,0.5511 +1.7105,0.6428 +0.9723,0.3571 +1.6084,0.6888 +1.2391,0.6387 +1.1847,0.5173 +0.7369,0.3414 +0.7532,0.3732 +1.1387,0.4906 +0.6559,0.3691 +0.8885,0.4095 +0.792,0.133 +0.8247,0.4355 +0.698,0.3878 +1.0697,0.4795 +0.5619,0.1774 +0.414,0.1959 +1.3841,0.5224 +1.5616,0.5744 +1.0975,0.5151 +1.1221,0.4264 +1.3199,0.5545 +1.2919,0.5322 +1.8517,0.6756 +0.9252,0.5118 +1.075,0.4538 +0.9562,0.3244 +1.0773,0.5368 +1.1719,0.5167 +1.0649,0.5245 +1.0359,0.4929 +1.0716,0.4029 +0.935,0.6663 +1.2084,0.5567 +1.2055,0.5413 +1.1633,0.5048 +1.12,0.4581 +1.0678,0.5586 +1.4635,0.5204 +1.0522,0.4562 +0.8277,0.4396 +0.4158,0.2673 +0.6869,0.061 +0.8475,0.4015 +0.6034,0.3131 +1.1243,0.4841 +1.1459,0.5026 +0.8559,0.5277 +0.61,0.3796 +1.0907,0.3788 +0.7446,0.6061 +0.571,0.4037 +1.151,0.5152 +1.1721,0.5128 +0.8467,0.3986 +0.7658,0.2512 +1.2156,0.4515 +1.5184,0.5918 +1.6616,0.5681 +1.4868,0.5829 +2.8873,0.419 +1.6233,0.6401 +1.056,0.4307 +1.638,0.6568 +1.0159,0.552 +1.1617,0.4981 +1.795,0.5901 +1.8128,0.8023 +1.6396,0.6651 +1.43,0.5465 +0.9423,0.4836 +1.3184,0.6462 +1.1383,0.5213 +1.6922,0.7632 +1.1961,0.3311 +1.1917,0.4913 +1.3164,0.5374 +1.2109,0.4383 +1.0004,0.3747 +0.9105,0.2531 +0.659,0.2997 +1.0277,0.471 +0.7027,0.3173 +0.6422,0.3042 +1.0552,0.3954 +1.0157,0.4464 +0.9041,0.3982 +0.7514,0.2721 +0.4946,0.3203 +1.8759,0.5914 +1.6083,0.4478 +1.6193,0.5168 +0.7317,0.2426 +1.2063,0.4477 +1.4869,0.4723 +1.2057,0.3074 +0.5161,0.2653 +1.2497,0.4451 +1.0309,0.4478 +1.2686,0.5219 +1.2595,0.5184 +1.0856,0.3073 +0.6114,0.2414 +0.5272,0.337 +0.6626,0.4139 +1.0515,0.4122 +0.5413,0.2104 +0.8386,0.3955 +1.0594,0.3446 +1.1777,0.4559 +0.6774,0.2174 +0.3582,0.1093 +1.001,0.3747 +2.08,0.6644 +1.1963,0.488 +1.3281,0.4546 +1.442,0.5063 +1.4268,0.615 +1.5342,0.5608 +0.9322,0.4001 +1.4998,0.4015 +1.601,0.6277 +1.5317,0.6532 +1.1347,0.4263 +1.2582,0.4511 +1.5518,0.468 +1.5508,0.5512 +0.8361,0.4245 +0.898,0.4673 +0.9035,0.3867 +0.8229,0.3395 +0.8674,0.2715 +1.4049,0.5096 +0.8844,0.4523 +1.2024,0.5067 +0.4523,0.1906 +0.4217,0.3085 +0.5853,0.2506 +0.57,0.335 +1.2288,0.4712 +1.6006,0.5604 +1.4812,0.4938 +0.8517,0.3604 +1.197,0.5294 +1.5271,0.4351 +0.7321,0.3802 +1.4175,0.6547 +0.7289,0.483 +1.001,0.4796 +0.1315,0.1952 +0.4354,0.3236 +1.4879,0.9792 +1.8296,0.695 +0.5428,0.3247 +0.6354,0.3392 +1.0203,0.4089 +0.848,0.5436 +0.923,0.4346 +0.3998,0.1228 +1.154,0.4942 +1.1457,0.4605 +0.642,0.3038 +1.1995,0.3898 +0.5846,0.4167 +1.0858,0.5086 +1.1742,0.5299 +1.3432,0.5377 +1.5519,0.5801 +1.6507,0.6586 +1.889,0.7247 +0.4421,0.3134 +1.052,0.5082 +0.6177,0.3712 +1.5187,0.5148 +1.6263,0.6066 +1.9327,0.6708 +1.4675,0.6106 +0.5307,0.0953 +1.0351,0.4069 +1.9117,0.6232 +0.7336,0.2894 +1.551,0.475 +1.3981,0.5524 +1.7555,0.5928 +1.405,0.5529 +0.8184,0.2969 +1.4336,0.596 +1.4381,0.5826 +1.1409,0.4609 +0.7474,0.3324 +0.3674,0.352 +0.423,0.234 +1.3607,0.5725 +1.3225,0.6021 +1.3021,0.521 +0.8953,0.3269 +0.9215,0.5138 +1.1573,0.547 +1.0838,0.4948 +1.4244,0.4833 +1.9259,0.7397 +0.7591,0.2896 +1.5123,0.5501 +0.9679,0.4239 +1.2328,0.4948 +1.3177,0.5279 +1.3856,0.5774 +1.6011,0.6751 +1.5419,0.5598 +1.3809,0.5948 +1.4649,0.6269 +1.7787,0.6974 +1.311,0.5999 +0.7489,0.3701 +1.3344,0.5439 +1.4652,0.5741 +1.2629,0.6237 +1.4727,0.5754 +1.363,0.4942 +1.4001,0.5918 +1.7244,0.6587 +1.2811,0.4801 +1.3395,0.4678 +0.9214,0.5026 +0.3849,0.3043 +0.9419,0.3804 +0.8414,0.3804 +1.0845,0.4207 +0.841,0.3998 +1.1652,0.3983 +0.7826,0.4002 +1.1209,0.4543 +1.3299,0.442 +0.737,0.4702 +1.2931,0.5687 +1.2368,0.5487 +0.9612,0.5331 +0.6874,0.1608 +0.6007,0.2185 +1.4799,0.554 +1.3702,0.5326 +1.7126,0.7091 +1.4606,0.4777 +0.523,0.1151 +0.9639,0.4005 +1.2984,0.4744 +1.5039,0.5277 +1.3805,0.454 +1.2092,0.5847 +0.968,0.4452 +0.8697,0.2037 +1.1776,0.4852 +1.0368,0.4314 +0.7598,0.432 +0.7173,0.4065 +0.7757,0.3731 +1.2247,0.5753 +1.0424,0.3803 +1.1827,0.2304 +0.6871,0.3545 +0.8254,0.2955 +0.7413,0.3189 +0.714,0.1855 +0.4504,0.3025 +1.3521,0.444 +0.3894,0.1787 +0.8093,0.3071 +0.8042,0.3157 +0.6662,0.0817 +0.3745,0.3195 +0.4518,0.1842 +1.3975,0.4576 +1.607,0.6131 +0.9791,0.3814 +0.8675,0.3436 +1.1534,0.4568 +1.2012,0.4196 +0.9543,0.3557 +1.718,0.6642 +1.3024,0.5642 +1.6339,0.5213 +1.7325,0.6435 +0.9331,0.4241 +0.5805,0.3577 +0.7745,0.3672 +1.0212,0.3707 +1.0603,0.3898 +1.135,0.4777 +0.6442,0.0773 +0.4609,0.3 +0.5764,0.1997 +0.7429,0.1798 +1.1904,0.3713 +0.8352,0.3703 +1.6474,0.6043 +1.7941,0.9116 +1.3658,0.4927 +1.4613,0.4838 +1.3671,0.5277 +1.3058,0.4312 +1.4428,0.464 +1.3196,0.4589 +1.0808,0.4153 +0.8871,0.5126 +0.9963,0.3651 +0.5542,0.239 +0.4417,0.2523 +1.2481,0.4906 +0.5624,0.2166 +0.6378,0.2896 +0.5876,0.2442 +1.1997,0.3531 +0.9494,0.3954 +1.1465,0.492 +0.9991,0.4907 +0.9007,0.4081 +0.5204,0.2269 +0.8622,0.3795 +0.9221,0.4053 +0.9659,0.5417 +0.3839,0.36 +1.1651,0.5076 +1.0504,0.4937 +0.5963,0.1757 +0.7552,0.3425 +0.6358,0.35 +1.5509,0.5098 +0.9536,0.3999 +0.7337,0.3791 +1.0707,0.5593 +1.5728,0.5941 +0.8892,0.4369 +0.7607,0.3622 +0.9074,0.399 +0.8856,0.3728 +1.254,0.4796 +0.9544,0.455 +0.8323,0.3102 +0.86,0.4437 +1.0104,0.4824 +0.3824,0.3185 +0.8535,0.4749 +0.7569,0.4609 +0.6495,0.3422 +0.4495,0.2846 +0.4272,0.322 +1.2752,0.4676 +0.9955,0.3889 +0.5808,0.1636 +0.7124,0.206 +1.5404,0.6434 +1.0922,0.5098 +1.638,0.5141 +1.7374,0.67 +0.7646,-0.1098 +0.0969,-0.8132 +0.6593,-0.2227 +0.879,0.3447 +0.5986,0.3979 +0.9742,0.4224 +0.8777,0.3439 +1.8445,0.3546 +1.4916,0.6006 +0.9058,0.4694 +0.9162,0.4858 +0.7003,0.465 +1.1177,0.3279 +0.5362,0.1389 +1.1613,0.3598 +1.1446,0.413 +0.7466,0.4391 +0.7516,0.3636 +1.1223,0.6234 +1.1259,0.3484 +1.7697,0.6471 +1.6228,0.5993 +1.6052,0.5691 +1.336,0.3706 +1.4973,0.5281 +1.5387,0.5555 +1.4046,0.4582 +1.7273,0.571 +0.9077,0.3763 +0.4456,0.1002 +0.7029,0.3951 +1.0117,0.4296 +1.0567,0.3612 +1.2233,0.4144 +1.0676,0.4163 +1.3855,0.5122 +0.6961,0.185 +1.065,0.3599 +1.5112,0.612 +1.47,0.5237 +0.9912,0.4631 +1.283,0.5224 +1.0266,0.6798 +0.7528,0.3481 +0.9583,0.4315 +1.7591,0.5952 +1.6989,0.5316 +1.6062,0.4951 +1.5941,0.5533 +1.6563,0.5517 +1.3648,0.4825 +1.4859,0.5333 +1.5032,0.494 +1.4938,0.5612 +1.1483,0.3626 +1.8284,0.6771 +1.4714,0.5066 +1.6671,0.5466 +1.352,0.5519 +1.6133,0.5431 +1.6755,0.7179 +0.5725,0.2571 +0.6109,0.559 +0.6153,0.2438 +0.7777,0.4128 +0.3493,0.2716 +0.7898,0.4493 +0.6687,0.4512 +0.7323,0.4125 +0.4104,0.1867 +0.5781,0.3531 +0.5993,0.3259 +0.7359,0.2737 +0.7727,0.4041 +1.0539,0.3619 +0.5451,0.0683 +0.5747,0.3247 +0.8409,0.3774 +1.9299,0.632 +1.6584,0.6043 +1.3543,0.54 +1.6151,0.5286 +1.0684,0.5029 +1.7381,0.5905 +0.9205,0.4579 +1.5995,0.5095 +1.3908,0.4711 +1.5238,0.5482 +1.386,0.4927 +1.0139,0.411 +1.4937,0.5196 +1.4351,0.8645 +1.3373,0.4873 +0.8459,0.3625 +1.0683,0.4577 +1.0467,0.4653 +1.1687,0.4471 +0.6034,0.21 +0.976,0.2824 +0.7797,0.2863 +0.8913,0.4446 +0.5999,0.279 +0.882,0.2673 +0.7366,0.49 +1.2351,0.3956 +0.4491,0.2557 +0.5697,0.2525 +1.4071,0.4729 +1.0039,0.3832 +1.567,0.4488 +1.4639,0.4744 +1.3734,0.4912 +1.6155,0.6609 +1.262,0.383 +1.4589,0.4783 +1.4716,0.4964 +0.4752,0.0491 +0.5451,0.2713 +0.8849,0.3424 +0.815,0.3061 +0.3976,0.2929 +0.9818,0.4555 +1.0195,0.4483 +0.5281,0.2819 +0.8231,0.3174 +0.761,0.3466 +0.1691,-0.1485 +2.1349,-0.3355 +-0.9447,0.805 +0.5677,0.1768 +0.7519,0.2039 +0.449,0.1717 +0.8325,0.2302 +0.4305,0.2699 +0.4846,0.2828 +0.5884,0.2852 +0.6959,0.4052 +1.3796,0.4407 +0.7134,0.2196 +1.2495,0.4238 +1.6686,0.551 +1.0453,0.4362 +1.0558,0.3793 +0.9821,0.4224 +0.4579,0.2584 +0.3558,0.2057 +0.4502,0.2717 +0.9104,0.3945 +0.5306,0.3116 +1.2511,0.5366 +1.534,0.4556 +0.5793,-0.1082 +1.2425,0.3812 +0.9786,0.3947 +1.0991,0.404 +1.4166,0.5483 +1.3238,0.4391 +0.7018,0.2918 +0.4811,0.2097 +1.4595,0.5079 +0.6019,0.3531 +1.4193,0.5012 +1.8517,0.6429 +1.3614,0.3881 +1.5498,0.5469 +1.5546,0.6122 +0.8158,0.394 +0.6753,0.3797 +1.0755,0.404 +0.8387,0.3621 +1.4365,0.417 +1.5354,1.2079 +1.537,1.0976 +1.5207,0.549 +1.0403,0.4058 +0.7903,0.3705 +1.1377,0.5266 +1.1339,0.5731 +1.101,0.446 +0.7747,0.3369 +0.8711,0.3396 +1.3929,0.5111 +1.4861,0.5289 +1.4005,0.5029 +1.5506,0.5119 +1.539,0.4607 +1.6327,0.5247 +1.5141,0.5262 +1.4681,0.5361 +1.5709,0.5422 +1.3045,0.5136 +1.5617,0.5273 +1.6163,0.5696 +1.5346,0.5401 +1.5169,0.5869 +1.5019,0.5729 +1.0569,0.4162 +1.3347,0.9357 +0.9732,-0.154 +0.7592,0.3715 +0.7703,0.3666 +0.4967,0.3019 +1.7652,0.6583 +1.2031,0.5354 +0.768,0.4615 +0.544,0.2075 +0.4409,-0.1131 +1.5124,0.9321 +1.5792,0.5857 +0.5293,0.2237 +1.0101,0.4213 +1.3468,0.4972 +1.2843,0.5327 +1.4613,0.5486 +0.4245,0.2028 +0.9902,0.479 +0.758,0.3872 +0.7099,0.3144 +0.8977,0.532 +0.7245,0.3614 +0.3602,0.184 +1.2362,0.4511 +1.6836,0.5231 +1.3033,0.4805 +1.3794,0.5416 +0.8556,0.2312 +1.1459,0.47 +1.1153,0.4386 +1.2313,0.4692 +0.6086,0.1762 +1.7629,0.5959 +1.6066,0.6967 +1.0788,0.4355 +1.5585,0.562 +1.4721,0.4507 +1.2552,0.3738 +1.8194,0.584 +1.4067,0.5093 +0.7721,0.3769 +0.9699,0.4511 +0.9152,0.4031 +0.8072,0.2628 +1.5579,0.5243 +0.9801,0.4273 +0.9794,0.4053 +1.5367,0.5997 +1.3205,0.4935 +1.4544,0.5533 +1.6538,0.5807 +0.5633,0.2431 +1.0346,-0.2356 +1.8674,0.6044 +1.7406,0.6293 +1.4737,0.5178 +1.6168,0.6262 +0.5405,0.2735 +0.7772,0.6148 +0.9151,0.3338 +1.3293,0.4508 +0.1551,0.1516 +1.4166,0.564 +1.0163,0.4805 +0.7083,0.3937 +1.2894,0.5187 +1.4529,0.5163 +0.7323,0.4579 +0.867,0.5432 +1.0411,0.3462 +0.7302,0.2724 +0.8847,0.4033 +1.4218,0.5109 +1.5451,0.47 +1.3562,0.3885 +1.4148,0.5431 +0.684,-0.0019 +1.2584,0.5393 +1.303,0.5109 +1.4952,0.5908 +1.2882,0.4588 +1.3293,0.4523 +2.0471,0.7454 +1.1905,0.4007 +1.159,0.4319 +1.5651,0.5695 +1.7641,0.5902 +1.6106,0.5726 +1.542,0.5599 +0.6538,0.3506 +0.7562,0.323 +0.88,0.4289 +1.0341,0.4204 +0.7026,0.5204 +0.5749,0.3164 +1.4352,0.6565 +1.1011,0.459 +1.5622,0.5794 +0.491,0.3497 +0.9564,0.3592 +0.4229,0.286 +1.0089,0.3286 +0.6193,0.2238 +0.8306,0.2222 +0.7498,0.3325 +0.8449,0.4128 +0.9348,0.4306 +0.8835,0.4395 +0.8592,0.3133 +0.8278,0.2784 +1.0456,0.2595 +0.6842,0.1728 +1.0701,0.433 +0.6584,0.2759 +1.6491,0.5893 +1.6486,0.6009 +1.3866,0.5072 +1.2005,0.4308 +1.6422,0.6291 +1.1096,0.2663 +1.2519,0.4879 +1.0755,0.3921 +1.0538,0.3911 +1.011,0.3984 +0.3213,0.2575 +1.1058,0.4462 +1.0855,0.472 +0.9061,0.3544 +1.1594,0.4993 +0.858,0.419 +0.8437,0.3114 +0.7642,0.3224 +1.5097,0.5559 +1.5715,0.5617 +1.1181,0.4589 +0.5285,0.3477 +0.6282,0.334 +1.4965,0.4616 +1.5057,0.4758 +1.2912,0.3582 +1.6021,0.5194 +1.1988,0.4377 +1.0659,0.3585 +1.6106,0.5374 +1.4627,0.4453 +1.4567,0.4778 +1.2198,0.4378 +0.8049,0.3353 +0.9321,0.3563 +0.6528,0.2326 +0.5915,0.4022 +1.3625,0.4402 +1.2333,0.4307 +1.4554,1.2474 +1.027,0.4253 +0.8755,0.414 +0.7332,0.3384 +0.525,0.1956 +0.6781,0.358 +0.5461,0.2751 +0.4857,0.2558 +0.9068,0.3919 +0.6595,0.3211 +0.9803,0.3234 +0.2696,0.3006 +0.9916,0.4273 +0.7443,0.4621 +0.4894,0.3215 +1.6685,0.4964 +1.7744,0.5573 +0.5619,0.1886 +1.2049,0.3863 +0.7102,0.2824 +1.5478,0.5314 +1.7644,0.6079 +1.6729,0.5627 +1.6461,0.4949 +1.45,0.5125 +0.6113,0.2407 +1.1865,0.509 +1.4654,0.7139 +1.6791,0.6133 +1.4804,0.6479 +1.3395,0.4807 +1.6049,0.6171 +1.4939,0.215 +1.5206,0.5908 +1.0207,0.4251 +1.1268,0.4719 +1.1318,0.4708 +0.9172,0.4643 +1.1658,0.5188 +1.2755,0.55 +1.398,0.4704 +0.7774,0.4727 +1.0029,0.4809 +1.1553,0.4809 +1.0961,0.4557 +0.4494,0.2047 +0.8043,0.4632 +0.8831,0.421 +0.5368,0.2647 +1.2917,0.5126 +0.8031,0.4255 +1.647,0.5756 +0.5228,0.231 +0.7556,0.4161 +1.5438,0.6407 +0.4203,0.2819 +1.1771,0.4488 +0.724,0.2647 +1.0707,0.4547 +0.5895,0.253 +0.9774,0.4635 +1.4876,0.5721 +1.4816,0.5615 +1.0266,0.434 +1.137,0.3829 +1.4694,0.5895 +1.3682,0.5869 +1.047,0.6019 +0.8409,0.5057 +0.9515,0.4236 +1.9126,0.7819 +0.5462,0.2289 +0.572,0.2982 +0.9188,0.4689 +0.634,0.2824 +0.5674,0.2861 +0.5707,0.2909 +1.2968,0.5035 +1.3389,0.6244 +1.1756,0.5141 +1.7513,0.7306 +1.5136,0.6794 +1.6041,0.6161 +0.6049,0.3607 +1.0494,0.3913 +0.285,0.3843 +0.9576,0.4073 +0.8829,0.3686 +0.9348,0.4071 +1.096,0.4945 +0.984,0.5126 +0.6407,0.1978 +0.7827,0.366 +0.7333,0.3128 +0.5088,0.3067 +0.5349,0.1491 +0.6673,0.3463 +0.7977,0.5101 +0.8169,0.403 +0.574,0.3043 +0.5557,0.1928 +0.6399,0.2945 +0.5607,0.2338 +1.331,0.4947 +0.6357,0.2167 +0.8338,0.2406 +0.8662,0.3341 +0.6452,0.1916 +0.9206,0.3106 +1.5466,0.5035 +1.435,0.4707 +0.3162,0.0671 +1.7669,0.6253 +1.1013,0.4699 +1.0854,0.459 +0.9791,0.3478 +1.1324,0.4143 +0.8701,0.3354 +0.6615,0.364 +0.5816,0.1383 +1.0956,0.5007 +1.4395,0.4586 +0.3811,0.172 +1.2856,0.5217 +0.6915,0.3442 +0.8334,0.4217 +1.4126,0.4667 +1.5845,0.601 +1.067,0.3424 +0.551,0.2686 +0.6778,0.1641 +0.6516,0.276 +0.542,0.3806 +1.2798,0.5209 +1.7047,0.6266 +1.2553,0.396 +1.1203,0.5072 +1.0073,0.4948 +1.5229,0.5773 +1.43,0.522 +1.5578,0.5403 +1.7515,0.5682 +1.5938,0.8261 +1.7137,0.7168 +1.0458,0.4277 +1.2428,0.4633 +1.3663,0.5343 +3.471,0.6685 +0.5443,0.2757 +0.7251,0.3294 +0.7836,0.3905 +0.3712,0.1962 +0.8262,0.4554 +0.6079,0.3246 +0.3674,0.1702 +1.6981,0.5947 +1.1551,0.4811 +1.3616,0.4765 +1.3901,0.4716 +1.5942,0.5062 +1.2808,0.5225 +1.6484,0.7699 +1.4103,0.5086 +1.4354,0.5469 +0.8275,0.3252 +1.3796,0.5236 +0.4252,0.0676 +1.6463,0.5992 +1.34,0.5153 +0.5816,0.1833 +0.8935,0.4182 +6.1215,-5.4619 +0.7286,0.3812 +1.6247,0.592 +0.921,0.4033 +0.5018,0.3581 +0.7507,0.358 +1.156,0.4529 +0.5861,0.2976 +0.4469,0.3065 +0.5375,0.2595 +0.8271,0.4342 +0.5896,0.304 +0.8225,0.3894 +1.2947,0.4536 +1.4913,0.6615 +1.4928,0.528 +1.5605,0.5726 +1.4917,0.3456 +1.3064,0.4969 +1.8583,0.7101 +0.7583,0.3368 +1.6019,0.5818 +0.9101,0.4534 +1.0669,0.4442 +1.1063,0.5511 +1.1367,0.4993 +0.8479,0.2983 +0.5217,0.2763 +0.717,0.356 +0.7516,0.1802 +0.8004,0.382 +0.7824,0.4209 +1.0584,0.456 +0.6153,0.2963 +1.1033,0.4049 +0.827,0.3624 +0.832,0.3531 +1.0907,0.4462 +1.1889,0.4727 +1.4374,0.5108 +1.1288,0.4096 +1.3387,0.6669 +1.5197,0.5154 +0.9217,0.4068 +0.6948,0.3192 +1.2321,0.3605 +1.4194,0.5938 +0.8013,0.2897 +1.7789,0.7219 +0.9066,0.3336 +1.3083,0.3199 +0.9113,0.4766 +1.0982,0.4469 +0.6593,0.4147 +0.8238,0.3198 +0.878,0.2921 +0.7828,0.3613 +0.3761,0.29 +1.0922,0.4638 +0.4018,0.102 +1.3928,0.571 +0.825,0.4468 +0.776,0.334 +0.5718,0.2625 +0.5291,0.2142 +0.8829,0.3202 +0.7855,0.4765 +0.9812,0.4648 +0.804,0.3528 +0.3629,0.0985 +1.4353,0.4893 +0.3666,0.2526 +0.1774,0.215 +1.1843,0.4844 +0.7791,0.3122 +1.4443,0.5917 +1.2353,0.4343 +1.5612,0.5721 +1.5897,0.6532 +1.5337,0.6343 +1.3707,0.5238 +1.1787,0.4597 +1.1527,0.4458 +0.8238,0.3122 +1.4496,0.6611 +1.2048,0.4863 +1.3806,0.5025 +0.7184,0.4276 +0.7687,0.8389 +0.7779,-1.6523 +0.6418,0.3497 +0.825,0.4449 +1.5636,1.0196 +0.7694,0.3111 +0.8248,0.3674 +0.4662,0.1578 +0.5409,0.2193 +1.0211,0.1788 +0.684,0.0447 +0.6162,-0.3465 +0.8667,0.343 +0.5038,0.2188 +1.4212,0.4961 +0.5534,-0.6561 +1.7243,0.5422 +0.9534,0.4714 +1.5938,0.5657 +0.398,0.3412 +1.1461,0.448 +1.7009,0.5393 +1.3675,0.5288 +1.4045,0.5553 +0.6149,0.2666 +1.5987,0.5256 +0.8352,0.1352 +1.0549,0.4319 +1.0726,0.4949 +1.0032,0.4375 +1.152,0.4462 +0.9094,0.4164 +1.1076,0.4187 +0.4927,0.2481 +0.6796,0.3227 +0.6621,0.3076 +0.902,0.3289 +0.849,0.3587 +0.6439,0.3376 +1.2573,0.6798 +0.7314,0.4544 +0.606,0.3131 +0.6549,0.3068 +0.4246,0.2447 +0.5536,0.3866 +1.3325,0.5768 +1.5756,0.4974 +0.9489,0.4231 +1.6931,0.5824 +1.4815,0.5563 +0.5845,0.0949 +1.1103,0.3823 +1.4937,0.6319 +0.6214,0.2644 +1.5048,0.5159 +1.6513,0.5765 +0.6446,0.1469 +1.2979,0.524 +1.4807,0.5724 +1.1577,0.4459 +0.6793,0.3702 +0.9243,0.4609 +0.8979,0.4119 +0.861,0.4034 +0.9447,0.4104 +0.5239,0.4041 +0.8368,0.495 +0.4968,0.2409 +1.1054,0.3567 +1.0947,0.4115 +1.0328,0.5372 +3.9203,0.2837 +0.5638,0.5275 +0.9218,0.4872 +0.9304,0.4887 +0.7065,0.2124 +0.3775,0.1355 +0.6331,0.3669 +0.6905,0.3521 +0.5869,0.2894 +1.2233,0.4803 +1.4837,0.5421 +1.0058,0.4111 +1.0565,0.2935 +1.3892,0.5395 +1.2397,0.5162 +1.655,0.5627 +1.463,0.5599 +1.4032,0.5734 +1.4202,0.5821 +1.2884,0.5292 +0.5706,0.1923 +1.5698,0.3024 +1.2227,1.1416 +1.1215,0.4503 +0.3812,0.3113 +0.5929,0.4065 +0.8995,0.3721 +0.3825,0.2816 +1.0673,0.4125 +0.7756,0.2659 +4.0725,-0.699 +1.472,1.2253 +1.2197,0.4772 +1.01,0.4466 +0.4262,0.1473 +0.9097,0.3017 +0.5875,0.1518 +0.4943,0.3179 +0.495,0.1613 +0.7415,0.3665 +1.0248,0.4641 +1.0211,0.4071 +0.6192,0.3473 +0.8273,0.2859 +1.1688,-0.0848 +3.1195,0.748 +1.8417,0.6453 +0.6439,0.022 +1.0878,0.3981 +1.4894,0.4966 +0.7028,0.462 +1.5766,0.5888 +1.4929,0.5162 +1.0694,0.4678 +1.082,0.4205 +0.6481,0.316 +1.3381,0.4478 +1.2736,0.4794 +1.0035,0.3778 +0.9797,0.4686 +0.7037,0.4149 +0.8692,0.3372 +1.202,0.4024 +0.5439,0.3337 +0.9872,0.3818 +0.8314,0.3211 +0.9411,0.4098 +0.9773,0.3756 +0.5616,0.2242 +0.751,0.4493 +1.3066,0.4393 +0.4812,0.1417 +1.341,0.58 +1.955,0.5886 +0.5483,0.2804 +1.4221,0.5197 +1.4435,0.5186 +1.4575,0.4703 +1.5045,0.5621 +0.6249,0.3083 +1.5184,0.4937 +1.0445,0.4205 +0.7732,0.3427 +1.371,0.4722 +1.263,0.4963 +1.3471,0.4446 +1.0261,0.4765 +1.1191,0.4512 +0.709,0.3384 +1.0839,0.4563 +0.8069,0.3498 +0.6165,0.2099 +0.4677,0.2296 +1.2244,0.422 +0.8164,0.2354 +1.0633,0.406 +1.181,0.3669 +1.2209,0.3116 +1.4946,0.4726 +1.2083,0.4734 +0.9927,0.4569 +1.6163,0.7582 +1.5862,0.5785 +0.9042,0.3911 +0.2509,0.2263 +0.7074,0.3827 +0.7134,0.2884 +0.62,0.3256 +0.7366,0.3996 +1.0155,0.3865 +1.556,0.4926 +1.609,0.5474 +1.1607,0.4128 +1.2907,0.5038 +0.9464,0.4177 +0.9439,0.2811 +0.8704,0.3793 +1.2782,0.528 +0.8763,0.3405 +2.5529,-1.2947 +0.9092,0.4323 +0.9325,0.4136 +0.9713,0.4946 +0.7708,0.3163 +0.6359,0.3723 +1.1657,0.5558 +-0.1769,0.8357 +0.8421,0.4178 +0.7109,0.2169 +1.1621,0.409 +0.9825,0.3672 +1.3793,0.5404 +0.3751,0.258 +1.2001,0.5118 +0.8514,0.3693 +1.4143,0.5992 +1.5618,0.5548 +1.7047,0.5753 +1.881,0.6013 +1.735,0.5608 +1.6617,0.5601 +1.1489,0.5181 +0.3147,0.1475 +1.0149,0.4273 +0.8653,0.302 +1.22,0.2498 +0.8292,0.4381 +0.7938,0.413 +1.3795,0.5495 +1.5186,0.3437 +1.6892,0.6032 +1.5903,0.4776 +1.7691,0.6344 +1.6563,0.5384 +1.7635,0.683 +2.1369,0.6668 +0.794,0.3217 +1.3442,0.5442 +1.0199,0.4329 +1.8573,0.4791 +1.2104,0.4198 +0.5395,0.2851 +1.3297,0.5129 +0.9937,0.3891 +1.5358,0.5944 +1.2859,0.5871 +1.2533,0.5099 +1.722,0.6243 +1.6157,0.5792 +1.0649,0.5199 +1.4122,0.5401 +1.6075,0.57 +1.5894,0.5634 +1.7414,0.5006 +1.2356,0.4204 +1.316,0.3644 +1.6365,0.5156 +1.5412,0.5122 +0.5441,0.3108 +1.0314,0.3978 +1.0056,0.4148 +0.95,0.3879 +1.0595,0.394 +0.66,0.3681 +0.4407,0.1347 +0.4745,0.2657 +0.5889,0.3426 +0.6254,0.3619 +1.4735,0.4996 +1.528,0.5555 +1.4501,0.5068 +1.3719,0.434 +1.141,0.4676 +1.6551,0.6008 +1.6169,0.5329 +1.431,0.4223 +0.9758,0.3154 +1.2728,0.4265 +1.3138,0.4549 +1.2604,0.5591 +1.9051,0.6294 +1.9383,0.6702 +0.8511,0.3184 +1.761,0.6886 +1.0907,0.4385 +1.0402,0.4391 +0.5406,0.2506 +1.1434,0.4037 +1.1126,0.4493 +1.1836,0.4664 +0.7044,0.273 +0.8349,0.3936 +0.401,0.3404 +0.6972,0.3061 +0.6525,0.246 +0.4928,0.2914 +1.4102,0.5226 +0.8872,0.4733 +0.4845,0.2859 +0.6837,0.3654 +1.0458,0.4464 +1.4451,0.541 +1.6979,0.5563 +1.1303,0.4984 +1.2853,0.4711 +1.08,0.4818 +0.5501,-0.0064 +0.9312,0.4766 +1.1908,0.4565 +0.6701,0.2624 +0.7145,0.1439 +1.5392,0.6584 +1.5859,0.5715 +0.8284,1.2047 +1.0348,0.4732 +1.0683,0.4466 +0.7717,0.4796 +1.1884,0.4628 +1.1629,0.4593 +0.7665,0.3532 +0.7319,0.4263 +1.2148,0.466 +0.8013,0.446 +1.6468,0.5709 +0.7804,0.3892 +0.6521,0.2049 +0.8015,0.2579 +0.8322,0.317 +0.767,0.4274 +0.6216,0.2447 +1.0507,0.434 +0.7858,0.464 +0.8374,0.4618 +1.038,0.4892 +0.6565,0.3636 +0.7563,0.1181 +1.3645,0.4717 +0.5682,0.2043 +1.5938,0.5534 +1.2644,0.5743 +1.3121,0.4399 +1.5424,0.566 +1.2959,0.538 +1.3213,0.4754 +1.6682,0.0878 +1.6997,0.7665 +0.8844,0.5121 +1.0421,0.404 +1.0823,0.445 +1.0363,0.3541 +0.6383,0.3623 +0.2723,0.2191 +0.7457,0.2625 +0.6061,0.3095 +0.6958,0.3537 +0.4669,0.2923 +1.6873,0.5598 +1.4247,0.491 +1.3542,0.4103 +1.0561,0.3242 +1.278,0.4546 +1.1668,0.4271 +1.4009,0.4741 +1.2768,0.5095 +1.4517,0.506 +1.9133,0.4169 +0.6134,-0.6334 +1.8317,-0.9655 +1.1172,0.4352 +0.9849,0.387 +0.8823,0.4431 +1.3184,0.4909 +1.1305,0.4536 +1.1939,0.4258 +0.7299,0.4008 +0.9677,0.5146 +0.3041,0.2082 +0.5412,0.2326 +0.6465,0.2735 +0.7951,0.4158 +0.6619,0.1692 +1.9166,0.6297 +1.7898,0.6913 +1.4896,0.4813 +1.3796,0.4959 +1.5735,0.5622 +1.5001,0.5159 +1.1596,0.3379 +1.4356,0.4958 +1.3779,0.4717 +1.4114,0.5196 +1.2555,0.439 +1.6277,0.4872 +1.595,0.5202 +1.0523,0.4433 +0.5805,0.2746 +1.0363,0.4561 +1.3408,0.4313 +0.7349,0.2209 +0.8211,0.4286 +1.0564,0.4224 +1.0067,0.3727 +1.2772,0.5381 +1.237,0.4701 +1.2748,0.4482 +1.2946,0.4824 +1.1182,0.4584 +1.1155,0.536 +1.5088,0.6183 +1.0152,0.2939 +1.3073,0.4733 +1.318,0.5127 +1.4193,0.5068 +1.8037,0.3565 +1.407,0.5129 +1.3311,0.4771 +1.2966,0.5197 +1.2915,0.5212 +1.4019,0.3022 +1.0361,0.403 +1.4222,0.4608 +0.9834,0.2909 +1.2434,0.401 +0.6728,0.3932 +0.9655,0.392 +1.3958,0.4653 +1.2421,0.6317 +0.906,0.3868 +0.686,0.2034 +0.809,0.3973 +1.0864,0.3963 +0.7348,0.4367 +1.2675,0.5036 +0.9157,0.4655 +0.5997,0.1803 +0.725,0.3206 +0.8766,0.3737 +0.6129,0.3018 +1.3745,0.4922 +1.2916,0.4404 +1.294,0.4775 +1.2487,0.4759 +1.2492,0.4696 +1.3263,0.4538 +1.3844,0.438 +1.3347,0.4445 +1.8354,0.5761 +1.284,0.4179 +1.3564,0.4827 +1.4134,0.491 +1.2635,0.4512 +1.4258,0.4766 +1.4452,0.5037 +0.4064,0.2494 +1.3806,0.5002 +1.2385,0.4411 +1.3467,0.497 +1.3364,0.5013 +0.8381,0.242 +1.3473,0.508 +1.3811,0.4741 +1.3127,0.5324 +1.3149,0.5389 +0.8255,0.3223 +0.9891,0.4488 +1.3827,0.5307 +1.2703,0.4544 +1.3212,0.4093 +0.5489,0.4662 +1.0669,0.4375 +1.0584,0.4495 +1.3543,0.5165 +1.4448,0.5338 +1.0155,0.3566 +1.4116,0.4728 +1.4297,0.4868 +1.0505,0.3637 +1.1112,0.4974 +0.6636,0.158 +1.0384,0.386 +1.1958,0.4586 +1.1111,0.4128 +1.2811,0.5089 +0.6278,0.3348 +1.308,0.4883 +1.5044,0.5131 +1.0346,0.4146 +1.9765,0.5919 +1.2776,0.489 +1.2417,0.4786 +1.4331,0.4573 +1.5309,0.5346 +1.3962,0.4951 +1.6888,0.6353 +1.3802,0.4108 +1.2883,0.4958 +1.1911,0.5579 +1.5979,0.5431 +1.0322,0.4289 +0.9063,0.5392 +1.0189,0.4336 +1.0456,0.4159 +1.0563,0.4479 +0.9722,0.4274 +1.3791,0.5213 +1.3234,0.4971 +1.3379,0.5227 +0.9321,0.3723 +0.7705,0.4383 +0.5148,0.4218 +0.7801,0.4176 +0.4955,0.3368 +1.1836,0.5969 +0.9009,0.4203 +0.5677,0.2227 +0.6034,0.3174 +0.5983,0.3505 +0.9275,0.5523 +0.5706,0.2689 +0.5894,0.2688 +0.805,0.3981 +0.7538,0.3546 +1.5433,0.6271 +0.7063,0.2006 +0.6818,0.3028 +2.0787,0.7755 +1.5174,1.0411 +1.2133,0.4116 +1.3927,0.5585 +1.4126,0.4652 +1.1895,0.4249 +1.1026,0.4073 +1.5023,1.2375 +0.7686,0.4041 +0.9841,0.4306 +1.1202,0.5097 +0.9618,0.4933 +1.8375,0.1008 +1.0084,0.4076 +0.8928,0.4243 +1.6031,0.4866 +1.8231,0.5451 +1.3278,0.5577 +0.9616,0.4553 +0.7188,0.4118 +0.8848,0.4086 +1.3664,0.5485 +0.9843,0.4454 +0.5698,0.3725 +1.1647,0.5063 +1.0141,0.4055 +0.8162,0.4909 +1.3221,0.5178 +0.9378,0.4063 +0.6948,0.3334 +1.0081,0.5353 +0.5245,0.2477 +1.002,0.4582 +1.2322,0.4652 +0.9267,0.4479 +1.3623,0.5879 +0.7662,0.3979 +0.9081,0.4364 +0.6032,0.3691 +1.1146,0.4001 +1.0235,0.4123 +0.9364,0.4428 +0.8153,0.3891 +1.7654,0.5885 +1.2346,0.5103 +0.8589,0.4558 +1.6041,0.5694 +1.2263,0.1366 +0.8349,0.503 +0.7952,0.3416 +0.5692,0.3653 +0.5521,0.3639 +0.824,0.4472 +0.4933,0.3171 +1.0398,0.4843 +1.0233,0.4789 +0.7948,0.3987 +0.4866,0.248 +0.7769,0.2891 +0.7172,0.4445 +0.7131,0.42 +1.3022,0.5387 +0.647,0.052 +0.4523,0.1449 +1.6624,0.6009 +1.2045,0.6405 +1.7922,0.6589 +1.7163,0.6742 +0.1875,0.4639 +1.0144,0.4271 +0.943,0.4748 +1.6981,0.5127 +0.8982,0.4664 +0.7485,0.184 +0.6943,0.2817 +0.4803,0.2734 +1.2012,0.4669 +1.1676,0.5228 +1.1145,0.5734 +0.6809,0.3829 +1.7701,0.6483 +1.4196,0.4686 +1.8804,0.6396 +0.5897,0.2572 +1.2926,0.4884 +1.2481,0.5095 +1.0591,0.5088 +1.6425,0.5953 +1.5919,0.6406 +1.1582,0.464 +1.253,0.4407 +0.6093,0.3205 +0.6772,0.4041 +0.8563,0.327 +0.9057,0.3905 +0.6556,0.2547 +0.8209,0.4767 +0.6252,0.3633 +2.0501,0.7468 +0.35,0.1831 +0.7989,0.3626 +0.4625,0.3239 +0.9975,0.4748 +1.1134,0.4188 +1.9948,0.7303 +1.7576,0.7635 +1.0868,0.5386 +1.5461,0.461 +0.7931,0.3508 +5.6293,2.149 +1.1258,0.4673 +1.4605,0.5802 +1.186,0.4963 +1.3181,0.5454 +0.5998,0.2624 +0.5835,0.3401 +0.9498,0.4281 +0.5257,0.3655 +1.1603,0.4697 +1.8146,0.881 +0.7704,0.3371 +0.9537,0.4374 +1.2754,0.6069 +1.2767,0.5709 +1.1138,0.441 +0.6224,0.3541 +0.8491,0.4284 +1.1467,0.4342 +0.8021,0.4459 +1.3595,0.5096 +1.3237,0.5422 +0.5835,0.3095 +3.9986,0.4116 +0.9114,0.3697 +0.801,0.4957 +0.5538,0.3221 +1.1201,0.557 +0.6692,0.3428 +0.5671,0.3712 +0.7044,0.371 +0.9376,0.4478 +0.525,0.3471 +1.2001,0.4388 +0.5926,0.2943 +0.4636,0.2833 +0.4598,0.2541 +1.2957,0.5499 +1.1142,0.5082 +1.1715,0.5263 +1.3817,0.5153 +0.8957,0.3725 +2.0691,0.6 +0.9552,0.3778 +0.5892,-0.0183 +1.0276,0.4148 +0.9805,0.3697 +1.0545,0.4008 +0.8111,0.4338 +1.0142,0.4192 +0.937,0.4521 +0.9884,0.367 +1.191,0.3898 +1.114,0.3689 +0.5345,0.3182 +0.9498,0.2762 +0.9551,0.4433 +0.9098,0.282 +1.1025,0.4001 +0.9123,0.3851 +1.1549,0.4311 +0.9737,0.3648 +0.6582,0.2806 +0.6375,0.3178 +0.3986,0.2779 +0.3902,0.1289 +0.5923,0.2801 +0.5801,0.2182 +0.6433,0.2473 +1.0468,0.3977 +0.5536,0.1148 +1.4726,0.5138 +1.5558,0.5917 +1.5725,0.5081 +1.8962,0.7721 +1.5122,0.5409 +0.5696,0.2569 +1.4264,0.4403 +0.885,0.305 +1.3012,0.4489 +0.9539,0.3029 +1.393,0.4627 +1.421,0.5017 +1.526,0.4936 +1.1688,0.4002 +1.3514,0.4506 +0.6947,-0.0594 +1.3855,0.4993 +1.3289,0.4589 +0.8277,-0.0541 +1.7601,0.5517 +1.0261,0.379 +1.049,0.4666 +1.342,0.4547 +0.9731,0.4043 +1.6905,0.4859 +1.7904,0.6533 +0.6787,0.2648 +0.9453,0.3322 +1.1691,0.471 +0.4973,-3.7502 +1.0584,0.4229 +0.9169,0.3604 +1.1057,0.3626 +1.1511,0.3718 +1.1283,0.374 +1.0899,0.3808 +1.1439,0.4271 +1.0429,0.4797 +1.0227,0.372 +1.1795,0.5453 +1.0624,0.4403 +0.989,0.4512 +0.9872,0.4291 +1.0569,0.4835 +0.9214,0.362 +1.2671,0.1652 +0.8169,0.4738 +1.1434,0.3971 +1.0976,0.3854 +1.0998,0.4356 +1.0426,0.4142 +1.0737,0.4176 +1.9156,0.5403 +1.2746,0.4126 +0.6032,0.2266 +0.6267,0.2686 +0.693,0.2274 +1.1437,0.4527 +0.6195,0.3067 +0.8321,0.2867 +1.0675,-0.0458 +0.8857,0.3498 +0.8581,0.2349 +0.5163,0.2285 +0.6177,0.2619 +1.0241,0.372 +0.8371,0.3773 +1.0039,0.4163 +0.8228,0.3851 +0.6434,0.3594 +0.5289,0.2221 +0.8301,0.3268 +1.2497,-0.2877 +0.9865,0.4066 +1.5042,0.4274 +1.0688,0.3643 +1.8659,0.6402 +1.725,0.5585 +1.0372,0.2848 +1.1077,0.2889 +1.0997,0.357 +1.8959,0.6289 +1.062,0.3471 +1.1482,0.2931 +1.0614,0.367 +0.6538,0.2554 +0.8339,0.2814 +1.8541,0.5745 +0.7753,0.2386 +1.4281,0.532 +0.9955,0.4364 +0.8558,0.4235 +1.7038,0.5864 +1.7743,0.6043 +1.6103,0.5161 +1.8624,0.6425 +1.0735,0.4205 +0.9755,0.3014 +1.0861,0.3851 +1.1456,0.4693 +1.2162,0.4207 +1.6961,0.6329 +1.6011,0.655 +1.515,0.5322 +0.9237,0.4199 +1.3563,0.6203 +1.2231,0.6225 +1.3644,0.6197 +0.9898,0.4872 +0.9399,0.4606 +1.7493,0.7357 +1.4555,0.585 +1.2483,0.5535 +1.1174,0.5683 +0.6274,0.4427 +0.8675,0.4778 +0.665,0.4009 +1.2202,0.6134 +0.3725,0.1257 +0.6088,0.4364 +1.0706,0.5534 +2.572,-0.5914 +1.3388,0.4646 +0.6153,0.3059 +0.6898,0.1987 +1.1529,0.4939 +1.7611,0.6795 +0.6794,0.1923 +0.9453,0.4743 +0.6217,0.0772 +1.4262,0.5802 +1.2133,0.4991 +1.1391,0.5857 +1.576,0.6248 +1.1862,0.571 +0.3458,0.2481 +1.3396,0.6648 +1.0877,0.45 +1.314,0.6121 +1.1294,0.5549 +1.3214,0.6427 +1.146,0.5876 +1.3261,0.5336 +1.9314,0.5843 +1.71,0.6288 +0.8836,0.4273 +0.8158,0.3796 +1.0486,0.3758 +0.6013,0.2538 +1.1047,0.4185 +1.0458,0.232 +0.738,0.2023 +1.1531,0.2854 +1.746,0.6292 +0.5105,0.1555 +1.0472,0.264 +1.8718,0.4153 +1.5066,0.313 +1.5548,0.3524 +1.5256,0.3811 +0.6803,0.1378 +0.5544,0.1834 +1.1132,0.3397 +2.0269,0.4722 +1.4937,0.3308 +1.0276,0.2756 +1.2403,0.222 +1.7204,0.4266 +1.4641,0.5829 +1.003,0.477 +0.8762,0.4176 +0.4829,0.3721 +3.1618,0.3005 +1.0988,0.3777 +0.9256,0.4583 +1.4767,0.4841 +0.8568,0.4045 +0.566,0.2974 +1.4516,0.5403 +1.4016,0.4461 +1.0641,0.4124 +1.7196,0.6377 +1.3434,0.5856 +1.1115,0.4324 +1.7688,0.6241 +1.7604,0.6061 +0.3273,0.1527 +1.2678,0.5162 +1.2048,0.483 +1.4775,0.5985 +1.0716,0.5713 +0.969,0.4754 +0.9046,0.4378 +0.8434,0.4024 +0.6709,0.2152 +1.0743,0.4386 +1.0782,0.3501 +0.4645,0.2512 +0.8928,0.4444 +0.4616,0.2933 +1.3989,0.5668 +0.6361,0.0408 +0.9472,0.3654 +1.5716,0.5926 +1.6186,0.5876 +0.8078,0.4484 +1.2126,0.4616 +1.7931,0.6195 +1.6704,0.5932 +0.764,0.323 +1.3615,0.3269 +1.1491,0.4904 +1.6797,0.6059 +1.765,0.6264 +1.0196,0.392 +0.9122,0.4146 +0.3976,0.1758 +1.173,0.4221 +0.6348,0.2076 +0.534,0.1867 +0.8062,0.361 +1.721,0.6199 +1.2652,0.2985 +0.3766,0.0656 +1.6478,0.5118 +1.6754,0.5066 +1.3655,0.4734 +1.4052,0.3817 +1.452,0.5304 +0.6346,0.0886 +1.6547,0.431 +1.3602,0.4314 +1.2101,0.4615 +1.0345,0.4155 +1.3348,0.4882 +0.9336,0.4169 +1.0818,0.4175 +1.2403,0.4114 +0.7151,0.3591 +0.5592,0.2398 +0.9464,0.3259 +1.1845,0.439 +1.897,0.6947 +1.3773,0.5151 +1.5188,0.5159 +1.3855,0.4765 +1.6929,0.6112 +1.445,0.5511 +1.1866,0.4579 +1.8227,0.5754 +0.2918,0.0039 +0.6476,0.2517 +1.0113,0.2811 +0.8206,0.3438 +1.3585,0.3455 +1.745,0.5506 +1.4712,0.4112 +1.8744,0.5345 +1.6834,0.5262 +1.4502,0.4678 +1.3337,0.4419 +1.0737,0.6138 +1.6019,0.4908 +0.855,0.5207 +1.0975,0.4912 +1.0152,0.4237 +0.4891,0.2937 +1.1262,0.4433 +0.9507,0.2617 +0.461,0.2923 +0.9481,0.448 +0.7137,0.353 +1.0847,0.5306 +0.4398,0.2844 +0.9174,0.4149 +1.7897,0.6308 +0.873,0.4415 +0.6037,0.3311 +1.4056,0.4488 +1.1851,0.4899 +1.368,0.5031 +1.8188,0.8029 +1.3777,0.413 +1.5701,0.5455 +1.5843,0.5996 +0.996,0.4874 +1.4851,0.4735 +1.4372,0.5344 +0.8194,0.2651 +1.9463,0.6438 +1.7346,0.6114 +0.5702,0.2955 +1.2656,0.5107 +0.4418,0.3778 +0.8895,0.4133 +0.983,0.6007 +0.8878,0.3401 +0.8007,0.3971 +0.3766,0.2971 +0.2142,0.2377 +0.4507,0.3801 +0.6244,0.2933 +1.063,0.5198 +0.6751,0.3198 +1.9005,0.683 +1.322,0.5583 +1.2075,0.5953 +0.6741,0.4192 +1.3723,0.6045 +1.2043,0.557 +1.1003,0.4803 +0.4081,0.2412 +0.0181,0.559 +1.077,0.4382 +0.6419,0.3721 +0.6439,0.3682 +1.1324,0.4632 +0.7599,0.4793 +0.74,0.4781 +0.9959,0.4793 +1.206,0.4803 +0.7688,0.2831 +0.9198,0.5056 +1.3675,0.5963 +0.6854,0.4183 +1.6157,0.5151 +1.5326,0.5522 +1.1369,0.5007 +1.0128,0.4601 +1.328,0.5743 +1.0409,0.5804 +1.3568,0.5826 +1.1184,0.4661 +1.3474,0.5842 +1.1752,0.5114 +0.9778,0.4424 +1.4196,0.5126 +0.9103,0.4766 +0.2335,0.3302 +0.5382,0.5134 +0.8642,0.4569 +1.0771,0.5616 +0.8327,0.2593 +1.1942,0.3526 +0.7946,0.4605 +0.6247,0.3787 +0.6112,0.3004 +0.7377,0.3686 +0.6353,0.2702 +1.2774,0.6024 +0.9135,0.391 +1.0766,0.5314 +0.9545,0.4676 +1.2827,0.4973 +0.8149,0.4373 +1.1094,0.4584 +1.3037,0.5433 +0.9953,0.6066 +1.4597,0.5644 +1.3667,0.5231 +0.8035,0.3181 +1.7921,0.5 +0.726,0.3693 +0.9379,0.3394 +0.6329,0.114 +1.0542,0.4138 +0.8923,0.3797 +0.9562,0.4087 +0.8996,0.3776 +0.56,0.3228 +0.8589,0.4152 +3.4541,0.2571 +1.2652,0.5694 +1.7324,0.6018 +1.4022,0.4938 +1.1762,0.3978 +0.9439,0.1497 +0.498,-0.3549 +1.2141,0.5136 +1.7549,0.613 +1.4122,0.5341 +1.6439,0.6492 +1.5583,0.5413 +1.6584,0.5246 +1.7949,0.596 +1.6624,0.6008 +1.4515,0.545 +1.5376,0.5347 +1.7594,0.5929 +1.2326,0.4289 +1.1841,0.4372 +0.8845,0.5339 +1.0353,0.4003 +0.8799,0.46 +0.8339,0.4193 +1.2229,0.3081 +0.6243,0.3383 +0.9488,0.4818 +0.7221,0.451 +0.6754,0.4419 +1.4362,0.417 +0.7961,0.4622 +1.1985,0.4137 +1.4181,0.4473 +1.1537,0.4294 +1.1344,0.5404 +2.0349,0.6077 +0.4367,0.3078 +0.4027,0.3456 +0.4042,0.3197 +0.4241,0.2331 +0.7851,0.449 +0.3869,0.3017 +1.3854,0.6785 +0.9227,0.5086 +1.0574,0.5392 +1.3548,0.7566 +0.9424,0.101 +0.9994,0.1742 +0.7723,0.4314 +0.2613,0.2671 +0.4117,0.3834 +0.9813,0.3003 +0.3019,0.3156 +0.7926,0.3853 +0.6964,0.4056 +1.221,0.5093 +1.4036,0.5025 +1.012,0.5514 +1.5873,0.6371 +1.5,0.6487 +1.9153,0.7127 +1.7013,0.7235 +1.2684,0.5733 +1.379,0.6727 +1.3301,0.6735 +1.582,0.6894 +1.2195,0.4472 +1.2106,0.6481 +1.644,0.4837 +1.1997,0.6109 +1.1605,0.6428 +1.1279,0.6042 +1.6784,0.6849 +1.2188,0.6008 +1.1618,0.5742 +0.9376,0.3314 +0.8188,0.4058 +0.9317,0.7228 +0.9649,0.3868 +1.2336,0.4301 +0.4995,0.2866 +0.7178,0.4019 +1.0733,0.2774 +0.8398,0.445 +0.8491,0.3386 +0.847,0.3626 +1.1225,0.3488 +1.345,0.4614 +1.4502,0.4894 +1.1111,0.5039 +1.5973,0.4587 +1.6172,0.4927 +1.2605,0.4314 +1.4952,0.5233 +1.6167,0.5859 +0.6917,-0.0497 +1.6022,0.5518 +1.2981,0.4422 +1.4053,0.4156 +1.5525,0.5568 +6.3137,0.0745 +0.912,0.401 +0.9373,0.4434 +0.5245,0.1638 +0.4863,0.3076 +0.781,0.3531 +1.4104,0.4644 +1.2112,0.4521 +1.1486,0.5479 +0.552,0.3183 +0.6487,0.3613 +0.6757,0.436 +0.6044,0.1755 +1.346,0.4187 +0.7584,0.4234 +1.3914,0.4862 +1.3837,0.4717 +1.2061,0.6148 +1.9608,0.564 +0.9354,0.4294 +0.7572,0.402 +0.76,0.4038 +1.0503,0.4951 +0.9913,0.4377 +0.8822,0.3898 +0.743,0.543 +0.7725,0.4824 +0.6421,0.2137 +0.9713,0.4737 +1.4103,0.6306 +0.7913,0.5312 +1.0093,0.5362 +1.1392,0.5366 +0.9116,0.5025 +1.1706,0.4497 +1.5519,0.6741 +1.6019,0.626 +1.2434,0.5598 +1.2545,0.5552 +1.5379,0.8332 +1.1093,0.5147 +0.2238,0.3543 +1.3853,0.5404 +1.5069,0.5967 +1.2292,0.5187 +1.0641,0.2307 +1.8395,0.8308 +1.6491,0.6775 +1.1433,0.4405 +1.3926,0.5276 +0.6026,0.5812 +1.0377,0.4656 +0.9541,0.4828 +0.9512,0.4951 +0.9117,0.4775 +1.3155,0.5649 +1.0892,0.4955 +1.0379,0.4909 +1.1039,0.6169 +0.8375,0.482 +0.9183,0.4479 +0.663,0.4124 +0.924,0.4961 +0.9204,0.4683 +1.0662,0.3987 +0.7583,0.4451 +0.9036,0.4849 +0.4631,0.2204 +1.5327,0.7149 +0.9066,0.505 +0.4274,0.3381 +0.9158,0.4656 +0.9947,0.4508 +0.7749,0.469 +1.2138,0.4327 +1.2651,0.5075 +0.3977,0.3258 +0.8073,0.4687 +0.3625,0.1895 +0.4762,0.2709 +0.9707,0.4887 +0.4617,0.3611 +0.7114,0.3794 +1.4347,0.5773 +1.5738,0.6779 +1.3159,0.5663 +0.7636,0.4236 +0.7883,0.4212 +1.2586,0.6055 +0.8737,0.4284 +0.6769,0.4613 +0.8407,0.4017 +1.328,0.5614 +1.1378,0.5254 +1.2371,0.5657 +0.7805,0.3636 +0.69,0.3327 +1.0861,0.43 +0.7177,0.229 +1.3255,0.539 +0.9235,0.5361 +1.612,0.6036 +1.4813,0.6945 +1.4364,0.5581 +0.7194,0.3354 +0.8975,0.3626 +0.6427,0.4186 +0.736,0.2875 +1.5517,0.6674 +1.1314,0.2056 +1.6,0.6611 +1.4563,0.6023 +1.2109,0.598 +1.4532,0.6436 +1.5426,0.5576 +1.5609,0.6438 +1.6528,0.6273 +1.7353,0.6565 +1.124,0.542 +1.2748,0.5765 +1.6093,0.5782 +1.5421,0.6025 +1.5946,0.5889 +1.5793,0.5285 +1.5535,0.4663 +1.4533,0.4996 +1.0644,0.3659 +0.9079,0.3696 +0.7055,0.1935 +0.6637,0.2601 +0.6247,0.398 +0.6773,0.3238 +0.4481,0.2822 +0.5264,0.2868 +0.671,0.2364 +1.2662,0.4296 +1.4983,0.4306 +1.1717,0.4226 +1.5031,0.4369 +1.5391,0.5181 +0.8968,0.32 +1.1307,0.6085 +0.4509,0.9729 +1.0479,0.4408 +0.9301,0.4188 +0.8551,0.3058 +0.8797,0.4538 +0.8169,0.489 +1.0851,0.4934 +1.0541,0.4197 +0.6722,0.3883 +0.982,0.4542 +0.4281,0.3397 +0.5828,0.3137 +0.4905,0.239 +1.0949,0.5224 +1.4096,0.5211 +1.1372,0.529 +1.4168,0.5582 +1.1383,0.4851 +1.7727,0.7183 +1.0756,0.6307 +1.6614,0.8695 +1.5975,0.6344 +0.4746,0.3124 +0.749,0.4256 +1.3282,1.0544 +1.4023,0.9635 +1.3551,0.818 +0.7427,0.4457 +1.3011,1.0865 +0.942,0.5569 +0.9341,0.6317 +0.3528,0.3792 +0.5657,0.1916 +0.4264,0.4139 +0.7802,0.4868 +0.4607,0.3758 +0.3737,0.2084 +0.5591,0.2981 +1.2034,0.5008 +1.1685,0.5814 +3.1292,0.4389 +1.5257,0.6401 +1.3168,0.5584 +1.4428,0.9321 +1.6332,0.8702 +1.2879,0.4848 +1.0343,0.4093 +0.9565,0.2668 +0.5867,0.2369 +0.4024,0.1942 +0.7279,0.3687 +0.5077,0.2639 +0.9025,0.4821 +0.6233,0.0625 +0.5493,0.2534 +0.9928,0.415 +0.5949,0.3607 +0.9856,0.4403 +0.5454,0.3444 +0.9045,0.2985 +0.695,0.3091 +1.5738,0.5893 +0.8243,0.4681 +0.7858,0.4612 +0.6272,0.3233 +0.9292,0.3662 +0.402,0.2922 +0.7004,0.3866 +1.0994,0.4882 +0.5089,0.4383 +0.4453,0.3028 +0.8604,0.4841 +0.6654,0.5025 +0.6098,0.5502 +0.7673,0.4343 +1.6352,0.6006 +1.077,0.4126 +1.0059,0.2466 +0.7054,0.4722 +1.071,0.5358 +0.7431,0.4938 +0.5721,0.4044 +0.7532,0.4272 +0.7793,0.4024 +1.8181,0.9213 +0.9568,0.4461 +0.6289,0.519 +1.1573,0.6264 +1.2361,0.6443 +1.6538,0.6711 +1.2953,0.5419 +1.5819,0.6252 +0.961,0.407 +1.153,0.6026 +1.7016,0.6853 +1.6131,0.7149 +1.1205,0.6211 +0.8653,0.2287 +1.4711,0.6424 +1.0037,0.4671 +0.9515,0.4414 +0.724,0.2749 +0.8476,0.3711 +1.2942,0.4923 +1.3796,0.6399 +0.6429,0.129 +1.2607,0.5513 +1.6238,0.5946 +1.4897,0.5772 +1.2754,0.5319 +1.5991,0.6314 +0.488,0.362 +0.6352,0.4626 +0.904,0.331 +0.4775,0.3867 +1.1532,0.5491 +0.4901,0.3276 +0.541,0.413 +0.341,0.0033 +0.8591,0.1227 +1.3346,0.6635 +1.4864,0.5875 +1.7972,0.7089 +1.7294,0.6661 +1.491,0.682 +1.6248,0.6042 +1.842,0.7333 +0.9712,0.5674 +0.9218,0.4676 +0.8228,0.4128 +0.8395,0.4319 +0.6756,0.3784 +1.4475,0.5195 +1.4044,0.6209 +1.4414,0.5635 +0.9433,0.4729 +1.3695,0.5905 +0.8147,0.2816 +1.3463,0.6521 +1.4071,0.5488 +1.4199,1.4425 +0.9163,0.4877 +0.9132,0.5548 +0.5541,0.3312 +0.7392,0.2823 +0.8574,0.3859 +0.905,0.418 +0.9022,0.3987 +0.5984,0.4269 +0.4175,0.2829 +0.9615,0.7821 +0.6262,0.3393 +0.6003,0.1566 +1.3135,0.6262 +1.0293,0.4675 +1.4739,0.6005 +1.4766,0.6231 +1.5522,0.6296 +1.4973,0.5996 +0.9967,0.4106 +1.0155,0.3701 +1.2976,0.4191 +0.5374,0.4091 +0.9424,0.4403 +1.0809,0.3819 +0.9065,0.474 +1.0375,0.3455 +1.1342,0.3573 +0.6136,0.0931 +0.5309,0.2712 +0.7529,0.1614 +0.6951,0.2289 +0.7008,0.407 +0.7838,0.3432 +1.1263,0.4774 +0.8788,0.4044 +0.5495,0.1864 +0.6029,0.3652 +0.4119,0.234 +0.6194,0.3132 +1.6439,0.5614 +1.0898,0.2879 +1.1008,0.4099 +1.7794,0.5908 +1.7179,0.5678 +1.35,0.4783 +1.4976,0.4583 +1.1462,0.389 +1.6723,0.5875 +1.6551,0.5799 +1.0875,0.4154 +0.9693,0.4743 +0.8799,0.3391 +0.8839,0.3993 +1.3135,0.4863 +0.9329,0.4229 +0.8011,0.3649 +1.0255,0.3952 +1.1488,0.536 +1.0203,0.5023 +1.8969,0.7946 +0.9335,0.5297 +1.2233,0.5109 +1.5359,0.5955 +1.1356,0.4814 +1.3965,0.6445 +1.2244,0.584 +1.6243,0.5846 +0.308,0.3166 +0.4604,0.292 +0.5944,0.3913 +0.3004,0.2917 +0.9098,0.3674 +0.4301,0.3723 +0.8296,0.4244 +0.7541,0.3914 +1.3115,0.9244 +1.3709,0.9532 +0.3907,0.4538 +0.3279,0.2905 +1.0406,0.5094 +0.2572,0.256 +1.1196,0.8512 +0.6409,0.3567 +1.0864,0.4784 +1.1048,0.5982 +0.9983,0.4227 +0.9524,0.3839 +1.0113,0.4317 +1.0267,0.5765 +1.0391,0.3952 +0.7865,0.4944 +0.4239,0.2991 +0.8586,0.447 +0.8785,0.4495 +0.8221,0.4242 +0.3757,0.3572 +0.56,0.4355 +0.8493,0.44 +0.5244,0.3465 +0.8614,0.5362 +0.7654,0.3533 +0.7322,0.5256 +0.8549,0.4704 +0.9799,0.499 +0.4591,0.4193 +0.7329,0.2667 +0.9234,0.4008 +1.0667,0.5168 +0.83,0.4382 +0.6401,0.4157 +1.0555,0.5955 +1.5811,0.8917 +1.8247,0.7866 +0.8867,0.5535 +0.8714,0.4669 +0.684,0.1458 +1.2718,0.5393 +0.8224,0.52 +1.3914,1.1231 +1.2333,0.5676 +1.4491,0.5163 +1.091,0.49 +0.8681,0.4728 +0.9457,0.5534 +0.9784,0.3736 +0.8702,0.4128 +0.7527,0.3204 +0.477,0.2345 +0.6507,-0.0233 +0.767,0.2815 +1.0747,0.375 +1.3896,0.4783 +0.9931,0.3251 +0.9487,0.4417 +1.028,0.4598 +1.0191,0.3754 +1.0751,0.4442 +1.0517,0.4422 +1.0812,0.1064 +0.8637,0.389 +1.0433,0.3908 +1.1088,0.3788 +1.0287,0.386 +1.4533,0.8658 +0.6138,0.3706 +0.1764,0.339 +0.9538,0.4597 +0.7588,0.361 +0.9487,0.455 +1.0581,0.3728 +0.7631,0.0358 +0.5827,0.0723 +0.4604,0.2653 +0.4288,0.2504 +0.9487,0.368 +1.3018,0.396 +0.8168,0.2391 +0.5966,0.3324 +0.9937,0.4186 +0.8581,0.4141 +0.9044,0.4078 +1.0015,0.4496 +1.1269,0.2036 +1.0637,0.3927 +0.8858,0.413 +0.9809,0.3228 +1.2612,0.4913 +0.9355,0.4447 +1.9466,0.7722 +1.5451,0.5329 +1.8788,0.9121 +1.6412,0.598 +1.4006,0.4957 +1.2791,0.3824 +0.5329,0.3338 +1.1117,0.4875 +0.9316,0.4244 +0.9664,0.439 +0.9578,0.5296 +0.9533,0.5416 +1.1881,0.5122 +1.4434,1.2314 +1.0569,0.5554 +1.1525,0.407 +0.9737,0.3228 +1.5691,0.4895 +0.6172,0.3233 +0.9374,0.4406 +0.8959,0.3374 +0.5865,0.3113 +0.6211,0.2755 +0.7645,0.4337 +1.3971,0.4282 +0.6307,0.4188 +0.8031,0.472 +1.2008,0.4955 +0.9017,0.477 +0.8734,0.4007 +1.3257,0.4994 +1.1512,0.5599 +0.9577,0.4501 +1.3345,0.3563 +1.8063,0.7151 +0.9873,0.4627 +1.5454,0.6109 +0.9938,0.512 +1.4076,0.577 +0.9997,0.4491 +1.3386,0.5264 +1.0377,0.4932 +1.5041,0.5825 +0.9885,0.495 +0.5825,0.3811 +1.2627,0.5502 +0.718,0.4484 +0.5009,0.3737 +0.9776,0.5076 +0.6309,0.3116 +0.6741,0.4476 +0.7268,0.3743 +1.0922,0.5611 +0.3648,0.2235 +0.6142,0.3115 +0.8146,0.5798 +0.8706,0.4458 +0.9532,0.6591 +0.677,0.3637 +0.7735,0.4566 +0.6072,0.4226 +1.7007,0.6038 +1.6094,0.6713 +1.1914,0.6533 +1.1813,0.4464 +1.4908,0.6465 +1.284,0.6391 +1.664,0.6879 +1.4617,0.5906 +1.6707,0.6558 +1.069,0.5135 +1.1067,0.4865 +0.5319,0.1157 +1.4375,0.5438 +0.5987,0.2934 +0.8845,0.2773 +0.6142,0.4541 +0.7113,0.3637 +0.2838,0.1196 +0.4574,0.2895 +1.2553,0.459 +0.5552,0.1831 +0.9886,0.4596 +0.6663,0.3629 +1.2164,0.4332 +0.6887,0.4089 +1.064,0.5236 +1.2375,0.5302 +1.1618,0.5006 +1.1612,0.4625 +0.884,0.3651 +1.5366,0.5754 +1.3401,0.546 +0.6464,0.4715 +1.0234,0.5023 +1.0701,0.4716 +1.0291,0.4579 +1.0014,0.5061 +0.5057,0.2638 +0.685,0.278 +0.8023,0.4574 +1.0375,0.5047 +0.5216,0.3652 +0.3881,0.3734 +0.6371,0.4171 +0.8224,0.5183 +0.9629,0.4116 +0.6469,0.3983 +1.3976,0.5585 +0.4141,0.3556 +0.9612,0.534 +0.6862,0.4253 +0.4266,0.2696 +0.6771,0.4513 +0.5167,0.375 +0.9438,0.4607 +1.7311,0.6657 +0.5365,0.2441 +0.4676,0.3602 +0.7026,0.407 +1.0722,0.5412 +1.3445,0.5691 +1.39,0.5348 +1.3248,0.6429 +1.982,0.8058 +1.7873,0.5811 +1.0403,0.3463 +1.1557,0.4529 +1.2678,0.3951 +0.692,0.3774 +1.013,0.4839 +0.6644,0.4521 +1.686,0.6314 +0.4439,0.356 +0.7522,0.4794 +0.4497,0.335 +0.8173,0.3428 +0.6677,0.3051 +1.0331,0.4277 +0.8158,0.5177 +0.2998,0.3353 +1.3356,0.4651 +0.605,0.2057 +0.7035,0.4027 +0.9758,0.4269 +1.4215,0.5389 +1.3767,0.4825 +0.999,0.57 +0.6229,0.3891 +1.8628,0.7026 +1.4456,0.6243 +1.4163,0.5979 +1.2724,0.5161 +1.2901,0.4594 +0.7275,0.3924 +0.726,0.4286 +1.5424,0.6204 +0.5089,0.2121 +0.5885,0.4099 +0.7651,0.4484 +0.7826,0.4071 +0.7047,0.2664 +0.6285,0.2652 +0.761,0.3061 +1.65,0.8127 +1.6519,0.5995 +1.2494,0.6109 +0.6916,0.4696 +1.3698,0.5964 +1.419,0.5765 +1.6335,0.5743 +1.131,0.4646 +1.5128,0.4576 +1.1197,0.4631 +1.3535,0.4874 +1.4911,-0.5814 +0.7009,0.4751 +1.1701,0.4942 +0.5454,0.2343 +0.5498,0.2246 +0.8623,0.2975 +0.9098,0.3706 +0.8134,0.3217 +0.5836,0.2825 +0.546,0.087 +0.3704,0.1556 +1.3206,0.4754 +0.622,0.5388 +0.9136,0.3386 +1.5235,0.5364 +1.2763,0.5965 +1.4676,0.5228 +1.5884,0.5873 +1.1315,0.3952 +1.5581,0.5346 +1.7015,0.5773 +1.7641,0.5427 +1.4504,0.4926 +1.3511,0.5299 +1.261,0.4879 +0.8308,0.1593 +1.9454,0.5922 +1.5276,0.455 +1.294,0.4272 +0.9372,0.4247 +0.8692,0.4513 +0.8214,0.3403 +0.4549,0.2533 +1.0919,0.4406 +0.8495,0.4865 +0.879,0.3908 +0.9763,0.3105 +0.7255,0.4198 +1.1678,0.5243 +0.8908,0.3554 +0.8673,0.5389 +0.868,0.3526 +0.8574,0.3472 +1.1955,0.4728 +0.7498,0.3804 +0.7844,0.3971 +1.1324,0.457 +0.8153,0.3265 +1.1341,0.5637 +4.3882,0.5045 +0.7617,0.3549 +0.5045,0.3895 +0.6905,0.1334 +0.9738,0.531 +1.5179,0.63 +1.5252,0.6086 +1.6479,0.5665 +1.177,0.4216 +0.908,0.4842 +0.9898,0.4151 +1.0105,0.4256 +0.8552,0.3466 +1.4987,0.506 +1.0821,0.536 +1.0829,0.4957 +0.3754,0.3074 +0.9174,0.5134 +0.7333,0.3563 +0.5418,0.3157 +1.1072,0.5484 +1.1328,0.5842 +1.3582,1.0303 +0.433,0.3755 +0.9337,0.459 +0.8958,0.3396 +0.851,0.314 +1.4127,1.136 +0.7261,0.4842 +1.162,0.707 +0.7341,0.4162 +0.3727,0.3649 +0.5872,0.3177 +0.7765,0.3926 +0.6346,0.4122 +1.5306,0.5673 +1.0489,0.5358 +1.106,0.5883 +1.5728,0.651 +0.7461,0.2647 +0.7113,0.3339 +0.9311,0.5001 +1.958,0.766 +1.2324,0.452 +0.8361,0.4169 +0.8007,0.4046 +0.9775,0.3636 +1.0126,0.2499 +1.0735,0.3341 +0.807,0.3936 +0.8583,0.4691 +0.5581,0.4195 +1.1412,0.4809 +1.7256,0.6049 +0.4577,0.3151 +0.865,0.423 +1.4352,0.4519 +1.3357,0.4107 +1.7321,0.4792 +0.8786,0.4126 +2.0649,0.8432 +1.487,0.4957 +1.582,0.5638 +0.778,0.2241 +1.3225,0.371 +0.664,-0.0162 +1.711,0.531 +1.7032,0.5552 +1.6311,0.5231 +1.9511,0.5444 +1.3747,0.6295 +1.1248,0.5173 +0.5518,0.38 +0.5804,0.3423 +0.8431,0.3657 +1.1978,0.4423 +0.8396,0.3542 +1.0452,0.447 +0.5328,0.1996 +0.5889,0.387 +0.7329,0.3629 +0.8388,0.4416 +0.6841,0.2619 +1.2738,0.4699 +0.7177,0.3482 +1.1874,0.7208 +1.2811,0.4198 +0.8032,0.0257 +1.1542,0.4097 +1.2152,0.4145 +1.1976,0.4528 +1.3931,0.4364 +0.5448,0.2254 +1.1336,0.5353 +0.8838,0.1244 +0.7808,0.0889 +-0.1729,-0.1871 +1.1428,0.4864 +0.4551,0.2438 +0.8588,0.2482 +0.3235,0.2271 +1.1305,0.5561 +0.4219,0.0456 +0.8869,0.5603 +0.4579,0.2626 +0.8333,0.5507 +0.9112,0.5374 +1.1589,0.5458 +0.8286,0.4729 +1.0872,0.574 +0.7044,0.414 +0.9406,0.5668 +1.4218,0.5757 +1.0877,0.5374 +1.0242,0.5478 +1.4154,0.5201 +1.325,0.6793 +1.2741,0.5501 +0.586,0.03 +1.3815,0.6855 +0.9701,0.5353 +0.9203,0.4959 +1.0003,0.4548 +0.9355,0.4584 +0.7151,0.1704 +1.0168,0.3914 +0.9234,0.5864 +1.0201,0.4574 +1.7533,1.091 +0.65,0.5307 +1.279,0.5241 +1.2413,0.4873 +0.9035,0.3387 +1.1545,0.4767 +0.7595,0.4126 +0.7363,0.4927 +0.8095,0.4646 +0.9157,0.4494 +0.6087,0.329 +0.4101,0.263 +0.8948,0.3629 +0.4687,0.3001 +0.6717,0.4552 +1.0509,0.4354 +0.9598,0.5293 +0.5821,0.2353 +0.9176,0.3853 +0.8633,0.4998 +0.75,0.3113 +1.4188,0.5522 +0.5851,0.138 +1.1138,0.4695 +1.175,0.453 +1.2879,0.6027 +1.1661,0.8738 +1.3389,0.608 +1.0626,0.5301 +1.4422,0.4742 +0.4775,0.198 +0.732,0.4667 +0.671,0.4884 +0.635,0.4885 +0.6901,0.4069 +0.7091,0.4146 +0.8047,0.5262 +0.9692,0.6144 +1.2553,0.5934 +0.542,0.4469 +1.1651,0.5656 +0.8211,0.5212 +1.1562,0.6002 +1.203,0.5775 +1.0391,0.6034 +0.5052,0.349 +1.1378,0.6071 +1.176,0.5089 +1.1942,0.5305 +1.3359,0.6376 +1.708,0.6756 +1.1763,0.5768 +1.2652,0.6362 +1.1065,0.5312 +1.3469,0.6273 +1.5839,0.6879 +1.2312,0.6101 +1.2651,0.5579 +1.301,0.6358 +1.2181,0.6182 +1.293,0.5467 +1.1993,0.7342 +1.4194,0.6415 +1.1936,0.6494 +1.4401,0.6795 +1.2884,0.6618 +1.2332,0.5662 +0.3226,0.2447 +1.381,0.6212 +1.1074,0.5804 +1.2506,1.0653 +0.9782,0.5149 +0.7402,0.3537 +1.0405,0.504 +0.7312,0.4158 +0.6177,0.3572 +0.8156,0.5048 +0.8023,0.4102 +0.7968,0.5829 +0.4671,0.3097 +0.5632,0.5377 +1.0157,0.5907 +1.1111,0.5663 +0.6062,0.4038 +0.4361,0.4452 +0.6049,0.3507 +0.3692,0.3056 +0.5345,0.0536 +0.5972,0.437 +0.4803,0.4556 +0.829,0.3736 +0.7711,0.4369 +1.1775,0.5777 +1.0142,0.5328 +0.6395,0.317 +1.285,0.5701 +1.0152,0.4763 +1.3232,0.6468 +1.0467,0.5874 +1.1876,0.5396 +1.2152,0.5747 +1.208,0.6475 +1.2978,0.6425 +1.1829,0.5322 +1.1245,0.4871 +1.0887,0.5965 +1.2695,0.6536 +1.1042,1.3381 +1.2931,0.619 +1.2942,0.545 +1.6493,1.1159 +1.2818,0.5385 +0.7521,0.3803 +1.6094,0.7906 +0.5267,0.365 +0.7789,0.517 +0.6833,0.3708 +1.4391,0.4492 +0.8518,0.5655 +1.1088,0.5378 +0.9825,0.6352 +0.9133,0.5223 +0.6668,0.4075 +0.6374,0.3507 +0.7593,0.4742 +0.3705,0.3017 +1.0545,0.5476 +0.4849,0.3449 +0.7583,0.418 +0.5625,0.4046 +1.2071,0.6456 +1.4024,0.6397 +1.371,0.603 +1.2636,0.6216 +1.6018,0.7062 +0.5062,0.0743 +1.7084,0.7178 +1.1367,0.6701 +1.0638,0.4619 +0.9448,0.5057 +1.5959,0.727 +1.2837,0.567 +0.9202,0.5556 +1.5945,0.6947 +0.4964,-1e-04 +1.0606,0.4869 +1.239,0.6238 +1.3568,0.4594 +1.0526,0.4156 +0.9146,0.4031 +1.0752,0.4636 +0.5339,0.315 +0.5628,0.3233 +0.7856,0.377 +0.8455,0.3766 +1.2053,0.5167 +1.2745,0.5434 +1.7374,0.5143 +1.3065,0.4956 +1.4413,0.5057 +1.2237,0.5182 +1.2365,0.5361 +1.4272,0.4553 +1.2351,0.5238 +0.9439,0.34 +1.2024,0.579 +1.0864,0.4888 +1.8114,0.6304 +0.3886,0.3801 +1.6357,0.577 +1.2102,0.4308 +1.7744,0.6162 +1.2939,0.5374 +1.4854,0.6616 +1.2361,0.4867 +1.6015,0.5998 +1.9181,0.6369 +1.5065,0.6416 +1.7472,0.6514 +1.8032,0.7266 +1.7887,0.6529 +1.1707,0.49 +0.4008,0.2934 +1.3133,0.8182 +1.0741,0.4289 +0.7529,0.5338 +0.1624,0.1208 +0.4932,0.1743 +0.5913,0.4151 +0.7905,0.5309 +0.6629,0.4497 +1.3536,0.509 +1.1282,0.5657 +0.7919,0.3079 +1.2902,0.3496 +1.2641,0.6644 +1.2432,0.6391 +0.6956,0.2343 +1.0215,0.5454 +1.3797,0.4954 +1.2585,0.5177 +1.16,0.5525 +0.8713,0.3523 +0.6989,0.3469 +0.472,0.3364 +0.9964,0.3277 +0.9297,0.4509 +0.9656,0.3555 +0.9875,0.3881 +1.3085,0.4736 +1.4643,0.3632 +0.7278,0.3822 +1.1854,0.5065 +1.5162,0.6438 +1.8425,0.5383 +1.4295,0.6213 +0.8009,0.0019 +1.7699,0.6795 +1.546,0.5058 +1.1799,0.4663 +1.1792,0.4569 +0.9258,0.4559 +0.5444,0.3375 +0.9553,0.3283 +0.6403,0.2392 +0.2523,0.34 +1.0505,0.5078 +0.5554,0.3111 +0.8629,0.5241 +1.6429,0.5114 +1.0298,0.5052 +1.249,0.5581 +1.3281,0.5231 +1.604,0.5822 +1.2462,0.6039 +1.3606,0.5481 +0.9426,0.6843 +1.5682,0.7731 +1.1684,0.6156 +1.0332,0.3927 +1.0208,0.5089 +0.9661,0.5115 +0.6762,0.3127 +1.2594,0.575 +1.1857,0.5461 +1.1864,0.582 +1.0833,0.5381 +1.5671,0.6281 +0.4868,0.2909 +0.8057,0.5421 +0.5542,0.3964 +0.7172,0.4901 +0.3627,0.3245 +0.8165,0.4625 +0.4112,0.3409 +1.3148,0.5658 +0.5811,0.4784 +1.0511,0.6908 +0.5992,0.4107 +1.6282,0.6864 +1.1275,0.5715 +1.309,0.5708 +1.1438,0.5593 +1.9213,0.8555 +0.8093,0.4537 +1.7672,0.7131 +1.1929,0.5529 +0.9283,0.5672 +1.1052,0.504 +1.7161,0.7169 +1.3366,0.6199 +1.408,0.5185 +1.0111,0.5644 +0.7172,0.538 +0.7907,0.399 +0.9031,0.555 +0.9077,0.5877 +0.6346,0.3471 +0.4081,0.3175 +0.832,0.0955 +0.829,0.4617 +0.8102,0.3971 +1.1271,0.5311 +1.0583,0.5391 +0.6373,0.2339 +1.314,0.6564 +1.3533,0.714 +0.9642,0.5467 +1.1047,0.5628 +1.1733,0.6374 +1.4019,0.6018 +1.4253,0.5402 +1.3771,0.5193 +0.6402,0.2674 +0.9279,0.4907 +1.5191,0.5898 +1.4821,0.6051 +1.0887,0.5427 +1.3394,0.4931 +1.6027,0.678 +1.3581,0.5034 +1.0592,0.4314 +1.2982,0.5666 +0.9551,0.5115 +0.4011,0.2142 +1.2656,0.5738 +0.8275,0.4436 +1.027,0.4934 +1.743,0.7212 +0.8684,0.2496 +0.8183,0.4152 +0.7233,0.4485 +0.757,0.4134 +1.065,0.5509 +1.5058,0.5561 +1.4093,0.6409 +1.1386,0.5965 +0.9995,0.406 +0.9308,0.4397 +0.5268,0.1199 +1.5293,0.6414 +1.0798,0.5392 +1.2035,0.4842 +0.9968,0.4711 +0.7617,0.3329 +0.981,0.5034 +0.5728,0.388 +1.0045,0.4288 +0.958,0.4393 +1.3191,0.52 +0.9658,0.4734 +1.1205,0.4811 +0.5942,0.3667 +0.7282,0.3962 +0.6357,0.3461 +0.7742,0.4198 +0.9924,0.5653 +0.3234,0.2986 +0.5124,0.2384 +0.4497,0.3955 +0.9102,0.3408 +0.9232,0.438 +0.8278,0.3833 +1.0274,0.5155 +1.3077,0.4915 +0.9134,0.3509 +1.3049,0.6023 +1.3665,0.5221 +1.1818,0.4945 +1.4855,0.5911 +1.2254,0.5722 +0.503,0.2457 +1.3936,0.7181 +1.257,0.5302 +1.8098,0.681 +0.9869,0.4103 +1.7328,0.6698 +1.354,0.6277 +1.0661,0.4932 +0.6033,0.309 +1.2818,0.5767 +0.8506,0.4896 +1.2646,0.5343 +0.9971,0.3979 +1.3661,0.4913 +1.3596,0.5454 +1.1287,0.4943 +1.3754,0.5672 +0.9244,0.4673 +1.4333,0.5783 +1.368,0.5225 +0.8687,0.4358 +0.2174,0.5786 +0.6975,0.1812 +0.7221,0.378 +0.6618,0.3363 +0.92,0.4523 +1.0298,0.5388 +0.8855,0.5295 +0.5148,0.5058 +1.0411,0.4355 +0.2762,0.2952 +0.373,0.2949 +0.772,0.4342 +1.2817,0.3633 +0.5697,0.3496 +0.9535,0.3846 +0.4849,0.31 +1.0694,0.4123 +1.7308,0.6177 +1.3581,0.5518 +1.388,0.4624 +1.2845,0.5338 +1.226,0.5742 +0.9085,0.4075 +1.1703,0.5384 +0.5821,0.2303 +0.9153,0.464 +1.8031,0.5706 +1.8519,0.6012 +1.3352,0.5054 +0.4019,0.2786 +0.7953,0.4883 +0.8945,0.3448 +1.0052,0.3461 +0.8433,0.2668 +1.0439,0.4555 +0.7249,0.2983 +0.7432,0.3496 +0.8028,0.3878 +1.6388,0.4857 +0.6113,0.1313 +0.8399,0.1457 +0.8422,0.3099 +0.993,0.3833 +1.5097,0.4912 +1.3845,0.4145 +0.6932,0.3071 +1.7404,0.5702 +1.2781,0.4496 +1.1469,0.4191 +0.7978,0.4107 +0.8872,0.28 +1.4272,0.4461 +1.0716,0.379 +0.8572,0.2408 +1.0874,0.4171 +1.2204,0.4864 +1.0402,0.4148 +0.9929,0.45 +0.5912,0.3058 +1.0385,0.3372 +1.0493,0.4245 +0.9515,0.5295 +0.5343,0.3076 +0.92,0.5097 +0.9944,0.497 +1.3071,0.4998 +0.7643,0.1874 +1.336,0.4956 +1.4458,0.5265 +1.999,0.7555 +0.7179,0.3927 +0.988,0.5107 +1.1402,0.6004 +0.3906,0.3074 +1.3613,0.6116 +1.0614,0.578 +1.0204,0.4946 +0.7584,0.5725 +0.9024,0.4791 +1.03,0.4416 +0.981,0.4616 +1.2557,0.5722 +1.138,0.7171 +1.2234,0.5952 +1.1687,0.5064 +1.1227,0.3803 +1.3681,0.5428 +0.684,0.2077 +0.475,0.2778 +1.3876,0.6019 +2.4592,-0.1798 +1.7354,-0.2615 +0.6175,0.279 +1.6017,0.5292 +1.2633,0.5901 +1.1198,0.742 +0.3973,0.1892 +1.2365,0.5136 +1.1899,0.5147 +1.2125,0.4003 +0.6364,0.196 +0.744,0.2447 +0.2116,0.0366 +1.2114,0.5536 +0.8891,0.5209 +1.4005,0.4321 +1.387,0.4656 +1.6895,0.5706 +1.5325,0.5926 +1.1776,0.5454 +0.8723,0.4243 +1.0973,0.4683 +0.6479,0.3234 +1.2569,0.5551 +1.4625,0.6218 +1.3772,0.8215 +0.7934,0.4562 +0.9676,0.5021 +0.9316,0.4928 +0.9068,0.4989 +0.8429,0.5197 +0.841,0.5123 +0.9472,0.414 +0.6396,0.429 +0.7454,0.4028 +0.7366,0.4553 +0.7931,0.5347 +0.4093,0.3915 +0.6403,0.2992 +0.8947,0.4765 +0.9579,0.3139 +1.8546,0.7094 +1.0995,0.6749 +0.7061,0.3364 +0.9919,0.5238 +0.5043,0.2397 +0.5601,0.2608 +1.1344,0.5695 +0.8675,0.4888 +0.7173,0.5155 +1.115,0.5851 +1.0667,0.5802 +1.4415,0.656 +0.6834,0.3201 +0.9622,0.5587 +0.9308,0.4343 +0.7799,0.4957 +0.5527,0.4594 +0.9624,0.5318 +0.7211,0.4885 +0.5429,0.2926 +0.9725,0.5323 +0.5639,0.3101 +0.8519,0.3539 +0.7816,0.4468 +1.1653,0.2748 +0.4561,0.2727 +1.9739,0.6965 +1.6217,0.6057 +0.6893,0.1162 +0.7049,0.4385 +0.5957,0.2373 +1.4538,0.5584 +1.071,-1.3778 +1.0158,0.4578 +0.523,0.4122 +1.4291,0.6917 +1.069,0.5607 +1.1152,0.4765 +1.1582,0.4473 +0.9708,0.4183 +1.733,0.8261 +0.9632,0.3568 +0.9659,0.4208 +0.517,0.8065 +1.0477,0.6913 +1.1489,0.4487 +0.8393,0.2824 +1.043,0.3738 +0.9436,0.4532 +0.8146,0.4584 +0.6605,0.3486 +0.7769,0.3888 +1.0687,0.4219 +0.8448,0.475 +0.6913,0.4249 +0.5739,0.3231 +1.3274,0.3804 +3.0972,0.2693 +0.99,0.3587 +1.0587,0.3952 +0.8528,0.3999 +0.9686,0.4343 +1.3662,0.5334 +0.9407,0.4281 +0.6323,0.2894 +1.2091,0.5458 +1.0662,0.3063 +1.5141,0.346 +0.9801,0.1212 +2.1421,0.809 +0.7251,0.3637 +0.6364,0.3382 +0.7253,0.4251 +0.6152,0.3436 +1.7782,0.2402 +0.9291,0.3294 +0.3042,0.11 +3.3116,0.3359 +0.5093,0.2022 +0.6966,0.3436 +1.7484,0.6362 +1.4493,0.5095 +0.995,0.4585 +0.7076,0.3358 +1.3153,0.4988 +1.1225,0.4275 +1.6055,0.5541 +1.4064,0.5315 +0.7339,0.3837 +0.7137,0.1323 +0.7951,0.4273 +1.3042,0.4604 +1.0827,0.3659 +0.6266,0.2961 +0.7161,0.3388 +0.696,0.2682 +0.3173,0.066 +1.0624,0.4192 +0.3284,0.1459 +1.4574,0.5104 +1.3903,0.5462 +1.9727,0.6194 +1.6904,0.5226 +1.1716,0.27 +1.8775,0.7142 +0.7808,0.3548 +0.4017,0.0953 +0.7927,0.3359 +1.2904,0.5032 +0.8451,0.2735 +1.1058,0.3093 +0.6764,0.3672 +0.7596,0.0504 +0.5159,0.0078 +1.4204,0.4378 +1.2127,0.4274 +1.4472,0.5458 +0.8729,0.4323 +1.6676,0.5126 +1.3114,0.4712 +0.5178,-0.0507 +0.8507,-0.1906 +1.7631,0.5949 +1.5246,0.5098 +0.5352,0.1902 +1.4883,0.5469 +0.4755,-0.0963 +0.3942,0.3903 +0.6593,0.1235 +0.7649,0.435 +0.5067,0.2104 +0.4757,0.2506 +1.0551,0.4733 +0.6115,0.3819 +0.9711,0.3463 +0.5719,0.2589 +1.0131,0.3175 +1.7216,0.6247 +1.572,0.6009 +1.2804,0.5841 +1.9408,0.7243 +0.4872,0.0012 +1.6514,0.6306 +1.4371,0.4359 +1.6447,0.5571 +1.5776,0.5503 +1.411,0.4827 +1.3935,0.583 +1.48,0.5445 +1.3582,0.4495 +1.4984,0.5269 +1.6086,0.5305 +1.7528,0.6099 +1.7006,0.5706 +1.5348,0.5818 +0.4351,0.1388 +1.7036,0.4986 +0.9577,0.4466 +0.9631,0.3566 +0.9926,0.3595 +0.5779,0.3597 +1.0845,0.4167 +0.5777,0.2368 +0.7658,0.3196 +0.618,0.1982 +0.7265,0.0789 +1.0829,0.4346 +0.3664,0.2196 +1.1521,0.3857 +0.2554,0.0836 +0.7878,0.3131 +0.54,0.3525 +0.4848,0.3001 +1.7875,0.6956 +1.5665,0.5768 +0.9763,0.3203 +1.3137,0.4086 +1.492,0.4336 +0.5791,0.1944 +0.9789,0.3874 +0.96,0.4435 +0.9753,0.3025 +0.4412,0.0814 +0.8711,0.2873 +0.4691,0.2535 +1.0708,0.3723 +0.7885,0.3248 +0.9016,0.3752 +0.6312,0.2682 +0.6455,0.3289 +0.6418,0.3081 +0.6673,0.3596 +0.926,0.5051 +1.9114,0.5412 +1.1624,0.4464 +1.2972,0.5455 +1.3301,0.5315 +1.3966,0.5634 +1.3561,0.5364 +0.5713,0.1853 +2.1109,0.8584 +0.6564,0.3949 +0.8965,0.0986 +0.2047,0.2739 +0.4966,0.0623 +0.4192,0.2081 +0.562,0.2484 +0.4938,0.2513 +0.8583,0.3406 +0.9412,0.4762 +1.3714,0.4672 +0.6356,0.2051 +1.7051,0.5184 +1.3943,0.5357 +1.3451,0.5729 +1.2506,0.5211 +1.1586,0.5059 +1.6337,0.5622 +1.0427,0.4664 +1.7594,0.618 +1.5742,0.5555 +0.5463,0.283 +1.8021,0.5452 +1.8265,0.5819 +0.7765,0.1459 +0.9623,0.6071 +0.6043,-0.3683 +0.9481,0.3301 +0.8143,0.3971 +0.8861,0.42 +1.1508,0.5455 +1.2407,0.4978 +0.9218,0.3964 +0.5965,0.199 +0.5311,0.2434 +0.5576,0.1874 +0.5614,0.195 +1.5488,0.5179 +0.5743,0.1546 +1.6047,0.6577 +1.5104,0.548 +1.6525,0.546 +1.6664,0.5268 +1.5504,0.6429 +1.5157,0.4869 +0.8862,0.4553 +0.9873,0.4642 +0.3908,0.2849 +0.4134,0.2526 +0.613,0.2932 +0.9745,0.3824 +0.7487,0.4358 +0.424,0.2212 +0.6743,0.3025 +0.7173,0.3242 +1.718,0.6203 +1.5959,0.5266 +1.7707,0.5637 +1.5203,0.4414 +1.3727,0.4834 +1.0879,0.4606 +0.3715,0.3092 +1.1275,0.4508 +0.5577,0.3763 +1.0697,0.4705 +0.9988,0.4288 +0.9925,0.4687 +0.4614,0.2202 +0.4398,0.2882 +0.5504,0.18 +0.5474,0.3175 +0.7179,0.3629 +0.6312,0.3087 +1.0615,0.398 +0.4947,0.2296 +1.1237,0.5944 +0.6234,0.3767 +1.1551,0.53 +0.8296,0.4005 +0.7064,0.2726 +0.7628,0.3725 +0.4538,0.1952 +1.0161,0.4899 +1.048,0.4341 +0.9478,0.402 +1.1686,0.5866 +1.1297,0.3237 +1.2282,0.5015 +1.4651,0.5656 +1.7584,0.5655 +1.1747,0.426 +1.2001,0.4197 +1.3556,0.4581 +1.3714,0.4986 +1.1749,0.4818 +1.3496,0.4778 +1.5206,0.5505 +1.0762,0.4388 +1.3958,0.5118 +0.637,0.2864 +1.0286,0.4631 +1.6152,0.5901 +1.1625,0.5424 +1.1556,0.4876 +1.0377,0.3509 +0.4734,0.1549 +0.8043,0.351 +1.2665,0.4391 +0.8203,0.3831 +0.9219,0.4404 +0.8164,0.3318 +1.67,0.559 +1.0485,0.4546 +1.7973,0.6337 +1.6176,0.5753 +1.431,0.5877 +1.1736,0.5524 +1.4738,0.6542 +1.2851,0.4494 +0.9874,0.3814 +1.3768,0.5537 +1.6294,0.5589 +1.6232,0.5018 +1.5967,0.5854 +1.7967,0.5816 +1.6726,0.5198 +1.6543,0.5571 +1.5745,0.4903 +1.2798,0.4552 +0.8842,0.4616 +1.1536,0.4352 +1.3047,0.4802 +0.9533,0.3725 +0.9232,0.5104 +0.9529,-0.0963 +1.1563,0.498 +0.6459,0.3786 +1.0345,0.4439 +0.7118,0.3945 +0.5354,0.3401 +0.7365,0.3937 +0.9479,0.5022 +0.7192,0.4186 +1.0585,0.5844 +0.529,0.2758 +1.2809,0.4458 +1.4617,0.5723 +1.3717,0.498 +1.6769,0.5478 +1.5946,0.4222 +1.1062,0.4573 +1.5587,0.4839 +1.6467,0.5578 +1.5044,0.4961 +1.2429,0.5226 +1.1527,0.4185 +1.5639,0.5744 +1.7023,0.5888 +1.7258,0.6033 +0.9062,0.492 +1.164,0.4937 +1.5407,0.5152 +1.2022,0.4724 +1.4895,0.6269 +0.9627,0.3693 +1.2061,0.3874 +0.449,0.225 +0.7331,0.1246 +0.6712,0.3048 +1.1139,0.3844 +1.2945,0.4336 +1.3122,0.4707 +1.1583,0.3649 +1.5693,0.553 +0.9542,0.3652 +0.4372,0.1353 +0.9124,0.3558 +1.4405,0.5462 +1.6231,0.7012 +1.1268,0.1058 +0.9877,0.4531 +1.3065,0.5436 +0.8014,0.4558 +0.6555,0.3648 +0.859,0.3809 +0.8427,0.4163 +0.9182,0.4317 +0.6783,0.2887 +0.606,0.2376 +1.2233,0.4439 +1.2763,0.4733 +1.3075,0.562 +1.4404,0.5241 +1.6526,0.5846 +0.9418,0.43 +1.3601,0.4585 +1.168,0.4692 +1.8601,0.6164 +2.3589,0.8374 +1.3457,0.6455 +1.3408,0.4716 +1.0958,0.5183 +0.781,0.4032 +0.9301,0.4377 +0.9911,0.4127 +0.6377,0.3331 +1.0162,0.4236 +1.5376,0.4593 +0.7331,0.3279 +1.6068,0.4913 +1.0351,0.5691 +0.5842,0.2751 +1.7224,0.5693 +0.6093,0.2703 +0.5802,0.032 +1.5599,0.5459 +0.6784,0.2938 +0.8603,0.3046 +1.7921,0.6506 +1.3346,0.5536 +0.7966,0.36 +0.5634,0.3344 +0.9942,0.3874 +1.1756,0.3941 +0.8071,0.4107 +1.5285,1.3882 +0.8392,0.4201 +0.8958,0.4366 +0.9625,0.118 +1.0231,0.4157 +1.6204,0.4377 +1.1368,0.5108 +1.0403,0.5156 +1.0792,0.4376 +1.2175,0.5138 +1.1986,0.5474 +0.9612,0.4206 +0.5221,0.346 +1.0764,0.5127 +1.0348,0.4696 +0.6098,0.3457 +0.4631,0.277 +0.4444,0.2135 +0.6757,0.3514 +1.104,0.4393 +1.7106,0.7806 +0.4638,0.2488 +0.9784,0.4403 +1.223,0.5375 +1.074,0.219 +1.5428,0.5469 +1.2572,0.5395 +1.5119,0.5305 +1.8516,0.6001 +1.4524,0.508 +1.7449,0.5769 +1.2602,0.5099 +0.6029,0.4755 +0.9355,0.3522 +0.3587,0.2459 +1.1055,0.5528 +1.3203,0.4864 +0.8222,0.2876 +0.9697,0.517 +0.8644,0.4069 +0.913,0.4613 +0.7926,0.3347 +0.4403,0.2669 +0.7179,0.161 +0.7984,0.2072 +0.5585,0.2223 +1.6828,0.6745 +1.5602,0.5272 +1.4469,0.5938 +1.4752,0.6087 +1.2306,0.5604 +1.7467,0.5822 +1.4514,0.4976 +1.3449,0.4697 +0.3456,-0.3511 +1.795,0.6065 +1.6507,0.551 +0.597,0.0507 +0.9686,0.4068 +1.0413,0.4493 +1.0465,0.5765 +1.2023,0.4623 +1.3922,0.6749 +0.8661,0.4018 +1.4533,0.4765 +0.665,0.302 +1.1849,0.5495 +1.0385,0.4757 +0.8649,0.4359 +0.5286,0.261 +1.0007,0.2968 +0.9599,0.4681 +0.5961,0.2813 +1.2872,0.4889 +1.3826,0.4956 +1.3014,0.5575 +1.2012,0.4614 +1.1563,0.472 +1.5085,0.4406 +1.1994,0.442 +1.3653,0.4589 +1.5767,0.6302 +1.5005,0.5723 +1.2363,0.5578 +0.99,0.4077 +1.4083,0.5878 +1.9419,0.5495 +0.8931,0.3486 +1.2069,-1.3063 +1.1524,0.4322 +1.0943,0.4674 +0.3771,0.2738 +0.9436,0.424 +0.7162,0.2759 +0.8905,0.443 +0.9115,0.436 +0.9543,0.5586 +0.8491,0.3978 +0.7578,0.3646 +0.5837,0.3495 +0.495,0.3315 +0.9081,0.4981 +1.0087,0.4052 +0.34,0.2208 +0.4812,0.1493 +1.0237,0.4415 +0.7717,0.3577 +1.7491,0.6442 +0.6168,0.16 +0.5416,0.1549 +1.4676,0.5308 +1.677,0.5618 +1.4645,0.4761 +1.5056,0.5881 +1.4438,0.5399 +1.0307,0.5474 +1.181,0.4404 +0.6581,0.2736 +0.8545,0.3221 +1.057,0.4846 +0.731,0.3314 +1.0342,0.4459 +1.1485,0.4374 +0.8649,0.4067 +0.5565,0.2823 +0.7725,0.5018 +0.8214,0.3941 +0.5837,0.3487 +0.8304,0.5423 +0.5654,0.5186 +0.8075,0.4333 +0.8511,0.408 +1.0143,0.4599 +0.8442,0.4049 +0.726,0.3023 +0.8742,0.3044 +0.5784,0.2276 +0.9929,0.3938 +0.6962,0.3059 +0.9713,0.4009 +0.4552,0.219 +1.3362,0.4803 +1.1294,0.3392 +0.7104,0.1311 +1.4421,0.5361 +1.3295,0.5154 +1.7304,0.6206 +0.8254,0.3031 +1.9106,0.5846 +0.8342,0.3003 +1.2468,0.51 +1.6716,0.6256 +1.4709,0.5278 +1.3113,0.4739 +1.7878,0.5602 +1.1812,-1.2407 +1.0586,0.4242 +0.8437,0.5366 +3.0526,-1.9115 +1.0601,0.3995 +0.4886,0.3611 +0.3927,0.4014 +0.6863,0.3366 +1.2518,0.4345 +1.1634,0.4281 +1.2332,0.4633 +0.6704,0.2126 +0.5914,0.2936 +0.6573,0.2801 +0.9632,0.3909 +0.6161,0.3899 +0.5495,0.1913 +0.6107,0.2043 +0.8735,0.3995 +0.3564,-0.0091 +1.0672,0.3505 +0.687,0.3363 +0.8753,0.4673 +0.9854,0.3754 +0.5688,0.3199 +2.0412,0.5648 +1.7737,0.7432 +0.996,0.3302 +1.1466,0.5372 +1.0719,0.3728 +0.9743,0.3634 +0.7029,0.2609 +1.6903,0.5201 +0.918,0.4869 +1.3768,0.5428 +1.6026,0.6049 +1.3152,0.5381 +1.4914,0.6487 +0.753,0.3667 +0.824,0.3709 +0.7113,0.4119 +0.9375,0.2627 +0.9402,0.3865 +0.7441,0.4824 +0.8627,0.3798 +0.9676,0.4037 +1.0121,0.4024 +1.4791,0.5491 +0.8208,0.4341 +0.7627,0.2437 +0.8905,0.3141 +0.8275,0.3131 +1.0574,0.4235 +0.8398,0.4028 +0.9764,0.4117 +0.349,0.2781 +0.4768,0.2849 +0.5982,0.2462 +1.0837,0.4117 +1.1511,0.4716 +1.2455,0.4689 +1.2058,0.5128 +0.5437,-0.1698 +0.8892,0.4699 +1.2105,0.4679 +1.4373,0.5713 +0.9757,0.4053 +1.548,0.5203 +1.5745,0.5681 +1.6465,0.335 +1.4586,0.5782 +0.5505,-1.3603 +0.4926,0.5902 +0.9836,0.3928 +1.1104,0.5302 +0.8418,0.57 +1.0658,0.5263 +0.5054,0.2852 +0.7084,0.2793 +0.5279,0.2721 +1.3224,0.5543 +1.0582,0.4341 +1.38,0.6002 +1.5165,0.5472 +0.5616,0.0555 +1.2601,0.4226 +1.5987,0.5203 +1.3405,0.4632 +1.0346,0.3389 +1.0539,0.4677 +0.4517,0.3319 +0.8472,0.4139 +1.2222,0.401 +1.0297,0.5117 +0.7724,0.2867 +1.5953,0.6293 +1.7725,0.6521 +1.6307,0.633 +1.5804,0.5327 +1.1561,0.4306 +1.5172,0.5684 +0.517,0.1113 +1.7397,0.6215 +1.3338,0.4407 +0.6283,-0.0043 +-0.0298,0.0145 +0.8433,-6.7855 +1.0098,0.3815 +1.259,0.492 +0.8774,0.4087 +1.1072,0.4506 +1.1305,0.3829 +0.7722,0.4514 +0.5157,0.2384 +0.9573,0.4563 +1.0544,0.4741 +0.871,0.3808 +0.9233,0.3854 +0.956,0.1955 +0.749,0.4092 +0.7195,0.3686 +1.5609,0.5637 +1.5226,0.5603 +1.2903,0.5192 +1.4654,0.5508 +1.136,0.4847 +1.6468,0.7311 +1.4157,0.5393 +0.8751,0.5328 +0.92,0.3539 +1.025,0.5281 +0.53,0.2548 +0.9505,0.4127 +1.1274,0.4967 +1.2693,0.5017 +1.0405,0.4614 +3.1131,0.0536 +0.814,0.452 +0.4675,0.1439 +0.3493,0.0725 +0.726,0.3626 +0.8776,0.3987 +0.5194,0.3953 +1.4067,0.4939 +1.1262,0.5259 +0.7189,0.3206 +0.6801,0.396 +0.9623,0.4385 +0.6713,0.4927 +0.82,0.387 +0.7084,0.1842 +0.5082,0.3945 +0.8711,0.4585 +1.2073,0.5193 +1.6459,0.6949 +0.4266,0.0974 +1.6118,0.5652 +1.8756,0.7303 +1.2239,0.5652 +1.6022,0.5665 +1.6251,0.6021 +0.4257,0.204 +1.3601,0.4827 +1.5593,0.6833 +1.4836,0.4543 +1.15,0.397 +0.9569,0.4019 +1.017,0.449 +1.0048,0.411 +0.7805,0.3278 +0.9348,0.4559 +1.3163,0.5258 +0.8929,0.4416 +0.6186,0.321 +1.0005,0.4858 +0.6583,0.3525 +0.6334,0.159 +0.977,0.4034 +0.9455,0.4237 +0.8198,0.4443 +0.711,0.4094 +0.5177,0.2583 +0.8915,0.3816 +0.3514,-1.8168 +0.4084,0.249 +1.2281,0.4563 +1.2682,0.5295 +0.5117,0.1946 +1.5919,0.6419 +1.5126,0.5513 +0.8746,0.4202 +1.2027,0.5338 +1.4997,0.6328 +1.6497,0.6366 +0.8832,0.3489 +1.2439,0.5752 +1.0544,0.4136 +1.6362,0.5864 +0.6272,0.1748 +1.5939,0.5146 +1.86,0.7085 +0.9972,0.5227 +1.4293,0.4021 +0.8718,0.4089 +0.8078,0.5061 +1.3525,0.5593 +-0.0037,0.358 +0.4294,0.3502 +1.746,0.5942 +0.5613,0.1443 +0.9614,0.4076 +1.1898,0.4973 +0.7143,-0.1789 +0.7392,0.4001 +0.3328,0.214 +0.5152,0.3329 +0.4502,0.2162 +0.5654,0.1694 +0.9969,0.4574 +0.6213,0.3975 +1.2896,0.4205 +0.5297,0.1892 +0.6153,0.372 +1.0698,0.4313 +0.4221,0.2432 +0.6214,0.2731 +1.2443,0.545 +1.72,0.6004 +1.4312,0.4838 +0.9776,0.4405 +1.4294,0.4415 +0.9351,0.4675 +0.1877,0.3776 +1.6935,0.7409 +2.0925,0.6814 +0.486,0.2792 +0.8775,0.5007 +0.4463,0.2875 +0.9543,0.3383 +0.725,0.3779 +1.0444,0.4219 +0.6122,-0.0671 +1.3318,0.5399 +1.8265,0.5861 +1.8294,0.5826 +0.6124,0.1176 +0.7246,0.3177 +1.8624,0.5968 +0.9218,0.3655 +0.9412,0.4239 +0.5887,0.2798 +1.2069,0.4596 +1.1265,0.3544 +1.2284,0.4389 +1.2002,0.452 +1.4446,0.5392 +0.7073,0.367 +0.7689,0.3566 +0.6804,0.3801 +1.7203,0.549 +1.1845,0.3101 +1.3565,0.4884 +1.1455,0.4205 +1.1156,0.478 +1.0653,0.3617 +1.1898,0.4538 +1.0891,0.359 +1.1694,0.423 +1.3081,0.4612 +1.1148,0.4226 +1.0819,0.3829 +1.0586,0.3476 +0.3858,0.2172 +1.0078,0.4119 +1.0494,0.4204 +0.9809,0.4009 +1.2315,0.416 +1.3902,0.478 +1.4999,0.5179 +1.3748,0.5069 +0.5338,0.3172 +0.5711,0.2699 +0.6408,0.3249 +1.2309,0.4323 +0.7403,0.2969 +0.8907,0.3681 +0.6515,0.3306 +0.5205,0.1293 +0.5113,0.2729 +0.7556,0.3563 +0.9201,0.4492 +1.2823,0.4863 +1.0984,0.2661 +0.5608,0.3003 +0.5792,0.318 +1.8155,0.5218 +1.3514,0.4878 +1.4657,0.529 +0.6122,0.2173 +0.8755,0.3972 +0.4035,0.1331 +1.087,0.2296 +1.351,0.4741 +0.6986,0.3916 +0.8004,0.3791 +0.3995,0.2015 +0.9028,0.3894 +0.9904,0.4212 +0.3679,0.2382 +1.1335,0.4409 +1.1131,0.5731 +0.7144,0.3009 +0.4715,0.073 +0.7413,0.4332 +0.8358,0.36 +0.5465,0.2409 +0.4484,0.2069 +0.2243,0.1324 +0.6038,0.3412 +0.8798,0.549 +1.5948,-5.9034 +1.8818,0.6146 +2.0477,0.78 +1.3274,0.5143 +1.6869,0.6497 +1.307,0.6108 +1.6023,0.5401 +0.5946,0.034 +1.3561,0.7641 +0.8277,0.3313 +0.7137,0.1722 +1.2374,0.4501 +1.1714,0.4934 +0.8801,0.272 +1.2592,0.4593 +0.8818,0.1993 +0.647,0.2379 +0.7625,0.5043 +0.5536,0.2938 +1.1358,0.4076 +0.5011,0.3549 +1.1048,0.3819 +0.8189,0.351 +0.8197,0.3372 +1.0605,0.4724 +0.789,0.3544 +0.5355,0.3729 +1.2816,0.565 +1.1045,0.6186 +1.2556,0.5354 +1.4435,0.5882 +1.31,0.4461 +1.0288,0.3608 +0.5352,0.0602 +0.6246,0.3654 +0.2288,0.0569 +0.7849,0.3304 +0.8584,0.3354 +0.6822,0.3001 +0.7391,0.3386 +0.5072,0.1882 +0.8513,0.4255 +0.8851,0.3827 +0.5223,0.2352 +0.494,0.2017 +0.6724,0.4104 +0.2606,0.0479 +0.3949,0.2904 +0.6264,0.2528 +0.9135,0.4533 +0.6511,0.3793 +0.8238,0.2479 +0.7595,0.4295 +1.3779,0.4966 +1.4583,0.4908 +1.397,0.503 +1.4526,0.499 +1.2499,0.4366 +1.6029,0.5549 +1.4466,0.5124 +1.3364,0.4544 +1.0844,0.5218 +1.1865,0.4646 +1.2075,0.4612 +0.8502,0.4421 +1.0737,-0.4736 +0.9371,0.3708 +0.9148,0.4146 +0.8492,0.393 +0.6656,0.3341 +1.305,0.5743 +0.9117,0.4202 +0.9369,0.3661 +0.4547,0.2408 +0.8455,0.4715 +1.1122,0.4133 +0.8524,0.3693 +1.0683,0.5388 +0.6588,0.3154 +0.7532,0.3111 +0.9816,0.2986 +0.5391,0.2017 +0.7165,0.2224 +0.8691,0.4352 +0.6251,0.3147 +1.1193,0.4241 +0.6561,0.2902 +0.7759,0.3536 +0.7937,0.2176 +0.8477,0.3527 +0.893,0.4375 +0.5543,0.2276 +0.7593,0.4267 +0.7927,0.4402 +1.3291,0.4315 +0.8683,0.337 +0.7849,0.3555 +1.3177,0.5256 +1.3564,0.5788 +1.3993,0.5348 +-0.027,-0.8527 +0.159,-1.0736 +0.6141,-0.6068 +1.5062,0.5942 +0.9252,0.2022 +1.0469,0.5189 +0.9195,0.3494 +0.7092,0.3642 +0.5247,0.3467 +1.032,-0.0016 +0.6334,0.3207 +0.822,0.514 +0.367,0.377 +1.056,0.4822 +0.4287,0.2457 +0.9484,0.3688 +1.0149,0.3017 +0.5555,0.316 +0.5677,0.2527 +0.9048,0.3859 +0.5382,0.3023 +0.6197,0.2443 +1.076,0.4168 +0.815,0.3572 +1.4385,0.6908 +1.5978,0.628 +1.8044,0.6363 +1.0931,0.4924 +1.6633,0.6787 +1.4453,0.61 +0.4697,0.2434 +0.5996,0.2195 +0.9802,0.4158 +0.933,0.4315 +0.9626,0.2182 +1.0307,0.4465 +1.0133,0.457 +0.781,0.4234 +0.933,0.23 +1.0825,0.473 +0.9934,0.4173 +0.9378,0.4187 +1.5948,1.3639 +0.9819,0.4043 +1.1269,0.4591 +0.7248,0.3689 +0.9399,0.4121 +0.6645,0.3981 +0.7262,0.4691 +0.5275,0.3135 +0.3559,0.3127 +0.4207,0.2932 +0.7831,0.4448 +0.8776,0.3929 +0.5025,0.2882 +0.7377,0.3987 +0.9926,0.5 +0.3711,0.1857 +0.4832,0.3013 +0.9297,0.394 +0.8373,0.4482 +0.5704,0.2779 +1.301,0.6088 +1.0444,0.5146 +0.7958,0.425 +1.6708,0.6627 +1.1733,0.4443 +1.268,0.4484 +1.4531,0.5322 +1.0283,0.4878 +0.9998,0.467 +1.5015,1.1014 +1.4254,-1.6334 +0.8041,0.3448 +0.59,0.2076 +6.827,1.546 +0.8993,0.3527 +0.9507,0.4115 +1.0811,0.467 +1.2029,0.5036 +0.6497,0.2821 +0.8378,0.4453 +0.8215,0.3336 +0.3872,0.2459 +0.6685,0.4543 +0.5056,0.3117 +0.5742,0.2953 +0.8124,0.2614 +0.7779,0.4638 +0.9388,0.5079 +0.8606,0.3006 +0.9636,0.4397 +0.6556,0.377 +1.4271,0.5231 +1.4289,0.504 +0.5679,0.1771 +0.8259,0.382 +0.833,0.2036 +1.4133,0.49 +1.1951,0.6469 +1.3963,0.4325 +0.98,0.4053 +1.2803,0.4985 +1.5894,0.5613 +1.0162,0.5093 +1.2606,-0.3145 +0.7838,0.5056 +0.6934,0.3638 +0.7475,0.4707 +1.0032,0.4154 +0.6436,0.3573 +0.9835,0.3526 +1.161,0.3631 +1.176,0.4494 +1.0021,0.4795 +1.3991,0.4782 +1.3037,0.5129 +1.3008,0.5141 +1.7785,0.5998 +1.6021,0.5479 +1.1359,0.4509 +1.3885,0.4348 +1.0068,0.3573 +0.9288,0.4567 +0.8478,0.3569 +1.0528,0.4158 +0.669,0.3056 +1.9371,0.6496 +1.5314,0.5551 +0.5813,0.2297 +0.9871,0.4273 +0.6034,0.2783 +1.1143,0.4781 +1.3955,0.1681 +1.1619,0.4289 +1.9112,0.6361 +1.66,0.3491 +2.7631,-1.8665 +0.3378,0.2405 +1.5968,1.1163 +0.6946,0.3504 +0.5905,0.3633 +0.4298,0.1824 +0.3258,0.1877 +1.167,0.4621 +0.3924,0.1965 +1.8479,0.7195 +1.3488,0.5307 +1.0574,0.4244 +0.9575,0.4034 +0.681,0.3215 +0.7706,0.491 +1.0122,0.5418 +0.673,0.2711 +1.8016,0.604 +0.6916,0.0955 +1.5581,0.5689 +1.1561,0.4165 +0.8874,0.2468 +1.0517,0.4952 +0.9214,0.182 +0.7992,0.4527 +1.0337,0.3928 +0.9255,0.4197 +1.2605,0.5281 +0.7428,0.381 +0.9278,0.4057 +0.3089,0.3611 +0.7185,0.4155 +0.732,0.3478 +0.9042,0.3941 +1.1365,0.4715 +1.2775,0.4588 +0.8846,0.2916 +0.6165,0.2171 +0.8669,0.3736 +0.9642,0.3801 +0.9515,0.3877 +0.7809,0.4868 +1.8939,0.8308 +1.215,0.5738 +1.0981,0.4525 +1.6045,0.4752 +1.289,0.3774 +1.6966,0.5761 +1.2504,0.5111 +0.5103,0.3397 +0.7006,0.3675 +1.1692,0.4711 +1.0604,0.3889 +0.7542,0.4181 +0.7225,0.3071 +1.1565,0.4796 +1.5226,0.557 +0.845,0.3244 +0.5803,0.2204 +0.4428,0.1222 +1.0058,0.3832 +1.367,0.5049 +1.4842,0.4223 +0.8742,0.5434 +0.4331,0.1707 +0.516,0.1062 +1.7395,0.4957 +1.645,0.5915 +1.602,0.5789 +1.7563,0.566 +0.5066,0.2348 +1.6665,0.5489 +1.7336,0.6514 +0.5608,0.1349 +1.2535,0.594 +0.3463,0.1196 +1.2331,0.4731 +1.0425,0.4693 +0.8475,0.3802 +-0.6248,0.8823 +0.5095,0.2769 +0.4529,0.2608 +0.8182,0.3997 +0.9136,0.3895 +0.7681,0.419 +1.069,0.4465 +0.6921,0.3884 +0.9955,0.3824 +1.2644,0.4584 +1.4516,0.6245 +0.8279,0.5263 +0.9456,0.4528 +0.9961,0.4769 +0.9934,0.4322 +0.9358,0.4826 +1.1142,0.5902 +0.4085,0.177 +1.0479,0.4635 +0.9588,0.4764 +0.9775,0.4299 +0.8081,0.3548 +1.0473,0.4771 +1.0478,0.4374 +0.9825,0.4061 +0.6032,0.4776 +0.89,0.3797 +0.9559,0.4973 +0.4922,0.289 +0.5151,0.2571 +0.7876,0.4483 +0.8159,0.3573 +1.0444,0.4907 +0.5486,0.2183 +0.9888,0.461 +0.5274,0.2006 +0.966,0.3858 +0.8318,0.374 +0.9853,0.5146 +0.8947,0.4224 +0.4911,0.2327 +0.7254,0.4105 +0.4874,0.2542 +0.9136,0.3618 +1.1925,0.5005 +1.0174,0.5315 +1.0825,0.4955 +0.9102,0.3668 +0.9335,0.3798 +1.2356,0.514 +1.4273,0.5308 +1.4239,0.5913 +0.8344,0.3267 +0.5818,0.3293 +0.6235,0.3007 +1.1949,0.4018 +0.945,0.4407 +1.493,0.5602 +1.0535,0.3978 +1.0264,0.4669 +1.1258,0.3809 +1.0292,0.4011 +1.1035,0.41 +1.1108,0.4324 +1.1279,0.4206 +1.0593,0.4686 +1.0862,0.4456 +0.8749,0.4783 +1.1274,0.4959 +1.0765,0.4333 +0.6971,0.3869 +1.0496,0.4152 +1.1617,0.5275 +1.2063,0.5036 +0.8937,0.3975 +1.1286,0.4576 +1.0752,0.4648 +1.0584,0.5336 +0.6365,0.334 +0.7298,0.3699 +1.0645,0.3633 +0.693,0.3117 +0.6106,0.3305 +0.7981,0.4142 +1.005,0.4365 +0.5826,0.2634 +1.614,0.4773 +0.9549,0.4722 +0.8759,0.4267 +0.9418,0.4827 +0.8332,0.3308 +0.5727,0.2585 +0.9841,0.4783 +1.0756,0.4739 +0.7585,0.3864 +0.9319,0.4384 +1.1007,0.3817 +0.9535,0.4366 +1.0116,0.4961 +1.4932,0.548 +0.9201,0.42 +1.0261,0.4251 +0.9338,0.3701 +0.8305,0.3311 +0.8364,0.3128 +1.1177,0.4833 +0.831,0.4265 +0.5228,0.4236 +0.9461,0.4697 +0.8126,0.4888 +0.5941,0.3064 +0.7036,0.2589 +0.8654,0.5475 +0.5773,0.3268 +0.8918,0.3695 +0.4493,0.2821 +0.968,0.3305 +0.5082,0.2684 +1.2636,0.5067 +0.9946,0.4209 +1.6393,0.4792 +1.781,0.4923 +1.4141,0.5194 +1.4577,0.5756 +1.1852,0.4595 +1.8568,0.6194 +1.216,0.4523 +0.8849,0.2718 +0.5066,-0.0166 +1.0908,0.3545 +1.1389,0.4271 +1.0884,0.4977 +0.9098,0.3953 +1.4115,0.4992 +0.443,0.2213 +0.9312,0.4211 +0.6607,0.29 +0.9191,0.3728 +0.9071,0.3518 +0.5938,0.2629 +0.7189,0.3845 +0.6612,0.293 +0.568,0.304 +0.7043,0.1925 +1.8056,0.6979 +0.5349,0.3007 +1.0082,0.3764 +1.2459,0.339 +0.576,0.1994 +1.3103,0.4518 +1.2065,0.437 +0.6476,0.3144 +1.0639,0.3658 +0.8689,0.3562 +1.278,0.5626 +1.7308,0.6124 +0.7281,0.2156 +1.5373,0.5419 +1.0628,0.3212 +1.1502,0.4961 +1.3336,0.4979 +0.5769,-0.0672 +0.8673,0.3418 +1.5557,0.6306 +0.5883,0.2207 +1.1896,0.5714 +0.6154,0.2942 +1.0143,0.3319 +1.1906,0.4424 +1.0787,0.4309 +0.9122,0.5238 +1.1839,0.5234 +0.8992,0.4764 +0.6642,0.3901 +1.0432,0.4149 +1.0303,0.3738 +0.8874,0.2285 +0.7669,0.3264 +1.2691,0.4219 +0.6876,0.0659 +1.132,0.4476 +0.7534,0.4495 +1.9189,0.6275 +1.4468,0.5723 +1.5057,0.5537 +0.5403,0.2344 +1.8542,0.6506 +1.4827,0.4937 +1.2619,0.5292 +0.9986,0.3679 +0.8834,0.3431 +0.9447,0.3536 +0.8495,0.383 +0.9621,0.3899 +0.5204,0.2114 +0.5141,0.2434 +0.584,0.2094 +0.5242,0.1602 +0.691,0.3582 +0.9791,0.4444 +0.6574,0.2975 +0.6456,0.1378 +0.9132,0.4049 +0.4444,0.2089 +1.4606,0.4386 +0.5736,0.2282 +1.7905,0.4794 +1.4934,0.5556 +1.5613,0.4829 +1.0049,0.3591 +0.8775,0.3077 +0.6835,0.1448 +0.6187,0.2562 +1.3298,0.448 +1.3357,0.4688 +0.7385,0.5279 +1.0384,0.4256 +1.0298,0.4097 +0.9827,0.4151 +1.2955,0.5585 +1.1567,0.421 +0.8587,0.3871 +0.8434,0.4112 +0.6099,0.3334 +0.6779,0.3248 +1.0216,0.2859 +0.8218,0.2949 +0.4157,0.2522 +0.5288,0.2234 +0.5371,0.1811 +0.3025,0.1395 +1.5017,0.5602 +1.0089,0.3807 +0.5037,0.2355 +0.7152,0.2866 +0.6844,0.31 +0.5676,0.2674 +0.7705,0.4023 +0.6738,0.3613 +0.5165,0.2254 +0.9099,0.427 +1.578,0.3848 +1.5589,0.5639 +0.6041,0.3001 +1.4461,0.5519 +1.7373,0.5827 +1.1587,0.394 +0.883,0.4391 +0.7704,0.5054 +1.0317,0.4858 +1.0737,0.6072 +0.7561,0.3454 +0.6966,0.3354 +0.5985,0.2215 +0.9257,0.3875 +0.7712,0.3173 +0.9092,0.3979 +0.7438,0.2515 +1.4209,0.5228 +1.2781,0.4176 +1.0864,0.4316 +1.3935,0.4163 +0.5885,-0.1233 +0.9747,0.3711 +1.1139,0.4105 +2.7704,0.4712 +8.6403,0.4751 +1.4846,0.4219 +3.165,0.5413 +3.5762,-1.0752 +1.0094,0.3083 +1.588,0.4477 +7.9405,-1.0118 +5.5565,0.4896 +7.1125,0.2618 +3.0897,0.553 +2.5356,0.5041 +2.5144,0.538 +3.3337,0.6659 +2.6058,0.6168 +2.5418,0.5171 +1.971,0.5352 +2.8561,0.606 +2.9207,0.5097 +0.8971,0.3447 +0.5545,0.1266 +1.0122,0.4507 +0.6157,0.3705 +0.9407,0.4294 +0.7692,0.3389 +0.557,0.3363 +0.4702,0.2592 +1.1333,0.5383 +1.0742,0.578 +1.0205,0.4809 +0.9056,0.4323 +0.572,0.4234 +0.957,0.3807 +0.7309,0.4072 +1.0596,0.3853 +1.1505,0.4549 +1.2124,0.4823 +1.3239,0.5439 +1.1582,0.4905 +1.4351,0.5743 +0.97,0.3671 +0.6342,0.1328 +0.6752,0.3356 +1.2755,0.5647 +1.051,0.3844 +0.6243,0.3402 +1.0624,0.4858 +0.3801,0.1995 +0.5704,0.3279 +0.5649,0.3205 +1.1018,0.4794 +0.4823,0.1781 +1.1146,0.5548 +0.3859,0.2345 +0.404,0.2009 +0.4628,0.2855 +1.6909,0.6758 +1.3046,0.558 +0.8251,0.4608 +1.1821,0.5555 +1.2316,0.5462 +1.1243,0.5977 +1.0889,0.4747 +1.2189,0.545 +1.0305,0.3928 +1.3361,0.527 +1.619,0.6567 +1.4315,0.2845 +2.5955,0.3359 +3.1879,0.1382 +1.8533,0.5862 +5.7602,0.4446 +1.9179,0.3378 +3.0262,0.4276 +7.9535,0.1582 +1.5708,0.318 +7.2043,0.4337 +4.3279,0.3886 +2.9821,0.2889 +3.0242,0.3838 +3.0129,0.1993 +1.7876,0.3705 +1.8292,0.331 +3.5374,0.1441 +1.9127,0.3654 +3.1022,0.6383 +2.9173,0.6626 +2.4724,0.5374 +1.8559,0.6368 +3.6566,0.6496 +3.2348,0.633 +2.3372,0.4804 +1.0148,0.3821 +0.9961,0.4623 +0.622,0.329 +1.2385,0.4892 +1.0675,0.3845 +0.9225,0.3931 +0.6232,0.3748 +0.1772,0.26 +1.3839,0.499 +1.5144,0.5317 +1.6081,0.4994 +1.9071,0.5729 +1.4396,0.5391 +1.1368,0.3905 +0.7277,0.1393 +1.1231,0.4581 +0.6165,0.3333 +1.6838,0.5898 +1.3614,0.5146 +1.7491,0.6272 +1.493,0.5139 +-0.2785,1.3964 +0.4079,0.0371 +0.6804,0.41 +0.9893,0.3532 +0.6467,0.3849 +0.5096,0.3191 +0.6438,0.2678 +0.6776,0.34 +1.0369,0.4372 +0.6271,0.2929 +1.7119,0.6454 +1.7536,0.564 +1.201,0.4494 +1.8624,0.652 +1.2925,0.5788 +1.6974,0.5969 +0.9137,0.4939 +1.708,0.3942 +1.2507,0.5227 +1.6112,0.5473 +1.4194,0.4641 +1.4662,0.5431 +0.6644,0.2258 +1.4426,0.514 +1.0999,0.385 +1.632,0.552 +1.7731,0.4517 +1.6935,0.4657 +1.0242,0.2825 +0.3204,0.1096 +1.0519,0.3709 +1.218,0.2605 +0.87,0.4027 +0.9106,0.3828 +2.4827,0.2705 +0.5794,0.2806 +1.8634,0.5198 +0.5162,0.2292 +0.5337,0.1473 +0.7665,0.2085 +0.9708,0.3611 +0.7268,0.3516 +0.6173,0.0768 +1.3584,0.3995 +0.4428,0.1381 +1.5657,0.4689 +2.0626,0.5522 +1.3807,0.4519 +1.404,0.4493 +1.1604,0.4698 +1.8236,0.5463 +0.6076,0.1557 +1.5358,0.4337 +1.4387,0.4414 +1.7522,0.5401 +0.8449,0.3438 +1.4054,0.4658 +1.0342,0.4181 +0.512,0.1602 +7.815,0.0491 +1.3137,0.5425 +1.3376,0.4917 +1.311,0.3141 +1.2182,0.3106 +1.0679,0.2792 +0.8446,0.3178 +1.1242,0.4223 +0.7077,0.1922 +0.6266,0.1275 +0.4491,0.3214 +0.3832,0.1817 +0.2201,0.271 +0.743,0.3388 +0.6246,0.3151 +0.9817,0.3717 +0.7309,0.35 +0.8919,0.5093 +0.3613,0.3113 +0.785,0.3756 +1.3528,0.3816 +1.35,0.3665 +1.3444,0.3552 +0.8862,0.3725 +0.959,0.4128 +1.5394,0.6296 +1.0536,0.4595 +1.0917,0.5643 +0.7219,0.2602 +1.275,0.524 +1.7811,0.8605 +1.0426,0.2504 +0.4725,0.1443 +0.9703,0.4572 +0.5808,0.4344 +1.008,0.2823 +1.4703,0.8755 +1.0277,0.6606 +0.4295,0.3252 +0.9437,0.4689 +0.8622,0.5018 +0.4919,0.3572 +0.3181,0.2971 +0.5859,0.296 +0.2625,0.3401 +0.3,0.2397 +0.7143,0.3732 +0.4918,0.2737 +0.5422,0.4033 +0.4854,0.3481 +0.7148,0.2841 +0.7372,0.4909 +0.372,0.3212 +1.0255,0.4215 +0.6103,0.3042 +1.9546,0.6311 +0.6786,0.2402 +0.5842,0.2557 +1.2922,0.3764 +1.247,0.638 +1.5529,0.6032 +1.0474,0.4045 +0.8585,0.414 +0.8933,0.3114 +0.4115,0.4594 +0.7027,0.3853 +0.3733,0.3371 +1.0877,0.4884 +0.8571,0.497 +0.7322,0.4047 +0.5672,0.3598 +1.3548,0.3343 +0.4288,0.1516 +0.7839,0.338 +0.9731,0.2134 +1.9208,0.6475 +0.9236,0.4562 +1.06,0.2757 +0.6631,0.1778 +0.8171,0.3925 +1.0921,0.5127 +0.7844,0.677 +1.623,0.7512 +1.2398,0.4789 +1.8496,0.5808 +1.2621,0.5227 +0.3057,0.1268 +1.2003,0.395 +1.2843,0.375 +0.4864,0.2874 +0.6649,0.2767 +0.6584,0.2376 +0.911,0.3634 +0.833,0.2427 +0.6681,0.2452 +1.1842,0.5386 +0.982,0.4222 +0.9968,0.3046 +0.9508,0.4839 +1.1985,0.3953 +0.8659,0.4708 +1.4918,0.4375 +0.5879,0.2892 +1.3913,0.5425 +0.9423,0.279 +1.2291,0.4274 +1.035,0.2356 +1.3429,0.4854 +1.8426,0.6587 +0.9702,0.329 +1.3385,0.4644 +0.7624,0.353 +0.9786,0.4097 +0.4964,0.3087 +1.0194,0.3676 +0.7605,0.2363 +0.3388,0.1256 +1.4093,0.8863 +1.0493,0.4215 +0.7201,0.3078 +0.9207,0.3059 +0.5092,0.2964 +1.0651,0.3778 +0.5194,0.1941 +0.5509,0.1344 +1.6294,1.1479 +1.0783,0.3703 +1.4409,0.5779 +0.4232,0.2306 +1.3418,0.4694 +0.5103,-0.0937 +1.3287,0.3677 +1.3147,0.4883 +1.262,0.4162 +1.2178,0.3788 +0.8013,0.4111 +1.1091,0.4826 +0.728,0.1747 +0.408,0.2437 +0.4793,0.3383 +0.6636,0.3384 +1.5506,0.9487 +1.2656,0.5443 +1.3675,0.4979 +1.6224,0.6327 +1.3564,0.4961 +0.3578,0.3074 +1.1639,0.583 +0.4203,0.2894 +1.0123,0.5397 +1.3864,0.4583 +0.4496,0.1139 +1.4863,0.589 +1.0517,0.3719 +0.5475,0.3975 +0.5832,0.3787 +0.4709,0.3553 +0.9195,0.5673 +0.5417,0.3252 +0.8171,0.5459 +0.8977,0.6059 +0.5427,0.439 +0.6646,0.095 +1.2683,0.5527 +0.4061,0.0568 +0.434,0.0451 +0.9063,0.4521 +0.9398,0.471 +1.2173,0.5464 +1.1992,0.572 +1.1274,0.504 +0.7221,0.303 +1.1438,0.5231 +1.7659,0.5935 +1.1623,0.4546 +0.9882,0.3519 +1.0635,0.4757 +0.9108,0.3999 +0.4977,0.2626 +0.9564,0.4897 +1.2756,0.4562 +0.7437,0.1044 +1.4867,0.4765 +1.7122,0.6333 +0.5357,0.2592 +1.6065,0.5687 +1.55,0.5413 +1.7083,0.6209 +1.1302,0.4995 +1.3526,0.4417 +0.5245,0.1103 +1.3229,0.6307 +1.8289,0.6485 +1.5917,0.6319 +1.0985,0.5485 +1.4767,0.6064 +0.6069,0.2805 +0.8615,0.518 +0.7004,0.3977 +1.1849,0.4497 +1.0625,0.3137 +1.7103,0.6716 +0.8141,0.2796 +1.4479,0.5355 +1.2463,0.6435 +1.3974,0.5511 +1.2224,0.5452 +1.7114,0.5785 +1.0464,0.3908 +1.4836,0.6147 +1.7067,0.6592 +0.6176,0.1976 +1.7667,0.6338 +1.4178,0.4793 +1.1917,0.4646 +1.8252,0.5608 +1.355,0.5107 +1.4432,0.5879 +1.7671,0.5621 +1.5621,0.6122 +1.4276,0.5709 +1.253,0.5449 +0.7054,0.3076 +1.3207,0.4263 +0.782,0.3379 +1.0108,0.2912 +1.0581,0.3858 +0.7966,0.3755 +1.5519,0.4233 +1.0256,0.496 +0.8221,0.3177 +1.5614,0.5263 +1.6931,0.6588 +1.7362,0.4989 +1.2713,0.5772 +1.7549,0.5527 +0.8905,0.2925 +0.9003,0.3996 +1.0834,0.4154 +1.4463,0.4401 +1.0304,0.2533 +0.9773,0.2913 +0.4055,0.3249 +0.4282,0.2108 +0.6706,0.3614 +0.5712,0.3736 +1.6345,0.4548 +1.7788,0.445 +1.1356,0.4886 +1.0724,0.4934 +1.0134,0.4487 +0.8243,0.4577 +2.0767,0.6882 +1.6046,0.6581 +1.5173,0.6595 +0.9617,0.4381 +1.4969,0.6199 +1.5846,0.5879 +1.1263,0.3205 +1.8381,0.6777 +1.2968,0.5004 +1.5617,0.5455 +-0.0896,1.1606 +0.5488,0.2982 +0.9715,0.4197 +1.0745,0.5294 +1.4095,0.6991 +0.5742,0.2969 +0.7272,0.4422 +0.7478,0.5459 +0.4213,0.2764 +0.8224,0.4202 +1.659,0.5892 +1.4691,0.6944 +1.9733,1.0771 +1.2523,0.615 +0.7659,0.4768 +1.4853,0.5669 +1.426,0.5823 +1.2238,0.6134 +1.3464,0.5528 +0.9393,0.4728 +1.4453,0.6456 +1.4962,0.643 +1.3024,0.5698 +1.4384,0.7143 +0.9383,0.4833 +1.6163,0.658 +1.2577,0.6308 +0.5562,0.0891 +1.0453,0.4204 +1.5256,0.5844 +1.6404,0.7276 +0.9661,0.4212 +0.916,0.5692 +0.9759,0.457 +1.0339,0.6156 +0.7487,0.4134 +0.7354,0.4981 +0.4669,0.4146 +0.9552,0.4438 +0.5525,0.4392 +0.5085,0.1683 +0.5853,0.3737 +0.7954,0.2431 +1.1564,0.4496 +0.9586,0.3951 +1.1809,0.544 +1.6702,0.6857 +1.3105,0.5394 +1.0119,0.5108 +0.3459,-0.0088 +1.4159,0.4552 +1.1302,0.4049 +1.7071,0.614 +0.4594,-0.0693 +1.0822,0.3396 +1.5569,0.4129 +1.1173,0.3761 +0.69,0.3286 +0.4859,0.3389 +0.9992,0.4274 +1.0786,0.3417 +0.5252,0.2114 +0.8654,0.4251 +1.0751,0.4384 +1.2823,0.4324 +0.6331,0.3804 +1.0185,0.312 +0.6173,0.2514 +1.3221,0.5414 +1.5266,0.5389 +1.1314,0.3884 +1.2384,0.6277 +0.7031,0.3148 +1.3413,0.6345 +1.4596,0.5236 +1.1798,0.4218 +1.6903,0.4485 +1.3302,0.4381 +1.1408,0.4517 +0.9552,0.414 +1.4862,0.4451 +1.9239,0.6244 +1.1992,0.5314 +0.5505,0.2291 +0.4333,0.2237 +0.4386,0.3063 +0.4185,0.2301 +0.7977,0.2544 +0.7042,0.3345 +0.6442,0.3222 +0.3913,0.2774 +0.5938,0.3767 +0.8421,0.4211 +1.3053,0.4835 +1.3545,0.648 +1.5986,0.5743 +1.3506,0.519 +1.1033,0.5262 +1.3822,0.9632 +0.9845,0.4604 +1.2086,0.524 +0.4026,0.0898 +1.3294,0.5479 +0.4856,0.2081 +1.5483,0.9938 +1.096,0.4307 +0.698,0.3891 +0.5005,0.2513 +0.8691,0.3667 +0.9056,0.4489 +1.4881,0.4748 +0.4651,-0.0428 +1.4567,0.3973 +0.86,0.3012 +1.0736,0.3448 +1.2987,0.4642 +1.459,0.4576 +1.4457,0.5957 +0.384,0.1367 +0.3142,0.2565 +1.3367,0.7078 +0.6153,0.3462 +1.0039,0.5141 +0.4115,0.3356 +0.896,0.6022 +0.8102,0.5542 +1.3643,0.5737 +1.2815,0.6032 +1.7238,0.731 +0.7793,0.305 +1.1002,0.4186 +0.9838,0.4739 +1.1163,0.4442 +1.0876,0.4383 +1.1295,0.4826 +1.0475,0.2169 +1.1872,0.4573 +0.6957,0.2675 +0.7726,0.3913 +1.3045,0.4679 +1.0258,0.4974 +1.1958,0.514 +1.5884,0.5675 +1.2123,0.5732 +1.992,0.5647 +1.0824,0.5118 +1.4231,0.5834 +1.1188,0.4835 +0.7057,0.2923 +1.1614,0.6296 +1.3935,0.554 +1.7275,0.4908 +0.8929,0.3319 +1.3419,0.4394 +1.156,0.447 +1.5972,1.1848 +0.9086,0.4274 +0.4714,0.308 +0.3808,0.3101 +0.8323,0.4153 +1.1052,0.4823 +0.9821,0.4363 +1.0617,0.4382 +0.8858,0.4376 +1.2084,0.4665 +0.9909,0.4048 +0.7577,0.353 +1.5875,0.5782 +1.567,0.6467 +1.5183,0.6139 +1.6894,0.6761 +1.0028,0.3258 +1.0883,0.3297 +1.4169,0.4278 +0.9369,0.3997 +1.4984,0.4977 +1.6062,0.5135 +1.5068,0.5329 +1.336,0.4152 +1.5731,0.4796 +0.9217,0.3896 +1.4058,0.6148 +1.1964,0.4246 +1.1577,0.4142 +1.2291,0.4251 +0.8195,0.3946 +1.1512,0.4078 +0.9303,0.3978 +0.5746,0.2296 +0.54,0.261 +0.9097,0.3889 +0.953,0.3424 +1.4231,0.4231 +1.3845,0.5051 +1.1926,0.3526 +1.4625,0.5214 +1.0562,0.3039 +1.8331,0.4756 +0.7369,0.3165 +1.1514,0.5002 +1.3352,0.4869 +1.142,0.4476 +0.9967,0.3641 +1.0186,0.4027 +1.4206,0.696 +0.8581,0.4299 +0.478,0.3355 +1.1804,0.3578 +0.7694,0.4597 +0.7075,0.1287 +0.9406,0.3434 +0.8164,0.1981 +1.1217,0.3927 +0.5699,0.2218 +0.5603,0.3645 +0.459,0.2754 +0.5506,0.1673 +1.2395,0.409 +0.9218,0.263 +1.2916,0.4594 +1.0952,0.3932 +0.9932,0.657 +0.8297,0.423 +1.2405,0.5769 +1.415,0.5575 +1.0744,0.3887 +1.732,0.6155 +0.9946,0.6658 +0.386,0.2122 +0.282,0.2535 +0.3081,0.6881 +0.4895,0.2957 +0.8725,0.3713 +1.2755,0.5891 +0.9277,0.5548 +0.8228,0.4359 +0.9271,0.5569 +0.4628,0.2639 +0.1795,0.2497 +0.4165,0.3647 +0.4621,0.3226 +0.3789,0.2711 +0.4781,0.369 +0.8644,0.4617 +1.2393,0.4614 +1.2485,0.5504 +1.6154,0.6942 +0.7711,0.611 +1.2637,0.576 +1.2529,0.5627 +1.3084,0.6032 +1.5837,0.8712 +2.5602,0.3118 +1.8244,0.5431 +5.7939,-0.3909 +0.4161,0.356 +0.332,0.3107 +0.4989,0.2944 +0.8786,0.4921 +0.6353,0.4398 +0.9311,0.4149 +0.6327,0.3832 +1.5154,0.6215 +0.5273,0.0404 +1.3908,0.4395 +1.1323,0.4914 +1.2331,0.5004 +1.5355,0.815 +0.6274,0.3645 +0.6154,0.3755 +0.4466,0.0296 +0.6519,0.3065 +1.032,0.4424 +1.0717,0.4078 +0.7503,0.352 +0.8765,0.4079 +0.6384,0.4071 +0.7933,0.4051 +1.3956,0.5799 +1.0543,0.4023 +0.8483,0.4421 +1.5479,0.5518 +0.5702,0.2912 +1.409,0.4843 +0.5719,0.2443 +1.7394,0.579 +1.7904,0.5154 +0.9153,0.4007 +1.8501,0.7044 +0.4232,0.2943 +0.7334,0.29 +1.094,0.4625 +0.3897,0.2263 +0.8148,0.2719 +0.271,0.1303 +0.9859,0.3901 +0.9579,0.3618 +1.0005,0.3937 +1.3253,0.4955 +0.9087,0.3287 +0.8794,0.3331 +0.7987,0.3969 +0.9576,0.3039 +0.6641,0.2238 +0.713,0.3783 +0.6251,0.3275 +0.6503,0.326 +1.0366,0.4256 +0.9015,0.4858 +0.9849,0.3733 +1.0207,0.4104 +0.3369,0.1426 +0.9386,0.3623 +0.931,0.3536 +0.5301,0.305 +0.7549,0.3835 +0.881,0.4076 +1.3141,0.4531 +2.0525,0.937 +1.2978,0.4912 +1.4382,0.5236 +1.3235,0.4706 +0.9817,0.3051 +1.1195,0.5364 +1.4389,0.4568 +1.6708,0.4794 +1.4067,0.4691 +0.8671,0.305 +1.2991,0.4866 +1.7058,0.626 +1.5516,0.6333 +1.0169,0.5325 +1.8857,0.6506 +1.3509,0.4454 +1.3624,0.5798 +0.9551,0.2746 +0.9662,0.4474 +0.9906,0.443 +1.0028,0.386 +0.9723,0.3487 +1.08,0.5247 +0.6204,0.4817 +0.8773,0.3975 +1.0447,0.0894 +0.9131,0.4359 +0.9436,0.3544 +1.0108,0.3827 +1.0369,0.4322 +0.9655,0.3825 +0.9041,0.3401 +0.8795,0.3465 +1.0159,0.4483 +0.9609,0.4509 +0.769,0.4016 +0.7624,0.2131 +0.8837,0.3558 +0.8342,0.3417 +0.9889,0.3585 +0.5375,0.3217 +0.9912,0.3684 +1.0634,0.4841 +1.018,0.4773 +0.6995,0.3609 +0.3249,0.1371 +0.9248,0.3642 +1.2198,0.4693 +0.9053,0.3452 +0.6528,0.2997 +0.897,0.2223 +1.4306,0.4898 +0.8903,0.3289 +1.3741,0.4584 +1.1741,0.4443 +1.2127,0.3399 +0.8591,0.3586 +1.0896,0.3605 +1.0078,0.3689 +1.3019,0.4957 +1.2302,0.3634 +1.6944,0.5464 +1.2521,0.4029 +0.5216,0.2334 +1.1761,0.5022 +1.6159,0.5068 +1.4677,0.5093 +1.6531,0.5092 +0.7796,0.6371 +1.3991,1.2579 +0.5055,0.371 +0.927,0.4706 +1.1568,0.558 +1.2897,0.5375 +0.8939,0.4771 +0.5437,0.3007 +0.7087,0.5666 +0.6176,0.3598 +0.8301,0.4921 +1.0066,0.513 +0.4482,0.4184 +0.4944,0.4146 +0.8829,0.432 +0.8998,0.2866 +1.4247,0.6263 +1.4867,0.6927 +1.5945,0.7002 +0.977,0.5076 +0.9958,0.4837 +1.1095,0.6196 +0.9785,0.502 +1.4224,0.5197 +1.1307,0.4646 +1.5288,0.697 +1.2615,0.6953 +1.0997,0.4484 +0.6359,0.2006 +1.1657,0.505 +1.0505,0.4457 +0.8494,0.481 +1.182,0.4998 +0.4686,0.3141 +0.8288,0.4482 +0.8391,0.3858 +0.8923,0.1616 +0.4993,0.2935 +0.8001,0.3541 +0.6049,0.2347 +1.2048,0.4939 +1.6872,0.783 +0.5313,0.2624 +0.9615,0.4453 +1.3047,0.5942 +2.0024,0.7756 +1.4162,0.5581 +1.1016,0.608 +1.135,0.4708 +0.9222,0.3586 +1.3188,0.374 +1.9943,0.7551 +1.2023,0.4522 +1.1598,0.4706 +1.231,0.4556 +1.8697,0.4842 +0.428,0.2994 +0.5395,0.3357 +1.071,0.4581 +0.7374,0.3922 +1.0668,0.481 +0.6521,0.1246 +0.8078,0.3723 +1.1295,0.4264 +1.0332,0.407 +1.2953,0.5565 +1.153,0.5146 +1.5219,0.5788 +1.0928,0.4552 +1.621,0.5651 +1.2274,0.4681 +1.48,0.5859 +1.3278,0.5067 +2.4215,0.5357 +1.8586,0.5269 +1.5446,0.5106 +1.8237,0.6686 +0.6445,0.4585 +0.9784,0.2724 +0.7089,0.2909 +1.3596,0.3942 +0.5125,0.2206 +0.8491,0.365 +1.0652,0.4122 +0.7267,0.1747 +0.7115,0.2635 +0.8234,0.3664 +1.0468,0.3835 +0.4176,0.2236 +0.511,0.1878 +0.7232,0.3439 +1.4506,0.4969 +1.3855,0.506 +0.7897,0.324 +0.9615,0.3762 +1.2069,0.3905 +0.9897,0.2672 +0.8925,0.4087 +1.3704,0.4968 +1.0442,0.39 +0.8922,0.2971 +1.4082,0.4507 +0.8828,0.3969 +0.8835,0.013 +0.7025,0.488 +0.5652,0.2885 +1.3308,0.4868 +1.0304,0.4 +1.1989,0.4064 +2.0228,0.7003 +1.4211,0.4537 +1.5961,0.3413 +1.3184,0.4235 +1.4917,0.52 +1.2223,0.4323 +1.4921,0.4476 +1.31,0.4383 +1.3132,0.4042 +0.9413,0.4561 +1.1594,0.4238 +1.1626,0.4224 +0.3071,0.1276 +1.3389,0.3826 +1.0822,0.3551 +1.1463,0.372 +0.9203,0.3987 +0.7423,0.3393 +0.8243,0.185 +0.6721,0.2062 +1.1919,0.4411 +1.1285,0.4186 +0.7925,0.3398 +0.7635,0.3165 +0.6948,0.3229 +1.0238,0.4045 +0.7268,0.4226 +0.9858,0.4647 +1.8239,0.7251 +1.3406,0.4226 +1.2319,0.3242 +1.7867,0.4475 +1.3018,0.6439 +1.0318,0.5274 +0.4151,0.1129 +0.6949,0.4324 +1.0988,0.548 +1.0381,0.4226 +0.6779,0.4329 +0.9302,0.4403 +0.7955,0.4293 +0.2274,0.1994 +1.1586,0.5394 +0.6028,0.2385 +0.4951,-0.0303 +0.4834,0.3582 +0.5836,0.392 +1.0263,0.4874 +0.6368,0.2375 +1.0323,0.5034 +1.638,-0.4936 +0.9681,0.3617 +1.2301,0.4834 +1.1545,0.5051 +1.4384,0.5862 +1.2841,0.5739 +0.4615,-1.9001 +1.8244,0.7062 +1.1355,0.6017 +0.8414,0.4643 +1.6293,0.7357 +1.3015,0.4705 +2.0755,0.2436 +0.7337,0.3179 +1.0378,0.3733 +1.1704,0.4258 +0.965,0.4519 +1.7712,0.4905 +1.0033,0.398 +1.109,0.4876 +0.8532,0.4323 +1.1169,0.4893 +0.3717,0.2995 +1.0781,0.3462 +0.6926,0.3664 +1.4412,0.5622 +0.854,0.3693 +1.0218,0.3312 +0.6483,0.2926 +1.2619,0.4667 +1.0702,0.4143 +1.7481,0.6104 +1.4755,0.5451 +1.3985,0.6307 +1.6706,0.5291 +1.5324,0.6891 +1.3321,0.3219 +0.5592,0.0921 +0.5417,0.2842 +0.7605,0.3463 +0.6394,0.3729 +1.0784,0.455 +0.5541,0.2465 +0.5318,0.2379 +0.746,0.3741 +1.6234,0.61 +0.9192,0.3359 +0.8918,0.3783 +1.1298,0.3883 +1.7715,0.7695 +1.5465,0.4169 +1.665,0.5821 +1.0447,0.4121 +1.8343,0.5902 +1.364,0.5058 +1.3665,1.2549 +0.6174,0.3543 +0.4388,0.1365 +0.8404,0.174 +1.0607,0.3623 +0.6065,0.2781 +0.6565,0.1927 +0.5658,0.3325 +1.0702,0.5174 +0.7054,0.3277 +0.7969,0.3325 +0.5916,0.4005 +0.6719,0.3646 +0.8419,0.3814 +0.8355,0.3942 +0.3402,0.1949 +0.9744,0.3216 +0.4917,0.2401 +0.9796,0.4513 +0.5851,0.3156 +0.7646,0.3551 +0.8353,0.4268 +1.1762,0.7352 +1.3876,0.5636 +1.2202,0.4409 +1.6728,0.5166 +2.118,0.4254 +1.8539,0.5225 +1.5865,0.5488 +0.5758,0.208 +0.4453,0.2109 +1.5856,0.595 +1.5768,0.5419 +1.4245,0.4714 +1.6913,0.5823 +1.5639,0.5292 +1.2829,0.5113 +1.4237,0.6783 +0.6822,0.3385 +1.0359,0.3807 +0.972,0.3976 +1.0094,0.4047 +0.792,0.4319 +0.9158,0.359 +0.7572,0.406 +0.9729,0.3133 +0.4996,0.2266 +0.8198,0.4581 +0.9349,0.4113 +0.3598,0.2608 +0.7047,0.4114 +0.9104,0.4298 +0.342,0.318 +0.8256,0.3715 +0.3005,0.1032 +0.5289,0.3905 +1.7372,0.5287 +0.9278,0.3397 +0.9277,0.3576 +0.9106,0.3701 +0.8605,0.3279 +0.3051,-0.0438 +3.7398,-0.8528 +0.5224,-0.0451 +0.7029,0.4673 +1.3905,1.3247 +0.901,0.557 +0.8476,0.5754 +0.8356,0.3808 +0.4532,0.2731 +0.4986,0.3761 +0.6918,0.4296 +0.4518,0.208 +0.51,0.372 +1.3467,0.4055 +0.7211,0.5414 +1.4817,0.5228 +0.6832,0.3549 +0.8958,0.5177 +1.4789,0.6248 +1.0138,0.5868 +1.94,0.6854 +1.3842,0.4781 +0.4134,0.3414 +0.4281,0.2857 +0.8953,0.4704 +1.123,0.4927 +0.8388,0.4066 +1.0251,0.3585 +1.2523,0.5657 +0.9289,0.4541 +1.6532,0.6365 +1.2703,0.5439 +1.3087,0.4533 +1.4518,0.5415 +1.6932,0.6988 +1.0015,0.4448 +1.8276,0.6383 +1.3115,0.5239 +0.7471,0.2453 +0.8582,0.4096 +1.4715,0.5238 +1.3099,0.5827 +0.8248,0.4279 +1.0206,0.4248 +0.7056,0.4074 +0.4942,0.2762 +0.6338,0.3331 +1.9197,0.9264 +1.6386,0.548 +1.6832,0.7092 +1.4699,0.7171 +0.7525,0.1779 +1.4671,0.5117 +1.4988,0.5839 +1.2498,0.5238 +1.3301,0.4956 +1.3304,0.6149 +1.202,0.6805 +0.7458,0.1899 +0.9672,0.4149 +1.2009,0.4201 +1.1312,0.3751 +1.3065,0.5111 +1.0697,0.5068 +1.1725,0.4053 +0.6371,0.3164 +0.2375,0.0967 +1.0789,0.5054 +1.6281,0.5017 +0.5428,0.1479 +1.1911,0.4453 +0.5187,0.2127 +1.3497,0.4827 +1.4778,0.5935 +1.065,0.4721 +1.357,0.4991 +1.2299,0.5509 +1.9545,0.634 +0.7406,0.2876 +1.3151,0.445 +1.369,0.4307 +1.4209,0.5026 +1.4716,0.4971 +1.4581,0.5464 +1.3012,0.506 +1.4222,0.5001 +1.8136,0.4897 +1.1417,0.4358 +1.6256,0.6155 +0.5952,0.1934 +0.934,0.3277 +0.3922,0.2067 +0.8797,0.3039 +0.5953,-0.0473 +0.908,0.4234 +0.9756,0.4476 +1.0556,0.4313 +1.3121,0.3498 +1.0812,0.4151 +1.2228,0.345 +0.7785,0.3725 +1.269,0.5888 +0.8867,0.448 +0.8915,0.4667 +0.5415,0.2816 +0.6175,0.2211 +1.2695,0.3178 +1.4187,0.3929 +1.1141,0.4714 +1.51,0.5024 +1.1924,0.432 +1.9113,0.5797 +1.4177,0.5595 +1.1959,0.4535 +1.1808,0.4516 +1.0327,0.4319 +1.2924,0.5712 +1.2509,0.5335 +0.9881,0.4926 +1.1145,0.5699 +1.1611,0.5029 +1.7122,0.69 +0.596,0.1841 +0.3854,0.251 +0.3319,0.2351 +2.051,0.8109 +0.7844,0.1231 +0.1866,0.0437 +0.3301,0.2677 +1.0089,0.5568 +0.9932,0.4776 +0.7598,0.3857 +1.2181,0.5504 +0.3699,0.2276 +0.6188,0.5341 +0.8331,0.4091 +0.5274,0.4157 +1.1352,0.4966 +0.5357,0.369 +0.7641,0.3436 +0.8539,0.1554 +0.8174,0.4431 +1.0549,0.4394 +1.4438,0.801 +6.5377,0.4915 +0.381,0.4053 +0.8568,0.5218 +1.7117,0.9262 +0.9714,0.6492 +1.1679,0.6637 +0.9416,0.4779 +0.5423,0.3145 +0.9843,0.5293 +0.992,0.4687 +0.6412,0.327 +1.2894,0.4901 +1.0657,0.4185 +1.6316,1.3072 +0.8016,0.4985 +0.6042,0.1894 +0.7778,0.3945 +1.2318,0.4701 +1.5636,0.5631 +1.5209,0.5503 +0.8264,0.4516 +0.8298,0.4555 +1.3855,0.5426 +1.0289,0.3535 +1.2108,0.5099 +1.2954,0.4563 +0.6101,0.2817 +1.0341,0.4162 +0.9674,0.5071 +0.5758,0.2927 +1.0923,0.4936 +1.0222,0.4328 +1.0592,0.2934 +0.7118,0.3189 +1.5267,0.554 +0.9995,0.379 +1.7718,0.5725 +2.0571,0.5221 +1.2,0.2531 +1.4161,0.4716 +0.9471,0.3059 +1.2915,0.4605 +1.0037,0.4158 +0.5808,0.2126 +0.9279,0.3602 +0.5035,0.1102 +0.5801,0.111 +0.8173,0.3646 +0.9097,0.3354 +0.842,0.3786 +0.742,0.3722 +0.7516,0.2119 +0.6705,0.2861 +0.9383,0.4252 +0.5129,0.1995 +0.5177,0.1787 +1.0681,0.5185 +0.6054,0.2458 +0.7831,0.5202 +0.3962,0.3634 +1.1956,0.3933 +1.5985,0.4527 +0.9423,0.2855 +1.5199,0.4443 +0.7513,0.3099 +0.6903,0.1997 +1.3074,0.3506 +1.0644,0.4039 +0.9224,0.3258 +1.0956,0.3514 +1.3438,0.5434 +0.4583,-0.0567 +0.9739,0.3984 +0.9373,0.3655 +0.6774,0.2907 +0.914,0.3918 +0.8689,0.4056 +0.5241,0.3537 +0.6113,0.4104 +1.0419,0.4586 +0.271,0.1523 +1.3139,0.4038 +0.6238,0.338 +0.7581,0.3914 +1.4485,0.5246 +0.2616,0.1595 +0.7915,0.3582 +1.4115,0.4512 +1.6585,0.4999 +0.9144,0.375 +1.665,0.5025 +1.3172,0.5394 +1.4313,0.5741 +1.5271,0.5664 +0.974,0.4586 +1.0209,0.5398 +1.1609,0.3873 +0.8774,0.5137 +0.8111,0.4195 +1.0915,-0.5749 +1.1499,0.5016 +0.9362,0.4551 +1.1738,0.541 +1.153,0.5223 +0.7484,0.4658 +0.72,0.3704 +0.4614,0.282 +0.5663,0.3766 +0.9616,0.4001 +0.7069,0.396 +0.9754,0.465 +0.6598,0.5137 +0.7824,0.572 +0.6273,0.3905 +0.6916,0.4242 +0.3662,0.3971 +0.9846,0.5483 +0.7926,0.2323 +0.7165,0.4547 +1.8095,0.7669 +1.125,0.4739 +0.434,0.2662 +0.5145,0.2768 +1.0598,0.4095 +1.6134,0.7158 +1.6157,0.6818 +1.0271,0.5726 +1.6112,0.6312 +0.8652,0.4517 +1.0283,0.6389 +1.5153,0.7017 +0.9365,0.4776 +0.6601,0.4224 +0.5993,0.3831 +0.5028,0.3958 +0.5255,0.3397 +0.9545,0.4669 +0.7529,0.219 +1.0404,0.4798 +0.6723,0.4407 +0.5968,0.1892 +0.6329,0.3027 +1.2813,0.5869 +0.963,0.5316 +1.4026,0.5311 +0.8399,0.5119 +1.1552,0.5495 +1.0982,0.5479 +0.7644,0.3105 +1.4076,0.6153 +1.6848,0.6141 +1.2573,0.5396 +1.1157,0.5514 +0.581,0.384 +0.8783,0.4599 +0.9346,0.4764 +1.2565,0.5114 +0.9062,0.4284 +0.3929,0.2979 +0.3717,0.2281 +0.8947,0.4235 +1.1757,0.5164 +1.3302,0.6187 +1.0241,0.5262 +1.266,0.5418 +1.7453,0.4322 +0.658,0.2234 +0.9226,0.4549 +0.5703,0.2533 +0.8005,0.2367 +0.5552,0.2864 +1.4826,0.5031 +0.8905,0.1269 +1.7619,0.4134 +1.5865,0.4688 +1.5948,0.5672 +1.4404,0.4247 +0.7448,0.1827 +1.4753,0.452 +1.1206,0.4796 +0.9276,0.4532 +0.6166,0.1481 +0.934,0.4556 +1.0917,0.4489 +0.6675,0.2416 +0.9713,0.4627 +0.4565,0.3248 +0.6242,0.3566 +0.5074,0.247 +0.6559,0.3245 +0.4237,0.3059 +0.6786,0.349 +0.4842,0.4304 +0.9659,0.3549 +0.9418,0.2714 +1.123,0.3455 +1.3333,0.5161 +1.8887,0.7805 +1.022,0.4163 +1.8332,0.6846 +0.6534,0.4927 +1.3215,0.5271 +0.9502,0.4361 +0.5569,0.3542 +0.9304,0.5076 +0.9893,0.5551 +0.9795,0.5283 +0.2789,0.0094 +0.6816,0.4384 +0.9972,0.6022 +0.7624,0.4656 +0.805,0.5866 +0.772,0.3945 +0.9385,0.4462 +0.5151,0.3741 +0.405,0.3026 +1.099,0.5297 +1.4324,0.6715 +1.2553,0.6086 +1.3027,0.63 +1.5057,0.6668 +1.1023,0.6304 +1.3277,0.696 +1.2989,0.6199 +1.5695,0.6802 +1.4873,0.6596 +0.5112,0.3726 +0.7186,0.4028 +1.6982,0.8256 +0.9341,0.5638 +1.6399,0.7159 +0.6307,0.131 +1.155,0.5448 +0.9343,0.5023 +1.2322,0.4636 +1.2364,0.5235 +1.5553,1.1103 +0.8979,0.5105 +1.1278,0.3439 +0.8202,0.5479 +1.1868,0.5031 +0.9826,0.4565 +1.002,0.4491 +0.5642,0.3018 +0.5011,0.0651 +0.6782,0.4209 +0.7229,0.3923 +0.902,0.3919 +1.0689,0.4503 +0.6128,0.0499 +1.1267,0.4543 +1.7311,0.5679 +0.912,0.3881 +0.2791,0.0692 +0.9497,0.3863 +0.9256,0.4105 +0.445,0.1657 +0.711,0.2103 +0.5233,0.234 +1.2711,0.3952 +0.8254,0.1014 +0.9406,0.3717 +1.1183,0.4021 +1.2898,0.4335 +1.5908,0.3817 +1.2119,0.4708 +1.4896,0.4758 +1.6625,0.3656 +1.0097,0.3703 +1.1136,0.4172 +0.6414,0.2685 +0.9218,0.3679 +0.8504,0.2837 +0.9873,0.2003 +1.5318,0.5084 +1.1488,0.7381 +1.0777,0.5093 +1.3145,0.4524 +1.2408,0.4847 +1.029,0.2807 +1.5925,0.4008 +1.7182,0.9558 +1.4728,0.4156 +0.4238,0.2586 +1.5279,0.5304 +0.9623,0.3783 +0.7012,0.3374 +1.0369,0.4436 +0.9797,0.4199 +1.0501,0.434 +1.256,0.5343 +1.1293,0.4373 +0.83,0.4648 +0.9446,0.3353 +0.6395,0.2728 +0.6245,0.3586 +0.455,0.1432 +0.6302,0.1726 +0.724,0.32 +0.8578,0.3419 +0.7805,0.1575 +1.0099,0.4242 +0.8219,0.4136 +0.9417,0.3657 +1.0236,0.4168 +0.8395,0.3974 +1.0977,0.3926 +0.7159,0.3708 +1.0654,0.3902 +1.7382,0.586 +1.0208,0.4659 +0.8788,0.3517 +0.6988,0.4635 +0.8518,0.4129 +0.8234,0.409 +0.5683,0.1285 +1.121,0.4375 +0.9357,0.4763 +1.0587,0.5072 +0.8167,0.4832 +0.5569,0.4026 +0.9176,0.5566 +0.7305,0.5258 +0.8075,0.5717 +0.8816,0.5558 +0.7135,0.3567 +0.5876,0.4832 +0.8537,0.5371 +0.6472,0.5416 +0.5824,0.3108 +0.443,0.4514 +0.8254,0.4389 +0.8642,0.6433 +1.1193,0.5913 +0.937,0.4794 +0.3788,0.0817 +0.7746,0.4225 +1.2027,0.617 +0.7188,0.4559 +1.2525,0.6386 +0.8412,0.2861 +0.8963,0.4867 +0.9672,0.5437 +0.726,0.4588 +1.3547,0.6582 +0.9878,0.6319 +1.2925,0.6756 +0.9086,0.6133 +0.9401,0.4219 +0.5578,0.2431 +0.239,0.9114 +1.8975,0.6579 +0.4397,0.233 +0.4434,0.3672 +0.8701,0.4057 +0.9001,0.3835 +0.9352,0.4039 +1.3285,0.473 +0.4772,0.2613 +1.7958,0.6484 +1.0922,0.5325 +1.3041,0.4747 +1.4969,0.5468 +0.5863,0.1764 +1.1507,0.4851 +1.2001,0.6139 +1.5793,0.4376 +1.7765,0.7082 +0.7177,0.3013 +0.626,0.2877 +0.5362,0.2474 +1.2635,0.544 +0.4907,0.2751 +0.3673,0.2006 +0.2976,0.2619 +1.2917,0.5168 +1.1744,0.4625 +0.6308,0.2915 +1.0392,0.4854 +1.6712,0.5672 +1.4787,0.5458 +1.7975,0.5411 +0.9818,0.2983 +1.0506,-5.0001 +1.315,0.5543 +0.5251,0.2751 +0.3287,0.086 +0.8984,0.2803 +0.7298,0.2308 +1.0129,0.4099 +0.3704,0.182 +0.7995,0.4545 +0.4328,0.1523 +0.8393,0.3053 +1.0249,0.3331 +0.9818,0.3812 +0.5362,0.2994 +0.4271,0.3461 +1.2916,0.4777 +1.4826,0.5483 +1.2518,-0.1643 +1.8725,0.78 +1.3714,0.5163 +1.7285,0.6129 +1.2908,0.4922 +0.4678,0.312 +0.3837,0.1315 +0.8488,0.4601 +0.9725,0.4441 +0.819,0.4576 +0.7898,0.388 +0.6993,0.3574 +0.359,0.1682 +0.8904,0.3594 +1.763,0.9185 +0.9569,0.4395 +0.9409,0.4263 +0.8177,0.3984 +1.1646,0.4046 +0.6237,0.2671 +0.8161,0.3738 +1.0907,0.4986 +1.1014,0.3246 +1.0527,0.4865 +1.2388,0.3248 +0.6393,0.227 +0.7683,0.261 +1.0133,0.4408 +0.5045,0.186 +1.206,0.4525 +0.8523,0.2807 +0.3613,0.117 +0.5459,0.3081 +0.571,0.3088 +1.1138,0.4422 +1.9328,0.5977 +1.052,0.4492 +1.114,0.4703 +0.7389,0.3463 +0.5302,0.2202 +0.7004,0.3643 +0.498,0.3268 +0.4577,0.2083 +0.5149,0.2516 +0.5465,0.2234 +0.7616,0.2829 +0.3607,0.2539 +0.6451,0.3739 +0.3663,0.2229 +1.3406,0.437 +1.7176,0.6309 +0.7173,0.5512 +1.1878,0.5378 +1.5073,0.5368 +0.9311,0.3735 +1.1745,0.4384 +1.0035,0.4299 +0.8974,0.519 +1.2927,0.5583 +1.1306,0.4533 +0.7797,0.3487 +0.7428,0.4662 +0.8228,0.3685 +0.4881,0.2253 +0.6161,0.3438 +1.0997,0.4306 +0.7081,0.3111 +0.6966,0.309 +0.5196,0.2585 +0.4791,0.0451 +0.645,0.448 +0.3923,0.2276 +1.0988,0.4556 +1.4782,0.5974 +1.47,0.5224 +1.5274,0.5224 +1.5053,0.5833 +1.59,0.5785 +1.2299,0.4626 +1.5457,0.5446 +1.4738,0.5516 +0.9991,0.4443 +1.1336,0.4441 +0.623,0.2877 +0.6355,0.2224 +0.4689,0.2163 +0.8075,0.0568 +1.6402,0.6317 +0.7707,0.5126 +1.1488,0.5189 +1.5611,0.5157 +0.4187,0.2534 +1.5866,0.5021 +1.7475,0.562 +0.7816,0.4374 +0.8963,0.3565 +1.1671,0.4254 +1.7581,0.5598 +1.1212,0.3955 +0.3555,-0.6562 +1.1013,0.3052 +0.5459,-3.5071 +1.1709,-0.5487 +0.4153,0.2698 +1.0217,0.377 +1.0089,0.4255 +0.9451,-0.0388 +1.6523,0.6408 +1.3575,0.5199 +1.4455,0.5094 +1.3204,0.4958 +1.4297,0.5485 +1.5728,0.5135 +1.7447,0.6224 +1.4815,0.427 +1.7521,0.5392 +1.4874,0.6048 +2.0543,0.6119 +0.9535,0.518 +1.1893,0.4497 +1.0195,0.4975 +0.9585,0.3435 +1.1568,0.5062 +0.9855,0.3244 +0.5059,0.4093 +1.2162,0.4247 +1.6437,0.5792 +1.8207,0.762 +1.5126,0.5303 +1.1596,0.4216 +1.0815,0.513 +1.7457,0.547 +1.8372,0.5838 +1.9408,0.2701 +1.4468,0.4955 +0.3964,0.2933 +0.5782,0.313 +0.7741,0.4189 +1.4902,0.8802 +1.2006,0.3594 +0.8649,0.4039 +1.2059,0.6126 +0.9736,0.4501 +1.3602,0.3947 +1.8025,0.1235 +0.0655,0.4502 +-0.1053,0.3262 +0.7626,0.4602 +1.1757,0.4737 +0.8879,0.3688 +1.1235,0.4397 +0.8042,0.4206 +0.6837,0.1773 +2.0416,-0.2817 +0.8962,0.346 +0.5282,0.3988 +0.6206,0.3377 +0.7164,0.4133 +1.1974,0.4899 +1.606,0.5577 +1.3147,0.52 +1.2446,0.4393 +1.3932,0.4985 +0.9871,0.3934 +1.1807,0.4749 +1.1803,0.4357 +1.6761,0.6055 +0.6417,0.423 +0.7389,0.3897 +0.3378,-0.2993 +0.5173,0.3559 +0.3951,0.1655 +0.9688,0.4885 +1.3294,0.5414 +0.8238,0.3549 +0.9386,0.4596 +1.0795,0.4888 +0.9096,0.3913 +0.9785,0.4033 +1.1085,0.5747 +1.4775,0.6628 +1.4019,0.5439 +1.2002,0.4899 +1.2967,0.5602 +1.3592,0.552 +1.2772,0.5175 +0.7358,0.3452 +1.384,0.4785 +0.645,0.4149 +0.7441,0.4442 +0.6902,0.475 +0.5389,0.2471 +0.6017,0.402 +1.6308,0.5735 +1.8116,0.6123 +1.696,0.5617 +1.5501,0.6031 +1.9281,0.6229 +0.757,0.456 +0.5526,0.2341 +0.629,0.3437 +1.5056,0.7456 +1.6155,0.5319 +0.5262,0.3115 +0.126,0.1403 +0.7658,0.3462 +0.455,0.1947 +1.3908,0.5408 +1.1457,0.5014 +1.5513,0.6574 +1.7208,0.6067 +1.7821,0.5386 +2.0133,0.8299 +1.6642,0.5284 +1.8352,0.6141 +0.5789,0.235 +1.7538,0.5938 +1.1819,0.3648 +1.3659,0.5262 +0.9938,0.3661 +1.4068,0.391 +0.4176,0.2754 +0.9902,0.3376 +0.9905,0.3682 +1.0612,0.3763 +1.5111,0.5129 +1.4529,0.652 +1.4544,0.5097 +1.4105,0.4972 +2.1008,0.8556 +0.2522,0.712 +1.1538,-2.0113 +0.7885,0.3549 +1.0443,0.3774 +1.2072,0.4583 +1.4474,0.512 +1.1012,0.4899 +0.7347,0.3696 +0.7433,0.4184 +0.9334,0.4524 +0.4501,0.1856 +1.2271,0.5239 +1.3478,0.5198 +1.439,0.4762 +1.1406,0.4242 +1.0394,0.4342 +1.2762,0.4274 +1.4832,0.4931 +1.726,0.5417 +1.4927,0.5998 +1.5213,0.5215 +1.7939,0.5806 +1.5799,0.5408 +5.9063,-2.8321 +5.5922,1.9221 +1.8931,0.5436 +1.65,0.5551 +1.7919,0.5885 +1.7373,0.5918 +0.4157,0.0597 +1.5879,0.6208 +0.5018,0.2962 +1.1511,0.4436 +1.7828,0.5333 +1.4293,0.6046 +1.2122,0.4472 +1.7205,0.5659 +1.8239,0.56 +1.7646,0.5902 +1.4228,0.5553 +1.6526,0.618 +1.7227,0.5738 +1.4149,0.5574 +1.6619,0.6495 +1.5432,0.4472 +1.1621,0.4573 +0.8905,0.2291 +1.3438,0.4927 +1.6765,0.6058 +1.6586,0.5228 +1.2501,0.5605 +1.374,0.5767 +1.0651,0.4933 +1.1075,0.4563 +1.0625,0.4782 +1.1573,0.4284 +0.8808,0.395 +0.5447,0.2086 +0.6242,0.2428 +1.4197,0.5802 +0.9059,0.4056 +0.9932,0.4264 +0.2286,0.3192 +0.7245,0.4152 +1.8339,0.5758 +0.7997,0.2743 +1.267,0.6066 +0.7638,0.2979 +1.4837,0.5413 +1.5322,0.5496 +0.819,0.1034 +0.8811,0.455 +1.1431,0.5311 +0.9558,0.5225 +1.4044,0.5325 +1.7072,0.527 +1.312,0.5988 +1.5009,-0.1189 +1.1043,0.5279 +0.3925,0.1707 +0.7798,0.3335 +0.9082,0.2611 +0.6377,0.3 +0.7531,0.3495 +0.7267,0.3158 +0.3048,0.1238 +1.4325,0.5009 +0.656,0.2421 +0.8738,0.3587 +0.8202,0.3295 +1.3965,0.4734 +-0.3445,0.8359 +1.9079,-0.8678 +1.2674,0.4316 +0.7796,0.3323 +0.6336,0.2014 +0.7865,0.3757 +0.7455,0.2534 +1.1163,0.4408 +1.1228,0.4795 +1.4347,0.4447 +1.3302,0.455 +1.1468,0.1997 +1.0484,0.4326 +1.4405,0.4599 +1.8221,0.5804 +0.8973,0.4338 +1.3461,0.4044 +1.3935,0.4034 +1.6175,0.644 +1.5456,0.5092 +0.2381,0.3621 +0.9309,0.3622 +1.1461,0.4528 +0.572,0.3158 +0.6419,0.1494 +0.6827,0.2943 +0.7044,0.39 +0.8709,0.3458 +0.7176,0.2633 +0.1373,0.2164 +0.7745,0.3689 +0.8379,0.3606 +1.0408,0.4701 +0.8181,0.3856 +1.3134,0.3675 +0.7874,0.3833 +1.239,0.5957 +1.2316,0.455 +1.9265,0.6133 +1.2735,0.5028 +1.7603,0.6721 +1.9126,0.5974 +1.6394,0.5667 +1.6211,0.6046 +1.5798,0.5643 +1.4977,0.5412 +1.8427,0.5814 +1.7119,0.6485 +1.4072,0.4747 +1.2092,0.3661 +1.4816,0.6002 +1.4515,0.5207 +1.6861,0.6505 +1.3933,0.4878 +0.9024,0.3281 +1.0371,0.4189 +0.7374,0.3903 +0.6412,0.4083 +0.6885,0.3574 +0.9019,0.2694 +0.7137,0.2758 +0.6155,0.3474 +1.1031,0.4446 +0.4822,0.3816 +1.1184,0.498 +1.0761,0.4137 +0.8215,0.4542 +1.0595,0.5489 +1.1129,0.5189 +1.1651,0.5019 +0.5812,0.3188 +0.6196,0.1549 +0.5951,0.27 +1.0504,0.4444 +1.0569,0.5812 +1.2174,0.4097 +0.7638,0.4812 +1.5456,0.4334 +0.6254,0.209 +0.5965,0.2741 +1.6581,0.5542 +1.7604,0.6917 +0.6758,0.2871 +1.2662,0.5329 +1.2349,0.5122 +0.7953,-0.5489 +1.0917,0.4859 +0.8101,0.3629 +0.9473,0.4261 +1.3922,0.515 +0.7262,0.4342 +0.506,0.2512 +0.7737,0.391 +1.9702,0.6588 +0.6614,0.2308 +1.72,0.6631 +0.6123,0.4318 +0.4132,0.1529 +0.5738,0.3863 +0.6737,0.3493 +0.6929,0.3343 +1.0466,0.3303 +1.2969,0.4917 +0.6641,0.2912 +1.9294,0.4777 +1.0099,0.454 +0.9285,0.4495 +1.72,0.5777 +1.4311,0.5619 +0.6058,0.358 +1.7097,0.6837 +1.1388,0.4507 +1.8783,0.6864 +1.7343,0.7641 +1.3789,0.5168 +0.9103,0.3974 +1.4815,0.558 +1.5268,0.5269 +0.5958,0.3119 +1.0689,0.4441 +0.8498,0.4269 +1.0906,0.4663 +1.015,0.0299 +1.0601,0.4047 +1.0473,0.4478 +1.4272,0.4795 +0.7273,0.3558 +0.7122,0.3713 +0.4395,0.1647 +0.9637,0.3747 +0.6536,0.3726 +1.2564,0.5059 +1.8553,0.7705 +0.4633,0.2089 +5.4423,0.9941 +0.4712,-2.8197 +1.137,0.3519 +1.8892,0.6777 +0.6716,0.2785 +0.8524,0.3279 +1.5356,0.6176 +1.0817,0.513 +1.6689,0.6503 +0.4161,0.1562 +1.3207,0.5185 +1.3835,0.3434 +1.237,0.472 +1.1407,0.4633 +0.4955,0.2064 +0.5258,0.2408 +0.7478,0.1105 +0.986,0.4226 +1.3771,0.5268 +0.9111,0.3894 +0.5375,0.1579 +1.0362,0.395 +0.8821,0.3415 +0.7028,0.335 +1.2664,0.409 +0.7474,0.2905 +0.942,0.5083 +0.9144,0.2633 +1.23,0.744 +0.9499,0.4256 +0.9107,0.3644 +1.1,0.4909 +1.7028,0.6249 +1.3778,0.4941 +1.7144,0.6122 +0.622,0.1497 +1.7861,0.6139 +1.0716,0.4972 +1.5853,0.554 +1.7464,0.5811 +1.3031,0.3493 +1.7991,0.6317 +1.7468,0.6407 +1.523,0.5401 +1.5987,0.5674 +0.563,0.2216 +1.2954,0.4644 +1.1155,0.4109 +1.5524,0.5556 +1.1445,0.4613 +1.1048,0.4408 +0.7918,0.4404 +1.1609,0.4676 +0.5564,0.3563 +0.9146,0.3018 +1.0734,0.4437 +0.7987,0.3633 +0.8803,0.2519 +0.6339,0.3397 +0.9807,0.4067 +0.6104,0.3508 +0.9237,0.4818 +0.9089,0.3045 +0.6671,0.3343 +0.8486,0.233 +0.7564,0.3942 +1.0424,0.4056 +0.667,0.3224 +0.8362,0.3837 +0.7004,0.3807 +1.2192,0.4255 +0.8914,0.2953 +1.1204,0.4911 +0.8194,0.3437 +1.0959,0.4095 +0.9856,0.4302 +0.9367,0.4468 +1.2449,0.4842 +0.6538,0.24 +1.7557,0.8167 +0.8798,0.3358 +1.038,0.3973 +1.3521,0.57 +1.7156,0.5785 +1.1818,0.5359 +1.5281,0.5678 +1.4536,0.4401 +1.6871,0.5696 +1.8146,0.6677 +4.9774,-0.2018 +1.0481,0.4312 +0.9718,0.2905 +0.9806,0.3984 +0.4138,0.1776 +0.9441,0.2708 +1.1772,0.4577 +0.9027,0.406 +0.6086,0.2737 +0.7547,0.3938 +0.9496,0.4326 +0.5773,0.2157 +1.073,0.4259 +1.3011,0.5748 +1.7553,0.69 +1.7587,0.5805 +1.3312,0.5206 +1.2758,0.5638 +1.4415,0.5337 +1.4207,0.5877 +1.0315,0.4366 +1.1732,0.4037 +1.1286,0.4482 +1.3214,0.476 +1.1964,0.4715 +0.9787,0.3633 +0.7563,0.3386 +0.9283,0.3643 +1.0438,0.5057 +0.8699,0.3487 +0.6936,0.3794 +1.1534,0.4573 +1.1255,0.3154 +0.4612,0.1811 +1.0187,0.2012 +1.3209,0.4763 +1.0741,0.454 +1.2353,0.4629 +1.8393,0.6204 +1.8323,0.5619 +1.1991,0.3979 +1.6536,0.9221 +1.3223,0.4332 +1.2436,0.5327 +1.3369,0.494 +0.8306,0.3123 +0.9797,0.4065 +0.5814,0.3188 +1.2288,0.4418 +1.1806,0.4785 +0.9585,0.4278 +0.4774,0.2369 +0.3713,0.2714 +0.6127,0.2526 +1.3974,0.5524 +1.8128,0.5889 +1.3101,0.5104 +1.4871,0.5379 +1.4866,0.5351 +1.0605,0.5104 +1.5081,0.5482 +1.7745,0.6249 +1.5452,0.5456 +1.0824,0.3506 +1.5391,0.4672 +3.2606,-0.5848 +1.5729,0.5759 +1.5979,0.5541 +1.4531,0.5633 +0.3258,0.1174 +0.8695,0.3642 +1.1641,0.505 +1.126,0.4858 +1.1784,0.5004 +1.578,0.5018 +1.627,0.6194 +1.7238,0.6232 +1.1719,0.4058 +1.7144,0.5735 +1.5962,0.4777 +1.0871,0.4227 +1.5252,0.5296 +1.5094,0.5806 +0.8376,0.4393 +0.2232,0.1792 +1.7531,0.6243 +1.5623,0.5521 +0.5002,0.2554 +0.6839,0.1782 +0.523,0.2387 +0.6495,0.3122 +0.3742,0.1093 +1.2623,0.3854 +1.3622,0.5072 +0.6964,0.3926 +0.8252,0.3856 +1.4202,0.4934 +1.7442,0.6138 +1.6521,0.6085 +1.1908,0.3206 +1.2086,0.4769 +1.1962,0.4781 +1.3602,0.4174 +1.5771,0.6518 +1.0506,0.4795 +0.9082,0.4692 +0.2619,0.3552 +0.9644,0.3829 +1.0108,0.4229 +0.4609,0.2141 +1.0106,0.4064 +1.1966,0.4345 +0.8582,0.4795 +1.9192,0.6406 +1.0089,0.416 +1.1603,0.4365 +0.3842,0.1256 +0.5079,0.2564 +0.7281,0.4612 +0.3387,0.2348 +0.4768,0.2282 +0.7799,0.3721 +0.8496,0.5952 +0.6893,0.3702 +1.0074,0.4079 +0.8048,0.2982 +1.3011,0.4523 +0.8213,0.2062 +1.5176,0.5681 +0.8056,0.4338 +1.4112,0.4056 +1.3039,0.4508 +1.0128,0.3853 +1.7042,0.5869 +1.5273,0.5449 +0.5375,0.1084 +0.8756,0.3507 +1.1432,0.416 +1.0986,0.4293 +1.0794,0.3998 +0.852,0.4559 +1.4111,0.5098 +1.6354,0.5503 +1.1087,0.5265 +1.0137,0.4299 +0.9797,0.3874 +0.7258,0.4523 +0.8873,0.382 +0.492,0.3881 +1.1754,0.4527 +1.1214,0.4301 +0.8971,0.4111 +1.2556,0.4196 +1.2613,0.5033 +1.1333,0.5049 +0.7818,0.4505 +0.5603,0.3048 +0.26,0.2306 +0.5732,0.2981 +0.6392,0.4209 +0.3161,0.3106 +0.6946,0.3217 +0.51,0.3543 +1.0587,0.3642 +0.7,0.3313 +0.6264,0.3456 +0.9492,0.4746 +0.6746,0.3184 +0.4285,0.2004 +0.1375,0.2771 +0.6312,0.3447 +0.3058,0.2289 +0.8409,0.4144 +0.2076,0.1029 +0.7913,0.436 +0.4314,0.2541 +1.6441,0.545 +0.8074,0.3826 +1.6867,0.548 +1.3191,0.4796 +1.6237,0.625 +0.8345,0.406 +1.638,0.6926 +1.1721,0.4501 +0.4888,0.2467 +1.3617,0.5863 +0.989,0.5453 +-0.0529,0.2423 +1.1466,0.4643 +0.5124,0.3285 +1.1789,0.4639 +0.6084,0.386 +0.746,0.3145 +0.483,0.6371 +0.7881,0.3177 +0.945,0.4657 +0.4205,0.2381 +0.4268,0.299 +0.9409,0.5138 +1,0.474 +0.3784,0.2979 +0.8995,0.3693 +1.1541,0.481 +1.1096,0.5431 +1.2489,0.4747 +0.8441,0.4553 +1.5885,0.6305 +0.9739,0.3497 +0.8958,0.4648 +0.4197,0.3009 +1.1004,0.4874 +1.0974,0.3885 +0.6352,0.3742 +1.4511,0.5158 +0.5871,0.1453 +0.5764,0.2016 +1.1831,0.3953 +1.0612,0.5161 +1.6996,0.4826 +0.4747,0.3004 +0.9651,0.4441 +1.2867,0.4699 +1.0015,0.4487 +1.0421,0.4142 +0.975,0.4681 +0.8812,0.3623 +0.733,0.2749 +0.2077,0.2756 +1.0246,0.4347 +0.3095,0.3017 +0.4146,0.2918 +0.7981,0.3977 +0.7793,0.3613 +1.198,0.517 +0.6192,0.2992 +0.5269,0.2651 +0.4645,0.2723 +1.25,0.5606 +0.7393,0.372 +0.8548,0.3926 +0.5349,0.3459 +0.4915,0.0239 +1.3979,0.481 +1.307,0.4005 +1.4595,0.5031 +1.229,0.5132 +0.9224,0.3858 +1.0713,0.4647 +1.527,0.3156 +1.0181,0.3529 +0.5056,0.2415 +0.4771,0.0192 +0.6568,0.2703 +1.2789,0.4753 +0.7596,0.3425 +1.7783,0.6053 +1.3936,0.4854 +1.039,0.334 +1.5823,0.568 +1.6446,0.5647 +1.1026,1.4796 +0.7496,0.4104 +0.1593,-2.8025 +0.8636,0.3418 +0.5792,0.3264 +0.7229,0.4177 +0.7546,0.281 +0.8441,0.292 +0.6236,0.1953 +0.44,0.2228 +0.2484,0.0994 +0.6357,0.4057 +0.9577,0.3712 +0.6073,0.3835 +1.0022,0.3783 +1.2322,0.5556 +1.7873,0.572 +1.2407,0.463 +1.7217,0.5926 +1.2697,0.5947 +0.3285,0.2845 +0.565,0.3223 +0.8197,0.364 +0.9487,0.2747 +0.9979,0.5357 +0.8387,0.4021 +1.3319,0.5402 +0.4018,0.2118 +1.2208,0.3893 +1.4361,0.518 +0.9691,0.3711 +1.0708,0.4571 +0.9114,0.3785 +1.2485,0.4885 +1.2703,0.4991 +1.3879,0.5072 +0.7476,-0.6592 +1.1852,0.4784 +1.168,0.5019 +0.6812,0.3522 +1.0182,0.434 +0.5587,0.3983 +1.1345,0.4857 +1.1612,0.4476 +1.126,0.434 +0.7318,0.3521 +0.9826,0.3609 +1.0459,0.3563 +0.5951,0.3501 +1.0764,0.4318 +0.5532,0.1543 +0.8182,0.36 +0.8642,0.4834 +1.096,0.4897 +1.1493,0.6888 +1.2444,0.5369 +1.3422,0.3629 +1.8061,0.5892 +1.5219,0.5218 +1.551,0.5022 +1.2528,0.521 +0.9958,0.4899 +1.4466,0.52 +1.476,0.5463 +1.7747,0.435 +0.9726,0.4747 +0.5653,0.2836 +1.1243,0.4274 +1.0705,0.4259 +0.4624,0.1674 +0.9858,0.4389 +1.1919,0.4558 +0.8256,0.3961 +1.1016,0.2999 +1.108,0.3892 +1.1614,0.4408 +0.7196,0.2573 +0.7721,0.441 +0.9264,0.3972 +0.4855,0.2602 +0.4756,0.2558 +1.0039,0.4793 +0.6398,0.3792 +0.7849,0.3595 +0.7056,0.3105 +0.9133,0.3597 +1.3717,0.5281 +1.3828,0.4674 +1.2136,0.4088 +1.2929,0.5196 +1.7877,0.9926 +1.3533,0.523 +1.4291,0.5055 +1.1577,0.3725 +1.8722,0.5689 +1.7759,0.5511 +1.8623,0.5918 +1.4576,0.531 +0.7142,0.3495 +1.0445,0.435 +1.4279,0.5235 +1.1774,0.4137 +1.4188,0.476 +0.7562,0.3275 +1.1104,0.4201 +1.1235,0.4607 +0.966,0.4049 +0.5659,0.2888 +0.9203,0.4955 +0.9133,0.3771 +1.5144,0.4797 +1.4377,0.5502 +0.5704,0.2321 +0.8293,0.358 +0.6769,0.3287 +0.6126,0.3917 +0.3791,0.1992 +0.3488,0.1486 +0.7442,0.3716 +0.9082,0.4432 +0.8652,0.3832 +1.1894,0.4733 +0.4639,0.1332 +1.0998,0.3709 +1.3983,0.501 +0.7616,0.2888 +1.6698,0.5988 +1.2606,0.4354 +0.8145,0.382 +1.5942,0.4644 +1.7264,0.5649 +1.2623,0.3912 +0.9569,0.4466 +1.3278,0.4301 +1.2415,0.4575 +0.9161,0.4271 +0.7979,0.4043 +1.1126,0.4946 +0.9875,0.3682 +1.1163,0.4667 +0.9669,0.3888 +1.0474,0.4451 +0.8725,0.4118 +0.9911,0.4774 +0.402,0.3616 +1.0164,0.416 +0.9056,0.4077 +0.9813,0.5358 +0.6418,0.0306 +0.9232,0.4585 +0.9877,0.42 +0.9109,0.4324 +1.0159,0.4705 +1.0663,0.4449 +1.0173,0.3791 +1.018,0.539 +1.048,0.4789 +0.8956,0.4065 +0.8158,0.4091 +0.8099,0.395 +0.9416,0.3347 +0.4765,0.3576 +0.6353,0.3437 +0.7953,0.4588 +0.7988,0.4208 +0.733,0.3559 +0.825,0.4226 +0.5316,0.2443 +0.7764,0.2484 +0.4347,0.2731 +0.5794,-0.0679 +0.1803,0.2614 +1.1481,0.5206 +0.4973,0.0741 +1.5027,0.5198 +1.0985,0.4455 +0.5576,0.2156 +0.6723,0.3623 +0.8369,0.3271 +1.4873,0.5591 +0.7845,0.271 +1.2327,0.5396 +0.7639,0.3826 +0.8759,0.3709 +1.0886,0.4162 +0.8507,0.4241 +0.9926,0.434 +0.9523,0.4691 +0.5475,0.35 +1.1437,0.4431 +1.1809,0.4748 +1.0724,0.4321 +1.0077,0.5206 +0.4217,0.2768 +0.679,0.3071 +1.2858,0.5088 +1.0559,0.5389 +1.2781,0.5028 +1.1173,0.4742 +1.1672,0.4981 +0.5786,0.0033 +0.4794,0.2789 +1.4063,0.4436 +0.7781,0.275 +1.3153,0.5766 +0.6355,0.4399 +0.8228,0.3966 +0.441,0.3057 +0.6568,0.3981 +0.9254,0.3473 +0.6189,0.2411 +0.7807,0.4256 +0.9804,0.5626 +0.8953,0.425 +0.9584,0.3572 +0.491,0.2131 +0.7396,0.3998 +0.3108,0.32 +0.8262,0.3817 +0.5583,0.2916 +0.9538,0.4273 +0.6628,0.2074 +1.1549,0.4286 +1.0304,0.5059 +0.9543,0.4516 +0.598,0.1697 +0.5467,0.1064 +1.84,0.6278 +1.4612,0.5063 +1.7495,0.6476 +1.0157,0.4997 +1.4097,0.5103 +1.053,-0.0469 +0.6292,0.2354 +1.3326,-0.0196 +0.0368,-1.7305 +0.5223,0.2998 +1.6419,1.4845 +0.8191,0.4145 +0.898,0.3804 +0.6277,0.2953 +0.4063,0.3232 +0.824,0.1979 +1.0149,0.4809 +0.9359,0.3988 +1.0588,0.4407 +1.391,0.537 +1.365,0.4938 +0.3314,0.1266 +1.4331,0.4833 +1.2592,0.3448 +1.4634,0.4663 +1.1461,0.4697 +0.9683,0.4386 +1.5607,0.5172 +0.9937,0.4014 +1.0395,0.4881 +1.1802,0.4505 +0.7554,0.424 +0.8936,0.3555 +1.0778,0.3833 +1.1833,0.5166 +0.9098,0.4366 +0.6145,0.3304 +0.7986,0.4306 +1.1075,0.4766 +1.3368,0.5323 +1.3141,0.4619 +0.9978,0.4138 +1.3973,0.5681 +1.5545,0.589 +1.5581,0.5614 +1.7366,0.6253 +1.6394,0.5781 +1.4219,0.5467 +1.3593,0.4328 +1.7518,0.5502 +1.1821,0.4816 +1.7448,0.9076 +1.5914,0.5191 +1.2964,0.4653 +1.5577,0.5236 +1.6378,0.4816 +0.3701,0.1372 +0.9265,0.4185 +1.0461,0.3933 +1.0186,0.5237 +1.0065,0.3791 +1.2089,0.4651 +1.4346,0.4879 +0.8478,0.4146 +0.8692,0.436 +0.738,0.3588 +0.6673,0.3028 +0.8083,0.4171 +0.5893,0.2567 +0.5897,0.2651 +0.8431,0.3586 +0.7567,0.3147 +0.812,0.3626 +0.5249,0.2591 +0.8479,0.4042 +1.2044,0.4344 +1.4379,0.5286 +1.239,0.5472 +1.0911,0.4571 +5.6619,0.8427 +1.5729,0.5535 +0.8425,0.3214 +0.995,0.4339 +0.7363,0.2814 +1.1639,0.4837 +1.1668,0.4773 +1.1528,0.5572 +1.6595,0.496 +0.9438,0.4691 +0.4946,0.2274 +0.7146,0.3032 +0.389,0.3325 +0.6603,0.328 +0.6757,0.3746 +0.9135,0.5145 +1.065,0.4216 +0.5291,0.3158 +0.4334,0.28 +0.7988,0.4338 +1.0085,0.4942 +0.5448,0.3615 +1.0707,0.5571 +0.7722,0.4198 +1.5582,0.6033 +1.2627,0.4421 +1.8269,0.7121 +1.0239,0.3292 +1.0131,0.2259 +1.4825,0.5441 +1.4597,0.5888 +1.7243,0.7471 +1.792,1.0934 +0.8532,0.1494 +1.1923,0.5093 +1.111,0.467 +0.9075,0.4363 +0.558,0.3792 +0.8004,0.5956 +1.1468,0.6407 +1.0044,0.4465 +1.1063,0.4893 +1.0503,0.4655 +0.9086,0.4571 +0.6401,0.3572 +0.8311,0.4089 +0.6238,0.3447 +0.9948,0.5034 +1.0461,0.496 +0.7212,0.2617 +0.8174,0.4279 +0.822,0.2123 +0.3307,0.2459 +1.476,0.5457 +1.6998,0.9764 +1.3807,0.6014 +1.5737,0.5468 +1.1637,0.4033 +1.8583,0.5908 +1.5125,0.5885 +1.5743,0.5288 +1.5744,0.5373 +1.5751,0.5872 +1.1441,0.3444 +1.5796,-0.1253 +1.7323,0.6146 +1.825,0.6575 +1.2141,0.4589 +1.1479,0.4488 +0.8635,0.4068 +0.9953,0.4225 +1.1151,0.4616 +0.7304,0.4189 +0.8697,0.3574 +0.9035,0.4496 +0.4086,0.243 +0.9736,0.4792 +0.9501,0.3386 +0.8365,0.3122 +0.7736,0.3986 +0.93,0.5151 +1.2746,0.5013 +1.0443,0.4426 +1.4256,0.524 +0.6479,0.3065 +1.2258,0.496 +1.8515,0.585 +1.6094,0.687 +1.7776,0.6449 +1.5006,0.4776 +1.5009,0.4747 +1.6058,0.6058 +1.6826,0.9251 +0.803,0.4007 +1.5979,0.6291 +0.986,0.434 +0.8427,0.3442 +0.9358,0.4154 +0.9922,-0.2957 +1.1163,0.448 +1.2632,0.4465 +0.5304,0.3432 +0.7443,0.4274 +1.3841,0.3683 +1.1615,0.5358 +0.7578,0.2862 +1.6364,0.6779 +0.957,0.5306 +1.2639,0.4365 +1.0168,0.5339 +0.9018,0.4084 +1.6942,0.5103 +1.1925,0.552 +1.2077,0.5123 +1.664,0.6093 +1.5268,0.6371 +0.7749,0.2187 +1.4709,0.5452 +1.5163,0.6547 +0.9809,0.4131 +1.016,0.4524 +0.9539,0.4485 +0.9846,0.4083 +0.9767,0.4118 +1.0095,0.5256 +1.0066,0.4953 +0.5715,0.391 +1.0424,0.5038 +0.8878,0.5698 +0.967,0.495 +1.027,0.4386 +0.8669,0.5501 +1.0269,0.3091 +1.1157,0.0976 +1.0917,0.5277 +1.307,0.5685 +0.5775,0.3319 +1.013,0.4531 +1.0083,0.4197 +0.7833,0.3891 +0.7759,0.2931 +1.0021,0.4144 +1.2668,0.4151 +0.8914,0.4565 +0.9488,0.4782 +0.6847,0.3954 +0.8802,0.3697 +0.6204,0.4724 +0.9513,0.3947 +0.9435,0.4801 +0.9708,0.4243 +0.9597,0.2715 +1.3502,0.5311 +1.0322,0.361 +1.3017,0.5912 +0.7826,0.3284 +1.2018,0.4912 +1.7753,0.5963 +1.3984,0.53 +0.8677,0.2902 +0.9404,0.3527 +1.8071,0.8864 +0.5993,0.116 +1.0313,0.357 +0.9108,0.4057 +1.573,0.6192 +1.0014,0.3894 +0.6889,0.2892 +5.1766,0.0781 +2.2716,0.4558 +1.9568,0.4655 +2.0346,0.3856 +2.3569,0.3824 +1.8512,0.4519 +6.7838,0.3834 +7.1393,0.3701 +7.5722,0.3788 +1.8874,0.4236 +6.0137,0.5575 +1.8035,0.3543 +2.0449,0.4141 +1.9264,0.3899 +7.3019,-0.4826 +2.0536,0.4317 +1.663,0.3548 +2.1481,0.4151 +1.9081,0.3997 +1.8117,0.417 +1.9131,0.3256 +1.9461,0.389 +1.2131,0.3717 +1.3045,0.1793 +1.1854,0.328 +2.3674,0.4381 +1.8156,0.424 +6.7416,0.4277 +1.1335,0.2349 +2.8545,0.3269 +1.5529,0.3101 +2.1062,0.3696 +1.6805,0.3516 +2.1142,0.416 +1.1571,0.2682 +1.5014,0.3598 +5.6834,0.2884 +3.0354,0.305 +8.369,0.2906 +2.8643,0.4429 +1.5929,0.3323 +7.8404,0.3533 +1.7213,0.3276 +1.2188,-0.0564 +1.7359,0.2896 +1.6496,0.3753 +2.6047,0.3508 +1.9911,0.373 +1.8142,0.3231 +2.4357,0.4245 +2.6483,0.4195 +2.9076,0.579 +2.6971,0.5634 +1.9324,0.3909 +1.4868,0.5058 +0.9639,0.3155 +1.8499,0.3659 +1.7182,0.3284 +0.5806,0.3345 +0.9692,0.3755 +0.7221,0.3001 +0.9287,0.423 +0.3526,0.2846 +0.8278,0.4611 +0.8113,0.4849 +0.8871,0.3962 +0.8368,0.4185 +0.8191,0.3657 +0.8192,0.4469 +0.5834,0.2826 +0.3395,0.1795 +0.8294,0.507 +0.8526,0.3934 +1.4012,0.5956 +0.8198,0.441 +0.8696,0.3196 +0.9149,0.3778 +0.786,0.1434 +1.6807,0.7361 +1.3418,0.5349 +1.3075,0.4898 +0.7055,0.2833 +0.8655,0.379 +0.8389,-0.0472 +1.1554,0.5383 +1.4766,0.5612 +1.7455,0.5963 +0.7929,0.4369 +1.6528,0.0727 +1.3219,0.0098 +0.8417,0.3372 +0.8912,0.4801 +1.3767,0.5366 +1.0777,0.5196 +1.5387,0.4694 +0.7855,0.3907 +0.613,0.3913 +0.7308,0.3163 +0.609,0.3973 +0.3989,0.3522 +1.0585,0.5309 +0.7534,0.4248 +0.6975,0.3487 +0.5093,0.1163 +1.0368,0.5242 +0.3018,0.1646 +0.6966,0.387 +0.9766,0.5834 +0.8516,0.443 +1.9355,0.6942 +1.702,0.5815 +1.3289,0.6248 +1.3326,0.5597 +1.1623,0.4725 +0.7796,0.3699 +2.7485,0.3937 +2.3506,0.4976 +1.9519,0.4565 +2.7585,0.3652 +2.5175,0.2864 +5.8238,0.0985 +2.0223,0.3821 +6.5281,0.484 +1.7714,0.2087 +3.4608,0.4957 +8.2221,0.2763 +3.7892,0.3114 +1.6862,0.3799 +2.9094,0.6043 +3.0635,0.465 +1.8903,0.2362 +2.8372,0.5547 +3.1278,0.4645 +3.2033,0.6105 +2.7689,0.4742 +1.7043,0.5875 +1.0187,0.4611 +0.8158,0.414 +1.018,0.43 +0.4978,0.2545 +0.3694,0.0211 +1.7236,0.5327 +1.6352,0.4471 +1.2534,0.4058 +1.0041,0.4725 +0.3887,0.5265 +0.829,0.4016 +1.1491,0.4337 +1.3093,0.4903 +0.6048,0.3155 +0.8155,0.3017 +1.688,0.7529 +1.4549,0.5308 +0.4881,0.1125 +1.4479,0.4657 +1.722,0.6299 +1.6151,0.6669 +1.6369,0.5708 +0.6292,0.2481 +1.2942,0.4944 +1.4242,0.5328 +1.551,0.5999 +0.8954,0.3879 +1.2164,0.4681 +1.0831,0.4237 +0.4444,0.3158 +0.9358,0.4058 +0.5774,0.268 +0.6872,0.4205 +0.5531,0.1279 +0.4716,0.3127 +0.3921,0.1946 +1.0698,0.4503 +0.6089,0.2365 +0.8874,0.4894 +1.0248,0.4574 +0.882,0.4134 +0.792,0.5797 +0.6485,0.3919 +0.6033,0.4486 +1.6596,0.5861 +1.8106,0.5863 +2.0049,0.7132 +1.3481,0.454 +1.7015,0.5741 +1.4526,0.5564 +1.454,0.5729 +0.691,0.2968 +1.245,0.5435 +1.2339,0.6154 +1.5825,0.627 +0.6307,0.884 +0.4441,0.3514 +0.7474,0.5106 +1.5581,0.5877 +0.5128,0.2673 +0.8723,0.351 +0.7754,0.3144 +0.6993,0.2502 +0.6317,0.1431 +0.811,0.4646 +1.1356,0.3405 +0.5055,0.1618 +0.942,0.4486 +0.856,0.3521 +0.4365,0.3356 +1.0479,-0.317 +6.1908,-5.5006 +0.5482,-1.1671 +0.7211,-3.1184 +0.7023,0.4084 +0.8821,0.4146 +1.8387,0.5556 +1.3418,0.4594 +1.5759,0.547 +1.2685,0.2679 +1.6218,0.501 +1.562,0.5084 +0.8554,0.457 +0.9715,0.4508 +1.0451,0.5596 +1.0219,0.5177 +1.0303,0.5327 +0.6316,0.3891 +0.6511,0.3587 +0.7754,0.4781 +0.2486,0.3569 +0.863,0.5869 +0.5595,0.3859 +0.7853,0.4303 +0.8673,0.1961 +0.9262,0.4152 +0.9856,0.4384 +1.2386,0.3903 +0.7045,0.434 +1.494,0.6037 +1.1907,0.4806 +0.526,0.1886 +1.3628,0.5253 +1.9611,0.6437 +1.1734,0.5163 +0.6545,0.3362 +1.057,0.5523 +1.6085,0.6604 +1.174,0.7207 +0.8535,0.1519 +0.5493,0.2497 +0.8514,0.2372 +0.5491,0.2481 +1.8758,0.6389 +1.4933,0.5012 +1.6764,0.6166 +0.495,0.1882 +0.5836,0.2178 +0.6392,0.25 +1.0509,0.4233 +1.6439,0.5639 +1.4891,0.5706 +1.8803,0.5191 +1.6886,0.507 +1.584,0.4332 +1.7623,0.5571 +0.5045,0.3168 +1.6226,0.7799 +1.1393,0.4363 +0.4053,0.2642 +0.891,0.5097 +1.4554,1.5738 +1.5134,1.4439 +1.5288,1.732 +0.5386,0.4593 +0.5615,0.488 +0.421,0.5664 +0.7111,0.174 +1.3225,0.6373 +0.8121,0.4367 +0.9506,0.5664 +0.24,-0.5068 +0.8897,0.4743 +1.0751,0.6377 +1.6236,0.8206 +1.3622,0.6166 +1.2494,0.6809 +1.1924,0.6506 +1.7075,0.7031 +1.2769,0.5588 +0.7881,0.1401 +0.3557,0.2543 +0.3659,0.0953 +1.6456,0.518 +1.3451,1.2557 +1.4529,0.7737 +0.7073,0.4485 +0.4265,0.3042 +0.5021,0.3611 +0.8666,0.5525 +0.5243,0.3355 +0.6571,0.306 +0.5883,0.2518 +0.4233,0.1912 +1.5791,0.5577 +1.4637,0.6859 +3.1904,0.3858 +1.272,0.5731 +1.7611,0.704 +1.9811,0.6744 +1.591,0.6612 +1.7904,0.7313 +1.5718,0.5187 +1.8384,0.6699 +1.6941,0.6211 +0.9506,0.7189 +1.5442,0.4637 +1.6634,0.8512 +0.64,0.2517 +0.8795,0.3269 +0.6634,0.3436 +1.0694,1.6624 +0.6302,0.2516 +1.5506,0.626 +1.3371,0.2142 +0.1305,0.2216 +0.7407,0.1944 +1.0251,0.3094 +1.0465,0.4149 +0.4529,0.2924 +0.5076,0.306 +0.5572,0.2895 +0.9789,0.3503 +1.0141,0.4238 +0.2679,0.1861 +0.9146,0.3953 +0.3234,-0.1255 +0.5986,0.2544 +0.4277,0.144 +0.5466,0.1123 +0.9763,0.2919 +0.9283,0.3441 +0.5216,0.2996 +0.9866,0.3126 +1.4704,0.4642 +1.5445,0.9786 +0.8828,0.2218 +1.2279,0.3537 +1.2953,0.3776 +1.5054,0.492 +0.6828,0.3261 +1.2088,0.4972 +0.7997,0.3209 +0.6906,0.2922 +0.8281,0.3723 +0.824,0.4228 +1.1717,0.5797 +1.1542,0.3998 +1.3097,0.4053 +1.3874,0.4896 +1.441,0.6733 +1.0372,0.503 +1.0216,0.4617 +0.7299,0.3406 +1.0467,0.6114 +2.6033,0.6086 +1.3092,0.5833 +0.716,0.1933 +0.3983,0.3229 +0.4158,0.3087 +0.4937,0.3011 +0.327,0.2695 +0.1294,0.2206 +0.5028,0.3718 +0.3935,0.3122 +1.2128,0.6503 +0.8544,0.448 +1.0877,0.6998 +0.4516,0.4276 +0.4585,0.3266 +0.6633,0.4092 +0.7537,0.4243 +0.5597,0.3742 +0.5625,0.3136 +0.366,0.4265 +0.7991,0.5469 +0.5957,0.2351 +1.044,0.5933 +0.3569,0.3929 +0.633,0.3696 +0.8485,0.5036 +0.9046,0.4202 +0.5225,0.3924 +0.2895,0.2689 +1.0562,0.5189 +1.2953,0.7892 +1.2835,0.6117 +0.9196,0.6071 +1.3239,1.2164 +1.2963,0.6237 +1.312,0.5951 +1.2986,0.619 +1.0319,0.4159 +0.8,0.3902 +0.569,0.2777 +0.665,0.2152 +0.4592,0.2051 +1.0622,0.3613 +0.45,0.1518 +1.1146,0.4383 +0.9565,0.4532 +1.3229,0.4224 +0.8092,0.4206 +1.2993,0.4411 +0.6503,0.2274 +0.8686,0.5609 +1.2667,0.422 +1.3262,0.4482 +1.2519,0.3926 +1.3664,0.5211 +0.7511,0.2359 +0.7851,0.2847 +1.3959,0.4705 +1.3033,0.5254 +0.8915,0.4484 +0.6753,0.224 +0.8263,0.3651 +1.1987,0.3982 +0.9235,0.3027 +1.05,0.5356 +1.0589,0.3324 +0.7952,0.3766 +1.136,0.4014 +0.9773,0.468 +1.1325,0.4441 +0.9441,0.3703 +0.9693,0.348 +1.0201,0.3953 +0.4425,0.1982 +0.52,0.3342 +1.4431,0.5431 +1.1282,0.5093 +0.6524,0.3303 +1.5564,0.6075 +0.919,0.3543 +1.2314,0.6209 +1.2953,0.7055 +0.7405,0.2801 +1.4622,0.7621 +0.4298,0.2893 +1.4501,0.8475 +1.2076,0.5692 +0.7634,0.3848 +0.988,0.4227 +0.749,0.3246 +0.8348,0.5164 +0.9646,0.4022 +0.7721,0.3686 +0.779,0.2781 +0.9613,0.4562 +1.2722,0.5702 +0.866,0.6186 +0.1671,0.2802 +1.3579,0.5488 +1.7551,0.6467 +1.0697,0.446 +1.4542,0.6475 +0.9977,0.6031 +1.3797,0.5357 +1.704,0.7274 +0.8104,0.4931 +1.3374,0.6311 +0.6305,0.419 +1.4111,0.9325 +1.0654,0.5157 +1.3699,0.6924 +1.2948,0.6666 +1.0955,0.5623 +0.5461,0.4003 +0.5754,0.3666 +0.7968,0.3653 +0.6188,0.4217 +1.4234,0.608 +1.4732,0.6757 +0.311,0.3104 +0.7109,0.4079 +0.9463,0.4895 +1.6206,0.7077 +0.9928,0.5202 +1.1221,0.5663 +1.2907,0.5556 +1.7938,0.7197 +1.3537,0.5347 +0.8478,0.4956 +0.995,0.4256 +1.4446,0.7382 +1.57,0.5726 +0.3745,0.1896 +0.4459,0.2324 +1.3814,0.5751 +0.2477,0.242 +0.7262,0.5821 +0.8517,0.6435 +-0.739,0.0471 +0.5345,0.2657 +0.8785,0.598 +0.8873,0.4109 +1.0752,0.3402 +1.4113,1.4143 +0.4542,0.4016 +1.5506,0.5392 +1.0131,0.5174 +0.3863,0.3182 +0.4791,0.3175 +0.1661,0.1471 +-0.0948,0.5671 +0.6389,0.3137 +0.3909,0.2573 +1.0547,0.2834 +0.5907,0.4049 +0.5358,0.3431 +0.187,0.2444 +1.3281,0.6492 +0.6474,0.0867 +1.6413,0.594 +0.5206,-0.2268 +1.1252,0.4752 +1.8238,0.6136 +1.0591,0.4184 +1.7227,0.662 +1.5762,0.5909 +1.1128,0.5178 +1.1447,0.458 +0.5108,-0.0847 +0.8474,0.2388 +2.1635,0.6877 +0.5389,0.3035 +0.4621,0.2532 +0.8969,0.5957 +0.8082,0.4824 +0.4946,0.3392 +0.8063,0.4502 +0.5786,0.3788 +0.935,0.4796 +0.9457,0.4081 +1.314,0.5831 +0.9486,0.4423 +1.3534,1.1906 +0.3922,0.4115 +0.6741,0.4695 +0.5806,0.5055 +0.497,0.3943 +0.4399,0.3593 +0.8942,0.5545 +1.4053,0.6659 +0.8379,0.4671 +0.8852,0.5964 +0.831,0.3522 +1.6431,0.7674 +0.979,0.6751 +0.7913,0.3078 +1.0222,0.6017 +1.8146,0.767 +1.1336,0.7615 +0.5349,0.2341 +1.5884,1.4734 +0.5336,0.4101 +0.9788,0.4362 +1.0273,0.4403 +0.3661,0.1683 +0.4989,0.161 +1.2019,0.5556 +1.4496,0.6098 +1.5602,0.5872 +0.2624,-0.0298 +1.4399,0.3425 +0.9705,0.3824 +1.2757,0.4004 +1.824,0.3956 +1.5396,0.5043 +1.3854,0.4378 +0.4928,0.2158 +1.4882,0.3327 +0.0524,-0.0313 +1.6534,-0.5452 +0.3602,0.2415 +0.9823,0.4261 +1.814,0.7407 +1.2393,0.3314 +1.2199,0.409 +0.504,0.2139 +1.3935,0.4566 +1.6869,0.3878 +0.7119,0.439 +1.3851,0.6024 +0.4325,0.2541 +1.1951,0.6634 +-0.1356,0.0218 +0.4092,0.3418 +0.3782,0.2994 +0.6213,0.4425 +0.8404,0.4313 +0.8899,0.3597 +0.5162,0.3181 +0.6724,0.2822 +0.3217,0.408 +0.6291,0.4563 +1.5655,0.4143 +1.2777,0.4704 +0.7271,0.0586 +1.7796,0.638 +1.2854,0.5701 +1.0243,-0.0625 +1.1221,0.5134 +1.8,0.7262 +1.7803,0.7964 +1.4724,0.6351 +1.1726,0.6289 +0.3548,0.3416 +0.6581,0.3252 +0.3722,0.3117 +0.3546,0.2808 +0.2959,0.2949 +0.4619,0.3539 +0.4883,0.3159 +1.3795,0.9073 +0.611,0.3485 +0.9152,0.4783 +1.1048,0.5695 +0.4662,0.375 +1.3124,1.2576 +0.7159,0.489 +1.0545,0.568 +0.5368,0.4304 +0.9439,0.4505 +0.7136,0.3614 +1.1321,0.6405 +1.4556,0.7385 +0.9077,0.5 +0.8707,0.659 +1.0808,0.5014 +0.6455,0.2348 +1.4639,0.5541 +1.2115,0.3319 +1.9982,0.957 +0.8735,0.4121 +0.277,-0.0517 +0.4179,0.1646 +0.9753,0.3569 +1.0299,0.2915 +0.6997,0.3433 +1.7174,0.9344 +0.7709,0.3489 +0.8258,0.4767 +1.0906,0.2279 +0.809,0.2146 +0.6767,0.2826 +0.9144,0.2769 +1.4932,0.7885 +0.8899,0.2348 +0.285,0.1398 +5.3459,0.3332 +0.5581,0.2459 +0.6857,0.397 +0.8787,0.4272 +0.7349,0.4369 +0.8232,0.3782 +0.9378,0.3939 +0.885,0.5582 +0.9734,0.4593 +1.3396,0.476 +1.349,0.3515 +1.0123,0.2654 +1.4849,0.4984 +1.2637,0.3979 +1.5146,0.4298 +1.4582,0.7244 +1.4017,0.5421 +1.0433,0.4352 +1.5922,0.5421 +1.1341,0.5882 +0.469,0.1068 +1.4655,0.581 +1.1902,0.4902 +1.3798,0.564 +1.441,0.5343 +1.4989,0.6543 +1.04,0.508 +1.3497,0.5323 +1.4178,0.6393 +1.3318,0.5475 +0.9695,0.603 +0.4129,0.2438 +1.3602,0.6881 +0.662,0.4062 +0.4711,0.4186 +1.5079,0.7286 +1.0609,0.5537 +0.605,0.3223 +0.7886,0.1637 +0.3028,0.3268 +0.4364,0.4724 +0.956,0.5404 +1.0003,0.4252 +0.7674,0.2272 +0.7001,0.2302 +1.5146,0.53 +1.6274,0.971 +1.3365,0.5784 +1.5731,0.7194 +1.3449,0.6502 +1.2942,0.6591 +1.3407,0.742 +1.3806,0.6216 +0.823,0.499 +1.9334,0.8119 +0.7606,0.4371 +1.409,0.7372 +1.1599,0.5783 +1.1641,0.6519 +0.5337,0.5449 +0.5352,0.2761 +0.4827,0.2318 +0.4296,0.2427 +1.4529,1.0239 +0.8378,0.4811 +0.8164,0.421 +1.0666,0.5949 +1.017,0.6122 +1.483,0.9687 +1.1748,0.5593 +0.6524,0.5502 +0.4319,0.4133 +0.4139,0.3688 +0.6993,0.481 +0.9629,0.5254 +1.0495,0.5792 +-0.0798,0.2918 +0.54,0.3806 +1.0456,0.4896 +0.5587,0.4411 +-0.0381,0.2191 +0.2123,0.2197 +1.38,0.7333 +1.2957,0.7166 +1.4262,0.7438 +1.2134,0.7032 +1.5304,0.737 +1.3264,0.6626 +1.6752,0.6828 +1.2211,0.5795 +0.2276,0.1325 +1.7583,0.6891 +1.3088,0.5883 +1.0944,0.5906 +1.3337,0.6417 +1.0487,0.5493 +0.7425,0.4348 +1.1883,0.6045 +1.265,0.7748 +0.7299,0.4907 +1.4959,0.5354 +0.9897,0.5197 +1.0555,0.4775 +0.3851,0.0521 +0.6079,0.3056 +0.5011,0.3606 +1.2744,0.6229 +1.3324,0.5506 +1.4894,0.6057 +1.251,0.4492 +1.1099,0.3522 +0.9711,0.2587 +1.7285,0.4975 +1.3122,0.4798 +1.2653,0.3745 +0.8335,0.2447 +1.125,0.4871 +1.5752,0.541 +1.3475,0.4631 +1.5926,0.5024 +0.8237,0.3339 +1.2976,0.5782 +0.4611,0.3924 +0.6346,0.4331 +0.8381,0.4647 +1.0902,0.5668 +1.3155,1.1724 +0.8582,0.462 +1.0083,0.5384 +1.3085,0.6068 +0.7503,0.4235 +0.5429,0.4365 +0.3883,0.3955 +0.9857,0.5066 +0.6712,0.4916 +0.8737,0.4993 +0.9908,0.54 +1.3099,0.575 +1.3673,0.6391 +1.5966,0.869 +1.3108,0.5418 +0.7124,0.5468 +1.4898,0.6374 +1.0883,0.5708 +1.6827,0.6599 +1.3916,0.6649 +1.3826,0.5862 +0.2737,0.2027 +1.1251,0.4947 +0.8058,0.4632 +0.3138,0.2221 +1.0228,0.4142 +0.3188,0.1635 +1.3566,0.6249 +1.2864,0.58 +0.8959,0.5126 +1.2233,0.4296 +1.3524,0.5883 +1.3674,0.5977 +1.4374,0.5977 +1.5248,0.6335 +1.4911,0.5531 +1.4787,0.5715 +1.2185,0.4884 +1.3013,0.5574 +1.4988,0.5312 +1.4328,0.5454 +1.4632,0.5802 +0.6409,0.0429 +1.2652,0.0632 +1.2894,0.738 +1.433,0.4588 +0.8633,0.281 +0.2419,0.2308 +0.7959,0.3173 +1.1506,0.4632 +0.5586,0.2383 +1.4133,0.4288 +1.1102,0.488 +0.7312,0.3106 +0.7354,0.2807 +0.4457,0.2563 +0.9653,0.4186 +0.8312,0.3906 +0.5056,0.1976 +1.4165,0.4848 +1.2508,0.4342 +1.0094,0.3043 +1.0712,0.2386 +1.7595,0.6805 +1.3885,0.4832 +1.2472,0.396 +0.6171,0.2878 +0.3664,0.3114 +0.4197,0.3667 +1.6586,0.5443 +0.4363,0.0863 +0.5648,0.3824 +1.364,0.7175 +0.4312,0.2894 +1.0391,0.535 +0.669,0.4718 +0.627,0.4964 +0.2598,0.3583 +1.1925,0.4859 +1.3153,1.2085 +1.1455,0.5699 +0.4135,0.3321 +1.2604,0.5369 +0.7016,0.3162 +0.4034,0.2341 +0.6526,0.4117 +1.1895,0.5457 +1.1548,0.5098 +0.7996,0.526 +1.081,0.5102 +0.9382,0.4432 +0.8071,0.6053 +1.2225,0.488 +1.67,0.4611 +1.1049,0.4483 +1.3936,0.4454 +0.9586,0.4965 +0.7656,0.208 +1.6743,0.6393 +1.2409,0.5864 +1.4302,0.5904 +1.0946,0.5327 +1.2776,0.5629 +1.422,0.6571 +1.2624,0.5623 +1.0913,0.599 +1.4228,0.613 +1.3339,0.6167 +1.0787,0.7497 +1.1155,0.6793 +0.9883,0.6307 +0.5045,0.4031 +0.8234,0.5102 +0.9557,0.6293 +0.7927,0.4582 +0.4236,0.4041 +1.1317,0.836 +1.4777,0.8721 +0.361,0.3484 +1.1563,1.2657 +0.5676,0.5101 +0.623,0.2257 +0.4605,0.3991 +0.2615,0.3419 +0.6955,0.3658 +0.6545,0.1364 +0.7016,0.3473 +1.1562,0.56 +1.0208,0.5833 +1.2135,0.7223 +1.2965,0.6105 +1.4647,0.625 +1.0322,0.5867 +1.2719,0.5132 +1.6928,0.7789 +1.637,0.9434 +1.4031,0.9572 +0.9153,0.6197 +0.2836,-0.3001 +1.6327,0.6983 +1.1242,0.4589 +0.3635,0.2673 +0.126,0.1394 +0.4469,0.1792 +0.2488,0.0938 +1.223,0.3886 +0.8916,0.3663 +1.0183,0.4113 +1.34,0.4559 +0.3998,0.3234 +0.7341,0.3492 +0.8639,0.4386 +0.7149,0.3411 +1.1028,0.3679 +0.4568,0.1747 +0.9533,0.3778 +0.8844,0.4129 +0.7056,0.3702 +0.5392,0.2227 +1.5351,0.5253 +1.3269,0.3991 +1.6018,0.4161 +1.7816,0.5757 +1.0642,0.3567 +1.2594,0.3787 +1.1951,0.5402 +0.5445,0.2937 +1.1424,0.4445 +1.0125,0.4036 +1.4056,0.9725 +0.3309,0.1458 +0.4621,0.1769 +1.3091,0.4303 +0.8413,0.4643 +0.3963,0.2353 +1.2937,0.5945 +0.6796,0.3928 +1.1036,0.451 +0.4217,0.301 +1.2676,0.5545 +0.7471,0.32 +0.7655,0.4794 +1.0571,0.358 +1.0995,0.3926 +0.6968,0.0629 +1.3391,0.5391 +0.8826,0.4465 +1.462,0.482 +1.0531,0.5258 +0.7873,0.4729 +1.5307,0.5421 +1.852,0.6214 +1.4992,0.5335 +1.2924,0.5032 +1.5496,0.578 +0.9562,0.423 +0.9592,0.4629 +1.2782,0.5383 +1.8474,0.852 +1.5993,0.6455 +1.1594,0.4675 +1.0646,0.437 +1.1507,0.5198 +1.4336,0.5468 +1.6951,0.5841 +0.7181,-0.5487 +1.5766,0.5922 +1.7317,0.7148 +1.7474,0.6625 +1.4322,0.6688 +1.7395,0.7064 +0.8565,-0.331 +0.4896,0.3837 +0.2656,0.1539 +0.3787,0.4069 +1.4751,1.2709 +0.8571,0.4991 +0.6572,0.4443 +1.1978,0.6233 +0.7464,0.4672 +1.2882,0.6808 +1.6841,0.7375 +0.4479,0.3829 +1.4749,1.2998 +0.5062,0.3885 +1.5163,1.1522 +1.3128,1.2946 +1.3442,1.5458 +1.2579,1.2985 +1.2472,0.5253 +1.1769,0.4615 +1.5099,0.6743 +1.2013,0.4802 +0.4381,0.348 +1.6955,0.6079 +1.7242,0.5862 +1.9348,0.6154 +1.8215,0.5375 +1.6113,0.6731 +1.6093,0.6208 +1.2698,0.4473 +1.3639,0.6003 +0.7428,0.3973 +1.0368,0.4751 +1.1193,0.5524 +1.2625,0.6758 +1.4622,0.6341 +1.396,0.6513 +1.5765,0.711 +0.9308,0.5829 +1.0825,0.6282 +0.5016,0.2697 +0.7055,0.3623 +0.4202,0.2151 +0.6444,0.1568 +0.9994,0.5511 +0.5866,0.3331 +1.4017,0.858 +1.159,0.6428 +0.6773,0.3976 +0.4052,0.4877 +0.5872,0.3679 +1.1237,0.3812 +1.1855,0.4442 +0.653,0.4338 +0.6402,0.2851 +0.5812,0.3139 +0.9577,0.3986 +0.5276,0.1637 +1.5656,0.618 +1.2671,0.5727 +1.5982,0.7504 +1.7882,0.7193 +1.9409,0.693 +1.793,0.6957 +1.6027,0.8214 +0.8001,0.3708 +0.6235,0.5131 +1.5307,0.6224 +0.9566,0.4246 +1.4644,0.5398 +0.3474,0.2472 +1.0108,0.5139 +0.39,0.2435 +1.338,0.5576 +1.3222,0.4986 +1.7953,0.6733 +1.2158,0.5439 +0.3814,0.1959 +0.2432,0.2077 +0.2859,0.2651 +0.5373,0.4105 +0.4255,0.2006 +0.8686,0.3631 +1.1832,0.4694 +0.7705,0.5243 +1.1204,0.4307 +1.05,0.4099 +1.0994,0.4608 +0.7272,0.3795 +1.2832,0.5479 +0.5038,0.0521 +0.2758,0.3843 +1.0927,0.5097 +1.1197,0.5841 +0.2427,0.4042 +1.7998,0.6444 +0.5097,0.2157 +2.3132,0.5708 +0.8139,0.3652 +1.7673,0.5389 +1.5876,0.5899 +1.3729,0.4844 +1.3721,0.4866 +1.0513,0.2243 +0.64,0.2004 +1.4837,0.5943 +1.3629,0.4825 +1.1987,0.5114 +0.8688,0.4462 +2.0197,1.0941 +0.9105,0.4698 +0.3482,0.276 +4.3759,0.042 +1.0226,0.6462 +0.7906,0.4329 +1.261,0.5475 +0.6308,0.4951 +0.5283,0.5333 +0.7375,0.5345 +0.911,0.347 +0.8817,0.4648 +1.0038,0.5406 +0.8438,0.4199 +0.4267,0.3986 +1.1424,0.5536 +1.7676,0.7167 +0.4512,0.2584 +0.9498,0.626 +1.2788,0.5845 +0.6146,0.3725 +1.5806,0.735 +1.4839,0.7056 +1.1545,0.4809 +1.4077,0.7179 +1.1862,0.5327 +1.3025,0.6304 +1.6345,0.6525 +0.7777,0.4475 +1.0567,0.4376 +1.2559,0.5696 +1.3818,0.5746 +1.3583,0.6848 +1.5415,0.795 +0.7987,0.4804 +0.9476,0.5824 +1.2712,0.5405 +0.8589,0.5077 +0.6444,0.3921 +0.7078,0.4252 +0.8603,0.4576 +0.7515,0.4024 +0.6685,0.3804 +0.6545,0.2109 +1.0201,0.5057 +0.9198,0.4628 +0.9859,0.5604 +0.8818,0.5475 +0.4515,0.3127 +0.3447,0.2668 +0.7649,0.3742 +0.5674,0.3983 +0.7806,0.3289 +0.6737,0.6595 +1.1553,-3.7529 +0.8327,0.3286 +1.8805,0.7117 +1.8043,-0.0074 +3.0043,-0.4756 +0.3918,0.2936 +0.8073,0.4128 +0.8515,0.461 +0.9983,0.4509 +1.2702,0.4084 +1.5767,0.5584 +0.6388,0.3165 +1.7211,0.6152 +1.7639,0.6044 +1.7837,0.5169 +1.455,0.4601 +1.76,0.5335 +1.4169,0.442 +0.9653,1.6917 +2.1158,0.1291 +9.1559,-8.477 +0.8846,0.3663 +0.9266,0.4082 +1.0901,0.3607 +0.6212,0.394 +0.6838,0.2373 +0.6687,0.45 +0.3667,0.213 +0.7701,0.3781 +0.8095,0.3354 +0.9158,0.5251 +0.7909,0.1927 +0.2821,0.2225 +0.713,0.3487 +0.4027,0.1709 +0.5315,0.1639 +0.3887,0.2832 +0.9121,0.3822 +0.8588,0.3856 +0.7355,0.3867 +0.5537,0.3076 +0.6148,0.3002 +1.5133,0.4911 +0.3581,0.2238 +1.4231,0.4659 +1.3454,0.5152 +0.5417,0.2675 +1.1213,0.3711 +1.402,0.4289 +1.4941,0.4144 +1.2539,0.4653 +0.526,0.3627 +0.8976,0.5269 +1.1262,0.6065 +0.775,0.2212 +0.8749,0.3599 +0.7748,0.4167 +0.4076,0.4122 +1.0591,0.5307 +0.7049,0.459 +0.7793,0.5497 +1.0152,0.4922 +1.0503,0.515 +0.7235,0.5383 +0.7196,0.5358 +1.379,0.537 +1.2617,0.5452 +0.9587,0.415 +1.0542,0.5175 +1.7544,0.8947 +1.3126,0.6018 +1.608,0.6666 +1.1502,0.5473 +1.8471,0.8858 +1.154,0.6456 +1.0753,0.6115 +0.354,0.3569 +0.2443,0.2637 +0.3797,0.409 +0.2556,0.3193 +0.1132,0.2994 +0.2339,0.2577 +0.2947,0.294 +0.2248,0.2934 +0.5383,0.4526 +0.5731,0.4 +0.9215,0.5891 +0.2158,0.2984 +0.4588,0.3857 +0.2754,0.3364 +0.2334,0.2658 +0.263,0.2755 +0.5447,0.3701 +1.2257,0.944 +1.1129,0.5825 +0.9531,0.5666 +0.8967,0.5099 +1.1242,0.5791 +0.4622,0.3876 +0.5048,0.4959 +0.5299,0.4939 +0.6521,0.4607 +0.7734,0.5062 +0.855,0.5637 +1.011,0.5729 +0.3991,0.3102 +0.8438,0.5494 +1.0751,0.5868 +1.4619,0.6889 +0.982,0.547 +0.7704,0.5555 +1.444,0.7425 +0.996,0.5961 +0.9008,0.5508 +1.0347,0.6686 +1.1684,0.6492 +0.9684,0.5752 +1.0175,0.6333 +1.1316,0.6579 +1.3026,0.6703 +0.8628,0.5809 +1.0758,0.5965 +1.077,0.4813 +0.3331,0.2272 +1.2595,0.6783 +1.0182,0.4453 +0.6672,0.3201 +0.562,0.3143 +0.6805,0.373 +1.0549,0.326 +0.7536,0.1646 +1.1074,0.3851 +1.6917,0.7626 +1.177,0.7354 +1.0302,0.371 +1.3913,0.6687 +1.6081,0.5844 +1.2055,0.3998 +1.0549,0.4153 +1.8592,0.586 +1.2594,0.4026 +1.137,0.4397 +1.6556,0.4583 +1.6216,0.5071 +1.1748,0.3986 +1.6235,0.5461 +1.2518,0.3857 +1.2169,0.5243 +4.5624,0.9565 +0.689,0.3294 +0.8178,0.2436 +1.4252,0.4379 +1.666,0.5091 +1.2246,0.5498 +0.4836,0.3973 +1.6014,0.5264 +0.5934,0.21 +1.3256,0.5145 +0.5213,0.339 +1.1145,0.5305 +1.0491,0.6193 +1.1228,0.564 +1.1503,0.6709 +0.2951,0.3384 +0.9798,0.4283 +1.0402,0.4637 +0.9096,0.5193 +1.4082,0.5317 +1.2355,0.6346 +1.1187,0.5699 +0.6554,0.4461 +1.1214,0.5804 +0.7695,0.6018 +0.7915,0.5462 +0.7227,0.6064 +1.1393,0.6355 +1.5493,0.6158 +1.0945,0.4753 +1.0284,0.5629 +1.6367,0.6868 +1.6226,0.6803 +1.4404,0.7205 +0.9866,0.612 +1.4667,0.7281 +0.4307,0.2264 +1.1455,0.5598 +1.1162,0.5568 +0.8339,0.5417 +1.1108,0.6095 +1.2294,0.6031 +0.8551,0.6152 +0.7428,0.3934 +0.6436,0.3567 +1.1185,0.5332 +1.1219,0.5439 +1.002,0.4514 +1.1074,0.5722 +1.0542,0.5116 +1.0866,0.5689 +0.7815,0.524 +0.4373,0.3324 +0.3315,0.4864 +0.5229,0.3101 +1.101,0.5184 +1.1097,0.51 +0.4331,0.3149 +1.0704,0.5508 +1.0626,0.4416 +0.9826,0.4721 +0.998,0.5327 +0.9669,0.4538 +0.4639,0.2134 +0.3479,0.1857 +0.4249,0.3125 +0.4742,0.3803 +0.2246,0.2184 +1.0657,0.5686 +1.0447,0.5215 +1.0377,0.5931 +1.1158,0.5806 +1.1055,0.5946 +0.8918,0.431 +1.0062,0.5318 +0.9199,0.555 +1.1034,0.5523 +1.4678,0.6844 +1.0596,0.4923 +1.6568,0.7259 +0.9524,0.5276 +1.0444,0.5208 +1.0879,0.5532 +1.0481,0.4985 +1.2319,0.5145 +1.0099,0.5189 +1.0145,0.4537 +0.8682,0.3704 +0.5217,0.3689 +0.5509,0.2492 +1.286,1.0447 +0.6551,-0.0466 +0.8552,0.3153 +0.3691,0.2646 +0.8995,0.4211 +0.8421,0.3624 +0.8977,0.3865 +1.0175,0.4144 +0.9821,0.4469 +1.1028,0.4278 +1.1021,0.4501 +0.8187,0.4517 +1.1439,0.5649 +0.9891,0.5059 +0.599,0.3055 +0.4014,0.3701 +0.8315,0.4131 +0.9768,0.5029 +0.8714,0.4913 +0.8044,0.3939 +0.9322,0.4418 +0.5611,0.333 +1.7077,0.7627 +0.8969,0.6104 +0.8389,0.4797 +0.6689,0.2636 +1.0654,0.5709 +1.3117,0.5384 +0.5646,0.3568 +1.0305,0.3545 +0.8204,0.3659 +0.9633,0.5718 +0.8582,0.4288 +0.5328,0.3582 +0.9584,0.5645 +1.0023,0.5354 +0.9788,0.4961 +0.9496,0.5852 +1.0154,0.5804 +0.8403,0.6472 +1.5865,0.7089 +0.945,0.5458 +0.9569,0.6099 +1.0155,0.5869 +0.9157,0.5169 +1.0246,0.5727 +0.9771,0.4807 +0.9774,0.5894 +0.935,0.5444 +0.6761,0.5827 +0.429,0.4405 +0.7845,0.5037 +1.1682,0.6492 +0.6002,0.4361 +0.6738,0.5206 +1.0182,0.5223 +0.845,0.3605 +0.6065,0.4487 +0.7757,0.5576 +0.6858,0.5522 +0.8223,0.5192 +0.8783,0.4721 +0.3403,0.4827 +0.9599,0.635 +0.9432,0.5795 +0.0246,0.1269 +0.7174,0.5149 +0.9769,0.343 +0.5547,0.3529 +0.8518,0.5998 +0.5103,0.4817 +0.9698,0.4344 +1.0138,0.5821 +0.6026,0.3127 +0.4564,0.3631 +0.9951,0.4686 +1.015,0.4548 +1.0291,0.5462 +0.3908,0.4713 +0.7087,0.4904 +0.3274,0.3727 +0.7416,0.5449 +0.7257,0.4048 +0.8793,0.6061 +1.4516,0.6139 +0.9405,0.6052 +1.0028,0.485 +1.095,0.6361 +1.4086,0.474 +0.9245,0.6104 +1.1447,0.7381 +1.1692,0.9888 +0.9442,0.6084 +0.4957,0.169 +0.9702,0.4676 +1.2656,0.5954 +0.7269,0.5833 +1.1303,0.5017 +1.201,0.3023 +0.9999,0.4804 +1.4136,0.6386 +1.1184,0.5312 +0.9163,0.4152 +0.4508,0.3074 +0.9597,0.5044 +1.0723,0.4498 +1.0526,0.4527 +0.9327,0.3909 +0.9031,0.4444 +0.7935,0.4666 +0.5636,0.4216 +0.9863,0.4399 +0.5976,0.3604 +0.7999,0.4422 +1.0005,0.4035 +0.6806,0.3247 +0.6054,0.4235 +0.6699,0.3629 +0.8163,0.3762 +0.601,0.3013 +1.032,0.5024 +0.5888,0.2239 +1.0888,0.6626 +1.1436,0.4127 +1.3149,0.5229 +1.1898,0.4765 +1.05,0.3692 +1.4466,0.5585 +1.4972,0.5184 +0.9747,0.5413 +0.7805,0.3767 +0.3766,0.182 +0.3131,0.0815 +1.6324,0.5538 +1.3434,0.5201 +1.0512,0.4817 +1.3686,0.4754 +0.6229,0.1095 +1.239,0.4354 +1.2401,0.3716 +0.7925,0.368 +1.1476,0.4788 +0.9462,0.3508 +0.4993,0.2257 +0.79,0.4254 +0.9297,0.4488 +1.5471,0.4271 +0.5037,0.3815 +1.0662,0.4256 +0.4328,0.0794 +0.5348,0.2855 +1.1919,0.5612 +0.6414,0.3575 +0.0219,0.3091 +0.2093,0.3502 +0.7008,0.4483 +1.131,0.5505 +0.6753,0.3669 +0.5957,0.3681 +1.1993,0.3632 +0.7657,0.5037 +1.1961,0.4838 +1.1629,0.5129 +0.631,0.3688 +0.2966,0.2692 +0.3046,0.3849 +0.4582,0.3357 +0.4446,0.3377 +0.4676,0.3726 +0.294,0.2837 +0.4528,0.3544 +0.3936,0.3777 +0.9316,0.4922 +0.6558,0.3417 +0.8222,0.5145 +0.7061,0.4286 +0.4566,0.4199 +1.236,1.0318 +0.1751,0.2734 +0.5203,0.3873 +1.0328,0.4771 +0.879,0.4379 +1.2284,1.1981 +1.4033,0.6238 +0.7227,0.5183 +0.4065,0.2074 +1.2934,0.6394 +1.3003,0.6721 +0.6786,0.3793 +0.8954,0.6744 +0.7319,0.5986 +0.5521,0.4748 +0.8432,0.4659 +0.7917,0.4439 +0.5519,0.3834 +0.8897,0.6312 +1.233,0.612 +1.656,0.9279 +1.4932,0.6711 +1.1547,0.6185 +0.6489,0.4808 +1.6801,0.6649 +1.288,0.6032 +1.6857,0.6464 +0.6089,0.3455 +1.5374,0.3854 +0.643,0.0612 +0.5165,0.1834 +0.5529,0.2731 +0.8664,0.2634 +1.4033,0.4906 +0.7831,0.207 +1.3732,0.3549 +1.2551,0.3952 +0.6586,0.2588 +0.99,0.2884 +1.39,0.5142 +1.147,0.5223 +1.3855,0.5154 +1.3116,0.4441 +1.4698,0.4594 +1.5698,0.429 +0.8273,0.4539 +1.0672,0.2488 +0.7577,0.2763 +1.1655,0.3958 +0.7832,0.3941 +0.5442,0.2608 +1.1672,0.4712 +0.8599,0.5516 +1.6089,0.4514 +1.5304,0.3678 +0.8244,0.1982 +1.3237,0.526 +1.4588,0.6018 +1.6359,0.6141 +1.1211,0.3779 +0.4545,0.2885 +0.7058,0.4695 +0.528,0.2387 +0.4541,0.3473 +1.4923,0.513 +0.5813,0.3605 +1.1887,0.6048 +0.6981,0.4248 +0.8309,0.5241 +1.026,0.5129 +1.1834,0.745 +1.0705,0.5041 +1.3354,0.6702 +1.497,0.8157 +0.9511,0.2367 +0.6706,0.335 +0.6508,0.3762 +0.53,0.309 +0.6944,0.4173 +0.7587,0.4956 +0.9078,0.3663 +1.2041,0.6882 +0.6559,0.4839 +0.6302,0.2818 +1.7015,0.5992 +1.8259,0.7578 +1.0172,0.6892 +1.657,0.8153 +1.6789,0.7387 +1.7142,0.8151 +1.1608,0.6662 +1.3095,0.6888 +0.648,0.4311 +0.6858,0.3245 +0.6914,0.4845 +0.3795,0.2977 +0.676,0.251 +0.9917,0.5492 +0.9914,0.5146 +1.0409,0.5763 +0.5317,0.2082 +0.4383,0.3113 +0.6539,0.4426 +0.3779,0.2963 +0.3556,0.349 +1.6505,0.8126 +1.1308,0.6072 +1.2041,0.6047 +0.6964,0.1332 +0.8805,0.1858 +0.6945,0.4731 +1.0179,0.6577 +1.3285,0.7217 +1.1381,0.4899 +1.6483,0.7254 +0.7612,0.5973 +0.6171,0.2708 +0.7938,0.4981 +0.1619,0.0823 +1.0833,0.4498 +1.0533,0.4794 +1.2222,0.5215 +1.2047,0.4977 +0.8798,0.5216 +0.2801,0.151 +1.2533,0.5725 +0.8416,0.4553 +0.9488,0.4368 +0.7755,0.4064 +1.2228,0.5202 +0.7866,0.3749 +1.1256,0.4307 +0.8113,0.3922 +0.9059,0.675 +1.0952,0.6438 +1.1774,0.5758 +0.7989,0.4539 +1.1198,0.4373 +1.1869,0.5922 +1.0431,0.6473 +1.7147,0.6285 +1.0933,0.5422 +1.2163,0.5224 +1.0999,0.495 +1.4969,0.5625 +1.1347,0.4532 +1.1513,0.4126 +1.2845,0.5477 +1.0245,0.453 +0.7882,0.2013 +0.9339,0.4885 +0.6297,0.1902 +1.0443,0.48 +1.3523,0.5571 +1.0795,0.4356 +0.8766,0.3442 +1.1239,0.5592 +1.3468,0.4879 +1.388,0.5868 +0.6484,0.517 +0.9053,0.6385 +0.588,0.5587 +0.9068,0.6152 +0.8862,0.5469 +0.9808,0.4622 +0.9412,0.5826 +1.1233,0.6376 +1.0258,0.6492 +0.8872,0.5623 +1.0522,0.5981 +0.5553,0.5723 +0.6348,0.6039 +0.4557,0.2814 +0.8356,0.5851 +0.6604,0.5689 +0.7789,0.6621 +1.0029,0.7257 +0.4649,0.5754 +0.9296,0.5391 +0.7982,0.6141 +1.0419,0.7177 +0.8467,0.4582 +0.7862,0.62 +1.1991,0.6604 +0.862,0.6719 +0.8327,0.5828 +0.6709,0.5002 +0.8229,0.5588 +1.3612,0.636 +0.7968,0.1617 +0.8652,0.1935 +1.1979,0.6401 +0.9021,0.2185 +0.0953,0.482 +0.5494,0.5173 +1.0302,0.4961 +0.8903,0.4386 +0.7607,0.3155 +1.5074,1.0737 +1.0119,0.424 +0.9052,0.5248 +1.0652,0.5222 +0.9337,0.4604 +1.1609,0.4597 +0.3034,0.3068 +0.5392,0.3932 +0.3455,0.2981 +0.7656,0.1507 +0.7757,0.3576 +0.667,0.3445 +0.4794,0.3203 +0.9254,0.4493 +0.872,0.4627 +0.4461,0.2957 +0.8079,0.3749 +0.5221,0.3808 +0.3623,0.2688 +0.9071,0.4735 +1.0945,0.5023 +1.0502,0.3928 +0.9978,0.4256 +0.8786,0.4864 +1.3115,0.6623 +1.1398,0.5475 +1.5188,0.6229 +1.1384,0.5195 +0.9694,0.5759 +0.9612,0.4507 +1.3456,0.5229 +1.5595,0.5772 +0.8899,0.5075 +0.739,0.3642 +0.7099,0.2207 +1.1145,0.4388 +1.0921,0.3273 +1.0045,0.3174 +1.065,0.3218 +0.9813,0.5171 +0.9338,0.3429 +1.3964,0.4511 +1.0614,0.3857 +1.1168,0.389 +0.7308,0.073 +0.8395,0.3065 +0.3056,0.1275 +0.4163,-0.1328 +0.4911,0.1434 +1.0787,0.3503 +1.7014,0.5596 +0.7496,0.3598 +1.0127,0.2843 +0.4332,0.2791 +0.4214,0.194 +0.8978,0.2698 +0.5902,0.2491 +1.0407,0.3697 +1.3027,0.3519 +1.7566,0.5005 +1.729,0.4869 +1.3674,0.3875 +1.3924,0.3512 +0.9712,0.3549 +0.7431,0.3506 +1.4772,0.3637 +1.0661,0.3118 +0.6606,0.3302 +1.3377,0.4984 +1.001,0.4013 +1.0601,0.4827 +0.9692,0.3916 +0.8369,0.3752 +1.1915,0.4062 +0.968,0.3701 +1.089,0.4425 +0.7502,0.288 +0.9916,0.2703 +0.9904,0.3374 +0.5199,0.0768 +1.1904,0.501 +1.102,0.3759 +0.7412,0.3974 +0.6357,0.3896 +0.8193,0.4746 +0.8387,0.5502 +0.6564,0.3651 +0.7897,0.5365 +0.7268,0.4503 +0.7371,0.4362 +0.747,0.459 +0.8391,0.5371 +1.1957,0.4782 +0.6287,0.4453 +0.8448,0.5939 +0.583,0.5251 +1.1325,0.3471 +1.4129,0.4483 +1.0918,0.5468 +1.0169,0.3791 +1.4646,0.5317 +1.3764,0.5111 +1.4204,0.5138 +1.0654,0.4269 +1.0976,0.4434 +1.1013,0.4151 +1.2148,0.4689 +1.151,0.4625 +0.7282,0.3999 +1.332,0.5193 +1.3795,0.6132 +1.0715,0.4866 +0.502,0.401 +0.9259,0.491 +1.1725,0.5746 +1.1266,0.5423 +0.8229,0.5262 +0.916,0.5811 +0.5697,0.4429 +0.6921,0.5399 +0.6077,0.3789 +0.6286,0.4361 +0.2824,0.2447 +0.6815,0.3187 +1.2473,0.7229 +0.5693,0.2478 +0.8383,0.5024 +0.5608,0.3996 +0.5262,0.318 +0.77,0.4047 +0.865,0.3783 +1.0242,0.5228 +1.1937,0.6722 +0.8,0.4795 +1.1364,0.5355 +0.9206,0.4965 +1.2735,0.5437 +1.1729,0.6824 +0.4358,0.132 +0.9478,0.442 +1.0136,0.5028 +1.4293,0.6262 +1.2778,0.5171 +1.0761,0.4225 +0.8902,0.362 +0.8876,0.3161 +1.0049,0.1878 +1.046,0.4196 +0.5039,0.2595 +0.9515,0.2767 +0.8786,0.3646 +1.1747,0.3746 +0.636,0.2329 +0.9772,0.369 +0.7651,0.338 +0.6331,0.2019 +0.5542,0.2506 +0.9463,0.4038 +1.144,0.4277 +1.0729,0.5323 +0.8872,0.4112 +1.4641,0.5105 +1.1726,0.4156 +1.0299,0.4564 +0.5675,0.3438 +1.3277,0.4986 +1.7959,0.591 +1.6051,0.4725 +1.5357,0.4386 +0.5053,0.0155 +1.0155,0.5371 +1.1348,0.6003 +1.0645,0.4381 +1.0938,0.4112 +0.9792,0.2776 +0.8148,0.0775 +0.9639,0.3152 +0.9007,0.3454 +0.6831,0.2749 +0.635,0.2994 +0.6178,0.1523 +0.7375,0.2874 +0.3705,0.3712 +0.6021,0.4289 +0.6123,0.3902 +1.1471,0.4107 +1.1819,0.359 +1.4689,0.3871 +1.2831,0.4325 +1.2335,0.2706 +1.0686,0.4491 +0.9514,0.3357 +1.2153,0.3702 +1.39,0.4474 +1.2512,0.4067 +0.8812,0.1759 +1.409,0.4931 +1.6411,0.5031 +1.4323,0.457 +1.6367,0.5457 +1.5347,0.4898 +1.536,0.4775 +1.8286,0.5637 +1.5553,0.5422 +0.578,0.3539 +1.8267,0.6268 +1.0555,0.5293 +1.153,0.3934 +0.5007,0.3254 +0.8437,0.2643 +0.5858,0.3221 +0.9928,0.5499 +0.9847,0.5461 +1.2094,0.4933 +1.0053,0.49 +0.7461,0.4878 +1.4695,0.7571 +0.8965,0.5561 +1.1751,0.5414 +1.3881,0.7033 +0.4863,0.3215 +0.4169,0.3316 +0.7562,0.5125 +0.4512,0.4136 +0.1075,0.3456 +1.1643,0.6033 +0.6078,0.418 +1.1754,0.589 +1.0878,0.6063 +1.1135,0.5665 +0.7508,0.4476 +0.885,0.5111 +1.1581,0.5292 +1.5343,0.5598 +1.0686,0.4597 +1.1142,0.6281 +1.0715,0.6201 +1.2216,0.4754 +1.2661,0.663 +0.7563,0.4911 +0.7099,0.289 +0.5472,0.3144 +0.3391,0.3002 +1.0947,0.6181 +0.4246,0.5182 +0.7673,0.4414 +0.6211,0.6195 +0.879,0.4413 +0.93,0.5932 +0.5882,0.5003 +0.3521,0.277 +1.3516,0.67 +1.4265,0.7949 +1.3161,0.7905 +0.7633,0.1733 +1.2305,0.5908 +0.8374,0.5678 +0.6154,-0.0858 +5.8621,-5.1724 +0.3677,0.3012 +1.3509,0.622 +0.7964,0.5217 +0.4147,0.2031 +1.0141,0.3987 +0.8331,0.3901 +0.2832,0.4003 +0.8,0.4328 +0.8944,0.1763 +0.8556,0.3639 +1.0351,0.44 +1.5396,0.6665 +1.4927,0.7622 +0.8782,0.437 +1.2479,0.4719 +1.4394,0.6271 +1.5397,0.6116 +1.4983,0.4059 +1.7298,0.5767 +0.6854,-0.0499 +1.6252,0.5994 +1.8016,0.7055 +1.3037,0.5973 +1.0191,0.4516 +0.9681,0.361 +1.9019,0.5827 +1.4519,0.5768 +1.5873,0.5986 +3.4789,0.4706 +0.9459,0.4231 +1.2057,0.4816 +1.0164,0.4607 +0.856,0.4537 +0.9573,0.3521 +0.8543,0.2498 +1.1581,0.4636 +1.0478,0.436 +1.1405,0.4479 +0.5647,0.2864 +1.5037,0.5861 +1.7037,0.5913 +2.1241,0.751 +1.342,0.4294 +1.7552,0.578 +1.8703,0.6809 +1.3511,0.523 +1.3659,0.5792 +1.737,0.648 +1.1582,0.4106 +1.5021,0.5499 +0.4429,0.3009 +0.9151,0.4218 +1.1084,0.4367 +0.8884,0.2977 +0.8662,0.5408 +0.8094,0.3492 +0.6469,0.3796 +1.1774,0.4585 +1.4392,0.573 +1.524,0.501 +1.6853,0.664 +0.922,0.4653 +1.127,0.486 +1.5987,0.5094 +1.0813,0.4257 +1.0777,0.3725 +0.6825,0.3734 +1.1031,0.4361 +0.9861,0.2916 +0.5458,0.2805 +1.1266,0.4444 +0.9517,0.3405 +1.0556,0.4632 +1.1567,0.4254 +1.0694,0.3928 +1.1309,0.4101 +2.0042,0.6458 +1.6331,0.5048 +0.7985,0.2245 +1.8719,0.5733 +1.8613,0.5489 +1.741,0.6054 +1.8751,0.6134 +0.4147,0.2319 +0.8043,0.4128 +0.1815,0.2576 +1.103,0.4242 +0.9386,0.3552 +0.9637,0.3872 +1.069,0.3881 +1.0918,0.4129 +1.0013,0.3656 +1.0659,0.4204 +1.2628,0.3928 +0.39,0.2961 +0.6765,0.3579 +0.7339,0.1631 +0.64,0.3649 +1.282,0.4651 +1.0847,-0.1042 +0.5648,-0.044 +1.8418,0.5452 +1.0206,0.3696 +1.8042,0.563 +1.1516,0.515 +1.5568,0.5158 +1.2424,0.4823 +0.7209,0.2969 +1.8733,0.8379 +1.1654,0.3622 +1.0301,0.4329 +1.7461,0.6965 +1.0786,0.4305 +0.8584,0.3378 +1.4878,0.57 +1.463,0.4438 +0.7521,0.3797 +0.6897,0.3083 +0.7062,0.277 +0.8411,0.2747 +1.2969,0.4548 +1.152,0.3659 +1.1911,0.4855 +0.7399,0.3861 +0.7684,0.3549 +0.7599,0.3206 +0.5865,0.351 +1.0313,0.4109 +1.4176,0.459 +1.4682,0.5109 +1.0252,0.5167 +1.6905,0.7082 +0.851,0.3819 +1.2165,0.4505 +1.3323,0.455 +1.5605,0.4968 +0.732,0.3935 +1.4382,0.4872 +0.6299,0.3369 +1.0747,0.3924 +1.1619,0.6148 +1.2362,0.429 +1.1912,0.385 +1.1141,0.3991 +0.6376,0.2164 +1.2001,0.7496 +0.4988,-4.8004 +0.367,-4.1003 +0.6517,0.3316 +0.939,0.4295 +0.9692,0.3893 +0.3557,0.1586 +0.9138,0.221 +0.4469,0.2137 +1.0658,0.4342 +0.8536,0.1994 +1.3907,0.3638 +0.4177,0.2424 +0.6829,0.1168 +1.4478,0.5089 +1.0243,0.5574 +1.4348,0.5042 +1.4267,0.4586 +1.6294,0.5985 +1.7583,0.5606 +1.225,0.3005 +1.6242,0.4854 +1.398,0.4582 +1.7103,0.5264 +0.8896,0.4215 +0.9712,0.3706 +1.0053,0.3567 +0.774,0.3882 +0.864,0.332 +0.8991,0.294 +0.9753,0.4482 +0.4454,0.266 +1.2058,0.4299 +0.6651,0.2757 +0.8122,0.2572 +0.7363,0.3402 +0.5484,0.1871 +1.1947,0.4341 +1.4795,0.4749 +1.5781,0.5482 +1.783,0.5595 +0.9483,0.3546 +1.7533,0.4981 +1.6981,0.5642 +1.7901,0.5328 +1.3598,0.4168 +1.5935,0.5535 +1.283,0.4848 +1.5202,0.4351 +0.9357,0.0843 +1.3639,0.5377 +1.5259,0.4866 +0.6828,0.2873 +0.9676,0.3927 +0.9252,0.3869 +0.8442,0.4275 +1.1122,0.4266 +0.9542,0.3719 +1.2128,0.4567 +1.097,0.4586 +0.8645,0.3393 +0.2545,0.1158 +1.5492,0.4936 +1.724,0.4945 +1.891,0.59 +1.2477,0.3876 +1.712,0.54 +0.8005,0.323 +1.8189,0.5749 +1.9535,0.617 +1.71,0.5746 +1.2388,0.4977 +1.4513,0.511 +1.4398,0.5619 +1.6198,0.445 +1.0218,0.3538 +1.5265,0.5295 +1.09,0.4516 +0.6288,0.4486 +1.5148,0.8046 +1.2849,0.4568 +0.685,0.2581 +0.9726,0.3166 +0.9626,0.2695 +0.8195,0.3708 +0.5747,0.2345 +1.0435,0.2839 +1.3339,0.4948 +1.4727,0.5338 +1.3595,0.4613 +1.2143,0.279 +1.5405,0.526 +1.3558,0.5445 +1.4402,0.5828 +1.5039,0.5468 +1.3329,0.4518 +1.152,0.4236 +1.3043,0.4791 +1.0991,0.4038 +1.468,0.5706 +0.8393,0.4082 +1.1594,0.4654 +0.7427,0.3462 +0.863,0.4245 +1.0695,0.3245 +0.9899,0.4032 +1.5798,0.5203 +1.3375,0.5382 +1.2673,0.4679 +1.1194,0.164 +1.3024,0.4347 +1.0539,0.3604 +1.5521,0.4603 +0.8926,-1.6157 +0.5417,0.3031 +0.7475,0.3461 +0.5771,0.3561 +0.9914,0.4272 +0.5106,0.3424 +0.9836,0.3844 +0.9466,0.4348 +0.7258,0.3375 +0.9516,0.3566 +1.1493,0.3642 +1.7638,0.6131 +1.6382,0.5033 +1.1495,0.4004 +1.6899,0.5569 +1.4592,0.4472 +1.2611,0.4485 +0.9921,0.4251 +1.6387,0.5376 +1.7782,0.584 +1.657,0.5566 +1.5615,0.5002 +1.6734,0.6203 +1.1958,0.4505 +0.9832,0.4708 +1.2986,0.4936 +0.8554,0.234 +1.5243,0.5234 +1.2699,0.5093 +1.5725,0.5452 +0.6154,0.3055 +0.9134,0.3725 +1.0194,0.456 +0.6602,0.5018 +0.7555,0.3543 +1.069,0.4467 +0.5976,0.2734 +0.9092,0.2282 +0.844,0.3868 +0.446,0.2275 +0.8234,0.4175 +0.8257,0.4153 +0.8761,0.373 +0.6732,0.1843 +1.55,0.5045 +1.0943,0.4462 +1.9488,0.6386 +1.5815,0.4988 +1.1426,0.4286 +0.9938,0.4124 +0.3457,0.1085 +1.2645,1.0789 +1.5024,0.4812 +0.8636,0.2953 +0.242,0.0777 +0.7006,0.349 +0.6818,0.3407 +1.6088,0.5703 +1.164,0.4405 +0.795,0.469 +1.7817,0.6406 +1.4341,0.4852 +1.213,0.5082 +1.471,0.4682 +1.103,0.3771 +1.0235,0.1231 +0.8626,0.2715 +1.276,0.7069 +1.1688,0.5092 +0.7976,0.3488 +1.0556,0.4414 +0.4737,0.2201 +0.9216,0.3569 +1.4662,0.4806 +1.3547,0.4934 +1.7845,0.5279 +1.6302,0.5272 +1.2789,0.4785 +1.7738,0.4822 +1.1202,0.4008 +1.2257,0.4291 +0.5294,0.3798 +0.7099,0.2365 +1.1555,0.4282 +0.6272,0.286 +0.6494,0.3728 +0.8772,0.3816 +0.4099,0.2439 +1.4146,0.5555 +1.1355,0.4356 +1.0921,0.3989 +0.446,0.2712 +0.4516,0.1731 +1.0596,0.2914 +0.7311,0.2443 +1.0313,0.5003 +1.5522,0.5331 +1.3583,0.4903 +1.7474,0.5608 +1.4387,0.5093 +1.0435,0.4504 +1.7006,0.5564 +1.8213,0.6249 +1.896,0.6219 +1.5368,0.5607 +1.1692,0.4229 +1.62,0.5095 +1.0998,0.4168 +1.6249,0.5947 +0.9333,0.4716 +1.7871,0.5595 +1.5588,0.4401 +1.7092,0.5355 +0.6262,0.3229 +0.4522,0.1224 +1.3196,0.4839 +1.0346,0.5707 +1.0776,0.4388 +1.0524,0.5158 +1.1437,0.4762 +1.2966,0.471 +1.0132,0.4483 +1.2157,0.4493 +0.585,0.4034 +0.4799,0.4309 +0.9929,0.4817 +0.5187,0.3328 +1.3452,0.489 +1.149,0.4745 +0.6786,0.3306 +0.6075,0.3284 +1.3242,0.516 +1.1468,0.4728 +0.7907,0.1595 +1.4318,0.5479 +1.5425,0.6306 +1.5951,0.552 +0.9525,0.3976 +1.1692,0.4432 +1.1972,0.4687 +1.1236,0.4107 +1.297,0.4338 +0.5476,0.3214 +0.811,0.3484 +0.7702,0.3748 +0.5528,0.3217 +0.632,0.3745 +0.6906,0.3584 +1.1035,0.4303 +0.8153,0.3516 +1.2078,0.5492 +0.9508,0.3685 +0.8043,0.4794 +0.5364,0.3491 +0.6352,0.3381 +1.3159,0.5039 +1.7039,0.6286 +1.5107,0.7113 +1.3672,0.6255 +1.4492,0.4869 +1.4325,0.5675 +1.2506,0.4093 +1.1141,0.4623 +1.051,0.4233 +1.1122,0.4612 +1.0754,0.43 +1.5636,0.5341 +1.5442,0.506 +0.9601,0.4075 +1.2237,0.4483 +1.4056,0.4556 +0.8302,0.4036 +0.5381,0.3693 +0.72,0.3293 +1.7825,0.5765 +1.4228,0.4564 +1.5208,0.531 +1.561,0.476 +1.2158,0.5081 +1.2281,0.4098 +1.0522,0.4613 +1.2319,0.4946 +1.5753,0.5199 +1.1121,0.4724 +1.7937,0.6044 +1.1107,0.4584 +0.86,0.3678 +0.6834,0.4185 +0.9166,0.4197 +1.1417,0.4971 +0.6368,0.2793 +1.1473,0.3021 +1.0304,0.3416 +1.2937,0.4304 +0.6562,0.2831 +0.298,0.0714 +0.9358,0.4606 +1.9284,0.5028 +1.1274,0.4907 +0.7761,0.4594 +1.6148,0.6863 +1.6537,0.5517 +1.3176,0.4987 +1.5583,0.5461 +1.4091,0.5205 +0.5301,0.3148 +0.9231,0.2687 +0.9058,0.3171 +0.5706,0.3411 +0.3443,0.2871 +0.9082,0.4614 +0.5947,0.3112 +1.1399,0.4088 +0.8588,0.4189 +1.3753,0.4628 +1.5597,0.5475 +1.3881,0.5445 +1.0253,0.4035 +1.5018,0.6629 +1.8095,0.629 +1.3521,0.4949 +1.1572,0.4562 +1.7543,0.5962 +0.4352,-0.127 +0.8001,0.4581 +1.162,0.5275 +0.8877,0.3979 +5.4561,0.3359 +0.5792,0.3532 +0.398,0.2094 +0.746,0.3043 +0.7884,0.3953 +0.4455,0.2491 +0.2894,0.2447 +0.6392,0.3703 +0.7959,0.1877 +1.674,0.5744 +1.285,0.4488 +0.4697,0.2222 +1.3604,0.4646 +1.1299,0.5199 +1.371,0.5368 +0.9286,0.5031 +0.9509,0.3722 +0.9586,0.2464 +1.097,0.4658 +1.0537,0.4415 +0.1243,-0.057 +1.1095,0.3285 +0.565,0.322 +1.4118,0.4146 +1.2343,0.4327 +1.4535,0.5141 +1.7339,0.5467 +1.5061,0.5122 +1.9115,0.8996 +0.5534,0.3972 +1.0941,0.4262 +0.8213,0.3573 +0.4887,0.2817 +0.8426,0.4944 +0.6913,0.3367 +0.8842,0.3173 +0.6244,0.2769 +0.5219,0.1448 +0.5082,0.3421 +1.0836,0.5099 +0.5663,0.3279 +1.4959,0.5418 +1.4877,0.5078 +0.9963,0.4012 +1.6759,0.617 +1.2915,0.4397 +1.3716,0.562 +1.1473,0.3827 +1.2165,0.4848 +0.8253,0.6403 +1.4912,0.1196 +0.8549,0.4934 +0.9036,0.4418 +0.6883,0.3506 +0.8205,0.2834 +0.6064,0.3221 +0.678,0.4213 +1.4806,0.5256 +1.4109,0.618 +2.6519,-1.5256 +1.107,0.5123 +1.0673,0.3788 +1.075,0.1359 +0.804,0.3863 +0.7215,0.4262 +1.3768,0.4721 +1.6541,0.5535 +0.7527,0.2138 +0.9667,0.4016 +0.983,0.4366 +0.5814,0.2609 +0.3073,0.1388 +0.754,0.405 +0.3318,0.666 +2.1959,-1.844 +4.3648,-4.9515 +1.0137,0.3936 +1.1588,0.5527 +0.8952,0.4814 +1.5995,0.6082 +0.9377,0.545 +1.7408,0.588 +1.1136,0.5751 +0.5552,0.0727 +1.0711,0.3237 +0.8487,0.3877 +0.7566,0.3006 +0.7015,0.202 +0.81,0.351 +1.9224,0.5424 +0.3906,0.1757 +0.9033,0.486 +0.823,0.1949 +1.2742,0.5439 +1.3953,0.46 +1.1939,0.5477 +1.7412,0.5743 +0.9769,0.5031 +0.8857,0.3926 +1.6927,0.6016 +1.5357,-0.3512 +0.6507,0.2371 +0.5315,0.2837 +1.2404,0.3995 +1.0397,0.4251 +1.2016,0.4587 +0.3404,0.1994 +0.8226,0.2459 +0.5791,0.402 +1.7233,0.5771 +1.6016,0.5114 +1.5504,0.5647 +1.0495,0.4916 +0.8512,0.4463 +1.4695,0.5891 +1.4987,0.5515 +1.7673,0.5784 +0.9796,0.4555 +1.1666,0.4979 +1.0147,0.4194 +0.6213,0.2656 +0.835,0.315 +0.8837,0.2433 +0.4894,0.2481 +0.9069,0.3039 +1.1477,0.442 +1.1048,0.4627 +0.5493,0.2636 +1.1986,0.431 +0.054,0.2178 +0.6798,-0.4257 +1.78,0.6185 +1.2822,0.5563 +1.7636,0.7077 +0.8461,0.469 +1.1882,0.4313 +1.0961,0.4209 +1.2033,0.4457 +0.4753,0.2891 +0.3743,0.2139 +0.4136,0.2067 +0.1631,0.2655 +0.6428,0.334 +0.6709,0.3203 +1.1216,0.2849 +0.6889,0.3395 +0.9672,0.3607 +1.83,0.6379 +1.0238,0.4589 +1.6748,0.642 +0.9007,0.2982 +1.0539,0.4134 +0.9326,0.4351 +0.8245,0.3224 +0.9684,0.307 +0.589,0.1993 +0.9573,0.4569 +0.7819,0.4185 +0.7732,0.3918 +1.0275,0.4952 +1.1969,0.4552 +0.4394,0.3233 +0.5975,0.3926 +0.5354,0.3141 +0.5373,0.2468 +0.6837,0.4212 +1.5183,0.5293 +1.5421,0.5258 +1.5965,0.5745 +1.2156,0.5609 +1.6693,0.5363 +0.9985,0.4216 +1.5759,0.4599 +1.0719,0.4334 +1.1406,0.481 +0.2536,0.1426 +0.9031,0.3474 +1.0602,0.4513 +1.1874,0.4899 +1.2116,0.4757 +1.0959,0.4607 +0.6916,0.3538 +0.8681,0.5387 +1.0093,0.4328 +0.7931,0.3513 +0.8381,0.4559 +0.7679,0.38 +1.1717,0.3988 +0.0767,-0.1785 +0.8108,0.3993 +0.6741,0.2884 +0.8099,0.4785 +1.6742,0.5439 +1.1272,0.5136 +1.2103,0.4616 +0.8702,0.4472 +1.0988,0.4572 +0.9882,0.4501 +0.9743,0.4058 +1.214,0.41 +1.579,0.5204 +1.1497,0.444 +3.1189,-1.6063 +1.1498,0.4412 +1.0676,0.3813 +1.1679,0.4209 +0.7444,0.4004 +0.5521,0.4438 +0.2258,0.2744 +0.7615,0.3564 +1.3918,0.3385 +0.8518,0.3663 +0.759,0.4005 +1.1192,0.4677 +0.6354,0.2133 +0.9949,0.5452 +0.8152,0.411 +0.7756,0.4232 +0.4517,0.178 +0.9013,0.4581 +1.2674,0.4537 +0.6939,0.3965 +0.9155,0.4587 +1.1137,0.4845 +0.473,0.2656 +0.9786,0.3536 +0.7931,0.3908 +0.7179,0.3159 +0.3869,0.1819 +0.6572,0.1712 +0.5222,0.2536 +0.8938,0.3412 +1.2698,0.354 +0.8618,0.3078 diff --git a/fastlib/u/gmravi/regression/fast_kde_output.txt b/fastlib/u/gmravi/regression/fast_kde_output.txt new file mode 100644 index 0000000000..448b6d8289 --- /dev/null +++ b/fastlib/u/gmravi/regression/fast_kde_output.txt @@ -0,0 +1,20 @@ +0.012931 +0.004784 +0.008621 +0.017845 +0.012751 +0.018197 +0.021199 +0.034751 +0.012699 +0.031747 +0.033863 +0.051949 +0.012699 +-0.004535 +-0.008466 +-0.069266 +0.012983 +0.013763 +0.008707 +0.029319 diff --git a/fastlib/u/gmravi/regression/fft_kde.h b/fastlib/u/gmravi/regression/fft_kde.h new file mode 100644 index 0000000000..eee0084aaf --- /dev/null +++ b/fastlib/u/gmravi/regression/fft_kde.h @@ -0,0 +1,883 @@ +#ifndef FFT_KDE_H +#define FFT_KDE_H + +#include +#include + +/** + * computing kernel estimate using Fast Fourier Transform: I have + * used multidimensional fast fourier transform called ffteasy + */ +class FFTKde { + + private: + + /** constant TAU */ + static const double TAU = 4.0; + + /** query dataset */ + Matrix qset_; + + /** reference dataset */ + Matrix rset_; + + /** kernel */ + GaussianKernel kernel_; + + /** computed densities */ + Vector densities_; + + /** number of grid points along each dimension */ + int m_; + + /** number of points along each dimension in the zero padded */ + ArrayList size_; + + /** minimum coordinate along each dimension */ + Vector mincoords_; + + ArrayList minindices_; + + /** maximum coordinate along each dimension */ + Vector maxcoords_; + + /** difference between min and max along each dimension */ + Vector diffcoords_; + + /** size of grid along each dimension */ + Vector gridsizes_; + + /** kernel weights along each dimension */ + ArrayList kernelweights_dims_; + + /** total number of grid points */ + int numgridpts_; + + /** grid box volume */ + double gridbinvolume_; + + /** discretized dataset storing the assigned kernel weights */ + Vector discretized_; + + int nyquistnum_; + + Vector d_fnyquist_; + + Vector k_fnyquist_; + + Vector kernelweights_; + + // preprocessing: scaling the dataset; this has to be moved to the dataset + // module + /* scales each attribute to 0-1 using the min/max values */ + void scale_data_by_minmax() { + + int num_dims = rset_.n_rows(); + DHrectBound<2> qset_bound; + DHrectBound<2> rset_bound; + qset_bound.Init(qset_.n_rows()); + rset_bound.Init(qset_.n_rows()); + + // go through each query/reference point to find out the bounds + for(index_t r = 0; r < rset_.n_cols(); r++) { + Vector ref_vector; + rset_.MakeColumnVector(r, &ref_vector); + rset_bound |= ref_vector; + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + Vector query_vector; + qset_.MakeColumnVector(q, &query_vector); + qset_bound |= query_vector; + } + + for(index_t i = 0; i < num_dims; i++) { + DRange qset_range = qset_bound.get(i); + DRange rset_range = rset_bound.get(i); + double min_coord = min(qset_range.lo, rset_range.lo); + double max_coord = max(qset_range.hi, rset_range.hi); + double width = max_coord - min_coord; + + for(index_t j = 0; j < rset_.n_cols(); j++) { + rset_.set(i, j, (rset_.get(i, j) - min_coord) / width); + } + if(fx_param_str(NULL, "query", NULL) != NULL) { + for(index_t j = 0; j < qset_.n_cols(); j++) { + qset_.set(i, j, (qset_.get(i, j) - min_coord) / width); + } + } + } + } + + /** + * Do a Fourier transform of an array of N complex numbers separated by + * steps of (complex) size skip. The array f should be of length 2N*skip + * and N must be a power of 2. Forward determines whether to do a + * forward transform (1) or an inverse one (-1) + */ + void fftc1(double *f, int N, int skip, int forward) { + + int b, index1, index2, trans_size, trans; + double pi2 = 4. * asin(1.); + + // used in recursive formula for Re(W^b) and Im(W^b) + double pi2n, cospi2n, sinpi2n; + + // wk = W^k = e^(2 pi i b/N) in the Danielson-Lanczos formula for a + // transform of length N + struct complex wb; + + // buffers for implementing recursive formulas + struct complex temp1, temp2; + + // treat f as an array of N complex numbers + struct complex *c = (struct complex *)f; + + // Place the elements of the array c in bit-reversed order + for(index1 = 1, index2 = 0; index1 < N; index1++) { + + // to find the next bit reversed array index subtract leading 1's from + // index2 + for(b = N / 2; index2 >= b; b /= 2) { + index2 -= b; + } + + // Next replace the first 0 in index2 with a 1 and this gives the + // correct next value + index2 += b; + + // swap each pair only the first time it is found + if(index2 > index1) { + temp1 = c[index2 * skip]; + c[index2 * skip] = c[index1 * skip]; + c[index1 * skip] = temp1; + } + } + + // Next perform successive transforms of length 2,4,...,N using the + // Danielson-Lanczos formula + + // trans_size = size of transform being computed + for(trans_size = 2; trans_size <= N; trans_size *= 2) { + + // +- 2 pi/trans_size + pi2n = forward * pi2 / (double)trans_size; + + // Used to calculate W^k in D-L formula + cospi2n = cos(pi2n); + sinpi2n = sin(pi2n); + + // Initialize W^b for b=0 + wb.real = 1.; + wb.imag = 0.; + + // Step over half of the elements in the transform + for(b = 0; b < trans_size / 2; b++) { + + // Iterate over all transforms of size trans_size to be computed + for(trans = 0; trans < N / trans_size; trans++) { + + // Index of element in first half of transform being computed + index1 = (trans * trans_size + b) * skip; + + // Index of element in second half of transform being computed + index2 = index1 + trans_size / 2 * skip; + temp1 = c[index1]; + temp2 = c[index2]; + + // implement D-L formula + c[index1].real = temp1.real + wb.real * temp2.real - + wb.imag * temp2.imag; + c[index1].imag = temp1.imag + wb.real * temp2.imag + + wb.imag * temp2.real; + c[index2].real = temp1.real - wb.real * temp2.real + + wb.imag * temp2.imag; + c[index2].imag = temp1.imag - wb.real * temp2.imag - + wb.imag * temp2.real; + } + temp1 = wb; + + // Real part of e^(2 pi i b/trans_size) used in D-L formula + wb.real = cospi2n * temp1.real - sinpi2n * temp1.imag; + + // Imaginary part of e^(2 pi i b/trans_size) used in D-L formula + wb.imag = cospi2n*temp1.imag + sinpi2n*temp1.real; + } + } + + // For an inverse transform divide by the number of grid points + if(forward<0) { + for(index1 = 0; index1 < skip * N; index1 += skip) { + c[index1].real /= N; + c[index1].imag /= N; + } + } + } + + /** + * Do a Fourier transform of an ndims dimensional array of complex numbers + * Array dimensions are given by size[0],...,size[ndims-1]. Note that these + * are sizes of complex arrays. The array f should be of length + * 2*size[0]*...*size[ndims-1] and all sizes must be powers of 2. + * Forward determines whether to do a forward transform (1) or an inverse + * one(-1) + */ + void fftcn(double *f, int ndims, int *size, int forward) { + + // These determine where to begin successive transforms and the skip + // between their elements (see below) + int planesize = 1, skip = 1; + + // Total size of the ndims dimensional array + int totalsize = 1; + + // determine total size of array + for(index_t dim = 0; dim < ndims; dim++) { + totalsize *= size[dim]; + } + + // loop over dimensions + for(index_t dim = ndims - 1; dim >= 0; dim--) { + + // planesize = Product of all sizes up to and including size[dim] + planesize *= size[dim]; + + // Take big steps to begin loops of transforms + for(index_t i = 0; i < totalsize; i += planesize) { + + // Skip sets the number of transforms in between big steps as well as + // the skip between elements + for(index_t j = 0; j < skip; j++) { + + // 1-D Fourier transform. (Factor of two converts complex index to + // double index.) + fftc1(f + 2 * (i + j), size[dim], skip, forward); + } + } + // Skip = Product of all sizes up to (but not including) size[dim] + skip *= size[dim]; + } + } + + /** + * Do a Fourier transform of an array of N real numbers + * N must be a power of 2 + * Forward determines whether to do a forward transform (>=0) or an inverse + * one(<0) + */ + void fftr1(double *f, int N, int forward) { + + int b; + + // pi2n = 2 Pi/N + double pi2n = 4. * asin(1.) / N, cospi2n = cos(pi2n), sinpi2n = sin(pi2n); + + // wb = W^b = e^(2 pi i b/N) in the Danielson-Lanczos formula for a + // transform of length N + struct complex wb; + + // Buffers for implementing recursive formulas + struct complex temp1, temp2; + + // Treat f as an array of N/2 complex numbers + struct complex *c = (struct complex *)f; + + // Do a transform of f as if it were N/2 complex points + if(forward == 1) { + fftc1(f, N / 2, 1, 1); + } + + // initialize W^b for b = 0 + wb.real = 1.; + wb.imag = 0.; + + // Loop over elements of transform. See documentation for these formulas + for(b = 1; b < N / 4; b++) { + + temp1 = wb; + + // Real part of e^(2 pi i b/N) used in D-L formula + wb.real = cospi2n * temp1.real - sinpi2n * temp1.imag; + + // Imaginary part of e^(2 pi i b/N) used in D-L formula + wb.imag = cospi2n * temp1.imag + sinpi2n * temp1.real; + temp1 = c[b]; + temp2 = c[N / 2 - b]; + c[b].real = .5 * (temp1.real + temp2.real + forward * wb.real * + (temp1.imag + temp2.imag) + wb.imag * + (temp1.real - temp2.real)); + c[b].imag = .5 * (temp1.imag-temp2.imag - forward * wb.real * + (temp1.real - temp2.real) + wb.imag * + (temp1.imag + temp2.imag)); + c[N/2-b].real = .5 * (temp1.real + temp2.real - forward * wb.real * + (temp1.imag + temp2.imag) - wb.imag * + (temp1.real - temp2.real)); + c[N/2-b].imag = .5 * (-temp1.imag + temp2.imag - forward * wb.real * + (temp1.real - temp2.real) + wb.imag * + (temp1.imag + temp2.imag)); + } + + temp1 = c[0]; + + // set b = 0 term in transform + c[0].real = temp1.real+temp1.imag; + + // put b = N / 2 term in imaginary part of first term + c[0].imag = temp1.real-temp1.imag; + + if(forward == -1) { + c[0].real *= .5; + c[0].imag *= .5; + fftc1(f, N / 2, 1, -1); + } + } + + /** + * Do a Fourier transform of an ndims dimensional array of real numbers + * Array dimensions are given by size[0],...,size[ndims-1]. All sizes must + * be powers of 2. The (complex) nyquist frequency components are stored in + * fnyquist[size[0]][size[1]]...[2*size[ndims-2]] + * Forward determines whether to do a forward transform (1) or an inverse + * one (-1) + */ + void fftrn(double *f, double *fnyquist, int ndims, int *size, int forward) { + + int i, j, b; + + // Positions in the 1-d arrays of points labeled by indices + // (i0,i1,...,i(ndims-1)); indexneg gives the position in the array of + // the corresponding negative frequency + int index,indexneg = 0; + int stepsize; // Used in calculating indexneg + + // The size of the last dimension is used often enough to merit its own + // name. + int N = size[ndims - 1]; + + // pi2n = 2Pi / N + double pi2n = 4. * asin(1.) / N, cospi2n = cos(pi2n), sinpi2n = sin(pi2n); + + // wb = W^b = e^(2 pi i b/N) in the Danielson-Lanczos formula for a + // transform of length N + struct complex wb; + + // Buffers for implementing recursive formulas + struct complex temp1, temp2; + + // Treat f and fnyquist as arrays of complex numbers + struct complex *c = (struct complex *)f, + *cnyquist = (struct complex *)fnyquist; + + // Total number of complex points in array + int totalsize = 1; + + // Indices for looping through array + ArrayList indices; + indices.Init(ndims); + + // Set size[] to be the sizes of f viewed as a complex array + size[ndims - 1] /= 2; + + for(i = 0; i < ndims; i++) { + totalsize *= size[i]; + indices[i] = 0; + } + + // forward transform + if(forward == 1) { + + // Do a transform of f as if it were N/2 complex points + fftcn(f, ndims, size, 1); + + // Copy b=0 data into cnyquist so the recursion formulas below for b=0 + // and cnyquist don't overwrite data they later need + for(i = 0; i < totalsize / size[ndims - 1]; i++) { + + // Only copy points where last array index for c is 0 + cnyquist[i] = c[i * size[ndims - 1]]; + } + } + + // Loop over all but last array index + for(index = 0; index < totalsize; index += size[ndims-1]) { + + wb.real = 1.; /* Initialize W^b for b=0 */ + wb.imag = 0.; + + // Loop over elements of transform. See documentation for these formulas + for(b = 1; b < N / 4; b++) { + + temp1 = wb; + + // Real part of e^(2 pi i b/N_real) used in D-L formula + wb.real = cospi2n*temp1.real - sinpi2n*temp1.imag; + + // Imaginary part of e^(2 pi i b/N_real) used in D-L formula + wb.imag = cospi2n*temp1.imag + sinpi2n*temp1.real; + + temp1 = c[index + b]; + + // Note that N-b is NOT the negative frequency for b. Only + // nonnegative b momenta are stored. + temp2 = c[indexneg + N / 2 - b]; + + c[index + b].real = .5 * (temp1.real + temp2.real + forward * wb.real * + (temp1.imag + temp2.imag) + wb.imag * + (temp1.real - temp2.real)); + c[index + b].imag = .5 * (temp1.imag - temp2.imag - forward * wb.real * + (temp1.real - temp2.real) + wb.imag * + (temp1.imag + temp2.imag)); + c[indexneg + N / 2 - b].real = .5 * (temp1.real + temp2.real - + forward * + wb.real * + (temp1.imag + temp2.imag) - + wb.imag * + (temp1.real - temp2.real)); + c[indexneg + N / 2 - b].imag = .5 * (-temp1.imag + temp2.imag - + forward * wb.real * + (temp1.real - temp2.real) + + wb.imag * + (temp1.imag + temp2.imag)); + } + temp1 = c[index]; + + // Index is smaller for cnyquist because it doesn't have the last + // dimension + temp2 = cnyquist[indexneg / size[ndims - 1]]; + + // Set b=0 term in transform + c[index].real = .5 * (temp1.real + temp2.real + forward * + (temp1.imag + temp2.imag)); + c[index].imag = .5 * (temp1.imag - temp2.imag - forward * + (temp1.real - temp2.real)); + + // Set b=N/2 transform. + cnyquist[indexneg / size[ndims - 1]].real = + .5 * (temp1.real + temp2.real - forward * (temp1.imag + temp2.imag)); + cnyquist[indexneg / size[ndims - 1]].imag = + .5 * (-temp1.imag + temp2.imag - forward * (temp1.real - temp2.real)); + + // Find indices for positive and single index for negative frequency. + // In each dimension indexneg[j]=0 if index[j]=0, + // indexneg[j]=size[j]-index[j] otherwise. + + // amount to increment indexneg by as each individual index is + // incremented + stepsize = size[ndims - 1]; + + // If the rightmost indices are maximal reset them to 0. Indexneg goes + // from 1 to 0 in these dimensions + for(j = ndims - 2; j >= 0 && indices[j] == size[j] - 1; j--) { + indices[j] = 0; + indexneg -= stepsize; + stepsize *= size[j]; + } + + // If index[j] goes from 0 to 1 indexneg[j] goes from 0 to size[j]-1 + if(j >= 0 && indices[j] == 0) { + indexneg += stepsize * (size[j] - 1); + } + // Otherwise increasing index[j] decreases indexneg by one unit. + else { + indexneg -= stepsize; + } + + // This avoids writing outside the array bounds on the last pass + // through the array loop + if(j >= 0) { + indices[j]++; + } + } // End of i loop (over total array) + + // inverse transform + if(forward == -1) { + fftcn(f, ndims, size, -1); + } + + // Give the user back the array size[] in its original condition + size[ndims - 1] *= 2; + + } + + void assign_weights(int reference_pt_num, int level, double volume, int pos, + int skip) { + if(level == -1) { + discretized_[pos] += volume; + } + else { + + // Recurse in the right direction + double coord = rset_.get(level, reference_pt_num); + double leftgridcoord = mincoords_[level] + minindices_[level] * + gridsizes_[level]; + double rightgridcoord = leftgridcoord + gridsizes_[level]; + double leftvolume = volume * (rightgridcoord - coord); + double rightvolume = volume * (coord - leftgridcoord); + int nextskip = size_[level] * skip; + int nextleftpos = pos + skip * minindices_[level]; + + if(leftvolume > 0.0) { + assign_weights(reference_pt_num, level - 1, leftvolume, nextleftpos, + nextskip); + } + + if(rightvolume > 0.0) { + assign_weights(reference_pt_num, level - 1, rightvolume, + nextleftpos + skip, nextskip); + } + } + } + + void retrieve_weights(int query_pt_num, double volume, int level, int pos, + int skip, double divfactor) { + + if(level == -1) { + densities_[query_pt_num] += discretized_[pos] * volume / divfactor; + } + else { + + // Recurse in the right direction + double coord = qset_.get(level, query_pt_num); + double leftgridcoord = mincoords_[level] + minindices_[level] * + gridsizes_[level]; + double rightgridcoord = leftgridcoord + gridsizes_[level]; + double leftvolume = volume * (rightgridcoord - coord); + double rightvolume = volume * (coord - leftgridcoord); + int nextskip = size_[level] * skip; + int nextleftpos = pos + skip * minindices_[level]; + + if(leftvolume > 0.0) { + retrieve_weights(query_pt_num, leftvolume, level - 1, nextleftpos, + nextskip, divfactor); + } + if(rightvolume > 0.0) { + retrieve_weights(query_pt_num, rightvolume, level - 1, + nextleftpos + skip, nextskip, divfactor); + } + } + } + + /** + * Query the normalized density for each query point. + */ + void RetrieveDensities() { + + double normc = + (kernel_.CalcNormConstant(rset_.n_rows()) * rset_.n_cols()); + + for(index_t r = 0; r < qset_.n_cols(); r++) { + densities_[r] = 0.0; + + for(index_t d = 0; d < qset_.n_rows(); d++) { + minindices_[d] = (int) floor((qset_.get(d, r) - mincoords_[d])/ + gridsizes_[d]); + } + retrieve_weights(r, 1.0, qset_.n_rows() - 1, 0, 1, + gridbinvolume_ * normc); + } + } + + void discretize_dataset() { + + // Temporary used to count the number of elements in the enlarged + // matrices for the kernel weights and bin counts. Also calculate the + // volume of each grid bin. + numgridpts_ = 1; + gridbinvolume_ = 1.0; + + double min, max; + + // Find the min/max in each coordinate direction, and calculate the grid + // size in each dimension. + for(index_t d = 0; d < qset_.n_rows(); d++) { + int possiblesample; + min = MAXDOUBLE; + max = -MAXDOUBLE; + + for(index_t r = 0; r < rset_.n_cols(); r++) { + double coord = rset_.get(d, r); + if(coord > max) + max = coord; + if(coord < min) + min = coord; + } + + // Following Silverman's advice here + mincoords_[d] = min; + maxcoords_[d] = max; + diffcoords_[d] = maxcoords_[d] - mincoords_[d]; + gridsizes_[d] = diffcoords_[d] / ((double) m_ - 1); + gridbinvolume_ *= gridsizes_[d]; + + // Determine how many kernel weight calculation to do for this + // dimension. + kernelweights_dims_[d] = m_ - 1; + possiblesample = (int) floor(TAU * sqrt(kernel_.bandwidth_sq()) / + gridsizes_[d]); + + if(kernelweights_dims_[d] > possiblesample) { + if(possiblesample == 0) { + possiblesample = 1; + } + kernelweights_dims_[d] = possiblesample; + } + + // Wand p440: Need to calculate the actual dimension of the matrix + // after the necessary 0 padding of the kernel weight matrix and the + // bin count matrix. + size_[d] = (int) ceil(log(m_ + kernelweights_dims_[d]) / log(2)); + size_[d] = 1 << size_[d]; + + numgridpts_ *= size_[d]; + } + + // Allocate the memory for discretized grid count matrix and initialize + // it. + discretized_.Init(numgridpts_); + discretized_.SetZero(); + + double inv_gvolume = 1.0 / gridbinvolume_; + + // Now loop over each data and calculate the weights at each grid point. + for(index_t r = 0; r < rset_.n_cols(); r++) { + + // First locate the bin the data point falls into and identify it by + // the lower grid coordinates. + for(index_t d = 0; d < rset_.n_rows(); d++) { + minindices_[d] = (int) floor((rset_.get(d, r) - mincoords_[d])/ + gridsizes_[d]); + } + + // Assign the weights around the neighboring grid points due to this + // data point. This results in 2^num_dims number of recursion per data + // point. + assign_weights(r, qset_.n_rows() - 1, inv_gvolume, 0, 1); + } + + } + + void gaussify(double acc, double precalc, int level, int pos, int skip) { + + if(level == -1) { + kernelweights_[pos] = exp(precalc * acc); + } + else { + int half = kernelweights_dims_[level]; + int g; + for(g = 0; g <= half; g++) { + double addThis = g * gridsizes_[level]; + double newacc = acc + addThis * addThis; + int newskip = skip * size_[level]; + + gaussify(newacc, precalc, level - 1, pos + skip * g, newskip); + + // If this is not the 0th frequency, then do the mirror image thingie. + if(g != 0) { + gaussify(newacc, precalc, level - 1, + pos + skip * (size_[level] - g), newskip); + } + } + } + } + + + public: + + struct complex { + double real; + double imag; + }; + + FFTKde() {} + + ~FFTKde() {} + + // getters and setters + + /** get the reference dataset */ + Matrix &get_reference_dataset() { return rset_; } + + /** get the query dataset */ + Matrix &get_query_dataset() { return qset_; } + + /** get the density estimate */ + const Vector &get_density_estimates() { return densities_; } + + void Init(Matrix &qset, Matrix &rset) { + + printf("Initializing FFT KDE...\n"); + fx_timer_start(NULL, "fft_kde_init"); + + // initialize the kernel and read in the number of grid points + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + m_ = fx_param_int(NULL, "num_grid_pts_per_dim", 128); + + // set aliases to the query and reference datasets and initialize + // query density sets + qset_.Alias(qset); + densities_.Init(qset_.n_cols()); + rset_.Alias(rset); + + // scale dataset if the user wants to + if(!strcmp(fx_param_str(NULL, "scaling", NULL), "range")) { + scale_data_by_minmax(); + } + + // initialize member variables. + size_.Init(qset_.n_rows()); + minindices_.Init(rset_.n_rows()); + mincoords_.Init(qset_.n_rows()); + maxcoords_.Init(qset_.n_rows()); + diffcoords_.Init(qset_.n_rows()); + gridsizes_.Init(qset_.n_rows()); + kernelweights_dims_.Init(qset_.n_rows()); + + // set up the discretized grid for the reference dataset + discretize_dataset(); + + nyquistnum_ = 2 * numgridpts_ / size_[rset_.n_rows() - 1]; + + d_fnyquist_.Init(nyquistnum_); + k_fnyquist_.Init(nyquistnum_); + kernelweights_.Init(numgridpts_); + + fx_timer_stop(NULL, "fft_kde_init"); + printf("FFT KDE initialization completed...\n"); + } + + void Init() { + + const char *rfname = fx_param_str_req(NULL, "data"); + const char *qfname = fx_param_str(NULL, "query", rfname); + + // initialize the kernel and read in the number of grid points + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + m_ = fx_param_int(NULL, "num_grid_pts_per_dim", 128); + + // read reference dataset + Dataset ref_dataset; + ref_dataset.InitFromFile(rfname); + rset_.Own(&(ref_dataset.matrix())); + + // read query dataset if different + if(!strcmp(qfname, rfname)) { + qset_.Alias(rset_); + } + else { + Dataset query_dataset; + query_dataset.InitFromFile(qfname); + qset_.Own(&(query_dataset.matrix())); + } + + // scale dataset if the user wants to + if(!strcmp(fx_param_str(NULL, "scaling", NULL), "range")) { + scale_data_by_minmax(); + } + + printf("Initializing FFT KDE...\n"); + fx_timer_start(NULL, "fft_kde_init"); + + // initialize member variables. + size_.Init(qset_.n_rows()); + densities_.Init(qset_.n_cols()); + minindices_.Init(rset_.n_rows()); + mincoords_.Init(qset_.n_rows()); + maxcoords_.Init(qset_.n_rows()); + diffcoords_.Init(qset_.n_rows()); + gridsizes_.Init(qset_.n_rows()); + kernelweights_dims_.Init(qset_.n_rows()); + + // set up the discretized grid for the reference dataset + discretize_dataset(); + + nyquistnum_ = 2 * numgridpts_ / size_[rset_.n_rows() - 1]; + + d_fnyquist_.Init(nyquistnum_); + k_fnyquist_.Init(nyquistnum_); + kernelweights_.Init(numgridpts_); + fx_timer_stop(NULL, "fft_kde_init"); + printf("FFT KDE initialization completed...\n"); + + } + + void Compute() { + + printf("Computing FFT KDE...\n"); + fx_timer_start(NULL, "fft_kde"); + + // FFT the discretized bin count matrix. + d_fnyquist_.SetZero(); + k_fnyquist_.SetZero(); + kernelweights_.SetZero(); + fftrn(discretized_.ptr(), d_fnyquist_.ptr(), rset_.n_rows(), + size_.begin(), 1); + + // Calculate the required kernel weights at each grid point. This matrix + // will be convolved with fourier transformed data set. + double precalc = -0.5 / kernel_.bandwidth_sq(); + gaussify(0.0, precalc, rset_.n_rows() - 1, 0, 1); + + // FFT the kernel weight matrix. + fftrn(kernelweights_.ptr(), k_fnyquist_.ptr(), + rset_.n_rows(), size_.begin(), 1); + + // We need to invoke the convolution theorem for FFT here. Take each + // corresponding complex number in kernelweights and discretized and do + // an element-wise multiplication. Later, pass it to inverse fft function, + // and we have our answer! + for(index_t d = 0; d < numgridpts_; d += 2) { + double real1 = discretized_[d]; + double complex1 = discretized_[d + 1]; + double real2 = kernelweights_[d]; + double complex2 = kernelweights_[d + 1]; + discretized_[d] = real1 * real2 - complex1 * complex2; + discretized_[d + 1] = real1 * complex2 + complex1 * real2; + } + + for(index_t d = 0; d < nyquistnum_; d += 2) { + double real1 = d_fnyquist_[d]; + double complex1 = d_fnyquist_[d + 1]; + double real2 = k_fnyquist_[d]; + double complex2 = k_fnyquist_[d + 1]; + d_fnyquist_[d] = real1 * real2 - complex1 * complex2; + d_fnyquist_[d + 1] = real1 * complex2 + complex1 * real2; + } + + // Inverse FFT the elementwise multiplied matrix. + fftrn(discretized_.ptr(), d_fnyquist_.ptr(), + rset_.n_rows(), size_.begin(), -1); + + // Retrieve the densities of each data point. + RetrieveDensities(); + + fx_timer_stop(NULL, "fft_kde"); + printf("FFT KDE completed...\n"); + } + + void NormalizeDensities() { + double norm_const = kernel_.CalcNormConstant(qset_.n_rows()) * + rset_.n_cols(); + for(index_t q = 0; q < qset_.n_cols(); q++) { + densities_[q] /= norm_const; + } + } + + void PrintDebug() { + + FILE *stream = stdout; + const char *fname = NULL; + + if((fname = fx_param_str(NULL, "fft_kde_output", NULL)) != NULL) { + stream = fopen(fname, "w+"); + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + fprintf(stream, "%g\n", densities_[q]); + } + + if(stream != stdout) { + fclose(stream); + } + } + +}; + +#endif diff --git a/fastlib/u/gmravi/regression/fgt_kde.h b/fastlib/u/gmravi/regression/fgt_kde.h new file mode 100644 index 0000000000..8d52f6fe50 --- /dev/null +++ b/fastlib/u/gmravi/regression/fgt_kde.h @@ -0,0 +1,1040 @@ +#ifndef FGT_KDE_H +#define FGT_KDE_H + +#include +#include + +#include "u/dongryel/series_expansion/mult_series_expansion_aux.h" + +/** + * Computing kernel estimate using Fast Gauss Transform by Lelie Greengard + * and John Strain + */ +class FGTKde { + + private: + + /** query dataset */ + Matrix qset_; + + /** reference dataset */ + Matrix rset_; + + /** kernel */ + GaussianKernel kernel_; + + /** computed densities */ + Vector densities_; + + /** accuracy parameter */ + double tau_; + + /** precomputed constants */ + MultSeriesExpansionAux msea_; + + /* returns the index in a single-dim array, for the given coords in a + * d-dim array, with n[i] elements in the ith dimension + */ + int multi_dim_index_in_single_array(ArrayList &coords, + ArrayList &n) { + + int sum = 0; + + for(index_t i = 0; i < coords.size(); i++) { + int prod = 1; + for(index_t j = 0; j < i; j++) { + prod *= n[j]; + } + sum += coords[i] * prod; + } + return sum; + } + + /** Returns an ivec containing index translated into coordinates in + * {n[0], ..., n[d-1]} space. + */ + void single_dim_index_in_multi_array(ArrayList &n, int index, + ArrayList &coords) { + + for(index_t i = 0; i < coords.size(); i++) { + int this_coord = index % n[i]; + index /= n[i]; + coords[i] = this_coord; + } + } + + int is_ongrid(ArrayList &old_coords, int delta, + ArrayList &new_coords, ArrayList &nsides) { + + int dim = old_coords.size(); + for(index_t d = 0; d < dim; d++) { + int new_val = old_coords[d] + delta; + + if(new_val < 0 || new_val >= nsides[d]) { + return 0; + } + + new_coords[d] = new_val; + } + return 1; + } + + void mknbor(int ibox, ArrayList &nsides, int kdis, + ArrayList &ret) { + + // Compute actual vector position of a given box. + ArrayList coords; + coords.Init(nsides.size()); + single_dim_index_in_multi_array(nsides, ibox, coords); + + ArrayList dummy_n; + dummy_n.Init(coords.size()); + ArrayList all_ones; + all_ones.Init(coords.size()); + for(index_t i = 0; i < coords.size(); i++) { + dummy_n[i] = 2 * kdis + 1; + all_ones[i] = kdis; + } + + int num_neighbors = (2 * kdis + 1); + int i; + + // number of neighbors in $D$ dimension is num_neighbors^D + num_neighbors = (int) pow(num_neighbors, coords.size()); + + // We need to generate every combination of [-1, 0, 1] (except [0, 0, 0]). + // This is slightly hacky but also pretty crafty. We can easily enumerate + // these combinations by viewing the space as a grid in d dimensions with + // 3 cells in each. Therefore, we get coordinates in [0, 1, 2]. We achieve + // our goal by simply subtracting 1. We filter out values that aren't on + // the grid. + ArrayList delta, new_coords; + delta.Init(coords.size()); + new_coords.Init(coords.size()); + + for(i = 0; i < num_neighbors; i++) { + single_dim_index_in_multi_array(dummy_n, i, delta); + + for(index_t j = 0; j < coords.size(); j++) { + new_coords[j] = coords[j] + delta[j]; + } + int ongrid = is_ongrid(new_coords, -kdis, new_coords, nsides); + + if(ongrid) { + *(ret.AddBack()) = + multi_dim_index_in_single_array(new_coords, nsides); + } + + } + } + + void assign(int nallbx, ArrayList &nsides, Vector &sidelengths, + Vector &mincoords, Matrix ¢er, + ArrayList > &queries_assigned, + ArrayList > &references_assigned) { + + int r; + int num_query_rows = qset_.n_cols(); + int num_ref_rows = rset_.n_cols(); + int dim = qset_.n_rows(); + int di; + + // Assign the reference points. + for(r = 0; r < num_ref_rows; r++) { + + int boxnum = 0; + + for(di = dim - 1; di >= 0; di--) { + int nside = nsides[di]; + double h = sidelengths[di]; + int binnum = (int) floor((rset_.get(di, r) - mincoords[di]) / h); + + binnum = max(0, min(binnum, nside - 1)); + boxnum = boxnum * nside + binnum; + } + *(references_assigned[boxnum].AddBack()) = r; + } + + // Assign the query points + for(r = 0; r < num_query_rows; r++) { + + int boxnum = 0; + + for(di = dim - 1; di >= 0; di--) { + int nside = nsides[di]; + double h = sidelengths[di]; + int binnum = (int) floor((qset_.get(di, r) - mincoords[di]) / h); + + binnum = max(0, min(binnum, nside - 1)); + boxnum = boxnum * nside + binnum; + } + *(queries_assigned[boxnum].AddBack()) = r; + } + + // Create centers for all boxes. + for(r = 0; r < nallbx; r++) { + int sf = nallbx; + int ind = r, rem; + Vector box_center; + center.MakeColumnVector(r, &box_center); + + for(di = dim - 1; di >= 0; di--) { + int nside = nsides[di]; + double h = sidelengths[di]; + sf /= nside; + rem = ind % sf; + ind = ind / sf; + + box_center[di] = mincoords[di] + (ind + 0.5) * h; + + ind = rem; + } + } + } + + void TranslateMultipoleToLocal(int ref_box_num, int query_box_num, + Matrix &mcoeffsb, Matrix &lcoeffsb, + int p_alpha, int totalnumcoeffs, + double bwsqd_2, const double *hrcentroid, + const double *dest_hrcentroid) { + + double bandwidth = sqrt(bwsqd_2); + int j, k, l, d, step; + + int dim = qset_.n_rows(); + + Vector lcoeffs; + lcoeffsb.MakeColumnVector(query_box_num, &lcoeffs); + Vector mcoeffs; + mcoeffsb.MakeColumnVector(ref_box_num, &mcoeffs); + + { + Vector dest_minus_parent; + dest_minus_parent.Init(dim); + + la::SubOverwrite(dim, dest_hrcentroid, hrcentroid, + dest_minus_parent.ptr()); + + int limit = 2 * p_alpha - 2; + Matrix hermite_map; + hermite_map.Init(dim, limit + 1); + Matrix arrtmp; + arrtmp.Init(dim, totalnumcoeffs); + + Vector C_k_neg; + C_k_neg.Alias(msea_.get_neg_inv_multiindex_factorials()); + + for(j = 0; j < dim; j++) { + double coord_div_band = dest_minus_parent[j] / bandwidth; + double d2 = 2 * coord_div_band; + double facj = exp(-coord_div_band * coord_div_band); + + hermite_map.set(j, 0, facj); + + if(p_alpha > 1) { + hermite_map.set(j, 1, d2 * facj); + + for(k = 1; k < limit; k++) { + int k2 = k * 2; + hermite_map.set(j, k + 1, + d2 * hermite_map.get(j, k) - k2 * + hermite_map.get(j, k - 1)); + } + } + + for(l = 0; l < totalnumcoeffs; l++) { + arrtmp.set(j, l, 0.0); + } + } + + step = totalnumcoeffs / p_alpha; + d = 0; + + for(j = 0; j < totalnumcoeffs; j++) { + const ArrayList &mapping = msea_.get_multiindex(j); + + for(k = 0, l = j % step; k < p_alpha; k++, l += step) { + arrtmp.set(d, j, arrtmp.get(d, j) + mcoeffs[l] * + hermite_map.get(d, mapping[d] + k)); + } + } + + + if(p_alpha > 1) { + int boundary, boundary2; + + for(boundary = totalnumcoeffs / p_alpha, step = step / p_alpha, d = 1; + step >= 1; step /= p_alpha, d++, boundary /= p_alpha) { + + boundary2 = 0; + + for(j = 0; j < totalnumcoeffs; j++) { + const ArrayList &mapping = msea_.get_multiindex(j); + + if(j % boundary == 0) { + boundary2 += boundary; + } + + for(k = 0; k < p_alpha; k++) { + + int jump = (j + step * k) % boundary2; + + if(jump < boundary2 - boundary) { + jump += boundary2 - boundary; + } + + const ArrayList &mapping2 = msea_.get_multiindex(jump); + + arrtmp.set(d, j, + arrtmp.get(d, j) + + arrtmp.get(d - 1, jump) * + hermite_map.get(d, mapping2[d] + mapping[d])); + } + } + } + } + + d = dim - 1; + + for(j = 0; j < totalnumcoeffs; j++) { + lcoeffs[j] = lcoeffs[j] + C_k_neg[j] * arrtmp.get(d, j); + } + } + } + + void ComputeMultipoleCoeffs(Matrix &mcoeffs, int dim, + int p_alpha, int totalnumcoeffs, + int ref_box_num, double bwsqd_two, + ArrayList &rows, const double *x_R) { + + Vector A_k; + mcoeffs.MakeColumnVector(ref_box_num, &A_k); + double bw_times_sqrt_two = sqrt(bwsqd_two); + + // If the thing has been computed already, return. Otherwise, compute it + // and store it as a cached sufficient statistics. + if(A_k[0] != 0) { + return; + } + + Vector C_k; + C_k.Alias(msea_.get_inv_multiindex_factorials()); + + Vector tmp; + tmp.Init(totalnumcoeffs); + Vector x_r; + x_r.Init(dim); + int num_rows = rows.size(); + int step, boundary; + int r, i, j; + + A_k[0] = num_rows; + for(i = 1; i < totalnumcoeffs; i++) { + A_k[i] = 0.0; + } + + if(p_alpha > 1) { + + for(r = 0; r < num_rows; r++) { + + int row_num = rows[r]; + + for(i = 0; i < dim; i++) { + x_r[i] = (rset_.get(i, row_num) - x_R[i]) / bw_times_sqrt_two; + } + + tmp[0] = 1.0; + + for(boundary = totalnumcoeffs, step = totalnumcoeffs / p_alpha, + j = 0; + step >= 1; step /= p_alpha, boundary /= p_alpha, j++) { + for(i = 0; i < totalnumcoeffs; ) { + int limit = i + boundary; + + i += step; + + for( ; i < limit; i += step) { + tmp[i] = tmp[i - step] * x_r[j]; + } + } + } + + + for(i = 1; i < totalnumcoeffs; i++) { + A_k[i] = A_k[i] + tmp[i]; + } + } + } + + for(r = 1; r < totalnumcoeffs; r++) { + A_k[r] = A_k[r] * C_k[r]; + } + + return; + } + + + void DirectLocalAccumulation(ArrayList &rows, int query_box_num, + Matrix &locexps, double delta, + const double *dest_hrcentroid, int p_alpha, + int totalnumcoeffs) { + + int num_rows = rows.size(); + int r, d, boundary, step, i, j, k; + + // Retrieve the centroid + int dim = rset_.n_rows(); + int limit2 = p_alpha - 1; + Matrix hermite_map; + hermite_map.Init(dim, p_alpha); + Vector arrtmp; + arrtmp.Init(totalnumcoeffs); + Vector x_r_minus_x_Q; + x_r_minus_x_Q.Init(dim); + double bandwidth = sqrt(delta); + Vector neg_inv_multiindex_factorials; + neg_inv_multiindex_factorials.Alias + (msea_.get_neg_inv_multiindex_factorials()); + + Vector arr; + locexps.MakeColumnVector(query_box_num, &arr); + + /** + * For each data point, + */ + for(r = 0; r < num_rows; r++) { + + int row_num = rows[r]; + + /** + * Calculate (x_r - x_Q) + */ + for(d = 0; d < dim; d++) { + x_r_minus_x_Q[d] = dest_hrcentroid[d] - rset_.get(d, row_num); + } + + /** + * Compute the necessary Hermite precomputed map based on the coordinate + * difference. + */ + for(d = 0; d < dim; d++) { + + double coord_div_band = x_r_minus_x_Q[d] / bandwidth; + double d2 = 2 * coord_div_band; + double facj = exp(-coord_div_band * coord_div_band); + + hermite_map.set(d, 0, facj); + + if(p_alpha > 1) { + hermite_map.set(d, 1, d2 * facj); + + for(k = 1; k < limit2; k++) { + int k2 = k * 2; + hermite_map.set(d, k + 1, + d2 * hermite_map.get(d, k) - k2 * + hermite_map.get(d, k - 1)); + } + } + } + + /** + * Seed to start out the coefficients. + */ + arrtmp[0] = 1.0; + + if(p_alpha > 1) { + + /** + * Compute the Taylor coefficients directly... + */ + for(boundary = totalnumcoeffs, step = totalnumcoeffs / p_alpha, + d = 0; + step >= 1; step /= p_alpha, boundary /= p_alpha, d++) { + for(i = 0; i < totalnumcoeffs; ) { + int limit = i + boundary; + + /** + * Skip the first one. + */ + int first = i; + i += step; + + for(j = 1; i < limit; i += step, j++) { + arrtmp[i] = arrtmp[first] * hermite_map.get(d, j); + } + + arrtmp[first] *= hermite_map.get(d, 0); + } + } + } + else { + for(d = 0; d < dim; d++) { + arrtmp[0] *= hermite_map.get(d, 0); + } + } + + for(j = 0; j < totalnumcoeffs; j++) { + arr[j] = arr[j] + neg_inv_multiindex_factorials[j] * arrtmp[j]; + } + } + } + + void EvaluateMultipoleExpansion(ArrayList &rows, int p_alpha, + int totalnumcoeffs, Matrix &mcoeffsb, + int ref_box_num, double bwsqd_times_2, + const double *ref_hrcentroid) { + + double bandwidth = sqrt(bwsqd_times_2); + int num_query_rows = rows.size(); + int r, d, boundary, step, i, j, k; + + // Retrieve the reference centroid. + int dim = qset_.n_rows(); + Vector x_q_minus_x_R; + x_q_minus_x_R.Init(dim); + Matrix hermite_map; + hermite_map.Init(dim, p_alpha); + Vector arrtmp; + arrtmp.Init(totalnumcoeffs); + int limit2 = p_alpha - 1; + Vector mcoeffs; + mcoeffsb.MakeColumnVector(ref_box_num, &mcoeffs); + + // For each data point, + for(r = 0; r < num_query_rows; r++) { + + double multipolesum = 0.0; + int row_num = rows[r]; + + // Calculate (x_q - x_R) + for(d = 0; d < dim; d++) { + x_q_minus_x_R[d] = qset_.get(d, row_num) - ref_hrcentroid[d]; + } + + // Compute the necessary Hermite precomputed map based on the coordinate + // difference. + for(d = 0; d < dim; d++) { + double coord_div_band = x_q_minus_x_R[d] / bandwidth; + double d2 = 2 * coord_div_band; + double facj = exp(-coord_div_band * coord_div_band); + + hermite_map.set(d, 0, facj); + + if(p_alpha > 1) { + hermite_map.set(d, 1, d2 * facj); + + for(k = 1; k < limit2; k++) { + int k2 = k * 2; + hermite_map.set(d, k + 1, + d2 * hermite_map.get(d, k) - k2 * + hermite_map.get(d, k - 1)); + } + } + } + + // Seed to start out the coefficients. + arrtmp[0] = 1.0; + + if(p_alpha > 1) { + + for(boundary = totalnumcoeffs, step = totalnumcoeffs / p_alpha, + d = 0; + step >= 1; step /= p_alpha, boundary /= p_alpha, d++) { + for(i = 0; i < totalnumcoeffs; ) { + int limit = i + boundary; + + // Skip the first one. + int first = i; + i += step; + + for(j = 1; i < limit; i += step, j++) { + arrtmp[i] = arrtmp[first] * hermite_map.get(d, j); + } + + arrtmp[first] *= hermite_map.get(d, 0); + } + } + } + else { + for(d = 0; d < dim; d++) { + arrtmp[0] *= hermite_map.get(d, 0); + } + } + + for(j = 0; j < totalnumcoeffs; j++) { + multipolesum += mcoeffs[j] * arrtmp[j]; + } + + densities_[row_num] += multipolesum; + } + } + + double compute_v_alpha(int row_q, Vector &x_Q, double h, + int query_box_num, Matrix &lcoeffsb, + int totalnumcoeffs, int p_alpha) { + + int dim = qset_.n_rows(); + Vector x_Q_to_x_q; + x_Q_to_x_q.Init(dim); + int i, j, boundary, step; + double multipolesum = 0; + + /** + * First calculate (x_q - x_Q) / (sqrt(2) * h) + */ + for(i = 0; i < dim; i++) { + double x_Q_val = x_Q[i]; + double x_q_val = qset_.get(i, row_q); + x_Q_to_x_q[i] = (x_q_val - x_Q_val) / h; + } + + { + Vector lcoeffs; + lcoeffsb.MakeColumnVector(query_box_num, &lcoeffs); + + Vector tmp; + tmp.Init(totalnumcoeffs); + tmp[0] = 1.0; + + if(totalnumcoeffs > 1) { + + for(boundary = totalnumcoeffs, step = totalnumcoeffs / p_alpha, + j = 0; + step >= 1; step /= p_alpha, boundary /= p_alpha, j++) { + for(i = 0; i < totalnumcoeffs; ) { + int limit = i + boundary; + + i += step; + + for( ; i < limit; i += step) { + tmp[i] = tmp[i - step] * x_Q_to_x_q[j]; + } + } + } + } + + for(i = 0; i < totalnumcoeffs; i++) { + multipolesum += lcoeffs[i] * tmp[i]; + } + } + return multipolesum; + } + + void gaeval(double delta, int nterms, int nallbx, + ArrayList &nsides, Matrix &locexp, int nlmax, + ArrayList > &queries_assigned, + Matrix ¢er, int totalnumcoeffs) { + + int i, j; + + // GO through all query boxes. + for(i = 0; i < nallbx; i++) { + ArrayList &query_rows = queries_assigned[i]; + int ninbox = query_rows.size(); + + if(ninbox <= nlmax) { + continue; + } + else { + + for(j = 0; j < ninbox; j++) { + int row_q = query_rows[j]; + Vector x_Q; + center.MakeColumnVector(i, &x_Q); + + double result = compute_v_alpha(row_q, x_Q, sqrt(delta), + i, locexp, totalnumcoeffs, nterms); + + densities_[row_q] += result; + } + } + } + } + + void gafexp(double delta, int nterms, + int nallbx, ArrayList &nsides, Vector &sidelengths, + Vector &mincoords, Matrix &locexp, int nfmax, int nlmax, + int kdis, Matrix ¢er, + ArrayList > &queries_assigned, + ArrayList > &references_assigned, + Matrix &mcoeffs) { + + int dim = qset_.n_rows(); + + int totalnumcoeffs = (int) pow(nterms, dim); + + // Step 1: Assign query points and reference points to boxes. + assign(nallbx, nsides, sidelengths, mincoords, center, + queries_assigned, references_assigned); + + // Initialize local expansions to zero. + int i, j, k, l; + + // Process all reference boxes + for(i = 0; i < nallbx; i++) { + + ArrayList &reference_rows = references_assigned[i]; + int ninbox = reference_rows.size(); + + // If the box contains no reference points, skip it. + if(ninbox <= 0) { + continue; + } + + // In this case, no far-field expansion is created + else if(ninbox <= nfmax) { + + // Get the query boxes that are in the interaction range. + ArrayList nbors; + nbors.Init(); + mknbor(i, nsides, kdis, nbors); + int nnbors = nbors.size(); + + for(j = 0; j < nnbors; j++) { + + // Number of query points in this neighboring box. + int query_box_num = nbors[j]; + ArrayList &query_rows = queries_assigned[query_box_num]; + int ninnbr = query_rows.size(); + + if(ninnbr <= nlmax) { + + // Direct Interaction + for(k = 0; k < ninnbr; k++) { + + int query_row = query_rows[k]; + const double *query = qset_.GetColumnPtr(query_row); + + for(l = 0; l < ninbox; l++) { + int reference_row = reference_rows[l]; + const double *reference = rset_.GetColumnPtr(reference_row); + + double dsqd = + la::DistanceSqEuclidean(qset_.n_rows(), query, reference); + + double pot = exp(-dsqd / delta); + + // Here, I hard-coded to do only one bandwidth. + densities_[query_row] += pot; + } + } + + } + + // In this case, take each reference point and convert into the + // Taylor series. + else { + + DirectLocalAccumulation(reference_rows, query_box_num, + locexp, delta, + center.GetColumnPtr(query_box_num), + nterms, totalnumcoeffs); + } + + } + } + + // In this case, create a far field expansion. + else { + + ComputeMultipoleCoeffs(mcoeffs ,dim, nterms, + totalnumcoeffs, i, delta, reference_rows, + center.GetColumnPtr(i)); + + // Get the query boxes that are in the interaction range. + ArrayList nbors; + nbors.Init(); + mknbor(i, nsides, kdis, nbors); + int nnbors = nbors.size(); + + for(j = 0; j < nnbors; j++) { + int query_box_num = nbors[j]; + ArrayList &query_rows = queries_assigned[query_box_num]; + int ninnbr = query_rows.size(); + + // If this is true, evaluate far field expansion at each query point. + if(ninnbr <= nlmax) { + + EvaluateMultipoleExpansion(query_rows, nterms, + totalnumcoeffs, mcoeffs, + i, delta, center.GetColumnPtr(i)); + } + + // In this case do multipole to local translation. + else { + + TranslateMultipoleToLocal(i, query_box_num, + mcoeffs, locexp, + nterms, totalnumcoeffs, delta, + center.GetColumnPtr(i), + center.GetColumnPtr(query_box_num)); + + } + } + } + } + gaeval(delta, nterms, nallbx, nsides, locexp, nlmax, + queries_assigned, center, totalnumcoeffs); + } + + void gauss_t(double delta, int nterms, int nallbx, ArrayList &nsides, + Vector &sidelengths, Vector &mincoords, + Matrix &locexp, Matrix ¢er, + ArrayList > &queries_assigned, + ArrayList > &references_assigned, + Matrix &mcoeffs) { + + int dim = qset_.n_rows(); + int kdis = (int) (sqrt(log(tau_) * -2.0) + 1); + + // This is a slight modification of Strain's cutoff since he never + // implemented this above 2 dimensions. + int nfmax = (int) pow(nterms, dim - 1) + 2; + int nlmax = nfmax; + + // Call gafexp to create all expansions on grid, evaluate all appropriate + // far-field expansions and evaluate all appropriate direct interactions. + gafexp(delta, nterms, nallbx, nsides, sidelengths, mincoords, + locexp, nfmax, nlmax, kdis, center, queries_assigned, + references_assigned, mcoeffs); + } + + public: + + FGTKde() {} + + ~FGTKde() {} + + // getters and setters + + /** get the reference dataset */ + Matrix &get_reference_dataset() { return rset_; } + + /** get the query dataset */ + Matrix &get_query_dataset() { return qset_; } + + /** get the density estimate */ + const Vector &get_density_estimates() { return densities_; } + + void Init(Matrix &qset, Matrix &rset) { + + // initialize the kernel and read in the number of grid points + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + + // set aliases to the query and reference datasets and initialize + // query density sets + qset_.Alias(qset); + densities_.Init(qset_.n_cols()); + rset_.Alias(rset); + + // set accuracy + tau_ = fx_param_double(NULL, "tau", 0.1); + } + + void Init() { + + const char *rfname = fx_param_str_req(NULL, "data"); + const char *qfname = fx_param_str(NULL, "query", rfname); + + // initialize the kernel and read in the number of grid points + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + + // read reference dataset + Dataset ref_dataset; + ref_dataset.InitFromFile(rfname); + rset_.Own(&(ref_dataset.matrix())); + + // read query dataset if different + if(!strcmp(qfname, rfname)) { + qset_.Alias(rset_); + } + else { + Dataset query_dataset; + query_dataset.InitFromFile(qfname); + qset_.Own(&(query_dataset.matrix())); + } + + // allocate densities + densities_.Init(qset_.n_cols()); + + // set accuracy + tau_ = fx_param_double(NULL, "tau", 0.1); + } + + void FastGaussTransformPreprocess(double *interaction_radius, + ArrayList &nsides, + Vector &sidelengths, Vector &mincoords, + int *nboxes, int *nterms) { + + // Compute the interaction radius. + double bandwidth = sqrt(kernel_.bandwidth_sq()); + *interaction_radius = sqrt(-2.0 * kernel_.bandwidth_sq() * log(tau_)); + + int di, n, num_rows = rset_.n_cols(); + int dim = rset_.n_rows(); + + /** + * Discretize the grid space into boxes. + */ + Vector maxcoords; + maxcoords.Init(dim); + maxcoords.SetAll(MINDOUBLE); + double boxside = -1.0; + *nboxes = 1; + + for(di = 0; di < dim; di++) { + mincoords[di] = MAXDOUBLE; + } + + for(n = 0; n < num_rows; n++) { + for(di = 0; di < dim; di++) { + if(mincoords[di] > rset_.get(di, n)) { + mincoords[di] = rset_.get(di, n); + } + if(maxcoords[di] < rset_.get(di, n)) { + maxcoords[di] = rset_.get(di, n); + } + } + } + + /** + * Figure out how many boxes lie along each direction. + */ + for(di = 0; di < dim; di++) { + nsides[di] = (int) + ((maxcoords[di] - mincoords[di]) / bandwidth + 1); + (*nboxes) = (*nboxes) * nsides[di]; + double tmp = (maxcoords[di] - mincoords[di]) / + (nsides[di] * 2 * bandwidth); + + if(tmp > boxside) { + boxside = tmp; + } + + sidelengths[di] = (maxcoords[di] - mincoords[di]) / + ((double) nsides[di]); + + } + + int ip = 0; + double two_r = 2.0 * boxside; + double one_minus_two_r = 1.0 - two_r; + double ret = 1.0 / pow(one_minus_two_r * one_minus_two_r, dim); + double factorialvalue = 1.0; + double r_raised_to_p_alpha = 1.0; + double first_factor, second_factor; + double ret2; + + do { + ip++; + factorialvalue *= ip; + + r_raised_to_p_alpha *= two_r; + first_factor = 1.0 - r_raised_to_p_alpha; + first_factor *= first_factor; + second_factor = r_raised_to_p_alpha * (2.0 - r_raised_to_p_alpha) + / sqrt(factorialvalue); + + ret2 = ret * (pow((first_factor + second_factor), dim) - + pow(first_factor, dim)); + + } while(ret2 > tau_); + + *nterms = ip; + } + + void Compute() { + + double interaction_radius; + ArrayList nsides; + Vector sidelengths; + Vector mincoords; + int nboxes, nterms; + int dim = rset_.n_rows(); + + nsides.Init(rset_.n_rows()); + sidelengths.Init(rset_.n_rows()); + mincoords.Init(rset_.n_rows()); + + printf("Computing FGT KDE...\n"); + + + // initialize densities to zero + densities_.SetZero(); + + fx_timer_start(NULL, "fgt_kde_init"); + FastGaussTransformPreprocess(&interaction_radius, nsides, sidelengths, + mincoords, &nboxes, &nterms); + fx_timer_stop(NULL, "fgt_kde_init"); + + // precompute factorials + msea_.Init(nterms - 1, qset_.n_rows()); + + // stores the coordinate of each grid box + Matrix center; + center.Init(dim, nboxes); + + // stores the local expansion of each grid box + Matrix locexp; + locexp.Init((int) pow(nterms, dim), nboxes); + + // stores the ids of query points assigned to each grid box + ArrayList > queries_assigned; + queries_assigned.Init(nboxes); + + for(index_t i = 0; i < nboxes; i++) { + queries_assigned[i].Init(); + } + + // stores the ids of reference points assigned to each grid box + ArrayList > references_assigned; + references_assigned.Init(nboxes); + + for(index_t i = 0; i < nboxes; i++) { + references_assigned[i].Init(); + } + + // stores the multipole moments of the reference points in each grid box + Matrix mcoeffs; + mcoeffs.Init((int)pow(nterms, dim), nboxes); + + double delta = 2 * kernel_.bandwidth_sq(); + + fx_timer_start(NULL, "fgt_kde"); + gauss_t(delta, nterms, nboxes, nsides, sidelengths, mincoords, + locexp, center, queries_assigned, references_assigned, mcoeffs); + + // normalize the sum + NormalizeDensities(); + fx_timer_stop(NULL, "fgt_kde"); + printf("FGT KDE completed...\n"); + } + + void NormalizeDensities() { + double norm_const = kernel_.CalcNormConstant(qset_.n_rows()) * + rset_.n_cols(); + for(index_t q = 0; q < qset_.n_cols(); q++) { + densities_[q] /= norm_const; + } + } + + void PrintDebug() { + + FILE *stream = stdout; + const char *fname = NULL; + + if((fname = fx_param_str(NULL, "fgt_kde_output", NULL)) != NULL) { + stream = fopen(fname, "w+"); + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + fprintf(stream, "%g\n", densities_[q]); + } + + if(stream != stdout) { + fclose(stream); + } + } + +}; + +#endif diff --git a/fastlib/u/gmravi/regression/ifgt_kde.cc b/fastlib/u/gmravi/regression/ifgt_kde.cc new file mode 100644 index 0000000000..94c71736de --- /dev/null +++ b/fastlib/u/gmravi/regression/ifgt_kde.cc @@ -0,0 +1,346 @@ +//------------------------------------------------------------------- +// The code was written by Vikas Raykar and Changjiang Yang +// and is copyrighted under the Lesser GPL: +// +// Copyright (C) 2006 Vikas Raykar and Changjiang Yang +// +// This program is free software; you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as +// published by the Free Software Foundation; version 2.1 or later. +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. +// See the GNU Lesser General Public License for more details. +// You should have received a copy of the GNU Lesser General Public +// License along with this program; if not, write to the Free Software +// Foundation, Inc., 59 Temple Place - Suite 330, Boston, +// MA 02111-1307, USA. +// +// The author may be contacted via email at: +// vikas(at)umiacs(.)umd(.)edu, cyang(at)sarnoff(.)com +//------------------------------------------------------------------- + + +//------------------------------------------------------------------- +// File : ImprovedFastGaussTransform.cpp +// Purpose : Implementation for the Improved Fast Gauss Transform +// Author : Vikas C. Raykar (vikas@cs.umd.edu) +// Date : July 15 2005 +//------------------------------------------------------------------- + +#include "ifgt_kde.h" +#include "fastlib/fastlib_int.h" +#include +#include + +//------------------------------------------------------------------- +// Constructor +// +// PURPOSE +// ------- +// Initialize the class. +// Read the parameters. +// Allocate memory. +//------------------------------------------------------------------- + +ImprovedFastGaussTransform::ImprovedFastGaussTransform(int Dim, + int NSources, + int MTargets, + double *pSources, + double Bandwidth, + double *pWeights, + double *pTargets, + int MaxTruncNumber, + int NumClusters, + int *pClusterIndex, + double *pClusterCenter, + double *pClusterRadii, + double CutoffRadius, + double epsilon, + double *pGaussTransform, + int *pTruncNumber + ) +{ + + //Read the parameters + + d=Dim; + N=NSources; + M=MTargets; + px=pSources; + h=Bandwidth * sqrt(2); + pq=pWeights; + py=pTargets; + p_max=MaxTruncNumber; + K=NumClusters; + pci=pClusterIndex; + pcc=pClusterCenter; + pcr=pClusterRadii; + r=CutoffRadius; + pG=pGaussTransform; + pT=pTruncNumber; + eps=epsilon; + + //Memory allocation + + p_max_total=nchoosek(p_max-1+d,d); + constant_series=new double[p_max_total]; + source_center_monomials = new double[p_max_total]; + target_center_monomials = new double[p_max_total]; + dx = new double[d]; + dy = new double[d]; + heads = new int[d]; + C=new double[K*p_max_total]; + + h_square=h*h; + + ry=new double[K]; + ry_square=new double[K]; + for(int i=0; i eps) & (p <= p_max)) + { + b=min(((a+sqrt((a_square)+(2*p*h_square)))/2),ry[cluster_index]); + c=a-b; + temp=temp*(((2*a*b)/h_square)/p); + error=temp*(exp(-(c*c)/h_square)); + p++; + } + + return p-1; + +} + + + +//------------------------------------------------------------------- +// This function computes the constants 2^alpha/alpha!. +//------------------------------------------------------------------- +void +ImprovedFastGaussTransform::compute_constant_series(){ + + int *heads = new int[d+1]; + int *cinds = new int[p_max_total]; + + for (int i = 0; i < d; i++) + heads[i] = 0; + heads[d] = MAXINT; + + cinds[0] = 0; + constant_series[0] = 1.0; + for (int k=1, t=1, tail=1; k < p_max; k++, tail=t) + { + for (int i = 0; i < d; i++) + { + int head = heads[i]; + heads[i] = t; + for ( int j = head; j < tail; j++, t++) + { + cinds[t] = (j < heads[i+1])? cinds[j] + 1 : 1; + constant_series[t] = 2.0 * constant_series[j]; + constant_series[t] /= (double) cinds[t]; + } + } + } + + delete []cinds; + delete []heads; + +} + +//------------------------------------------------------------------- +// This function computes the monomials [(x_i-c_k)/h]^{alpha} +// and norm([(x_i-c_k)/h])^2 +//------------------------------------------------------------------- +void +ImprovedFastGaussTransform::compute_source_center_monomials(int p) +{ + + for (int i = 0; i < d; i++){ + dx[i]=dx[i]/h; + heads[i] = 0; + } + + source_center_monomials[0] = 1.0; + for (int k=1, t=1, tail=1; k < p; k++, tail=t){ + for (int i = 0; i < d; i++){ + int head = heads[i]; + heads[i] = t; + for ( int j = head; j < tail; j++, t++) + source_center_monomials[t] = dx[i] * source_center_monomials[j]; + } + } + +} + +//------------------------------------------------------------------- +// This function computes the monomials [(y_j-c_k)/h]^{alpha} +//------------------------------------------------------------------- +void +ImprovedFastGaussTransform::compute_target_center_monomials() +{ + + for (int i = 0; i < d; i++){ + dy[i]=dy[i]/h; + heads[i] = 0; + } + + target_center_monomials[0] = 1.0; + for (int k=1, t=1, tail=1; k < p_max; k++, tail=t){ + for (int i = 0; i < d; i++){ + int head = heads[i]; + heads[i] = t; + for ( int j = head; j < tail; j++, t++) + target_center_monomials[t] = dy[i] * target_center_monomials[j]; + } + } + +} + +//------------------------------------------------------------------- +// This function computes the coeffeicients C_k for all clusters. +//------------------------------------------------------------------- +void +ImprovedFastGaussTransform::compute_C() +{ + + for (int i = 0; i < K*p_max_total; i++){ + C[i]=0.0; + } + + p_max_actual=-1; + + for(int i=0; ip_max_actual){ + p_max_actual=pT[i]; + } + + compute_source_center_monomials(pT[i]); + + double f=pq[i]*exp(-source_center_distance_square/h_square); + + for(int alpha=0; alpha ry_square[k]) break; + } + + if (target_center_distance_square <= ry_square[k]){ + compute_target_center_monomials(); + double g=exp(-target_center_distance_square/h_square); + for(int alpha=0; alpha qset_bound; + DHrectBound<2> rset_bound; + qset_bound.Init(qset_.n_rows()); + rset_bound.Init(qset_.n_rows()); + + // go through each query/reference point to find out the bounds + for(index_t r = 0; r < rset_.n_cols(); r++) { + Vector ref_vector; + rset_.MakeColumnVector(r, &ref_vector); + rset_bound |= ref_vector; + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + Vector query_vector; + qset_.MakeColumnVector(q, &query_vector); + qset_bound |= query_vector; + } + + for(index_t i = 0; i < num_dims; i++) { + DRange qset_range = qset_bound.get(i); + DRange rset_range = rset_bound.get(i); + double min_coord = min(qset_range.lo, rset_range.lo); + double max_coord = max(qset_range.hi, rset_range.hi); + double width = max_coord - min_coord; + + for(index_t j = 0; j < rset_.n_cols(); j++) { + rset_.set(i, j, (rset_.get(i, j) - min_coord) / width); + } + if(fx_param_str(NULL, "query", NULL) != NULL) { + for(index_t j = 0; j < qset_.n_cols(); j++) { + qset_.set(i, j, (qset_.get(i, j) - min_coord) / width); + } + } + } +} + +int main(int argc, char *argv[]) { + + fx_init(argc, argv); + + // read the datasets and do k-center clustering + Dataset ref_dataset; + Matrix qset_; + Matrix rset_; + Vector pWeights; + + // read the datasets + const char *rfname = fx_param_str_req(NULL, "data"); + const char *qfname = fx_param_str(NULL, "query", rfname); + + // read reference dataset + ref_dataset.InitFromFile(rfname); + rset_.Own(&(ref_dataset.matrix())); + + // read the reference weights + char *rwfname = NULL; + if(fx_param_exists(NULL, "dwgts")) { + rwfname = (char *)fx_param_str(NULL, "dwgts", NULL); + } + + if(rwfname != NULL) { + Dataset ref_weights; + ref_weights.InitFromFile(rwfname); + pWeights.Copy(ref_weights.matrix().GetColumnPtr(0), + ref_weights.matrix().n_rows()); + } + else { + pWeights.Init(rset_.n_cols()); + pWeights.SetAll(1); + } + + if(!strcmp(qfname, rfname)) { + qset_.Alias(rset_); + } + else { + Dataset query_dataset; + query_dataset.InitFromFile(qfname); + qset_.Own(&(query_dataset.matrix())); + } + + // scale dataset if the user wants to + if(!strcmp(fx_param_str(NULL, "scaling", NULL), "range")) { + scale_data_by_minmax(qset_, rset_); + } + + Vector pSources; + pSources.Init(rset_.n_rows() * rset_.n_cols()); + concatenate_vectors(rset_, pSources); + Vector pTargets; + pTargets.Init(qset_.n_rows() * qset_.n_cols()); + concatenate_vectors(qset_, pTargets); + + double Bandwidth = fx_param_double_req(NULL, "bandwidth"); + Vector pGaussTransform; + pGaussTransform.Init(qset_.n_cols()); + double epsilon = fx_param_double(NULL, "tau", 0.1); + + + // choose parameters + fx_timer_start(NULL, "ifgt_kde_compute"); + ImprovedFastGaussTransformChooseParameters cp(rset_.n_rows(), Bandwidth, + epsilon, + (int) ceil(0.2 * 100 / + sqrt + (2 * Bandwidth * + Bandwidth))); + + printf("Number of clusters chosen: %d\n", cp.K); + printf("Maximum truncation number: %d\n", cp.p_max); + printf("Maximum cutoff radius: %g\n", cp.r); + + // run k-center clustering + ArrayList pClusterIndex; + pClusterIndex.Init(rset_.n_cols()); + KCenterClustering kc(rset_.n_rows(), rset_.n_cols(), pSources.ptr(), + pClusterIndex.begin(), cp.K); + kc.Cluster(); + + ArrayList pNumPoints; + pNumPoints.Init(cp.K); + Vector pClusterCenter; + pClusterCenter.Init(rset_.n_rows() * cp.K); + Vector pClusterRadii; + pClusterRadii.Init(cp.K); + kc.ComputeClusterCenters(cp.K, pClusterCenter.ptr(), pNumPoints.begin(), + pClusterRadii.ptr()); + + // update truncation number + ImprovedFastGaussTransformChooseTruncationNumber ct(rset_.n_rows(), + Bandwidth, epsilon, + kc.MaxClusterRadius); + + // initialize IFGT instance + ArrayList pTruncNumber; + pTruncNumber.Init(rset_.n_cols()); + for(index_t i = 0; i < rset_.n_cols(); i++) { + pTruncNumber[i] = 0; + } + ImprovedFastGaussTransform* pIFGT = new + ImprovedFastGaussTransform(rset_.n_rows(), rset_.n_cols(), qset_.n_cols(), + pSources.ptr(), Bandwidth, pWeights.ptr(), + pTargets.ptr(), ct.p_max, + cp.K, pClusterIndex.begin(), + pClusterCenter.ptr(), pClusterRadii.ptr(), + cp.r, epsilon, pGaussTransform.ptr(), + pTruncNumber.begin()); + + // run IFGT + pIFGT->Evaluate(); + + GaussianKernel kernel; + kernel.Init(Bandwidth); + double norm_const = kernel.CalcNormConstant(qset_.n_rows()) * + rset_.n_cols(); + + // normalize density estimates + for(index_t q = 0; q < qset_.n_cols(); q++) { + pGaussTransform[q] /= norm_const; + } + fx_timer_stop(NULL, "ifgt_kde_compute"); + + // check answer with naive + NaiveKde naive_kde; + naive_kde.Init(qset_, rset_); + naive_kde.Compute(); + naive_kde.ComputeMaximumRelativeError(pGaussTransform); + + delete pIFGT; + + fx_done(); + return 0; +} diff --git a/fastlib/u/gmravi/regression/kcenter_clustering.cc b/fastlib/u/gmravi/regression/kcenter_clustering.cc new file mode 100644 index 0000000000..042de9f15b --- /dev/null +++ b/fastlib/u/gmravi/regression/kcenter_clustering.cc @@ -0,0 +1,317 @@ +//------------------------------------------------------------------- +// The code was written by Changjiang Yang and Vikas Raykar +// and is copyrighted under the Lesser GPL: +// +// Copyright (C) 2006 Changjiang Yang and Vikas Raykar +// +// This program is free software; you can redistribute it and/or modify +// it under the terms of the GNU Lesser General Public License as +// published by the Free Software Foundation; version 2.1 or later. +// This program is distributed in the hope that it will be useful, +// but WITHOUT ANY WARRANTY; without even the implied warranty of +// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. +// See the GNU Lesser General Public License for more details. +// You should have received a copy of the GNU Lesser General Public +// License along with this program; if not, write to the Free Software +// Foundation, Inc., 59 Temple Place - Suite 330, Boston, +// MA 02111-1307, USA. +// +// The author may be contacted via email at:cyang(at)sarnoff(.)com +// vikas(at)umiacs(.)umd(.)edu +//------------------------------------------------------------------- + +//------------------------------------------------------------------- +// File : KCenterClustering.cpp +// Purpose : Implementation for the k-center clustering algorithm. +// Author : Vikas C. Raykar (vikas@cs.umd.edu) +// Date : April 25 2005, June 10 2005, August 23, 2005 +//------------------------------------------------------------------- + +#include "kcenter_clustering.h" +#include +#include +#include +#include "fastlib/fastlib_int.h" + +//------------------------------------------------------------------- +// Constructor +// +// PURPOSE +// ------- +// Initialize the class. +// Read the parameters. +// +// INPUT +// ---------- +// Dim --> dimension of the points. +// NSources --> number of sources. +// pSources --> pointer to sources, (d*N). +// pClusterIndex --> pointer to a vector of length N where the +// i th element is the cluster number to +// which the i th point belongs. +// +//------------------------------------------------------------------- + +KCenterClustering::KCenterClustering(int Dim, + int NSources, + double *pSources, + int *pClusterIndex, + int NumClusters + ) +{ + + //Read the parameters + + d=Dim; + N=NSources; + px=pSources; + pci=pClusterIndex; + K=NumClusters; + dist_C = new double[N]; //distances to the center. + r=new double[K]; + + +} + +//------------------------------------------------------------------- +// Destructor +//------------------------------------------------------------------- + +KCenterClustering::~KCenterClustering() +{ + delete [] dist_C; + delete [] r; +} + + + +//------------------------------------------------------------------- +// ddist is the square of the distance of two vectors(double) +//------------------------------------------------------------------- + + +double +KCenterClustering::ddist(const int d, const double *x, const double *y) +{ + double t, s = 0.0; + for (int i = d; i != 0; i--) + { + t = *x++ - *y++; + s += t * t; + } + return s; +} + + + +//------------------------------------------------------------------- +// Find the largest element from a vector +//------------------------------------------------------------------- + +int +KCenterClustering::idmax(int n, double *x) +{ + int k = 0; + double t = -1.0; + for (int i = 0; i < n; i++, x++) + if( t < *x ) + { + t = *x; + k = i; + } + return k; + +} + + +//------------------------------------------------------------------- +// k-center Clustering. +//------------------------------------------------------------------- +// +// Gonzalez's farthest-point clustering algorithm. +// +// OUTPUT +// ---------------- +// +// MaxClusterRadius --> maximum radius of the clusters, (rx). +// pci --> vector of length N where the i th element is the +// cluster number to which the i th point belongs. +// pci[i] varies between 0 to K-1. +//------------------------------------------------------------------- + + +void +KCenterClustering::Cluster() +{ + + + int *pCenters = new int[K]; //indices of the centers. + + int *cprev = new int[N]; // index to the previous node + int *cnext = new int[N]; // index to the next node + int *far2c = new int[K]; // farthest node to the center + + // randomly pick one node as the first center. + srand( (unsigned)time( NULL ) ); + int nc = rand() % N; // new center + + // add the ind-th node to the first center. + pCenters[0] = nc; + + // compute the distances from each node to the first center. + // initialize the circular linked list, the center is the + // sentinel node. + const double *x_nc, *x_j; + x_nc = px + nc*d; + x_j = px; + for (int j = 0; j < N; x_j += d, j++) + { + dist_C[j] = (j==nc)? 0.0:ddist(d, x_j, x_nc); + cnext[j] = j+1; + cprev[j] = j-1; + + // my fix (by Dongryeol Lee) + pci[j] = 0; + } + cnext[N-1] = 0; // link the tail to the head. + cprev[0] = N-1; // link the head to the tail. + + // compute the radius of the first cluster and the farthest + // node to the center. + nc = idmax(N,dist_C); + far2c[0] = nc; + r[0] = dist_C[nc]; + + for(int i = 1; i < K; i++) + { + //find the maximum of vector dist_C, i.e., find the node + //that is farthest away from C. It is a new center. + nc = idmax(i,r); + nc = far2c[nc]; + pCenters[i] = nc; //add the ind-th node to the current center. + r[i] = dist_C[nc] = 0.0;pci[nc]=i; + far2c[i] = nc; + cnext[cprev[nc]] = cnext[nc]; // delete nc + cprev[cnext[nc]] = cprev[nc]; + cnext[nc] = cprev[nc] = nc; //self-loop + + //update the distances from each point to the current center. + x_nc = px + nc*d; + for (int j = 0; j < i; j++) + { + int ct_j = pCenters[j]; + x_j = px + ct_j*d; + double dc2cq = ddist(d, x_j, x_nc) / 4; + if (dc2cq < r[j]) // neighbor cluster + { + r[j] = 0.0; + far2c[j] = ct_j; + int k = cnext[ct_j]; + while (k != ct_j) // visit the circular linked list + { + int nextk = cnext[k]; + //compare the distances from new center + //and from current center. + double dist2c_k = dist_C[k]; + if ( dc2cq < dist2c_k ) + { + + x_j = px + k*d; + double dd = ddist(d, x_j, x_nc); + if ( dd < dist2c_k ) + { + dist_C[k] = dd; // update distances to center + pci[k]=i; + if (r[i] < dd) // find max r + { + r[i] = dd; + far2c[i] = k; + + } + cnext[cprev[k]] = nextk; // delete nextk from ct_j + cprev[nextk] = cprev[k]; + cnext[k] = cnext[nc]; // insert nextk to nc + cprev[cnext[nc]] = k; + cnext[nc] = k; + cprev[k] = nc; + + + } + else if ( r[j] < dist2c_k ) + { + r[j] = dist2c_k; + far2c[j] = k; + + } + } + else if ( r[j] < dist2c_k ) + { + r[j] = dist2c_k; + far2c[j] = k; + } // if d < 2 r_k + k = nextk; + } // while k + } // if d < 2 r + } // for j + } // for i + + nc = idmax(K,r); + MaxClusterRadius=sqrt(r[nc]); +} + +//------------------------------------------------------------------------ +// Computes +// [1] the cluster centers by taking the mean of all the points +// belonging to a cluster. +// [2] the number of points in each cluster. +// [3] the radius of each cluster. +//------------------------------------------------------------------------ +// NumClusters --> number of clusters +// pClusterCenters --> pointer to the cluster centers, (d*K), +// pNumPoints --> pointer to the num of points in each cluster, (K). +// pClusterRadii --> pointer to the radius of each cluster, (K). +//------------------------------------------------------------------------ + +void +KCenterClustering::ComputeClusterCenters( + int NumClusters, + double *pClusterCenters, + int *pNumPoints, + double *pClusterRadii + ) +{ + int K=NumClusters; + + for(int k=0; k dimension of the points. +// NSources --> number of sources. +// pSources --> pointer to sources, (d*N). +// NumClusters --> number of clusters. +// +// OUTPUT +// ---------------- +// +// MaxClusterRadius --> maximum radius of the clusters, (rx). +// pClusterIndex --> vector of length N where the i th element is the +// cluster number to which the i th point belongs. +// pClusterIndex[i] varies between 0 to K-1. +// pClusterCenters --> pointer to the cluster centers, (d*K). +// pNumPoints --> pointer to the number of points in each cluster, (K). +// pClusterRadii --> pointer to the radius of each cluster, (K). +//---------------------------------------------------------------------------- + +#ifndef K_CENTER_CLUSTERING_H +#define K_CENTER_CLUSTERING_H + +class KCenterClustering{ + public: + + //Output parameters + + double MaxClusterRadius; //maximum cluster radius + + //Functions + + //constructor + KCenterClustering(int Dim, + int NSources, + double *pSources, + int *pClusterIndex, + int NumClusters + ); + + //destructor + ~KCenterClustering(); + + //k-center clustering + void Cluster(); + + //Compute cluster centers and the number of points in each cluster + //and the radius of each cluster. + + void ComputeClusterCenters(int NumClusters, + double *pClusterCenters, + int *pNumPoints, + double *pClusterRadii); + + private: + //Input Parameters + + int d; //dimension of the points. + int N; //number of sources. + double *px; //pointer to sources, (d*N). + int K; //number of clusters + int *pci; //pointer to a vector of length N where the i th element is the + //cluster number to which the i th point belongs. + double *dist_C; //distances to the center. + double *r; + + //Functions + + double ddist(const int d, const double *x, const double *y); + int idmax(int n, double *x); + + +}; + + +#endif diff --git a/fastlib/u/gmravi/regression/kde.h b/fastlib/u/gmravi/regression/kde.h new file mode 100644 index 0000000000..89b3e8d94e --- /dev/null +++ b/fastlib/u/gmravi/regression/kde.h @@ -0,0 +1,973 @@ +#ifndef KDE_H +#define KDE_H + +#include "fastlib/fastlib_int.h" +#include "u/dongryel/series_expansion/farfield_expansion.h" +#include "u/dongryel/series_expansion/local_expansion.h" +#include "u/dongryel/series_expansion/mult_farfield_expansion.h" +#include "u/dongryel/series_expansion/mult_local_expansion.h" +#include "u/dongryel/series_expansion/kernel_aux.h" + +template +class NaiveKde { + + private: + + /** query dataset */ + Matrix qset_; + + /** reference dataset */ + Matrix rset_; + + /** kernel */ + TKernel kernel_; + + /** computed densities */ + Vector densities_; + + public: + + void Compute() { + + printf("\nStarting naive KDE...\n"); + fx_timer_start(NULL, "naive_kde_compute"); + + // compute unnormalized sum + for(index_t q = 0; q < qset_.n_cols(); q++) { + + const double *q_col = qset_.GetColumnPtr(q); + for(index_t r = 0; r < rset_.n_cols(); r++) { + const double *r_col = rset_.GetColumnPtr(r); + double dsqd = la::DistanceSqEuclidean(qset_.n_rows(), q_col, r_col); + + densities_[q] += kernel_.EvalUnnormOnSq(dsqd); + } + } + + // then normalize it + double norm_const = kernel_.CalcNormConstant(qset_.n_rows()) * + rset_.n_cols(); + for(index_t q = 0; q < qset_.n_cols(); q++) { + densities_[q] /= norm_const; + } + fx_timer_stop(NULL, "naive_kde_compute"); + printf("\nNaive KDE completed...\n"); + } + + void Init() { + densities_.SetZero(); + } + + void Init(Matrix &qset, Matrix &rset) { + + // get datasets + qset_.Alias(qset); + rset_.Alias(rset); + + // get bandwidth + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + + // allocate density storage + densities_.Init(qset.n_cols()); + densities_.SetZero(); + } + + void PrintDebug() { + + FILE *stream = stdout; + const char *fname = NULL; + + if(fx_param_exists(NULL, "naive_kde_output")) { + fname = fx_param_str(NULL, "naive_kde_output", NULL); + stream = fopen(fname, "w+"); + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + fprintf(stream, "%g\n", densities_[q]); + } + + if(stream != stdout) { + fclose(stream); + } + } + + void ComputeMaximumRelativeError(const Vector &density_estimate) { + + double max_rel_err = 0; + for(index_t q = 0; q < densities_.length(); q++) { + double rel_err = fabs(density_estimate[q] - densities_[q]) / + densities_[q]; + + if(rel_err > max_rel_err) { + max_rel_err = rel_err; + } + } + + fx_format_result(NULL, "maxium_relative_error_for_fast_KDE", "%g", + max_rel_err); + } + +}; + + +template +class FastKde { + + public: + + // forward declaration of KdeStat class + class KdeStat; + + // our tree type using the KdeStat + typedef BinarySpaceTree, Matrix, KdeStat > Tree; + + class KdeStat { + public: + + /** lower bound on the densities for the query points owned by this node + */ + double mass_l_; + + /** + * additional offset for the lower bound on the densities for the query + * points owned by this node (for leaf nodes only). + */ + double more_l_; + + /** + * lower bound offset passed from above + */ + double owed_l_; + + /** stores the portion pruned by finite difference + */ + double mass_e_; + + /** upper bound on the densities for the query points owned by this node + */ + double mass_u_; + + /** + * additional offset for the upper bound on the densities for the query + * points owned by this node (for leaf nodes only) + */ + double more_u_; + + /** + * upper bound offset passed from above + */ + double owed_u_; + + /** extra error that can be used for the query points in this node */ + double mass_t_; + + /** + * Far field expansion created by the reference points in this node. + */ + typename TKernelAux::TFarFieldExpansion farfield_expansion_; + + /** + * Local expansion stored in this node. + */ + typename TKernelAux::TLocalExpansion local_expansion_; + + /** Initialize the statistics */ + void Init() { + mass_l_ = 0; + more_l_ = 0; + owed_l_ = 0; + mass_e_ = 0; + mass_u_ = 0; + more_u_ = 0; + owed_u_ = 0; + mass_t_ = 0; + } + + void Init(double bandwidth, + typename TKernelAux::TSeriesExpansionAux *sea) { + + farfield_expansion_.Init(bandwidth, sea); + local_expansion_.Init(bandwidth, sea); + } + + void Init(const Matrix& dataset, index_t &start, index_t &count) { + Init(); + } + + void Init(const Matrix& dataset, index_t &start, index_t &count, + const KdeStat& left_stat, + const KdeStat& right_stat) { + Init(); + } + + void Init(double bandwidth, const Vector& center, + typename TKernelAux::TSeriesExpansionAux *sea) { + + farfield_expansion_.Init(bandwidth, center, sea); + local_expansion_.Init(bandwidth, center, sea); + Init(); + } + + void MergeChildBounds(KdeStat &left_stat, KdeStat &right_stat) { + + // steal left and right children's tokens + double min_mass_t = min(left_stat.mass_t_, right_stat.mass_t_); + + // improve lower and upper bound + mass_l_ = max(mass_l_, min(left_stat.mass_l_, right_stat.mass_l_)); + mass_u_ = min(mass_u_, max(left_stat.mass_u_, right_stat.mass_u_)); + mass_t_ += min_mass_t; + left_stat.mass_t_ -= min_mass_t; + right_stat.mass_t_ -= min_mass_t; + } + + void PushDownTokens + (KdeStat &left_stat, KdeStat &right_stat, double *de, + typename TKernelAux::TLocalExpansion *local_expansion, double *dt) { + + if(de != NULL) { + double de_ref = *de; + left_stat.mass_e_ += de_ref; + right_stat.mass_e_ += de_ref; + *de = 0; + } + + if(local_expansion != NULL) { + local_expansion->TranslateToLocal(left_stat.local_expansion_); + local_expansion->TranslateToLocal(right_stat.local_expansion_); + } + if(dt != NULL) { + double dt_ref = *dt; + left_stat.mass_t_ += dt_ref; + right_stat.mass_t_ += dt_ref; + *dt = 0; + } + } + + KdeStat() { } + + ~KdeStat() {} + + }; + + private: + + /** series expansion auxililary object */ + typename TKernelAux::TSeriesExpansionAux sea_; + + /** query dataset */ + Matrix qset_; + + /** query tree */ + Tree *qroot_; + + /** reference dataset */ + Matrix rset_; + + /** reference tree */ + Tree *rroot_; + + /** reference weights */ + Vector rset_weights_; + + /** list of kernels to evaluate */ + TKernel kernel_; + + /** lower bound on the densities */ + Vector densities_l_; + + /** densities computed */ + Vector densities_e_; + + /** upper bound on the densities */ + Vector densities_u_; + + /** accuracy parameter */ + double tau_; + + int num_farfield_to_local_prunes_; + + int num_farfield_prunes_; + + int num_local_prunes_; + + int num_finite_difference_prunes_; + + // preprocessing: scaling the dataset; this has to be moved to the dataset + // module + /* scales each attribute to 0-1 using the min/max values */ + void scale_data_by_minmax() { + + int num_dims = rset_.n_rows(); + DHrectBound<2> qset_bound; + DHrectBound<2> rset_bound; + qset_bound.Init(qset_.n_rows()); + rset_bound.Init(qset_.n_rows()); + + // go through each query/reference point to find out the bounds + for(index_t r = 0; r < rset_.n_cols(); r++) { + Vector ref_vector; + rset_.MakeColumnVector(r, &ref_vector); + rset_bound |= ref_vector; + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + Vector query_vector; + qset_.MakeColumnVector(q, &query_vector); + qset_bound |= query_vector; + } + + for(index_t i = 0; i < num_dims; i++) { + DRange qset_range = qset_bound.get(i); + DRange rset_range = rset_bound.get(i); + double min_coord = min(qset_range.lo, rset_range.lo); + double max_coord = max(qset_range.hi, rset_range.hi); + double width = max_coord - min_coord; + + printf("Dimension %d range: [%g, %g]\n", i, min_coord, max_coord); + + for(index_t j = 0; j < rset_.n_cols(); j++) { + rset_.set(i, j, (rset_.get(i, j) - min_coord) / width); + } + + if(strcmp(fx_param_str(NULL, "query", NULL), + fx_param_str_req(NULL, "data"))) { + for(index_t j = 0; j < qset_.n_cols(); j++) { + qset_.set(i, j, (qset_.get(i, j) - min_coord) / width); + } + } + } + } + + // member functions + void UpdateBounds(Tree *qnode, Tree *rnode, + double *dl, double *de, double *du, double *dt, + int *order_farfield_to_local, int *order_farfield, + int *order_local) { + + // query self statistics + KdeStat &qstat = qnode->stat(); + + // reference node statistics + KdeStat &rstat = rnode->stat(); + + // incorporate into the self + double dl_ref = *dl; + double du_ref = *du; + qstat.mass_l_ += dl_ref; + qstat.mass_u_ += du_ref; + + // incorporate finite difference pruning if available + if(de != NULL) { + qstat.mass_e_ += (*de); + } + + // incorporate token change + if(dt != NULL) { + qstat.mass_t_ += (*dt); + } + + // incorporate series approximation into the self + + // far field to local translation + if(order_farfield_to_local != NULL && *order_farfield_to_local >= 0) { + rstat.farfield_expansion_.TranslateToLocal(qstat.local_expansion_, + *order_farfield_to_local); + } + // far field pruning + else if(order_farfield != NULL && *order_farfield >= 0) { + for(index_t q = qnode->begin(); q < qnode->end(); q++) { + densities_e_[q] += + rstat.farfield_expansion_.EvaluateField(&qset_, q, NULL, + *order_farfield); + } + } + // local accumulation pruning + else if(order_local != NULL && *order_local >= 0) { + qstat.local_expansion_.AccumulateCoeffs(rset_, rset_weights_, + rnode->begin(), rnode->end(), + *order_local); + } + + // for a leaf node, incorporate the lower and upper bound changes into + // its additional offset + if(qnode->is_leaf()) + { + qstat.more_l_ += dl_ref; + qstat.more_u_ += du_ref; + } + + // otherwise, incorporate the bound changes into the owed slots of + // the immediate descendants + else { + qnode->left()->stat().owed_l_ += dl_ref; //transmission of the owed valuesto the children + qnode->left()->stat().owed_u_ += du_ref; + qnode->right()->stat().owed_l_ += dl_ref; + qnode->right()->stat().owed_u_ += du_ref; + } + } + + /** exhaustive base KDE case */ + void FKdeBase(Tree *qnode, Tree *rnode) { + + // compute unnormalized sum + for(index_t q = qnode->begin(); q < qnode->end(); q++) { + + // get query point + const double *q_col = qset_.GetColumnPtr(q); + for(index_t r = rnode->begin(); r < rnode->end(); r++) { + + // get reference point + const double *r_col = rset_.GetColumnPtr(r); + + // pairwise distance and kernel value + double dsqd = la::DistanceSqEuclidean(qset_.n_rows(), q_col, r_col); + double ker_value = kernel_.EvalUnnormOnSq(dsqd); + + densities_l_[q] += ker_value; + densities_e_[q] += ker_value; + densities_u_[q] += ker_value; + } + } + + // tally up the unused error components due to exhaustive computation + qnode->stat().mass_t_ += rnode->count(); + + // get a tighter lower and upper bound by looping over each query point + // in the current query leaf node + double min_l = MAXDOUBLE; + double max_u = -MAXDOUBLE; + for(index_t q = qnode->begin(); q < qnode->end(); q++) { + if(densities_l_[q] < min_l) { + min_l = densities_l_[q]; + } + if(densities_u_[q] > max_u) { + max_u = densities_u_[q]; + } + } + + // subtract the contribution accounted by the exhaustive computation + qnode->stat().more_u_ -= rnode->count(); + + // tighten lower and upper bound + qnode->stat().mass_l_ = min_l + qnode->stat().more_l_; + qnode->stat().mass_u_ = max_u + qnode->stat().more_u_; + } + + /** + * checking for prunability of the query and the reference pair using + * four types of pruning methods + */ + int PrunableEnhanced(Tree *qnode, Tree *rnode, DRange &dsqd_range, + DRange &kernel_value_range, double &dl, double &du, + double &dt, int &order_farfield_to_local, + int &order_farfield, int &order_local) { + + int dim = rset_.n_rows(); + + // actual amount of error incurred per each query/ref pair + double actual_err_farfield_to_local = 0; + double actual_err_farfield = 0; + double actual_err_local = 0; + + // estimated computational cost + int cost_farfield_to_local = MAXINT; + int cost_farfield = MAXINT; + int cost_local = MAXINT; + int cost_exhaustive = (qnode->count()) * (rnode->count()) * dim; + int min_cost = 0; + + // query node and reference node statistics + KdeStat &qstat = qnode->stat(); + KdeStat &rstat = rnode->stat(); + + // expansion objects + typename TKernelAux::TFarFieldExpansion &farfield_expansion = + rstat.farfield_expansion_; + typename TKernelAux::TLocalExpansion &local_expansion = + qstat.local_expansion_; + + // number of reference points + int num_references = rnode->count(); + + // try pruning after bound refinement: + // the new lower bound after incorporating new info + dl = kernel_value_range.lo * num_references; + du = -kernel_value_range.hi * num_references; + + // refine the lower bound using the new lower bound info + double new_mass_l = qstat.mass_l_ + dl; + double allowed_err = tau_ * new_mass_l * + ((double)(num_references + qstat.mass_t_)) / + ((double) rroot_->count() * num_references); + + // get the order of approximations + order_farfield_to_local = + farfield_expansion.OrderForConvertingToLocal + (rnode->bound(), qnode->bound(), dsqd_range.lo, dsqd_range.hi, + allowed_err, &actual_err_farfield_to_local); + order_farfield = + farfield_expansion.OrderForEvaluating(rnode->bound(), qnode->bound(), + dsqd_range.lo, dsqd_range.hi, + allowed_err, &actual_err_farfield); + order_local = + local_expansion.OrderForEvaluating(rnode->bound(), qnode->bound(), + dsqd_range.lo, dsqd_range.hi, + allowed_err, &actual_err_local); + + // update computational cost and compute the minimum + if(order_farfield_to_local >= 0) { + cost_farfield_to_local = (int) pow(order_farfield_to_local + 1, + 2 * dim); + } + if(order_farfield >= 0) { + cost_farfield = (int) pow(order_farfield + 1, dim) * (qnode->count()); + } + if(order_local >= 0) { + cost_local = (int) pow(order_local + 1, dim) * (rnode->count()); + } + + min_cost = min(cost_farfield_to_local, + min(cost_farfield, min(cost_local, cost_exhaustive))); + + if(cost_farfield_to_local == min_cost) { + dt = num_references * + (1.0 - (rroot_->count()) * actual_err_farfield_to_local / + (new_mass_l * tau_)); + order_farfield = order_local = -1; + num_farfield_to_local_prunes_++; + return 1; + } + + if(cost_farfield == min_cost) { + dt = num_references * + (1.0 - (rroot_->count()) * actual_err_farfield / (new_mass_l * tau_)); + order_farfield_to_local = order_local = -1; + num_farfield_prunes_++; + return 1; + } + + if(cost_local == min_cost) { + dt = num_references * + (1.0 - (rroot_->count()) * actual_err_local / (new_mass_l * tau_)); + order_farfield_to_local = order_farfield = -1; + num_local_prunes_++; + return 1; + } + + order_farfield_to_local = order_farfield = order_local = -1; + dl = du = dt = 0; + return 0; + } + + /** checking for prunability of the query and the reference pair */ + int Prunable(Tree *qnode, Tree *rnode, DRange &dsqd_range, + DRange &kernel_value_range, double &dl, double &de, + double &du, double &dt) { + + // query node stat + KdeStat &stat = qnode->stat(); + + // number of reference points + int num_references = rnode->count(); + + // try pruning after bound refinement: first compute distance/kernel + // value bounds + dsqd_range.lo = qnode->bound().MinDistanceSq(rnode->bound()); + dsqd_range.hi = qnode->bound().MaxDistanceSq(rnode->bound()); + kernel_value_range = kernel_.RangeUnnormOnSq(dsqd_range); + + // the new lower bound after incorporating new info + dl = kernel_value_range.lo * num_references; + de = 0.5 * num_references * + (kernel_value_range.lo + kernel_value_range.hi); + du = -kernel_value_range.hi * num_references; + + // refine the lower bound using the new lower bound info + double new_mass_l = stat.mass_l_ + dl; + double allowed_err = tau_ * new_mass_l * + ((double)(num_references + stat.mass_t_)) / ((double) rroot_->count()); + + // this is error per each query/reference pair for a fixed query + double m = 0.5 * (kernel_value_range.hi - kernel_value_range.lo); + + // this is total error for each query point + double error = m * num_references; + + // check pruning condition + if(error <= allowed_err) { + dt = num_references * + (1.0 - (rroot_->count()) * m / (new_mass_l * tau_)); + num_finite_difference_prunes_++; + return 1; + } + else { + dl = de = du = dt = 0; + return 0; + } + } + + /** determine which of the node to expand first */ + void BestNodePartners(Tree *nd, Tree *nd1, Tree *nd2, Tree **partner1, + Tree **partner2) { + + double d1 = nd->bound().MinDistanceSq(nd1->bound()); + double d2 = nd->bound().MinDistanceSq(nd2->bound()); + + if(d1 <= d2) { + *partner1 = nd1; + *partner2 = nd2; + } + else { + *partner1 = nd2; + *partner2 = nd1; + } + } + + /** canonical fast KDE case */ + void FKde(Tree *qnode, Tree *rnode) { + + /** temporary variable for storing lower bound change */ + double dl = 0, de = 0, du = 0, dt = 0; + int order_farfield_to_local = -1, order_farfield = -1, order_local = -1; + + // temporary variable for holding distance/kernel value bounds + DRange dsqd_range; + DRange kernel_value_range; + + // query node statistics + KdeStat &stat = qnode->stat(); + + // left child and right child of query node statistics + KdeStat *left_stat = NULL; + KdeStat *right_stat = NULL; + + // process density bound changes sent from the ancestor query nodes, + UpdateBounds(qnode, rnode, &stat.owed_l_, NULL, &stat.owed_u_, NULL, + NULL, NULL, NULL); + + // for non-leaf query node, tighten lower/upper bounds and the + // reclaim tokens unused by the children. + if(!qnode->is_leaf()) { + left_stat = &(qnode->left()->stat()); + right_stat = &(qnode->right()->stat()); + stat.MergeChildBounds(*left_stat, *right_stat); + } + + // try finite difference pruning first + if(Prunable(qnode, rnode, dsqd_range, kernel_value_range, + dl, de, du, dt)) { + UpdateBounds(qnode, rnode, &dl, &de, &du, &dt, NULL, NULL, NULL); + return; + } + + // try series-expansion pruning + else if(PrunableEnhanced(qnode, rnode, dsqd_range, kernel_value_range, + dl, du, dt, order_farfield_to_local, + order_farfield, order_local)) { + + UpdateBounds(qnode, rnode, &dl, NULL, &du, &dt, + &order_farfield_to_local, &order_farfield, + &order_local); + return; + } + + // for leaf query node + if(qnode->is_leaf()) { + + // for leaf pairs, go exhaustive + if(rnode->is_leaf()) { + FKdeBase(qnode, rnode); + return; + } + + // for non-leaf reference, expand reference node + else { + Tree *rnode_first = NULL, *rnode_second = NULL; + BestNodePartners(qnode, rnode->left(), rnode->right(), &rnode_first, + &rnode_second); + FKde(qnode, rnode_first); + FKde(qnode, rnode_second); + return; + } + } + + // for non-leaf query node + else { + + // for a leaf reference node, expand query node + if(rnode->is_leaf()) { + Tree *qnode_first = NULL, *qnode_second = NULL; + + stat.PushDownTokens(*left_stat, *right_stat, NULL, NULL, + &stat.mass_t_); + BestNodePartners(rnode, qnode->left(), qnode->right(), &qnode_first, + &qnode_second); + FKde(qnode_first, rnode); + FKde(qnode_second, rnode); + return; + } + + // for non-leaf reference node, expand both query and reference nodes + else { + Tree *rnode_first = NULL, *rnode_second = NULL; + stat.PushDownTokens(*left_stat, *right_stat, NULL, NULL, + &stat.mass_t_); + + BestNodePartners(qnode->left(), rnode->left(), rnode->right(), + &rnode_first, &rnode_second); + FKde(qnode->left(), rnode_first); + FKde(qnode->left(), rnode_second); + + BestNodePartners(qnode->right(), rnode->left(), rnode->right(), + &rnode_first, &rnode_second); + FKde(qnode->right(), rnode_first); + FKde(qnode->right(), rnode_second); + return; + } + } + } + + /** + * pre-processing step - this wouldn't be necessary if the core + * fastlib supported a Init function for Stat objects that take + * more arguments. + */ + void PreProcess(Tree *node) { + + // initialize the center of expansions and bandwidth for + // series expansion + node->stat().Init(sqrt(kernel_.bandwidth_sq()), &sea_); + node->bound().CalculateMidpoint + (node->stat().farfield_expansion_.get_center()); + node->bound().CalculateMidpoint + (node->stat().local_expansion_.get_center()); + + // initialize lower bound to 0 + node->stat().mass_l_ = 0; + + // set the finite difference approximated amounts to 0 + node->stat().mass_e_ = 0; + + // set the upper bound to the number of reference points + node->stat().mass_u_ = rset_.n_cols(); + + // set the number of tokens to 0 + node->stat().mass_t_ = 0; + + // for non-leaf node, recurse + if(!node->is_leaf()) { + node->stat().owed_l_ = node->stat().owed_u_ = 0; + PreProcess(node->left()); + PreProcess(node->right()); + + // translate multipole moments + node->stat().farfield_expansion_.TranslateFromFarField + (node->left()->stat().farfield_expansion_); + node->stat().farfield_expansion_.TranslateFromFarField + (node->right()->stat().farfield_expansion_); + } + else { + node->stat().more_l_ = node->stat().more_u_ = 0; + + // exhaustively compute multipole moments + node->stat().farfield_expansion_.RefineCoeffs(rset_, rset_weights_, + node->begin(), node->end(), + sea_.get_max_order()); + } + } + + /** post processing step */ + void PostProcess(Tree *qnode) { + + KdeStat &stat = qnode->stat(); + + // for leaf query node + if(qnode->is_leaf()) { + for(index_t q = qnode->begin(); q < qnode->end(); q++) { + densities_e_[q] += + stat.local_expansion_.EvaluateField(&qset_, q, NULL) + + stat.mass_e_; + } + } + else { + + // push down approximations + stat.PushDownTokens(qnode->left()->stat(), qnode->right()->stat(), + &stat.mass_e_, &stat.local_expansion_, NULL); + PostProcess(qnode->left()); + PostProcess(qnode->right()); + } + } + + void NormalizeDensities() { + double norm_const = kernel_.CalcNormConstant(qset_.n_rows()) * + rset_.n_cols(); + for(index_t q = 0; q < qset_.n_cols(); q++) { + densities_l_[q] /= norm_const; + densities_e_[q] /= norm_const; + densities_u_[q] /= norm_const; + } + } + + public: + + // constructor/destructor + FastKde() {} + + ~FastKde() { + + if(qroot_ != rroot_ ) { + delete qroot_; + delete rroot_; + } + else { + delete rroot_; + } + + } + + // getters and setters + + /** get the reference dataset */ + Matrix &get_reference_dataset() { return rset_; } + + /** get the query dataset */ + Matrix &get_query_dataset() { return qset_; } + + /** get the density estimate */ + const Vector &get_density_estimates() { return densities_e_; } + + // interesting functions... + + void Compute(double tau) { + + // set accuracy parameter + tau_ = tau; + + // initialize the lower and upper bound densities + densities_l_.SetZero(); + densities_e_.SetZero(); + densities_u_.SetAll(rset_.n_cols()); + + num_finite_difference_prunes_ = num_farfield_to_local_prunes_ = + num_farfield_prunes_ = num_local_prunes_ = 0; + + printf("\nStarting fast KDE...\n"); + fx_timer_start(NULL, "fast_kde_compute"); + + // preprocessing step for initializing series expansion objects + PreProcess(rroot_); + if(qroot_ != rroot_) { + PreProcess(qroot_); + } + + // call main routine + FKde(qroot_, rroot_); + + // postprocessing step for finalizing the sums + PostProcess(qroot_); + + // normalize densities + NormalizeDensities(); + fx_timer_stop(NULL, "fast_kde_compute"); + printf("\nFast KDE completed...\n"); + printf("Finite difference prunes: %d\n", num_finite_difference_prunes_); + printf("F2L prunes: %d\n", num_farfield_to_local_prunes_); + printf("F prunes: %d\n", num_farfield_prunes_); + printf("L prunes: %d\n", num_local_prunes_); + } + + void Init() { + + Dataset ref_dataset; + + // read in the number of points owned by a leaf + int leaflen = fx_param_int(NULL, "leaflen", 20); + + // read the datasets + const char *rfname = fx_param_str_req(NULL, "data"); + const char *qfname = fx_param_str(NULL, "query", rfname); + + // read reference dataset + ref_dataset.InitFromFile(rfname); + rset_.Own(&(ref_dataset.matrix())); + + // read the reference weights + char *rwfname = NULL; + if(fx_param_exists(NULL, "dwgts")) { + rwfname = (char *)fx_param_str(NULL, "dwgts", NULL); + } + + if(rwfname != NULL) { + Dataset ref_weights; + ref_weights.InitFromFile(rwfname); + rset_weights_.Copy(ref_weights.matrix().GetColumnPtr(0), + ref_weights.matrix().n_rows()); + } + else { + rset_weights_.Init(rset_.n_cols()); + rset_weights_.SetAll(1); + } + + if(!strcmp(qfname, rfname)) { + qset_.Alias(rset_); + } + else { + Dataset query_dataset; + query_dataset.InitFromFile(qfname); + qset_.Own(&(query_dataset.matrix())); + } + + // scale dataset if the user wants to + if(!strcmp(fx_param_str(NULL, "scaling", NULL), "range")) { + scale_data_by_minmax(); + } + + // construct query and reference trees + fx_timer_start(NULL, "tree_d"); + rroot_ = tree::MakeKdTreeMidpoint(rset_, leaflen); + + if(!strcmp(qfname, rfname)) { + qroot_ = rroot_; + } + else { + qroot_ = tree::MakeKdTreeMidpoint(qset_, leaflen); + } + fx_timer_stop(NULL, "tree_d"); + + // initialize the density lists + densities_l_.Init(qset_.n_cols()); + densities_e_.Init(qset_.n_cols()); + densities_u_.Init(qset_.n_cols()); + + // initialize the kernel + kernel_.Init(fx_param_double_req(NULL, "bandwidth")); + + // initialize the series expansion object + if(qset_.n_rows() <= 2) { + sea_.Init(fx_param_int(NULL, "order", 5), qset_.n_rows()); + } + else { + sea_.Init(fx_param_int(NULL, "order", 0), qset_.n_rows()); + } + } + + void PrintDebug() { + + FILE *stream = stdout; + const char *fname = NULL; + + if((fname = fx_param_str(NULL, "fast_kde_output", NULL)) != NULL) { + stream = fopen(fname, "w+"); + } + for(index_t q = 0; q < qset_.n_cols(); q++) { + fprintf(stream, "%g\n", densities_e_[q]); + } + + if(stream != stdout) { + fclose(stream); + } + } + +}; + +#endif diff --git a/fastlib/u/gmravi/regression/kde_test_to_dongryeol.nb b/fastlib/u/gmravi/regression/kde_test_to_dongryeol.nb new file mode 100644 index 0000000000..1ccb529787 --- /dev/null +++ b/fastlib/u/gmravi/regression/kde_test_to_dongryeol.nb @@ -0,0 +1,17881 @@ +(************** Content-type: application/mathematica ************** + CreatedBy='Mathematica 5.0' + + Mathematica-Compatible Notebook + +This notebook can be used with any Mathematica-compatible +application, such as Mathematica, MathReader or Publicon. The data +for the notebook starts with the line containing stars above. + +To get the notebook into a Mathematica-compatible application, do +one of the following: + +* Save the data starting with the line of stars above into a file + with a name ending in .nb, then open the file inside the + application; + +* Copy the data starting with the line of stars above to the + clipboard, then use the Paste menu command inside the application. + +Data for notebooks contains only printable 7-bit ASCII and can be +sent directly in email or through ftp in text mode. Newlines can be +CR, LF or CRLF (Unix, Macintosh or MS-DOS style). + +NOTE: If you modify the data for this notebook not in a Mathematica- +compatible application, you must delete the line below containing +the word CacheID, otherwise Mathematica-compatible applications may +try to use invalid cache data. + +For more information on notebooks and Mathematica-compatible +applications, contact Wolfram Research: + web: http://www.wolfram.com + email: info@wolfram.com + phone: +1-217-398-0700 (U.S.) + +Notebook reader applications are available free of charge from +Wolfram Research. +*******************************************************************) + +(*CacheID: 232*) + + +(*NotebookFileLineBreakTest +NotebookFileLineBreakTest*) +(*NotebookOptionsPosition[ 665666, 17126]*) +(*NotebookOutlinePosition[ 666297, 17148]*) +(* CellTagsIndexPosition[ 666253, 17144]*) +(*WindowFrame->Normal*) + + + +Notebook[{ +Cell["\<\ +To Dongryeol: You need to change the directory names, filenames in \ +order to be able to run this. The section titled \"Checking the LSCV score\" \ +is not polished, feel free to ignore it.\ +\>", "Text"], + +Cell[CellGroupData[{ + +Cell["Names", "Subsubsection"], + +Cell[BoxData[ + \(<< Graphics`Graphics`\)], "Input"], + +Cell[BoxData[ + \(<< Graphics`MultipleListPlot`\)], "Input"], + +Cell[BoxData[ + \(<< Statistics`ContinuousDistributions`\)], "Input"], + +Cell[BoxData[ + \(\(kdedir = \ +"\<~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/\>";\)\)], "Input"], + +Cell[BoxData[ + \(\(newkdedir = "\<~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/\>";\)\ +\)], "Input"], + +Cell[BoxData[ + \(\(oldkdedir = "\<~/Desktop/paps/kde/KDE-7.11.06-distribution/kde/\>";\)\ +\)], "Input"], + +Cell[BoxData[ + \(\(workdir = "\<~/Desktop/paps/kde/data_work/play/\>";\)\)], "Input"], + +Cell[BoxData[{ + \(\(astrodatadir = \ +"\<~/Desktop/paps/kde/data_work/astrodata/data/\>";\)\), \ +"\[IndentingNewLine]", + \(\(astroworkdir = \ +"\<~/Desktop/paps/kde/data_work/astrodata/work/8.24.06-distribution/\>";\)\)}]\ +, "Input"], + +Cell[BoxData[ + \(\(checkdir = \ +"\<~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/\>";\)\)], "Input"], + +Cell[BoxData[ + \( (*\(lscvdir = "\<~/Desktop/paps/kde/data_work/lscv_checks/\>";\)*) \ +\)], "Input"], + +Cell[BoxData[{ + \(Define\ kernels\n\), "\[IndentingNewLine]", + \(\(ClearAll[epan];\)\), "\n", + \(\(epan[x_] = + If[Abs[x] \[GreaterEqual] Sqrt[5], 0, + 3/4 \((1 - 1/5 x^2)\)/Sqrt[5]];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[gauss];\)\), "\n", + \(\(gauss[x_] = + 1/Sqrt[2 Pi] Exp[\(-1\)/2 x^2];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[rect];\)\), "\n", + \(\(rect[x_] = If[Abs[x] < 1, 1/2, 0];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[star];\)\), "\n", + \(star[kernel_, x1_] := + Integrate[kernel[$x] kernel[x1 - $x], {$x, \(-Infinity\), Infinity}] - + 2\ kernel[x1]\n\), "\[IndentingNewLine]", + \(\\!\\(\\*RowBox[{\\(General::"\"\\), \\(\\( : \\) \\(\\\ \ +\\)\\), \*"\"\<\\<\\\"Possible spelling error: new symbol name \ +\\\\\\\"\\\\!\\\\(star\\\\)\\\\\\\" is similar to existing symbol \ +\\\\\\\"\\\\!\\\\(Star\\\\)\\\\\\\". \\\\!\\\\(\\\\*ButtonBox[\\\\\\\"More\ +\[Ellipsis]\\\\\\\", ButtonStyle->\\\\\\\"RefGuideLinkText\\\\\\\", \ +ButtonFrame->None, ButtonData:>\\\\\\\"General::spell1\\\\\\\"]\\\\)\\\"\\>\>\ +\""}]\\)\n\), "\[IndentingNewLine]", + \(gauss2[x_] = + Integrate[ + gauss[$x] gauss[x - $x], {$x, \(-Infinity\), + Infinity}]\n\), "\[IndentingNewLine]", + \(\\!\\(\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(\(ClearAll[gaussstar];\)\), "\n", + \(\(gaussstar[x_] = star[gauss, x];\)\n\), "\[IndentingNewLine]", + \(gaussstar[x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 2\\)\)\\)\)\\)\\\ \\@\\(2 \\/ \[Pi]\\) + \ +\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(star[epan, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)] + \ +\[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \[Infinity]\)\) \\(If[ + Abs[x - $x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + 1 \\/ 5\\\ \\(\((x - $x)\)\\) \\^ + 2)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\\ + If[Abs[$x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - $x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\)\ \ +\[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(star[rect, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] < 1, 1 \\/ 2, + 0] + \[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \ +\[Infinity]\)\) \\(If[Abs[x - $x] < 1, 1 \\/ 2, 0]\\\ + If[Abs[$x] < 1, 1 \\/ 2, + 0]\\)\ \[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(These\ I\ need\ to\ do\ by\ hand ... \n\), "\[IndentingNewLine]", + \(Plot[gauss[x], {x, \(-3\), 3}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.15873 0.0147151 1.47542 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.18254 .00222 -6 -9 ]\n[.18254 .00222 6 0 ]\n[.34127 \ +.00222 -6 -9 ]\n[.34127 .00222 6 0 ]\n[.65873 .00222 -3 -9 ]\n[.65873 .00222 \ +3 0 ]\n[.81746 .00222 -3 -9 ]\n[.81746 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n\ +[.97619 .00222 3 0 ]\n[.4875 .16226 -18 -4.5 ]\n[.4875 .16226 0 4.5 ]\n[.4875 \ +.3098 -18 -4.5 ]\n[.4875 .3098 0 4.5 ]\n[.4875 .45734 -18 -4.5 ]\n[.4875 \ +.45734 0 4.5 ]\n[.4875 .60488 -18 -4.5 ]\n[.4875 .60488 0 4.5 ]\n[ 0 0 0 0 ]\n\ +[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.02381 .01472 m\n\ +.02381 .02097 L\ns\n[(-3)] .02381 .00222 0 1 Mshowa\n.18254 .01472 m\n.18254 \ +.02097 L\ns\n[(-2)] .18254 .00222 0 1 Mshowa\n.34127 .01472 m\n.34127 .02097 \ +L\ns\n[(-1)] .34127 .00222 0 1 Mshowa\n.65873 .01472 m\n.65873 .02097 L\ns\n\ +[(1)] .65873 .00222 0 1 Mshowa\n.81746 .01472 m\n.81746 .02097 L\ns\n[(2)] \ +.81746 .00222 0 1 Mshowa\n.97619 .01472 m\n.97619 .02097 L\ns\n[(3)] .97619 \ +.00222 0 1 Mshowa\n.125 Mabswid\n.05556 .01472 m\n.05556 .01847 L\ns\n.0873 \ +.01472 m\n.0873 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.15079 \ +.01472 m\n.15079 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.24603 \ +.01472 m\n.24603 .01847 L\ns\n.27778 .01472 m\n.27778 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.37302 .01472 m\n.37302 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.43651 .01472 m\n.43651 .01847 L\ns\n.46825 \ +.01472 m\n.46825 .01847 L\ns\n.53175 .01472 m\n.53175 .01847 L\ns\n.56349 \ +.01472 m\n.56349 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.62698 \ +.01472 m\n.62698 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.72222 \ +.01472 m\n.72222 .01847 L\ns\n.75397 .01472 m\n.75397 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.84921 .01472 m\n.84921 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.9127 .01472 m\n.9127 .01847 L\ns\n.94444 \ +.01472 m\n.94444 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 \ +.16226 m\n.50625 .16226 L\ns\n[(0.1)] .4875 .16226 1 0 Mshowa\n.5 .3098 m\n\ +.50625 .3098 L\ns\n[(0.2)] .4875 .3098 1 0 Mshowa\n.5 .45734 m\n.50625 .45734 \ +L\ns\n[(0.3)] .4875 .45734 1 0 Mshowa\n.5 .60488 m\n.50625 .60488 L\ns\n\ +[(0.4)] .4875 .60488 1 0 Mshowa\n.125 Mabswid\n.5 .04422 m\n.50375 .04422 L\n\ +s\n.5 .07373 m\n.50375 .07373 L\ns\n.5 .10324 m\n.50375 .10324 L\ns\n.5 \ +.13275 m\n.50375 .13275 L\ns\n.5 .19177 m\n.50375 .19177 L\ns\n.5 .22127 m\n\ +.50375 .22127 L\ns\n.5 .25078 m\n.50375 .25078 L\ns\n.5 .28029 m\n.50375 \ +.28029 L\ns\n.5 .33931 m\n.50375 .33931 L\ns\n.5 .36882 m\n.50375 .36882 L\ns\ +\n.5 .39832 m\n.50375 .39832 L\ns\n.5 .42783 m\n.50375 .42783 L\ns\n.5 .48685 \ +m\n.50375 .48685 L\ns\n.5 .51636 m\n.50375 .51636 L\ns\n.5 .54587 m\n.50375 \ +.54587 L\ns\n.5 .57537 m\n.50375 .57537 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .02125 m\n.04262 .02398 L\n.06244 .02789 L\n.08255 .03325 L\n\ +.10458 .04115 L\n.12415 .05039 L\n.14509 .06304 L\n.16496 .07816 L\n.18653 \ +.09846 L\n.22646 .14806 L\n.26733 .21574 L\n.30668 .29508 L\n.34452 .37902 L\n\ +.3848 .46705 L\n.42358 .5389 L\n.44471 .56867 L\n.45443 .57956 L\n.4648 \ +.58903 L\n.47015 .593 L\n.47519 .59617 L\n.48009 .59871 L\n.48461 .60056 L\n\ +.4889 .60188 L\n.49106 .60239 L\n.49344 .60282 L\n.49469 .60299 L\n.49582 \ +.60312 L\n.49714 .60323 L\n.49838 .60329 L\n.49953 .60332 L\n.50059 .60332 L\n\ +.50175 .60329 L\n.50299 .60322 L\n.50413 .60312 L\n.50537 .60298 L\n.50788 \ +.6026 L\n.5102 .60211 L\n.51236 .60154 L\n.51725 .59986 L\n.52246 .59746 L\n\ +.53204 .59145 L\n.54074 .58425 L\n.55993 .56283 L\n.58073 .53192 L\n.62164 \ +.45354 L\n.66105 .36651 L\n.69893 .28309 L\n.73927 .20368 L\n.7781 .14156 L\n\ +.79785 .11593 L\nMistroke\n.81938 .09247 L\n.85914 .06024 L\n.87885 .04882 L\n\ +.89983 .03938 L\n.92129 .0321 L\n.94147 .02702 L\n.95956 .02362 L\n.97619 \ +.02125 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[epan[x], {x, \(-Sqrt[6]\), Sqrt[6]}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.194404 0.0147151 1.75488 [\n[.11119 .00222 -6 -9 ]\n\ +[.11119 .00222 6 0 ]\n[.3056 .00222 -6 -9 ]\n[.3056 .00222 6 0 ]\n[.6944 \ +.00222 -3 -9 ]\n[.6944 .00222 3 0 ]\n[.88881 .00222 -3 -9 ]\n[.88881 .00222 3 \ +0 ]\n[.4875 .10246 -24 -4.5 ]\n[.4875 .10246 0 4.5 ]\n[.4875 .1902 -18 -4.5 ]\ +\n[.4875 .1902 0 4.5 ]\n[.4875 .27795 -24 -4.5 ]\n[.4875 .27795 0 4.5 ]\n\ +[.4875 .36569 -18 -4.5 ]\n[.4875 .36569 0 4.5 ]\n[.4875 .45343 -24 -4.5 ]\n\ +[.4875 .45343 0 4.5 ]\n[.4875 .54118 -18 -4.5 ]\n[.4875 .54118 0 4.5 ]\n[ 0 0 \ +0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.11119 .01472 m\n\ +.11119 .02097 L\ns\n[(-2)] .11119 .00222 0 1 Mshowa\n.3056 .01472 m\n.3056 \ +.02097 L\ns\n[(-1)] .3056 .00222 0 1 Mshowa\n.6944 .01472 m\n.6944 .02097 L\n\ +s\n[(1)] .6944 .00222 0 1 Mshowa\n.88881 .01472 m\n.88881 .02097 L\ns\n[(2)] \ +.88881 .00222 0 1 Mshowa\n.125 Mabswid\n.15007 .01472 m\n.15007 .01847 L\ns\n\ +.18895 .01472 m\n.18895 .01847 L\ns\n.22783 .01472 m\n.22783 .01847 L\ns\n\ +.26672 .01472 m\n.26672 .01847 L\ns\n.34448 .01472 m\n.34448 .01847 L\ns\n\ +.38336 .01472 m\n.38336 .01847 L\ns\n.42224 .01472 m\n.42224 .01847 L\ns\n\ +.46112 .01472 m\n.46112 .01847 L\ns\n.53888 .01472 m\n.53888 .01847 L\ns\n\ +.57776 .01472 m\n.57776 .01847 L\ns\n.61664 .01472 m\n.61664 .01847 L\ns\n\ +.65552 .01472 m\n.65552 .01847 L\ns\n.73328 .01472 m\n.73328 .01847 L\ns\n\ +.77217 .01472 m\n.77217 .01847 L\ns\n.81105 .01472 m\n.81105 .01847 L\ns\n\ +.84993 .01472 m\n.84993 .01847 L\ns\n.07231 .01472 m\n.07231 .01847 L\ns\n\ +.03343 .01472 m\n.03343 .01847 L\ns\n.92769 .01472 m\n.92769 .01847 L\ns\n\ +.96657 .01472 m\n.96657 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n\ +.5 .10246 m\n.50625 .10246 L\ns\n[(0.05)] .4875 .10246 1 0 Mshowa\n.5 .1902 m\ +\n.50625 .1902 L\ns\n[(0.1)] .4875 .1902 1 0 Mshowa\n.5 .27795 m\n.50625 \ +.27795 L\ns\n[(0.15)] .4875 .27795 1 0 Mshowa\n.5 .36569 m\n.50625 .36569 L\n\ +s\n[(0.2)] .4875 .36569 1 0 Mshowa\n.5 .45343 m\n.50625 .45343 L\ns\n[(0.25)] \ +.4875 .45343 1 0 Mshowa\n.5 .54118 m\n.50625 .54118 L\ns\n[(0.3)] .4875 \ +.54118 1 0 Mshowa\n.125 Mabswid\n.5 .03226 m\n.50375 .03226 L\ns\n.5 .04981 m\ +\n.50375 .04981 L\ns\n.5 .06736 m\n.50375 .06736 L\ns\n.5 .08491 m\n.50375 \ +.08491 L\ns\n.5 .12001 m\n.50375 .12001 L\ns\n.5 .13756 m\n.50375 .13756 L\ns\ +\n.5 .15511 m\n.50375 .15511 L\ns\n.5 .17265 m\n.50375 .17265 L\ns\n.5 .20775 \ +m\n.50375 .20775 L\ns\n.5 .2253 m\n.50375 .2253 L\ns\n.5 .24285 m\n.50375 \ +.24285 L\ns\n.5 .2604 m\n.50375 .2604 L\ns\n.5 .2955 m\n.50375 .2955 L\ns\n.5 \ +.31304 m\n.50375 .31304 L\ns\n.5 .33059 m\n.50375 .33059 L\ns\n.5 .34814 m\n\ +.50375 .34814 L\ns\n.5 .38324 m\n.50375 .38324 L\ns\n.5 .40079 m\n.50375 \ +.40079 L\ns\n.5 .41834 m\n.50375 .41834 L\ns\n.5 .43589 m\n.50375 .43589 L\ns\ +\n.5 .47098 m\n.50375 .47098 L\ns\n.5 .48853 m\n.50375 .48853 L\ns\n.5 .50608 \ +m\n.50375 .50608 L\ns\n.5 .52363 m\n.50375 .52363 L\ns\n.5 .55873 m\n.50375 \ +.55873 L\ns\n.5 .57628 m\n.50375 .57628 L\ns\n.5 .59382 m\n.50375 .59382 L\ns\ +\n.5 .61137 m\n.50375 .61137 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 L\ns\n0 0 m\ +\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 Mabswid\n.02381 \ +.01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n.02846 .01472 L\n\ +.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 .01472 L\n.03395 \ +.01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n.03873 .01472 L\n\ +.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 .01472 L\n.04327 \ +.01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n.04652 .01472 L\n\ +.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 .01472 L\n.05061 \ +.01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n.05519 .01472 L\n\ +.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 .01472 L\n.06123 \ +.01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n.06453 .01472 L\n\ +.06529 .01472 L\n.06657 .01814 L\n.06797 .02194 L\n.073 .03538 L\n.08427 \ +.06497 L\n.10458 .11628 L\n.14492 .21059 L\n.18374 .29177 L\n.22502 .36779 L\n\ +Mistroke\n.26478 .43098 L\n.30303 .48247 L\n.34372 .52725 L\n.38291 .56061 L\n\ +.40292 .57396 L\n.42454 .58558 L\n.43471 .59004 L\n.44545 .59405 L\n.4555 \ +.59715 L\n.46466 .59943 L\n.47416 .60124 L\n.47939 .602 L\n.48434 .60255 L\n\ +.48655 .60276 L\n.48891 .60294 L\n.49094 .60306 L\n.49313 .60317 L\n.49435 \ +.60322 L\n.49548 .60326 L\n.49655 .60328 L\n.49767 .6033 L\n.49891 .60332 L\n\ +.50007 .60332 L\n.50133 .60331 L\n.50204 .60331 L\n.50268 .6033 L\n.50388 \ +.60327 L\n.505 .60324 L\n.50755 .60314 L\n.51003 .60301 L\n.51269 .60282 L\n\ +.51751 .60236 L\n.52191 .60182 L\n.53259 .60001 L\n.54272 .59764 L\n.5626 \ +.59111 L\n.58101 .58287 L\n.62025 .55828 L\n.65797 .52559 L\n.69814 .48103 L\n\ +.73679 .42866 L\n.7779 .36276 L\n.81749 .28933 L\n.85557 .20951 L\n.8961 \ +.11461 L\n.91481 .06735 L\n.92467 .04158 L\n.93006 .02722 L\n.9327 .02013 L\n\ +.93385 .01701 L\nMistroke\n.93511 .01472 L\n.9364 .01472 L\n.93763 .01472 L\n\ +.93831 .01472 L\n.93904 .01472 L\n.94034 .01472 L\n.94109 .01472 L\n.94189 \ +.01472 L\n.94266 .01472 L\n.94336 .01472 L\n.94399 .01472 L\n.94469 .01472 L\n\ +.94542 .01472 L\n.9461 .01472 L\n.94741 .01472 L\n.94866 .01472 L\n.94977 \ +.01472 L\n.95099 .01472 L\n.95231 .01472 L\n.95298 .01472 L\n.95371 .01472 L\n\ +.95501 .01472 L\n.95623 .01472 L\n.9574 .01472 L\n.95868 .01472 L\n.95932 \ +.01472 L\n.96001 .01472 L\n.96125 .01472 L\n.96248 .01472 L\n.96365 .01472 L\n\ +.9647 .01472 L\n.96584 .01472 L\n.96709 .01472 L\n.96779 .01472 L\n.96846 \ +.01472 L\n.96915 .01472 L\n.96979 .01472 L\n.97053 .01472 L\n.97123 .01472 L\n\ +.97246 .01472 L\n.9736 .01472 L\n.97486 .01472 L\n.97556 .01472 L\n.97619 \ +.01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[rect[x], {x, \(-2\), 2}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.238095 0.0147151 1.17721 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.2619 .00222 -6 -9 ]\n[.2619 .00222 6 0 ]\n[.7381 \ +.00222 -3 -9 ]\n[.7381 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n[.97619 .00222 3 \ +0 ]\n[.4875 .13244 -18 -4.5 ]\n[.4875 .13244 0 4.5 ]\n[.4875 .25016 -18 -4.5 \ +]\n[.4875 .25016 0 4.5 ]\n[.4875 .36788 -18 -4.5 ]\n[.4875 .36788 0 4.5 ]\n\ +[.4875 .4856 -18 -4.5 ]\n[.4875 .4856 0 4.5 ]\n[.4875 .60332 -18 -4.5 ]\n\ +[.4875 .60332 0 4.5 ]\n[ 0 0 0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of \ +Graphics\n1 setlinecap\n1 setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 \ +setdash\n.02381 .01472 m\n.02381 .02097 L\ns\n[(-2)] .02381 .00222 0 1 Mshowa\ +\n.2619 .01472 m\n.2619 .02097 L\ns\n[(-1)] .2619 .00222 0 1 Mshowa\n.7381 \ +.01472 m\n.7381 .02097 L\ns\n[(1)] .7381 .00222 0 1 Mshowa\n.97619 .01472 m\n\ +.97619 .02097 L\ns\n[(2)] .97619 .00222 0 1 Mshowa\n.125 Mabswid\n.07143 \ +.01472 m\n.07143 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.16667 \ +.01472 m\n.16667 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.35714 .01472 m\n.35714 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.45238 .01472 m\n.45238 .01847 L\ns\n.54762 \ +.01472 m\n.54762 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.64286 \ +.01472 m\n.64286 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.83333 .01472 m\n.83333 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.92857 .01472 m\n.92857 .01847 L\ns\n.25 \ +Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 .13244 m\n.50625 .13244 L\ns\n[(0.1)] \ +.4875 .13244 1 0 Mshowa\n.5 .25016 m\n.50625 .25016 L\ns\n[(0.2)] .4875 \ +.25016 1 0 Mshowa\n.5 .36788 m\n.50625 .36788 L\ns\n[(0.3)] .4875 .36788 1 0 \ +Mshowa\n.5 .4856 m\n.50625 .4856 L\ns\n[(0.4)] .4875 .4856 1 0 Mshowa\n.5 \ +.60332 m\n.50625 .60332 L\ns\n[(0.5)] .4875 .60332 1 0 Mshowa\n.125 Mabswid\n\ +.5 .03826 m\n.50375 .03826 L\ns\n.5 .0618 m\n.50375 .0618 L\ns\n.5 .08535 m\n\ +.50375 .08535 L\ns\n.5 .10889 m\n.50375 .10889 L\ns\n.5 .15598 m\n.50375 \ +.15598 L\ns\n.5 .17952 m\n.50375 .17952 L\ns\n.5 .20307 m\n.50375 .20307 L\ns\ +\n.5 .22661 m\n.50375 .22661 L\ns\n.5 .2737 m\n.50375 .2737 L\ns\n.5 .29724 m\ +\n.50375 .29724 L\ns\n.5 .32079 m\n.50375 .32079 L\ns\n.5 .34433 m\n.50375 \ +.34433 L\ns\n.5 .39142 m\n.50375 .39142 L\ns\n.5 .41497 m\n.50375 .41497 L\ns\ +\n.5 .43851 m\n.50375 .43851 L\ns\n.5 .46205 m\n.50375 .46205 L\ns\n.5 .50914 \ +m\n.50375 .50914 L\ns\n.5 .53269 m\n.50375 .53269 L\ns\n.5 .55623 m\n.50375 \ +.55623 L\ns\n.5 .57977 m\n.50375 .57977 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n\ +.02846 .01472 L\n.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 \ +.01472 L\n.03395 .01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n\ +.03873 .01472 L\n.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 \ +.01472 L\n.04327 .01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n\ +.04652 .01472 L\n.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 \ +.01472 L\n.05061 .01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n\ +.05519 .01472 L\n.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 \ +.01472 L\n.06123 .01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n\ +.06453 .01472 L\n.06529 .01472 L\n.06657 .01472 L\n.06729 .01472 L\n.06797 \ +.01472 L\n.06924 .01472 L\n.0704 .01472 L\n.07103 .01472 L\n.07173 .01472 L\n\ +.073 .01472 L\nMistroke\n.07376 .01472 L\n.07448 .01472 L\n.07513 .01472 L\n\ +.07583 .01472 L\n.0766 .01472 L\n.0774 .01472 L\n.07809 .01472 L\n.07885 \ +.01472 L\n.07956 .01472 L\n.0802 .01472 L\n.08095 .01472 L\n.08166 .01472 L\n\ +.08291 .01472 L\n.08362 .01472 L\n.08427 .01472 L\n.08544 .01472 L\n.08669 \ +.01472 L\n.08787 .01472 L\n.08896 .01472 L\n.09016 .01472 L\n.09148 .01472 L\n\ +.09214 .01472 L\n.09285 .01472 L\n.09413 .01472 L\n.09483 .01472 L\n.09548 \ +.01472 L\n.09619 .01472 L\n.09695 .01472 L\n.09821 .01472 L\n.09893 .01472 L\n\ +.09961 .01472 L\n.10086 .01472 L\n.10201 .01472 L\n.10333 .01472 L\n.10458 \ +.01472 L\n.10572 .01472 L\n.10694 .01472 L\n.1081 .01472 L\n.10916 .01472 L\n\ +.11033 .01472 L\n.11162 .01472 L\n.11227 .01472 L\n.11297 .01472 L\n.11422 \ +.01472 L\n.11491 .01472 L\n.11554 .01472 L\n.11624 .01472 L\n.11698 .01472 L\n\ +.11822 .01472 L\n.11892 .01472 L\nMistroke\n.11958 .01472 L\n.12081 .01472 L\n\ +.12194 .01472 L\n.12323 .01472 L\n.12446 .01472 L\n.12562 .01472 L\n.12668 \ +.01472 L\n.12789 .01472 L\n.12903 .01472 L\n.13009 .01472 L\n.13107 .01472 L\n\ +.13214 .01472 L\n.13327 .01472 L\n.13441 .01472 L\n.13564 .01472 L\n.1368 \ +.01472 L\n.13785 .01472 L\n.13909 .01472 L\n.13979 .01472 L\n.14043 .01472 L\n\ +.14162 .01472 L\n.14288 .01472 L\n.14402 .01472 L\n.14526 .01472 L\n.14656 \ +.01472 L\n.14777 .01472 L\n.14891 .01472 L\n.14994 .01472 L\n.15113 .01472 L\n\ +.15226 .01472 L\n.15348 .01472 L\n.15478 .01472 L\n.15589 .01472 L\n.15711 \ +.01472 L\n.15842 .01472 L\n.15915 .01472 L\n.15982 .01472 L\n.16113 .01472 L\n\ +.16236 .01472 L\n.16352 .01472 L\n.16456 .01472 L\n.16577 .01472 L\n.1669 \ +.01472 L\n.16796 .01472 L\n.16893 .01472 L\n.16999 .01472 L\n.17111 .01472 L\n\ +.17225 .01472 L\n.17347 .01472 L\n.17462 .01472 L\nMistroke\n.17566 .01472 L\n\ +.17689 .01472 L\n.17758 .01472 L\n.17823 .01472 L\n.1794 .01472 L\n.18065 \ +.01472 L\n.18185 .01472 L\n.18316 .01472 L\n.18441 .01472 L\n.18556 .01472 L\n\ +.1867 .01472 L\n.18773 .01472 L\n.18893 .01472 L\n.19005 .01472 L\n.19128 \ +.01472 L\n.19258 .01472 L\n.19369 .01472 L\n.19491 .01472 L\n.19623 .01472 L\n\ +.19696 .01472 L\n.19763 .01472 L\n.19894 .01472 L\n.20017 .01472 L\n.20122 \ +.01472 L\n.20238 .01472 L\n.20359 .01472 L\n.20472 .01472 L\n.20578 .01472 L\n\ +.20675 .01472 L\n.20781 .01472 L\n.20894 .01472 L\n.21008 .01472 L\n.21129 \ +.01472 L\n.21244 .01472 L\n.21349 .01472 L\n.21472 .01472 L\n.21541 .01472 L\n\ +.21605 .01472 L\n.21723 .01472 L\n.21847 .01472 L\n.21968 .01472 L\n.221 \ +.01472 L\n.22224 .01472 L\n.2234 .01472 L\n.22454 .01472 L\n.22558 .01472 L\n\ +.22677 .01472 L\n.2279 .01472 L\n.22914 .01472 L\n.23044 .01472 L\nMistroke\n\ +.23155 .01472 L\n.23277 .01472 L\n.23409 .01472 L\n.23482 .01472 L\n.2355 \ +.01472 L\n.2368 .01472 L\n.23804 .01472 L\n.23909 .01472 L\n.24025 .01472 L\n\ +.24146 .01472 L\n.2426 .01472 L\n.24365 .01472 L\n.24462 .01472 L\n.24569 \ +.01472 L\n.24681 .01472 L\n.24795 .01472 L\n.24917 .01472 L\n.25032 .01472 L\n\ +.25137 .01472 L\n.2526 .01472 L\n.25329 .01472 L\n.25393 .01472 L\n.2551 \ +.01472 L\n.25635 .01472 L\n.25756 .01472 L\n.25888 .01472 L\n.26013 .01472 L\n\ +.26129 .01472 L\n.26233 .60332 L\n.26348 .60332 L\n.2658 .60332 L\n.27595 \ +.60332 L\n.29427 .60332 L\n.33443 .60332 L\n.37307 .60332 L\n.41417 .60332 L\n\ +.45375 .60332 L\n.49181 .60332 L\n.53233 .60332 L\n.57133 .60332 L\n.61278 \ +.60332 L\n.65272 .60332 L\n.69114 .60332 L\n.71059 .60332 L\n.72092 .60332 L\n\ +.72661 .60332 L\n.73202 .60332 L\n.73447 .60332 L\n.73582 .60332 L\n.73709 \ +.60332 L\nMistroke\n.73782 .60332 L\n.7386 .01472 L\n.73931 .01472 L\n.73996 \ +.01472 L\n.74126 .01472 L\n.74191 .01472 L\n.74263 .01472 L\n.7439 .01472 L\n\ +.74505 .01472 L\n.74569 .01472 L\n.74639 .01472 L\n.74765 .01472 L\n.74883 \ +.01472 L\n.75009 .01472 L\n.75116 .01472 L\n.75234 .01472 L\n.75354 .01472 L\n\ +.7548 .01472 L\n.75588 .01472 L\n.75706 .01472 L\n.75834 .01472 L\n.75905 \ +.01472 L\n.7597 .01472 L\n.76097 .01472 L\n.76216 .01472 L\n.76328 .01472 L\n\ +.76446 .01472 L\n.76547 .01472 L\n.76658 .01472 L\n.76778 .01472 L\n.76906 \ +.01472 L\n.77027 .01472 L\n.77137 .01472 L\n.77267 .01472 L\n.77389 .01472 L\n\ +.77498 .01472 L\n.77616 .01472 L\n.77745 .01472 L\n.7781 .01472 L\n.77881 \ +.01472 L\n.78007 .01472 L\n.78125 .01472 L\n.78244 .01472 L\n.78356 .01472 L\n\ +.78457 .01472 L\n.78567 .01472 L\n.78686 .01472 L\n.78813 .01472 L\n.78921 \ +.01472 L\n.7904 .01472 L\nMistroke\n.79106 .01472 L\n.79178 .01472 L\n.79309 \ +.01472 L\n.79437 .01472 L\n.79556 .01472 L\n.79628 .01472 L\n.79697 .01472 L\n\ +.79824 .01472 L\n.79896 .01472 L\n.79962 .01472 L\n.80034 .01472 L\n.80111 \ +.01472 L\n.8023 .01472 L\n.80358 .01472 L\n.80479 .01472 L\n.80589 .01472 L\n\ +.80718 .01472 L\n.80791 .01472 L\n.80859 .01472 L\n.80983 .01472 L\n.81114 \ +.01472 L\n.81228 .01472 L\n.81352 .01472 L\n.81482 .01472 L\n.81602 .01472 L\n\ +.81716 .01472 L\n.81819 .01472 L\n.81938 .01472 L\n.8205 .01472 L\n.82172 \ +.01472 L\n.82302 .01472 L\n.82413 .01472 L\n.82534 .01472 L\n.82665 .01472 L\n\ +.82738 .01472 L\n.82806 .01472 L\n.82936 .01472 L\n.8306 .01472 L\n.83175 \ +.01472 L\n.83279 .01472 L\n.834 .01472 L\n.83513 .01472 L\n.83618 .01472 L\n\ +.83715 .01472 L\n.83821 .01472 L\n.83934 .01472 L\n.84047 .01472 L\n.84169 \ +.01472 L\n.84284 .01472 L\n.84388 .01472 L\nMistroke\n.84511 .01472 L\n.8458 \ +.01472 L\n.84644 .01472 L\n.84762 .01472 L\n.84887 .01472 L\n.85001 .01472 L\n\ +.85126 .01472 L\n.85256 .01472 L\n.85377 .01472 L\n.8549 .01472 L\n.85594 \ +.01472 L\n.85713 .01472 L\n.85825 .01472 L\n.85948 .01472 L\n.86078 .01472 L\n\ +.86189 .01472 L\n.8631 .01472 L\n.86441 .01472 L\n.86515 .01472 L\n.86582 \ +.01472 L\n.86712 .01472 L\n.86836 .01472 L\n.86952 .01472 L\n.87056 .01472 L\n\ +.87177 .01472 L\n.8729 .01472 L\n.87396 .01472 L\n.87493 .01472 L\n.87599 \ +.01472 L\n.87711 .01472 L\n.87825 .01472 L\n.87947 .01472 L\n.88062 .01472 L\n\ +.88166 .01472 L\n.88289 .01472 L\n.88358 .01472 L\n.88422 .01472 L\n.8854 \ +.01472 L\n.88665 .01472 L\n.88785 .01472 L\n.88917 .01472 L\n.89041 .01472 L\n\ +.89156 .01472 L\n.8927 .01472 L\n.89374 .01472 L\n.89493 .01472 L\n.89606 \ +.01472 L\n.89729 .01472 L\n.89859 .01472 L\n.8997 .01472 L\nMistroke\n.90092 \ +.01472 L\n.90223 .01472 L\n.90297 .01472 L\n.90364 .01472 L\n.90494 .01472 L\n\ +.90618 .01472 L\n.90723 .01472 L\n.90839 .01472 L\n.90959 .01472 L\n.91073 \ +.01472 L\n.91179 .01472 L\n.91276 .01472 L\n.91382 .01472 L\n.91494 .01472 L\n\ +.91608 .01472 L\n.9173 .01472 L\n.91845 .01472 L\n.9195 .01472 L\n.92073 \ +.01472 L\n.92142 .01472 L\n.92206 .01472 L\n.92323 .01472 L\n.92448 .01472 L\n\ +.92569 .01472 L\n.92701 .01472 L\n.92825 .01472 L\n.92941 .01472 L\n.93055 \ +.01472 L\n.93159 .01472 L\n.93279 .01472 L\n.93391 .01472 L\n.93515 .01472 L\n\ +.93645 .01472 L\n.93756 .01472 L\n.93878 .01472 L\n.9401 .01472 L\n.94084 \ +.01472 L\n.94151 .01472 L\n.94281 .01472 L\n.94405 .01472 L\n.9451 .01472 L\n\ +.94626 .01472 L\n.94747 .01472 L\n.94861 .01472 L\n.94967 .01472 L\n.95064 \ +.01472 L\n.9517 .01472 L\n.95282 .01472 L\n.95397 .01472 L\n.95519 .01472 L\n\ +Mistroke\n.95634 .01472 L\n.95738 .01472 L\n.95861 .01472 L\n.95931 .01472 L\n\ +.95994 .01472 L\n.96112 .01472 L\n.96236 .01472 L\n.96329 .01472 L\n.96416 \ +.01472 L\n.96495 .01472 L\n.96581 .01472 L\n.96674 .01472 L\n.96773 .01472 L\n\ +.96858 .01472 L\n.96951 .01472 L\n.97037 .01472 L\n.97117 .01472 L\n.97204 \ +.01472 L\n.97295 .01472 L\n.97375 .01472 L\n.9745 .01472 L\n.97532 .01472 L\n\ +.97619 .01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), \ +"\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Check\ the\ normalization\ of\ these\ kernels\n\), \ +"\[IndentingNewLine]", + \(\(Integrate[#, {x, \(-Infinity\), Infinity}] &\) /@ {rect[x], epan[x], + gauss[x]}\n\), "\[IndentingNewLine]", + \({1, 1, 1}\n\), "\[IndentingNewLine]", + \(Star\ kernel\ is\ not\ normalized, + and\ does\ not\ need\ to\ \(\(be\)\(.\)\)\)}], "Input"], + +Cell[BoxData[{ + \(Define\ kernels\n\), "\[IndentingNewLine]", + \(\(ClearAll[epan];\)\), "\n", + \(\(epan[x_] = + If[Abs[x] \[GreaterEqual] Sqrt[5], 0, + 3/4 \((1 - 1/5 x^2)\)/Sqrt[5]];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[gauss];\)\), "\n", + \(\(gauss[x_] = + 1/Sqrt[2 Pi] Exp[\(-1\)/2 x^2];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[rect];\)\), "\n", + \(\(rect[x_] = If[Abs[x] < 1, 1/2, 0];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[star];\)\), "\n", + \(star[kernel_, x1_] := + Integrate[kernel[$x] kernel[x1 - $x], {$x, \(-Infinity\), Infinity}] - + 2\ kernel[x1]\n\), "\[IndentingNewLine]", + \(\\!\\(\\*RowBox[{\\(General::"\"\\), \\(\\( : \\) \\(\\\ \ +\\)\\), \*"\"\<\\<\\\"Possible spelling error: new symbol name \ +\\\\\\\"\\\\!\\\\(star\\\\)\\\\\\\" is similar to existing symbol \ +\\\\\\\"\\\\!\\\\(Star\\\\)\\\\\\\". \\\\!\\\\(\\\\*ButtonBox[\\\\\\\"More\ +\[Ellipsis]\\\\\\\", ButtonStyle->\\\\\\\"RefGuideLinkText\\\\\\\", \ +ButtonFrame->None, ButtonData:>\\\\\\\"General::spell1\\\\\\\"]\\\\)\\\"\\>\>\ +\""}]\\)\n\), "\[IndentingNewLine]", + \(gauss2[x_] = + Integrate[ + gauss[$x] gauss[x - $x], {$x, \(-Infinity\), + Infinity}]\n\), "\[IndentingNewLine]", + \(\\!\\(\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(\(ClearAll[gaussstar];\)\), "\n", + \(\(gaussstar[x_] = star[gauss, x];\)\n\), "\[IndentingNewLine]", + \(gaussstar[x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 2\\)\)\\)\)\\)\\\ \\@\\(2 \\/ \[Pi]\\) + \ +\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(star[epan, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)] + \ +\[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \[Infinity]\)\) \\(If[ + Abs[x - $x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + 1 \\/ 5\\\ \\(\((x - $x)\)\\) \\^ + 2)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\\ + If[Abs[$x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - $x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\)\ \ +\[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(star[rect, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] < 1, 1 \\/ 2, + 0] + \[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \ +\[Infinity]\)\) \\(If[Abs[x - $x] < 1, 1 \\/ 2, 0]\\\ + If[Abs[$x] < 1, 1 \\/ 2, + 0]\\)\ \[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(These\ I\ need\ to\ do\ by\ hand ... \n\), "\[IndentingNewLine]", + \(Plot[gauss[x], {x, \(-3\), 3}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.15873 0.0147151 1.47542 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.18254 .00222 -6 -9 ]\n[.18254 .00222 6 0 ]\n[.34127 \ +.00222 -6 -9 ]\n[.34127 .00222 6 0 ]\n[.65873 .00222 -3 -9 ]\n[.65873 .00222 \ +3 0 ]\n[.81746 .00222 -3 -9 ]\n[.81746 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n\ +[.97619 .00222 3 0 ]\n[.4875 .16226 -18 -4.5 ]\n[.4875 .16226 0 4.5 ]\n[.4875 \ +.3098 -18 -4.5 ]\n[.4875 .3098 0 4.5 ]\n[.4875 .45734 -18 -4.5 ]\n[.4875 \ +.45734 0 4.5 ]\n[.4875 .60488 -18 -4.5 ]\n[.4875 .60488 0 4.5 ]\n[ 0 0 0 0 ]\n\ +[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.02381 .01472 m\n\ +.02381 .02097 L\ns\n[(-3)] .02381 .00222 0 1 Mshowa\n.18254 .01472 m\n.18254 \ +.02097 L\ns\n[(-2)] .18254 .00222 0 1 Mshowa\n.34127 .01472 m\n.34127 .02097 \ +L\ns\n[(-1)] .34127 .00222 0 1 Mshowa\n.65873 .01472 m\n.65873 .02097 L\ns\n\ +[(1)] .65873 .00222 0 1 Mshowa\n.81746 .01472 m\n.81746 .02097 L\ns\n[(2)] \ +.81746 .00222 0 1 Mshowa\n.97619 .01472 m\n.97619 .02097 L\ns\n[(3)] .97619 \ +.00222 0 1 Mshowa\n.125 Mabswid\n.05556 .01472 m\n.05556 .01847 L\ns\n.0873 \ +.01472 m\n.0873 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.15079 \ +.01472 m\n.15079 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.24603 \ +.01472 m\n.24603 .01847 L\ns\n.27778 .01472 m\n.27778 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.37302 .01472 m\n.37302 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.43651 .01472 m\n.43651 .01847 L\ns\n.46825 \ +.01472 m\n.46825 .01847 L\ns\n.53175 .01472 m\n.53175 .01847 L\ns\n.56349 \ +.01472 m\n.56349 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.62698 \ +.01472 m\n.62698 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.72222 \ +.01472 m\n.72222 .01847 L\ns\n.75397 .01472 m\n.75397 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.84921 .01472 m\n.84921 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.9127 .01472 m\n.9127 .01847 L\ns\n.94444 \ +.01472 m\n.94444 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 \ +.16226 m\n.50625 .16226 L\ns\n[(0.1)] .4875 .16226 1 0 Mshowa\n.5 .3098 m\n\ +.50625 .3098 L\ns\n[(0.2)] .4875 .3098 1 0 Mshowa\n.5 .45734 m\n.50625 .45734 \ +L\ns\n[(0.3)] .4875 .45734 1 0 Mshowa\n.5 .60488 m\n.50625 .60488 L\ns\n\ +[(0.4)] .4875 .60488 1 0 Mshowa\n.125 Mabswid\n.5 .04422 m\n.50375 .04422 L\n\ +s\n.5 .07373 m\n.50375 .07373 L\ns\n.5 .10324 m\n.50375 .10324 L\ns\n.5 \ +.13275 m\n.50375 .13275 L\ns\n.5 .19177 m\n.50375 .19177 L\ns\n.5 .22127 m\n\ +.50375 .22127 L\ns\n.5 .25078 m\n.50375 .25078 L\ns\n.5 .28029 m\n.50375 \ +.28029 L\ns\n.5 .33931 m\n.50375 .33931 L\ns\n.5 .36882 m\n.50375 .36882 L\ns\ +\n.5 .39832 m\n.50375 .39832 L\ns\n.5 .42783 m\n.50375 .42783 L\ns\n.5 .48685 \ +m\n.50375 .48685 L\ns\n.5 .51636 m\n.50375 .51636 L\ns\n.5 .54587 m\n.50375 \ +.54587 L\ns\n.5 .57537 m\n.50375 .57537 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .02125 m\n.04262 .02398 L\n.06244 .02789 L\n.08255 .03325 L\n\ +.10458 .04115 L\n.12415 .05039 L\n.14509 .06304 L\n.16496 .07816 L\n.18653 \ +.09846 L\n.22646 .14806 L\n.26733 .21574 L\n.30668 .29508 L\n.34452 .37902 L\n\ +.3848 .46705 L\n.42358 .5389 L\n.44471 .56867 L\n.45443 .57956 L\n.4648 \ +.58903 L\n.47015 .593 L\n.47519 .59617 L\n.48009 .59871 L\n.48461 .60056 L\n\ +.4889 .60188 L\n.49106 .60239 L\n.49344 .60282 L\n.49469 .60299 L\n.49582 \ +.60312 L\n.49714 .60323 L\n.49838 .60329 L\n.49953 .60332 L\n.50059 .60332 L\n\ +.50175 .60329 L\n.50299 .60322 L\n.50413 .60312 L\n.50537 .60298 L\n.50788 \ +.6026 L\n.5102 .60211 L\n.51236 .60154 L\n.51725 .59986 L\n.52246 .59746 L\n\ +.53204 .59145 L\n.54074 .58425 L\n.55993 .56283 L\n.58073 .53192 L\n.62164 \ +.45354 L\n.66105 .36651 L\n.69893 .28309 L\n.73927 .20368 L\n.7781 .14156 L\n\ +.79785 .11593 L\nMistroke\n.81938 .09247 L\n.85914 .06024 L\n.87885 .04882 L\n\ +.89983 .03938 L\n.92129 .0321 L\n.94147 .02702 L\n.95956 .02362 L\n.97619 \ +.02125 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[epan[x], {x, \(-Sqrt[6]\), Sqrt[6]}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.194404 0.0147151 1.75488 [\n[.11119 .00222 -6 -9 ]\n\ +[.11119 .00222 6 0 ]\n[.3056 .00222 -6 -9 ]\n[.3056 .00222 6 0 ]\n[.6944 \ +.00222 -3 -9 ]\n[.6944 .00222 3 0 ]\n[.88881 .00222 -3 -9 ]\n[.88881 .00222 3 \ +0 ]\n[.4875 .10246 -24 -4.5 ]\n[.4875 .10246 0 4.5 ]\n[.4875 .1902 -18 -4.5 ]\ +\n[.4875 .1902 0 4.5 ]\n[.4875 .27795 -24 -4.5 ]\n[.4875 .27795 0 4.5 ]\n\ +[.4875 .36569 -18 -4.5 ]\n[.4875 .36569 0 4.5 ]\n[.4875 .45343 -24 -4.5 ]\n\ +[.4875 .45343 0 4.5 ]\n[.4875 .54118 -18 -4.5 ]\n[.4875 .54118 0 4.5 ]\n[ 0 0 \ +0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.11119 .01472 m\n\ +.11119 .02097 L\ns\n[(-2)] .11119 .00222 0 1 Mshowa\n.3056 .01472 m\n.3056 \ +.02097 L\ns\n[(-1)] .3056 .00222 0 1 Mshowa\n.6944 .01472 m\n.6944 .02097 L\n\ +s\n[(1)] .6944 .00222 0 1 Mshowa\n.88881 .01472 m\n.88881 .02097 L\ns\n[(2)] \ +.88881 .00222 0 1 Mshowa\n.125 Mabswid\n.15007 .01472 m\n.15007 .01847 L\ns\n\ +.18895 .01472 m\n.18895 .01847 L\ns\n.22783 .01472 m\n.22783 .01847 L\ns\n\ +.26672 .01472 m\n.26672 .01847 L\ns\n.34448 .01472 m\n.34448 .01847 L\ns\n\ +.38336 .01472 m\n.38336 .01847 L\ns\n.42224 .01472 m\n.42224 .01847 L\ns\n\ +.46112 .01472 m\n.46112 .01847 L\ns\n.53888 .01472 m\n.53888 .01847 L\ns\n\ +.57776 .01472 m\n.57776 .01847 L\ns\n.61664 .01472 m\n.61664 .01847 L\ns\n\ +.65552 .01472 m\n.65552 .01847 L\ns\n.73328 .01472 m\n.73328 .01847 L\ns\n\ +.77217 .01472 m\n.77217 .01847 L\ns\n.81105 .01472 m\n.81105 .01847 L\ns\n\ +.84993 .01472 m\n.84993 .01847 L\ns\n.07231 .01472 m\n.07231 .01847 L\ns\n\ +.03343 .01472 m\n.03343 .01847 L\ns\n.92769 .01472 m\n.92769 .01847 L\ns\n\ +.96657 .01472 m\n.96657 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n\ +.5 .10246 m\n.50625 .10246 L\ns\n[(0.05)] .4875 .10246 1 0 Mshowa\n.5 .1902 m\ +\n.50625 .1902 L\ns\n[(0.1)] .4875 .1902 1 0 Mshowa\n.5 .27795 m\n.50625 \ +.27795 L\ns\n[(0.15)] .4875 .27795 1 0 Mshowa\n.5 .36569 m\n.50625 .36569 L\n\ +s\n[(0.2)] .4875 .36569 1 0 Mshowa\n.5 .45343 m\n.50625 .45343 L\ns\n[(0.25)] \ +.4875 .45343 1 0 Mshowa\n.5 .54118 m\n.50625 .54118 L\ns\n[(0.3)] .4875 \ +.54118 1 0 Mshowa\n.125 Mabswid\n.5 .03226 m\n.50375 .03226 L\ns\n.5 .04981 m\ +\n.50375 .04981 L\ns\n.5 .06736 m\n.50375 .06736 L\ns\n.5 .08491 m\n.50375 \ +.08491 L\ns\n.5 .12001 m\n.50375 .12001 L\ns\n.5 .13756 m\n.50375 .13756 L\ns\ +\n.5 .15511 m\n.50375 .15511 L\ns\n.5 .17265 m\n.50375 .17265 L\ns\n.5 .20775 \ +m\n.50375 .20775 L\ns\n.5 .2253 m\n.50375 .2253 L\ns\n.5 .24285 m\n.50375 \ +.24285 L\ns\n.5 .2604 m\n.50375 .2604 L\ns\n.5 .2955 m\n.50375 .2955 L\ns\n.5 \ +.31304 m\n.50375 .31304 L\ns\n.5 .33059 m\n.50375 .33059 L\ns\n.5 .34814 m\n\ +.50375 .34814 L\ns\n.5 .38324 m\n.50375 .38324 L\ns\n.5 .40079 m\n.50375 \ +.40079 L\ns\n.5 .41834 m\n.50375 .41834 L\ns\n.5 .43589 m\n.50375 .43589 L\ns\ +\n.5 .47098 m\n.50375 .47098 L\ns\n.5 .48853 m\n.50375 .48853 L\ns\n.5 .50608 \ +m\n.50375 .50608 L\ns\n.5 .52363 m\n.50375 .52363 L\ns\n.5 .55873 m\n.50375 \ +.55873 L\ns\n.5 .57628 m\n.50375 .57628 L\ns\n.5 .59382 m\n.50375 .59382 L\ns\ +\n.5 .61137 m\n.50375 .61137 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 L\ns\n0 0 m\ +\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 Mabswid\n.02381 \ +.01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n.02846 .01472 L\n\ +.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 .01472 L\n.03395 \ +.01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n.03873 .01472 L\n\ +.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 .01472 L\n.04327 \ +.01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n.04652 .01472 L\n\ +.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 .01472 L\n.05061 \ +.01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n.05519 .01472 L\n\ +.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 .01472 L\n.06123 \ +.01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n.06453 .01472 L\n\ +.06529 .01472 L\n.06657 .01814 L\n.06797 .02194 L\n.073 .03538 L\n.08427 \ +.06497 L\n.10458 .11628 L\n.14492 .21059 L\n.18374 .29177 L\n.22502 .36779 L\n\ +Mistroke\n.26478 .43098 L\n.30303 .48247 L\n.34372 .52725 L\n.38291 .56061 L\n\ +.40292 .57396 L\n.42454 .58558 L\n.43471 .59004 L\n.44545 .59405 L\n.4555 \ +.59715 L\n.46466 .59943 L\n.47416 .60124 L\n.47939 .602 L\n.48434 .60255 L\n\ +.48655 .60276 L\n.48891 .60294 L\n.49094 .60306 L\n.49313 .60317 L\n.49435 \ +.60322 L\n.49548 .60326 L\n.49655 .60328 L\n.49767 .6033 L\n.49891 .60332 L\n\ +.50007 .60332 L\n.50133 .60331 L\n.50204 .60331 L\n.50268 .6033 L\n.50388 \ +.60327 L\n.505 .60324 L\n.50755 .60314 L\n.51003 .60301 L\n.51269 .60282 L\n\ +.51751 .60236 L\n.52191 .60182 L\n.53259 .60001 L\n.54272 .59764 L\n.5626 \ +.59111 L\n.58101 .58287 L\n.62025 .55828 L\n.65797 .52559 L\n.69814 .48103 L\n\ +.73679 .42866 L\n.7779 .36276 L\n.81749 .28933 L\n.85557 .20951 L\n.8961 \ +.11461 L\n.91481 .06735 L\n.92467 .04158 L\n.93006 .02722 L\n.9327 .02013 L\n\ +.93385 .01701 L\nMistroke\n.93511 .01472 L\n.9364 .01472 L\n.93763 .01472 L\n\ +.93831 .01472 L\n.93904 .01472 L\n.94034 .01472 L\n.94109 .01472 L\n.94189 \ +.01472 L\n.94266 .01472 L\n.94336 .01472 L\n.94399 .01472 L\n.94469 .01472 L\n\ +.94542 .01472 L\n.9461 .01472 L\n.94741 .01472 L\n.94866 .01472 L\n.94977 \ +.01472 L\n.95099 .01472 L\n.95231 .01472 L\n.95298 .01472 L\n.95371 .01472 L\n\ +.95501 .01472 L\n.95623 .01472 L\n.9574 .01472 L\n.95868 .01472 L\n.95932 \ +.01472 L\n.96001 .01472 L\n.96125 .01472 L\n.96248 .01472 L\n.96365 .01472 L\n\ +.9647 .01472 L\n.96584 .01472 L\n.96709 .01472 L\n.96779 .01472 L\n.96846 \ +.01472 L\n.96915 .01472 L\n.96979 .01472 L\n.97053 .01472 L\n.97123 .01472 L\n\ +.97246 .01472 L\n.9736 .01472 L\n.97486 .01472 L\n.97556 .01472 L\n.97619 \ +.01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[rect[x], {x, \(-2\), 2}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.238095 0.0147151 1.17721 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.2619 .00222 -6 -9 ]\n[.2619 .00222 6 0 ]\n[.7381 \ +.00222 -3 -9 ]\n[.7381 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n[.97619 .00222 3 \ +0 ]\n[.4875 .13244 -18 -4.5 ]\n[.4875 .13244 0 4.5 ]\n[.4875 .25016 -18 -4.5 \ +]\n[.4875 .25016 0 4.5 ]\n[.4875 .36788 -18 -4.5 ]\n[.4875 .36788 0 4.5 ]\n\ +[.4875 .4856 -18 -4.5 ]\n[.4875 .4856 0 4.5 ]\n[.4875 .60332 -18 -4.5 ]\n\ +[.4875 .60332 0 4.5 ]\n[ 0 0 0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of \ +Graphics\n1 setlinecap\n1 setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 \ +setdash\n.02381 .01472 m\n.02381 .02097 L\ns\n[(-2)] .02381 .00222 0 1 Mshowa\ +\n.2619 .01472 m\n.2619 .02097 L\ns\n[(-1)] .2619 .00222 0 1 Mshowa\n.7381 \ +.01472 m\n.7381 .02097 L\ns\n[(1)] .7381 .00222 0 1 Mshowa\n.97619 .01472 m\n\ +.97619 .02097 L\ns\n[(2)] .97619 .00222 0 1 Mshowa\n.125 Mabswid\n.07143 \ +.01472 m\n.07143 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.16667 \ +.01472 m\n.16667 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.35714 .01472 m\n.35714 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.45238 .01472 m\n.45238 .01847 L\ns\n.54762 \ +.01472 m\n.54762 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.64286 \ +.01472 m\n.64286 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.83333 .01472 m\n.83333 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.92857 .01472 m\n.92857 .01847 L\ns\n.25 \ +Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 .13244 m\n.50625 .13244 L\ns\n[(0.1)] \ +.4875 .13244 1 0 Mshowa\n.5 .25016 m\n.50625 .25016 L\ns\n[(0.2)] .4875 \ +.25016 1 0 Mshowa\n.5 .36788 m\n.50625 .36788 L\ns\n[(0.3)] .4875 .36788 1 0 \ +Mshowa\n.5 .4856 m\n.50625 .4856 L\ns\n[(0.4)] .4875 .4856 1 0 Mshowa\n.5 \ +.60332 m\n.50625 .60332 L\ns\n[(0.5)] .4875 .60332 1 0 Mshowa\n.125 Mabswid\n\ +.5 .03826 m\n.50375 .03826 L\ns\n.5 .0618 m\n.50375 .0618 L\ns\n.5 .08535 m\n\ +.50375 .08535 L\ns\n.5 .10889 m\n.50375 .10889 L\ns\n.5 .15598 m\n.50375 \ +.15598 L\ns\n.5 .17952 m\n.50375 .17952 L\ns\n.5 .20307 m\n.50375 .20307 L\ns\ +\n.5 .22661 m\n.50375 .22661 L\ns\n.5 .2737 m\n.50375 .2737 L\ns\n.5 .29724 m\ +\n.50375 .29724 L\ns\n.5 .32079 m\n.50375 .32079 L\ns\n.5 .34433 m\n.50375 \ +.34433 L\ns\n.5 .39142 m\n.50375 .39142 L\ns\n.5 .41497 m\n.50375 .41497 L\ns\ +\n.5 .43851 m\n.50375 .43851 L\ns\n.5 .46205 m\n.50375 .46205 L\ns\n.5 .50914 \ +m\n.50375 .50914 L\ns\n.5 .53269 m\n.50375 .53269 L\ns\n.5 .55623 m\n.50375 \ +.55623 L\ns\n.5 .57977 m\n.50375 .57977 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n\ +.02846 .01472 L\n.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 \ +.01472 L\n.03395 .01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n\ +.03873 .01472 L\n.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 \ +.01472 L\n.04327 .01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n\ +.04652 .01472 L\n.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 \ +.01472 L\n.05061 .01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n\ +.05519 .01472 L\n.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 \ +.01472 L\n.06123 .01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n\ +.06453 .01472 L\n.06529 .01472 L\n.06657 .01472 L\n.06729 .01472 L\n.06797 \ +.01472 L\n.06924 .01472 L\n.0704 .01472 L\n.07103 .01472 L\n.07173 .01472 L\n\ +.073 .01472 L\nMistroke\n.07376 .01472 L\n.07448 .01472 L\n.07513 .01472 L\n\ +.07583 .01472 L\n.0766 .01472 L\n.0774 .01472 L\n.07809 .01472 L\n.07885 \ +.01472 L\n.07956 .01472 L\n.0802 .01472 L\n.08095 .01472 L\n.08166 .01472 L\n\ +.08291 .01472 L\n.08362 .01472 L\n.08427 .01472 L\n.08544 .01472 L\n.08669 \ +.01472 L\n.08787 .01472 L\n.08896 .01472 L\n.09016 .01472 L\n.09148 .01472 L\n\ +.09214 .01472 L\n.09285 .01472 L\n.09413 .01472 L\n.09483 .01472 L\n.09548 \ +.01472 L\n.09619 .01472 L\n.09695 .01472 L\n.09821 .01472 L\n.09893 .01472 L\n\ +.09961 .01472 L\n.10086 .01472 L\n.10201 .01472 L\n.10333 .01472 L\n.10458 \ +.01472 L\n.10572 .01472 L\n.10694 .01472 L\n.1081 .01472 L\n.10916 .01472 L\n\ +.11033 .01472 L\n.11162 .01472 L\n.11227 .01472 L\n.11297 .01472 L\n.11422 \ +.01472 L\n.11491 .01472 L\n.11554 .01472 L\n.11624 .01472 L\n.11698 .01472 L\n\ +.11822 .01472 L\n.11892 .01472 L\nMistroke\n.11958 .01472 L\n.12081 .01472 L\n\ +.12194 .01472 L\n.12323 .01472 L\n.12446 .01472 L\n.12562 .01472 L\n.12668 \ +.01472 L\n.12789 .01472 L\n.12903 .01472 L\n.13009 .01472 L\n.13107 .01472 L\n\ +.13214 .01472 L\n.13327 .01472 L\n.13441 .01472 L\n.13564 .01472 L\n.1368 \ +.01472 L\n.13785 .01472 L\n.13909 .01472 L\n.13979 .01472 L\n.14043 .01472 L\n\ +.14162 .01472 L\n.14288 .01472 L\n.14402 .01472 L\n.14526 .01472 L\n.14656 \ +.01472 L\n.14777 .01472 L\n.14891 .01472 L\n.14994 .01472 L\n.15113 .01472 L\n\ +.15226 .01472 L\n.15348 .01472 L\n.15478 .01472 L\n.15589 .01472 L\n.15711 \ +.01472 L\n.15842 .01472 L\n.15915 .01472 L\n.15982 .01472 L\n.16113 .01472 L\n\ +.16236 .01472 L\n.16352 .01472 L\n.16456 .01472 L\n.16577 .01472 L\n.1669 \ +.01472 L\n.16796 .01472 L\n.16893 .01472 L\n.16999 .01472 L\n.17111 .01472 L\n\ +.17225 .01472 L\n.17347 .01472 L\n.17462 .01472 L\nMistroke\n.17566 .01472 L\n\ +.17689 .01472 L\n.17758 .01472 L\n.17823 .01472 L\n.1794 .01472 L\n.18065 \ +.01472 L\n.18185 .01472 L\n.18316 .01472 L\n.18441 .01472 L\n.18556 .01472 L\n\ +.1867 .01472 L\n.18773 .01472 L\n.18893 .01472 L\n.19005 .01472 L\n.19128 \ +.01472 L\n.19258 .01472 L\n.19369 .01472 L\n.19491 .01472 L\n.19623 .01472 L\n\ +.19696 .01472 L\n.19763 .01472 L\n.19894 .01472 L\n.20017 .01472 L\n.20122 \ +.01472 L\n.20238 .01472 L\n.20359 .01472 L\n.20472 .01472 L\n.20578 .01472 L\n\ +.20675 .01472 L\n.20781 .01472 L\n.20894 .01472 L\n.21008 .01472 L\n.21129 \ +.01472 L\n.21244 .01472 L\n.21349 .01472 L\n.21472 .01472 L\n.21541 .01472 L\n\ +.21605 .01472 L\n.21723 .01472 L\n.21847 .01472 L\n.21968 .01472 L\n.221 \ +.01472 L\n.22224 .01472 L\n.2234 .01472 L\n.22454 .01472 L\n.22558 .01472 L\n\ +.22677 .01472 L\n.2279 .01472 L\n.22914 .01472 L\n.23044 .01472 L\nMistroke\n\ +.23155 .01472 L\n.23277 .01472 L\n.23409 .01472 L\n.23482 .01472 L\n.2355 \ +.01472 L\n.2368 .01472 L\n.23804 .01472 L\n.23909 .01472 L\n.24025 .01472 L\n\ +.24146 .01472 L\n.2426 .01472 L\n.24365 .01472 L\n.24462 .01472 L\n.24569 \ +.01472 L\n.24681 .01472 L\n.24795 .01472 L\n.24917 .01472 L\n.25032 .01472 L\n\ +.25137 .01472 L\n.2526 .01472 L\n.25329 .01472 L\n.25393 .01472 L\n.2551 \ +.01472 L\n.25635 .01472 L\n.25756 .01472 L\n.25888 .01472 L\n.26013 .01472 L\n\ +.26129 .01472 L\n.26233 .60332 L\n.26348 .60332 L\n.2658 .60332 L\n.27595 \ +.60332 L\n.29427 .60332 L\n.33443 .60332 L\n.37307 .60332 L\n.41417 .60332 L\n\ +.45375 .60332 L\n.49181 .60332 L\n.53233 .60332 L\n.57133 .60332 L\n.61278 \ +.60332 L\n.65272 .60332 L\n.69114 .60332 L\n.71059 .60332 L\n.72092 .60332 L\n\ +.72661 .60332 L\n.73202 .60332 L\n.73447 .60332 L\n.73582 .60332 L\n.73709 \ +.60332 L\nMistroke\n.73782 .60332 L\n.7386 .01472 L\n.73931 .01472 L\n.73996 \ +.01472 L\n.74126 .01472 L\n.74191 .01472 L\n.74263 .01472 L\n.7439 .01472 L\n\ +.74505 .01472 L\n.74569 .01472 L\n.74639 .01472 L\n.74765 .01472 L\n.74883 \ +.01472 L\n.75009 .01472 L\n.75116 .01472 L\n.75234 .01472 L\n.75354 .01472 L\n\ +.7548 .01472 L\n.75588 .01472 L\n.75706 .01472 L\n.75834 .01472 L\n.75905 \ +.01472 L\n.7597 .01472 L\n.76097 .01472 L\n.76216 .01472 L\n.76328 .01472 L\n\ +.76446 .01472 L\n.76547 .01472 L\n.76658 .01472 L\n.76778 .01472 L\n.76906 \ +.01472 L\n.77027 .01472 L\n.77137 .01472 L\n.77267 .01472 L\n.77389 .01472 L\n\ +.77498 .01472 L\n.77616 .01472 L\n.77745 .01472 L\n.7781 .01472 L\n.77881 \ +.01472 L\n.78007 .01472 L\n.78125 .01472 L\n.78244 .01472 L\n.78356 .01472 L\n\ +.78457 .01472 L\n.78567 .01472 L\n.78686 .01472 L\n.78813 .01472 L\n.78921 \ +.01472 L\n.7904 .01472 L\nMistroke\n.79106 .01472 L\n.79178 .01472 L\n.79309 \ +.01472 L\n.79437 .01472 L\n.79556 .01472 L\n.79628 .01472 L\n.79697 .01472 L\n\ +.79824 .01472 L\n.79896 .01472 L\n.79962 .01472 L\n.80034 .01472 L\n.80111 \ +.01472 L\n.8023 .01472 L\n.80358 .01472 L\n.80479 .01472 L\n.80589 .01472 L\n\ +.80718 .01472 L\n.80791 .01472 L\n.80859 .01472 L\n.80983 .01472 L\n.81114 \ +.01472 L\n.81228 .01472 L\n.81352 .01472 L\n.81482 .01472 L\n.81602 .01472 L\n\ +.81716 .01472 L\n.81819 .01472 L\n.81938 .01472 L\n.8205 .01472 L\n.82172 \ +.01472 L\n.82302 .01472 L\n.82413 .01472 L\n.82534 .01472 L\n.82665 .01472 L\n\ +.82738 .01472 L\n.82806 .01472 L\n.82936 .01472 L\n.8306 .01472 L\n.83175 \ +.01472 L\n.83279 .01472 L\n.834 .01472 L\n.83513 .01472 L\n.83618 .01472 L\n\ +.83715 .01472 L\n.83821 .01472 L\n.83934 .01472 L\n.84047 .01472 L\n.84169 \ +.01472 L\n.84284 .01472 L\n.84388 .01472 L\nMistroke\n.84511 .01472 L\n.8458 \ +.01472 L\n.84644 .01472 L\n.84762 .01472 L\n.84887 .01472 L\n.85001 .01472 L\n\ +.85126 .01472 L\n.85256 .01472 L\n.85377 .01472 L\n.8549 .01472 L\n.85594 \ +.01472 L\n.85713 .01472 L\n.85825 .01472 L\n.85948 .01472 L\n.86078 .01472 L\n\ +.86189 .01472 L\n.8631 .01472 L\n.86441 .01472 L\n.86515 .01472 L\n.86582 \ +.01472 L\n.86712 .01472 L\n.86836 .01472 L\n.86952 .01472 L\n.87056 .01472 L\n\ +.87177 .01472 L\n.8729 .01472 L\n.87396 .01472 L\n.87493 .01472 L\n.87599 \ +.01472 L\n.87711 .01472 L\n.87825 .01472 L\n.87947 .01472 L\n.88062 .01472 L\n\ +.88166 .01472 L\n.88289 .01472 L\n.88358 .01472 L\n.88422 .01472 L\n.8854 \ +.01472 L\n.88665 .01472 L\n.88785 .01472 L\n.88917 .01472 L\n.89041 .01472 L\n\ +.89156 .01472 L\n.8927 .01472 L\n.89374 .01472 L\n.89493 .01472 L\n.89606 \ +.01472 L\n.89729 .01472 L\n.89859 .01472 L\n.8997 .01472 L\nMistroke\n.90092 \ +.01472 L\n.90223 .01472 L\n.90297 .01472 L\n.90364 .01472 L\n.90494 .01472 L\n\ +.90618 .01472 L\n.90723 .01472 L\n.90839 .01472 L\n.90959 .01472 L\n.91073 \ +.01472 L\n.91179 .01472 L\n.91276 .01472 L\n.91382 .01472 L\n.91494 .01472 L\n\ +.91608 .01472 L\n.9173 .01472 L\n.91845 .01472 L\n.9195 .01472 L\n.92073 \ +.01472 L\n.92142 .01472 L\n.92206 .01472 L\n.92323 .01472 L\n.92448 .01472 L\n\ +.92569 .01472 L\n.92701 .01472 L\n.92825 .01472 L\n.92941 .01472 L\n.93055 \ +.01472 L\n.93159 .01472 L\n.93279 .01472 L\n.93391 .01472 L\n.93515 .01472 L\n\ +.93645 .01472 L\n.93756 .01472 L\n.93878 .01472 L\n.9401 .01472 L\n.94084 \ +.01472 L\n.94151 .01472 L\n.94281 .01472 L\n.94405 .01472 L\n.9451 .01472 L\n\ +.94626 .01472 L\n.94747 .01472 L\n.94861 .01472 L\n.94967 .01472 L\n.95064 \ +.01472 L\n.9517 .01472 L\n.95282 .01472 L\n.95397 .01472 L\n.95519 .01472 L\n\ +Mistroke\n.95634 .01472 L\n.95738 .01472 L\n.95861 .01472 L\n.95931 .01472 L\n\ +.95994 .01472 L\n.96112 .01472 L\n.96236 .01472 L\n.96329 .01472 L\n.96416 \ +.01472 L\n.96495 .01472 L\n.96581 .01472 L\n.96674 .01472 L\n.96773 .01472 L\n\ +.96858 .01472 L\n.96951 .01472 L\n.97037 .01472 L\n.97117 .01472 L\n.97204 \ +.01472 L\n.97295 .01472 L\n.97375 .01472 L\n.9745 .01472 L\n.97532 .01472 L\n\ +.97619 .01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), \ +"\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Check\ the\ normalization\ of\ these\ kernels\n\), \ +"\[IndentingNewLine]", + \(\(Integrate[#, {x, \(-Infinity\), Infinity}] &\) /@ {rect[x], epan[x], + gauss[x]}\n\), "\[IndentingNewLine]", + \({1, 1, 1}\n\), "\[IndentingNewLine]", + \(Star\ kernel\ is\ not\ normalized, + and\ does\ not\ need\ to\ \(\(be\)\(.\)\)\)}], "Input"], + +Cell[BoxData[{ + \(Define\ kernels\n\), "\[IndentingNewLine]", + \(\(ClearAll[epan];\)\), "\n", + \(\(epan[x_] = + If[Abs[x] \[GreaterEqual] Sqrt[5], 0, + 3/4 \((1 - 1/5 x^2)\)/Sqrt[5]];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[gauss];\)\), "\n", + \(\(gauss[x_] = + 1/Sqrt[2 Pi] Exp[\(-1\)/2 x^2];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[rect];\)\), "\n", + \(\(rect[x_] = If[Abs[x] < 1, 1/2, 0];\)\n\), "\[IndentingNewLine]", + \(\(ClearAll[star];\)\), "\n", + \(star[kernel_, x1_] := + Integrate[kernel[$x] kernel[x1 - $x], {$x, \(-Infinity\), Infinity}] - + 2\ kernel[x1]\n\), "\[IndentingNewLine]", + \(\\!\\(\\*RowBox[{\\(General::"\"\\), \\(\\( : \\) \\(\\\ \ +\\)\\), \*"\"\<\\<\\\"Possible spelling error: new symbol name \ +\\\\\\\"\\\\!\\\\(star\\\\)\\\\\\\" is similar to existing symbol \ +\\\\\\\"\\\\!\\\\(Star\\\\)\\\\\\\". \\\\!\\\\(\\\\*ButtonBox[\\\\\\\"More\ +\[Ellipsis]\\\\\\\", ButtonStyle->\\\\\\\"RefGuideLinkText\\\\\\\", \ +ButtonFrame->None, ButtonData:>\\\\\\\"General::spell1\\\\\\\"]\\\\)\\\"\\>\>\ +\""}]\\)\n\), "\[IndentingNewLine]", + \(gauss2[x_] = + Integrate[ + gauss[$x] gauss[x - $x], {$x, \(-Infinity\), + Infinity}]\n\), "\[IndentingNewLine]", + \(\\!\\(\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(\(ClearAll[gaussstar];\)\), "\n", + \(\(gaussstar[x_] = star[gauss, x];\)\n\), "\[IndentingNewLine]", + \(gaussstar[x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 2\\)\)\\)\)\\)\\\ \\@\\(2 \\/ \[Pi]\\) + \ +\[ExponentialE] \\^ \\(\(-\\(x \\^ 2 \\/ + 4\\)\)\\) \\/ \\(2\\\ \\@\[Pi]\\)\\)\n\), "\ +\[IndentingNewLine]", + \(star[epan, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)] + \ +\[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \[Infinity]\)\) \\(If[ + Abs[x - $x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - + 1 \\/ 5\\\ \\(\((x - $x)\)\\) \\^ + 2)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\\ + If[Abs[$x] \[GreaterEqual] \\@5, + 0, \\(3\\\ \\(\((1 - $x \\^ 2 \\/ + 5)\)\\)\\) \\/ \\(4\\\ \\@5\\)]\\)\ \ +\[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(star[rect, x]\n\), "\[IndentingNewLine]", + \(\\!\\(\\(\(-2\)\\)\\\ + If[Abs[x] < 1, 1 \\/ 2, + 0] + \[Integral]\(\(\\_\)\(\\(\(-\[Infinity]\)\\) \\% \ +\[Infinity]\)\) \\(If[Abs[x - $x] < 1, 1 \\/ 2, 0]\\\ + If[Abs[$x] < 1, 1 \\/ 2, + 0]\\)\ \[DifferentialD]$x\\)\n\), "\[IndentingNewLine]", + \(These\ I\ need\ to\ do\ by\ hand ... \n\), "\[IndentingNewLine]", + \(Plot[gauss[x], {x, \(-3\), 3}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.15873 0.0147151 1.47542 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.18254 .00222 -6 -9 ]\n[.18254 .00222 6 0 ]\n[.34127 \ +.00222 -6 -9 ]\n[.34127 .00222 6 0 ]\n[.65873 .00222 -3 -9 ]\n[.65873 .00222 \ +3 0 ]\n[.81746 .00222 -3 -9 ]\n[.81746 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n\ +[.97619 .00222 3 0 ]\n[.4875 .16226 -18 -4.5 ]\n[.4875 .16226 0 4.5 ]\n[.4875 \ +.3098 -18 -4.5 ]\n[.4875 .3098 0 4.5 ]\n[.4875 .45734 -18 -4.5 ]\n[.4875 \ +.45734 0 4.5 ]\n[.4875 .60488 -18 -4.5 ]\n[.4875 .60488 0 4.5 ]\n[ 0 0 0 0 ]\n\ +[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.02381 .01472 m\n\ +.02381 .02097 L\ns\n[(-3)] .02381 .00222 0 1 Mshowa\n.18254 .01472 m\n.18254 \ +.02097 L\ns\n[(-2)] .18254 .00222 0 1 Mshowa\n.34127 .01472 m\n.34127 .02097 \ +L\ns\n[(-1)] .34127 .00222 0 1 Mshowa\n.65873 .01472 m\n.65873 .02097 L\ns\n\ +[(1)] .65873 .00222 0 1 Mshowa\n.81746 .01472 m\n.81746 .02097 L\ns\n[(2)] \ +.81746 .00222 0 1 Mshowa\n.97619 .01472 m\n.97619 .02097 L\ns\n[(3)] .97619 \ +.00222 0 1 Mshowa\n.125 Mabswid\n.05556 .01472 m\n.05556 .01847 L\ns\n.0873 \ +.01472 m\n.0873 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.15079 \ +.01472 m\n.15079 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.24603 \ +.01472 m\n.24603 .01847 L\ns\n.27778 .01472 m\n.27778 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.37302 .01472 m\n.37302 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.43651 .01472 m\n.43651 .01847 L\ns\n.46825 \ +.01472 m\n.46825 .01847 L\ns\n.53175 .01472 m\n.53175 .01847 L\ns\n.56349 \ +.01472 m\n.56349 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.62698 \ +.01472 m\n.62698 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.72222 \ +.01472 m\n.72222 .01847 L\ns\n.75397 .01472 m\n.75397 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.84921 .01472 m\n.84921 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.9127 .01472 m\n.9127 .01847 L\ns\n.94444 \ +.01472 m\n.94444 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 \ +.16226 m\n.50625 .16226 L\ns\n[(0.1)] .4875 .16226 1 0 Mshowa\n.5 .3098 m\n\ +.50625 .3098 L\ns\n[(0.2)] .4875 .3098 1 0 Mshowa\n.5 .45734 m\n.50625 .45734 \ +L\ns\n[(0.3)] .4875 .45734 1 0 Mshowa\n.5 .60488 m\n.50625 .60488 L\ns\n\ +[(0.4)] .4875 .60488 1 0 Mshowa\n.125 Mabswid\n.5 .04422 m\n.50375 .04422 L\n\ +s\n.5 .07373 m\n.50375 .07373 L\ns\n.5 .10324 m\n.50375 .10324 L\ns\n.5 \ +.13275 m\n.50375 .13275 L\ns\n.5 .19177 m\n.50375 .19177 L\ns\n.5 .22127 m\n\ +.50375 .22127 L\ns\n.5 .25078 m\n.50375 .25078 L\ns\n.5 .28029 m\n.50375 \ +.28029 L\ns\n.5 .33931 m\n.50375 .33931 L\ns\n.5 .36882 m\n.50375 .36882 L\ns\ +\n.5 .39832 m\n.50375 .39832 L\ns\n.5 .42783 m\n.50375 .42783 L\ns\n.5 .48685 \ +m\n.50375 .48685 L\ns\n.5 .51636 m\n.50375 .51636 L\ns\n.5 .54587 m\n.50375 \ +.54587 L\ns\n.5 .57537 m\n.50375 .57537 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .02125 m\n.04262 .02398 L\n.06244 .02789 L\n.08255 .03325 L\n\ +.10458 .04115 L\n.12415 .05039 L\n.14509 .06304 L\n.16496 .07816 L\n.18653 \ +.09846 L\n.22646 .14806 L\n.26733 .21574 L\n.30668 .29508 L\n.34452 .37902 L\n\ +.3848 .46705 L\n.42358 .5389 L\n.44471 .56867 L\n.45443 .57956 L\n.4648 \ +.58903 L\n.47015 .593 L\n.47519 .59617 L\n.48009 .59871 L\n.48461 .60056 L\n\ +.4889 .60188 L\n.49106 .60239 L\n.49344 .60282 L\n.49469 .60299 L\n.49582 \ +.60312 L\n.49714 .60323 L\n.49838 .60329 L\n.49953 .60332 L\n.50059 .60332 L\n\ +.50175 .60329 L\n.50299 .60322 L\n.50413 .60312 L\n.50537 .60298 L\n.50788 \ +.6026 L\n.5102 .60211 L\n.51236 .60154 L\n.51725 .59986 L\n.52246 .59746 L\n\ +.53204 .59145 L\n.54074 .58425 L\n.55993 .56283 L\n.58073 .53192 L\n.62164 \ +.45354 L\n.66105 .36651 L\n.69893 .28309 L\n.73927 .20368 L\n.7781 .14156 L\n\ +.79785 .11593 L\nMistroke\n.81938 .09247 L\n.85914 .06024 L\n.87885 .04882 L\n\ +.89983 .03938 L\n.92129 .0321 L\n.94147 .02702 L\n.95956 .02362 L\n.97619 \ +.02125 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[epan[x], {x, \(-Sqrt[6]\), Sqrt[6]}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.194404 0.0147151 1.75488 [\n[.11119 .00222 -6 -9 ]\n\ +[.11119 .00222 6 0 ]\n[.3056 .00222 -6 -9 ]\n[.3056 .00222 6 0 ]\n[.6944 \ +.00222 -3 -9 ]\n[.6944 .00222 3 0 ]\n[.88881 .00222 -3 -9 ]\n[.88881 .00222 3 \ +0 ]\n[.4875 .10246 -24 -4.5 ]\n[.4875 .10246 0 4.5 ]\n[.4875 .1902 -18 -4.5 ]\ +\n[.4875 .1902 0 4.5 ]\n[.4875 .27795 -24 -4.5 ]\n[.4875 .27795 0 4.5 ]\n\ +[.4875 .36569 -18 -4.5 ]\n[.4875 .36569 0 4.5 ]\n[.4875 .45343 -24 -4.5 ]\n\ +[.4875 .45343 0 4.5 ]\n[.4875 .54118 -18 -4.5 ]\n[.4875 .54118 0 4.5 ]\n[ 0 0 \ +0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of Graphics\n1 setlinecap\n1 \ +setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 setdash\n.11119 .01472 m\n\ +.11119 .02097 L\ns\n[(-2)] .11119 .00222 0 1 Mshowa\n.3056 .01472 m\n.3056 \ +.02097 L\ns\n[(-1)] .3056 .00222 0 1 Mshowa\n.6944 .01472 m\n.6944 .02097 L\n\ +s\n[(1)] .6944 .00222 0 1 Mshowa\n.88881 .01472 m\n.88881 .02097 L\ns\n[(2)] \ +.88881 .00222 0 1 Mshowa\n.125 Mabswid\n.15007 .01472 m\n.15007 .01847 L\ns\n\ +.18895 .01472 m\n.18895 .01847 L\ns\n.22783 .01472 m\n.22783 .01847 L\ns\n\ +.26672 .01472 m\n.26672 .01847 L\ns\n.34448 .01472 m\n.34448 .01847 L\ns\n\ +.38336 .01472 m\n.38336 .01847 L\ns\n.42224 .01472 m\n.42224 .01847 L\ns\n\ +.46112 .01472 m\n.46112 .01847 L\ns\n.53888 .01472 m\n.53888 .01847 L\ns\n\ +.57776 .01472 m\n.57776 .01847 L\ns\n.61664 .01472 m\n.61664 .01847 L\ns\n\ +.65552 .01472 m\n.65552 .01847 L\ns\n.73328 .01472 m\n.73328 .01847 L\ns\n\ +.77217 .01472 m\n.77217 .01847 L\ns\n.81105 .01472 m\n.81105 .01847 L\ns\n\ +.84993 .01472 m\n.84993 .01847 L\ns\n.07231 .01472 m\n.07231 .01847 L\ns\n\ +.03343 .01472 m\n.03343 .01847 L\ns\n.92769 .01472 m\n.92769 .01847 L\ns\n\ +.96657 .01472 m\n.96657 .01847 L\ns\n.25 Mabswid\n0 .01472 m\n1 .01472 L\ns\n\ +.5 .10246 m\n.50625 .10246 L\ns\n[(0.05)] .4875 .10246 1 0 Mshowa\n.5 .1902 m\ +\n.50625 .1902 L\ns\n[(0.1)] .4875 .1902 1 0 Mshowa\n.5 .27795 m\n.50625 \ +.27795 L\ns\n[(0.15)] .4875 .27795 1 0 Mshowa\n.5 .36569 m\n.50625 .36569 L\n\ +s\n[(0.2)] .4875 .36569 1 0 Mshowa\n.5 .45343 m\n.50625 .45343 L\ns\n[(0.25)] \ +.4875 .45343 1 0 Mshowa\n.5 .54118 m\n.50625 .54118 L\ns\n[(0.3)] .4875 \ +.54118 1 0 Mshowa\n.125 Mabswid\n.5 .03226 m\n.50375 .03226 L\ns\n.5 .04981 m\ +\n.50375 .04981 L\ns\n.5 .06736 m\n.50375 .06736 L\ns\n.5 .08491 m\n.50375 \ +.08491 L\ns\n.5 .12001 m\n.50375 .12001 L\ns\n.5 .13756 m\n.50375 .13756 L\ns\ +\n.5 .15511 m\n.50375 .15511 L\ns\n.5 .17265 m\n.50375 .17265 L\ns\n.5 .20775 \ +m\n.50375 .20775 L\ns\n.5 .2253 m\n.50375 .2253 L\ns\n.5 .24285 m\n.50375 \ +.24285 L\ns\n.5 .2604 m\n.50375 .2604 L\ns\n.5 .2955 m\n.50375 .2955 L\ns\n.5 \ +.31304 m\n.50375 .31304 L\ns\n.5 .33059 m\n.50375 .33059 L\ns\n.5 .34814 m\n\ +.50375 .34814 L\ns\n.5 .38324 m\n.50375 .38324 L\ns\n.5 .40079 m\n.50375 \ +.40079 L\ns\n.5 .41834 m\n.50375 .41834 L\ns\n.5 .43589 m\n.50375 .43589 L\ns\ +\n.5 .47098 m\n.50375 .47098 L\ns\n.5 .48853 m\n.50375 .48853 L\ns\n.5 .50608 \ +m\n.50375 .50608 L\ns\n.5 .52363 m\n.50375 .52363 L\ns\n.5 .55873 m\n.50375 \ +.55873 L\ns\n.5 .57628 m\n.50375 .57628 L\ns\n.5 .59382 m\n.50375 .59382 L\ns\ +\n.5 .61137 m\n.50375 .61137 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 L\ns\n0 0 m\ +\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 Mabswid\n.02381 \ +.01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n.02846 .01472 L\n\ +.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 .01472 L\n.03395 \ +.01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n.03873 .01472 L\n\ +.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 .01472 L\n.04327 \ +.01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n.04652 .01472 L\n\ +.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 .01472 L\n.05061 \ +.01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n.05519 .01472 L\n\ +.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 .01472 L\n.06123 \ +.01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n.06453 .01472 L\n\ +.06529 .01472 L\n.06657 .01814 L\n.06797 .02194 L\n.073 .03538 L\n.08427 \ +.06497 L\n.10458 .11628 L\n.14492 .21059 L\n.18374 .29177 L\n.22502 .36779 L\n\ +Mistroke\n.26478 .43098 L\n.30303 .48247 L\n.34372 .52725 L\n.38291 .56061 L\n\ +.40292 .57396 L\n.42454 .58558 L\n.43471 .59004 L\n.44545 .59405 L\n.4555 \ +.59715 L\n.46466 .59943 L\n.47416 .60124 L\n.47939 .602 L\n.48434 .60255 L\n\ +.48655 .60276 L\n.48891 .60294 L\n.49094 .60306 L\n.49313 .60317 L\n.49435 \ +.60322 L\n.49548 .60326 L\n.49655 .60328 L\n.49767 .6033 L\n.49891 .60332 L\n\ +.50007 .60332 L\n.50133 .60331 L\n.50204 .60331 L\n.50268 .6033 L\n.50388 \ +.60327 L\n.505 .60324 L\n.50755 .60314 L\n.51003 .60301 L\n.51269 .60282 L\n\ +.51751 .60236 L\n.52191 .60182 L\n.53259 .60001 L\n.54272 .59764 L\n.5626 \ +.59111 L\n.58101 .58287 L\n.62025 .55828 L\n.65797 .52559 L\n.69814 .48103 L\n\ +.73679 .42866 L\n.7779 .36276 L\n.81749 .28933 L\n.85557 .20951 L\n.8961 \ +.11461 L\n.91481 .06735 L\n.92467 .04158 L\n.93006 .02722 L\n.9327 .02013 L\n\ +.93385 .01701 L\nMistroke\n.93511 .01472 L\n.9364 .01472 L\n.93763 .01472 L\n\ +.93831 .01472 L\n.93904 .01472 L\n.94034 .01472 L\n.94109 .01472 L\n.94189 \ +.01472 L\n.94266 .01472 L\n.94336 .01472 L\n.94399 .01472 L\n.94469 .01472 L\n\ +.94542 .01472 L\n.9461 .01472 L\n.94741 .01472 L\n.94866 .01472 L\n.94977 \ +.01472 L\n.95099 .01472 L\n.95231 .01472 L\n.95298 .01472 L\n.95371 .01472 L\n\ +.95501 .01472 L\n.95623 .01472 L\n.9574 .01472 L\n.95868 .01472 L\n.95932 \ +.01472 L\n.96001 .01472 L\n.96125 .01472 L\n.96248 .01472 L\n.96365 .01472 L\n\ +.9647 .01472 L\n.96584 .01472 L\n.96709 .01472 L\n.96779 .01472 L\n.96846 \ +.01472 L\n.96915 .01472 L\n.96979 .01472 L\n.97053 .01472 L\n.97123 .01472 L\n\ +.97246 .01472 L\n.9736 .01472 L\n.97486 .01472 L\n.97556 .01472 L\n.97619 \ +.01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), "\ +\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Plot[rect[x], {x, \(-2\), 2}]\n\), "\[IndentingNewLine]", + \(GraphicsData["\", \*"\"\<\\<%!\n%%Creator: Mathematica\n\ +%%AspectRatio: .61803 \nMathPictureStart\n/Mabs {\nMgmatrix idtransform\n\ +Mtmatrix dtransform\n} bind def\n/Mabsadd { Mabs\n3 -1 roll add\n3 1 roll add\ +\nexch } bind def\n%% Graphics\n%%IncludeResource: font Courier\n\ +%%IncludeFont: Courier\n/Courier findfont 10 scalefont setfont\n% Scaling \ +calculations\n0.5 0.238095 0.0147151 1.17721 [\n[.02381 .00222 -6 -9 ]\n\ +[.02381 .00222 6 0 ]\n[.2619 .00222 -6 -9 ]\n[.2619 .00222 6 0 ]\n[.7381 \ +.00222 -3 -9 ]\n[.7381 .00222 3 0 ]\n[.97619 .00222 -3 -9 ]\n[.97619 .00222 3 \ +0 ]\n[.4875 .13244 -18 -4.5 ]\n[.4875 .13244 0 4.5 ]\n[.4875 .25016 -18 -4.5 \ +]\n[.4875 .25016 0 4.5 ]\n[.4875 .36788 -18 -4.5 ]\n[.4875 .36788 0 4.5 ]\n\ +[.4875 .4856 -18 -4.5 ]\n[.4875 .4856 0 4.5 ]\n[.4875 .60332 -18 -4.5 ]\n\ +[.4875 .60332 0 4.5 ]\n[ 0 0 0 0 ]\n[ 1 .61803 0 0 ]\n] MathScale\n% Start of \ +Graphics\n1 setlinecap\n1 setlinejoin\nnewpath\n0 g\n.25 Mabswid\n[ ] 0 \ +setdash\n.02381 .01472 m\n.02381 .02097 L\ns\n[(-2)] .02381 .00222 0 1 Mshowa\ +\n.2619 .01472 m\n.2619 .02097 L\ns\n[(-1)] .2619 .00222 0 1 Mshowa\n.7381 \ +.01472 m\n.7381 .02097 L\ns\n[(1)] .7381 .00222 0 1 Mshowa\n.97619 .01472 m\n\ +.97619 .02097 L\ns\n[(2)] .97619 .00222 0 1 Mshowa\n.125 Mabswid\n.07143 \ +.01472 m\n.07143 .01847 L\ns\n.11905 .01472 m\n.11905 .01847 L\ns\n.16667 \ +.01472 m\n.16667 .01847 L\ns\n.21429 .01472 m\n.21429 .01847 L\ns\n.30952 \ +.01472 m\n.30952 .01847 L\ns\n.35714 .01472 m\n.35714 .01847 L\ns\n.40476 \ +.01472 m\n.40476 .01847 L\ns\n.45238 .01472 m\n.45238 .01847 L\ns\n.54762 \ +.01472 m\n.54762 .01847 L\ns\n.59524 .01472 m\n.59524 .01847 L\ns\n.64286 \ +.01472 m\n.64286 .01847 L\ns\n.69048 .01472 m\n.69048 .01847 L\ns\n.78571 \ +.01472 m\n.78571 .01847 L\ns\n.83333 .01472 m\n.83333 .01847 L\ns\n.88095 \ +.01472 m\n.88095 .01847 L\ns\n.92857 .01472 m\n.92857 .01847 L\ns\n.25 \ +Mabswid\n0 .01472 m\n1 .01472 L\ns\n.5 .13244 m\n.50625 .13244 L\ns\n[(0.1)] \ +.4875 .13244 1 0 Mshowa\n.5 .25016 m\n.50625 .25016 L\ns\n[(0.2)] .4875 \ +.25016 1 0 Mshowa\n.5 .36788 m\n.50625 .36788 L\ns\n[(0.3)] .4875 .36788 1 0 \ +Mshowa\n.5 .4856 m\n.50625 .4856 L\ns\n[(0.4)] .4875 .4856 1 0 Mshowa\n.5 \ +.60332 m\n.50625 .60332 L\ns\n[(0.5)] .4875 .60332 1 0 Mshowa\n.125 Mabswid\n\ +.5 .03826 m\n.50375 .03826 L\ns\n.5 .0618 m\n.50375 .0618 L\ns\n.5 .08535 m\n\ +.50375 .08535 L\ns\n.5 .10889 m\n.50375 .10889 L\ns\n.5 .15598 m\n.50375 \ +.15598 L\ns\n.5 .17952 m\n.50375 .17952 L\ns\n.5 .20307 m\n.50375 .20307 L\ns\ +\n.5 .22661 m\n.50375 .22661 L\ns\n.5 .2737 m\n.50375 .2737 L\ns\n.5 .29724 m\ +\n.50375 .29724 L\ns\n.5 .32079 m\n.50375 .32079 L\ns\n.5 .34433 m\n.50375 \ +.34433 L\ns\n.5 .39142 m\n.50375 .39142 L\ns\n.5 .41497 m\n.50375 .41497 L\ns\ +\n.5 .43851 m\n.50375 .43851 L\ns\n.5 .46205 m\n.50375 .46205 L\ns\n.5 .50914 \ +m\n.50375 .50914 L\ns\n.5 .53269 m\n.50375 .53269 L\ns\n.5 .55623 m\n.50375 \ +.55623 L\ns\n.5 .57977 m\n.50375 .57977 L\ns\n.25 Mabswid\n.5 0 m\n.5 .61803 \ +L\ns\n0 0 m\n1 0 L\n1 .61803 L\n0 .61803 L\nclosepath\nclip\nnewpath\n.5 \ +Mabswid\n.02381 .01472 m\n.02499 .01472 L\n.02605 .01472 L\n.02729 .01472 L\n\ +.02846 .01472 L\n.02954 .01472 L\n.03053 .01472 L\n.03163 .01472 L\n.03279 \ +.01472 L\n.03395 .01472 L\n.0352 .01472 L\n.03638 .01472 L\n.03746 .01472 L\n\ +.03873 .01472 L\n.03944 .01472 L\n.04011 .01472 L\n.04132 .01472 L\n.04262 \ +.01472 L\n.04327 .01472 L\n.04396 .01472 L\n.04519 .01472 L\n.04588 .01472 L\n\ +.04652 .01472 L\n.04722 .01472 L\n.04797 .01472 L\n.04862 .01472 L\n.04933 \ +.01472 L\n.05061 .01472 L\n.05186 .01472 L\n.05302 .01472 L\n.05414 .01472 L\n\ +.05519 .01472 L\n.05634 .01472 L\n.05759 .01472 L\n.05882 .01472 L\n.06012 \ +.01472 L\n.06123 .01472 L\n.06244 .01472 L\n.06315 .01472 L\n.06381 .01472 L\n\ +.06453 .01472 L\n.06529 .01472 L\n.06657 .01472 L\n.06729 .01472 L\n.06797 \ +.01472 L\n.06924 .01472 L\n.0704 .01472 L\n.07103 .01472 L\n.07173 .01472 L\n\ +.073 .01472 L\nMistroke\n.07376 .01472 L\n.07448 .01472 L\n.07513 .01472 L\n\ +.07583 .01472 L\n.0766 .01472 L\n.0774 .01472 L\n.07809 .01472 L\n.07885 \ +.01472 L\n.07956 .01472 L\n.0802 .01472 L\n.08095 .01472 L\n.08166 .01472 L\n\ +.08291 .01472 L\n.08362 .01472 L\n.08427 .01472 L\n.08544 .01472 L\n.08669 \ +.01472 L\n.08787 .01472 L\n.08896 .01472 L\n.09016 .01472 L\n.09148 .01472 L\n\ +.09214 .01472 L\n.09285 .01472 L\n.09413 .01472 L\n.09483 .01472 L\n.09548 \ +.01472 L\n.09619 .01472 L\n.09695 .01472 L\n.09821 .01472 L\n.09893 .01472 L\n\ +.09961 .01472 L\n.10086 .01472 L\n.10201 .01472 L\n.10333 .01472 L\n.10458 \ +.01472 L\n.10572 .01472 L\n.10694 .01472 L\n.1081 .01472 L\n.10916 .01472 L\n\ +.11033 .01472 L\n.11162 .01472 L\n.11227 .01472 L\n.11297 .01472 L\n.11422 \ +.01472 L\n.11491 .01472 L\n.11554 .01472 L\n.11624 .01472 L\n.11698 .01472 L\n\ +.11822 .01472 L\n.11892 .01472 L\nMistroke\n.11958 .01472 L\n.12081 .01472 L\n\ +.12194 .01472 L\n.12323 .01472 L\n.12446 .01472 L\n.12562 .01472 L\n.12668 \ +.01472 L\n.12789 .01472 L\n.12903 .01472 L\n.13009 .01472 L\n.13107 .01472 L\n\ +.13214 .01472 L\n.13327 .01472 L\n.13441 .01472 L\n.13564 .01472 L\n.1368 \ +.01472 L\n.13785 .01472 L\n.13909 .01472 L\n.13979 .01472 L\n.14043 .01472 L\n\ +.14162 .01472 L\n.14288 .01472 L\n.14402 .01472 L\n.14526 .01472 L\n.14656 \ +.01472 L\n.14777 .01472 L\n.14891 .01472 L\n.14994 .01472 L\n.15113 .01472 L\n\ +.15226 .01472 L\n.15348 .01472 L\n.15478 .01472 L\n.15589 .01472 L\n.15711 \ +.01472 L\n.15842 .01472 L\n.15915 .01472 L\n.15982 .01472 L\n.16113 .01472 L\n\ +.16236 .01472 L\n.16352 .01472 L\n.16456 .01472 L\n.16577 .01472 L\n.1669 \ +.01472 L\n.16796 .01472 L\n.16893 .01472 L\n.16999 .01472 L\n.17111 .01472 L\n\ +.17225 .01472 L\n.17347 .01472 L\n.17462 .01472 L\nMistroke\n.17566 .01472 L\n\ +.17689 .01472 L\n.17758 .01472 L\n.17823 .01472 L\n.1794 .01472 L\n.18065 \ +.01472 L\n.18185 .01472 L\n.18316 .01472 L\n.18441 .01472 L\n.18556 .01472 L\n\ +.1867 .01472 L\n.18773 .01472 L\n.18893 .01472 L\n.19005 .01472 L\n.19128 \ +.01472 L\n.19258 .01472 L\n.19369 .01472 L\n.19491 .01472 L\n.19623 .01472 L\n\ +.19696 .01472 L\n.19763 .01472 L\n.19894 .01472 L\n.20017 .01472 L\n.20122 \ +.01472 L\n.20238 .01472 L\n.20359 .01472 L\n.20472 .01472 L\n.20578 .01472 L\n\ +.20675 .01472 L\n.20781 .01472 L\n.20894 .01472 L\n.21008 .01472 L\n.21129 \ +.01472 L\n.21244 .01472 L\n.21349 .01472 L\n.21472 .01472 L\n.21541 .01472 L\n\ +.21605 .01472 L\n.21723 .01472 L\n.21847 .01472 L\n.21968 .01472 L\n.221 \ +.01472 L\n.22224 .01472 L\n.2234 .01472 L\n.22454 .01472 L\n.22558 .01472 L\n\ +.22677 .01472 L\n.2279 .01472 L\n.22914 .01472 L\n.23044 .01472 L\nMistroke\n\ +.23155 .01472 L\n.23277 .01472 L\n.23409 .01472 L\n.23482 .01472 L\n.2355 \ +.01472 L\n.2368 .01472 L\n.23804 .01472 L\n.23909 .01472 L\n.24025 .01472 L\n\ +.24146 .01472 L\n.2426 .01472 L\n.24365 .01472 L\n.24462 .01472 L\n.24569 \ +.01472 L\n.24681 .01472 L\n.24795 .01472 L\n.24917 .01472 L\n.25032 .01472 L\n\ +.25137 .01472 L\n.2526 .01472 L\n.25329 .01472 L\n.25393 .01472 L\n.2551 \ +.01472 L\n.25635 .01472 L\n.25756 .01472 L\n.25888 .01472 L\n.26013 .01472 L\n\ +.26129 .01472 L\n.26233 .60332 L\n.26348 .60332 L\n.2658 .60332 L\n.27595 \ +.60332 L\n.29427 .60332 L\n.33443 .60332 L\n.37307 .60332 L\n.41417 .60332 L\n\ +.45375 .60332 L\n.49181 .60332 L\n.53233 .60332 L\n.57133 .60332 L\n.61278 \ +.60332 L\n.65272 .60332 L\n.69114 .60332 L\n.71059 .60332 L\n.72092 .60332 L\n\ +.72661 .60332 L\n.73202 .60332 L\n.73447 .60332 L\n.73582 .60332 L\n.73709 \ +.60332 L\nMistroke\n.73782 .60332 L\n.7386 .01472 L\n.73931 .01472 L\n.73996 \ +.01472 L\n.74126 .01472 L\n.74191 .01472 L\n.74263 .01472 L\n.7439 .01472 L\n\ +.74505 .01472 L\n.74569 .01472 L\n.74639 .01472 L\n.74765 .01472 L\n.74883 \ +.01472 L\n.75009 .01472 L\n.75116 .01472 L\n.75234 .01472 L\n.75354 .01472 L\n\ +.7548 .01472 L\n.75588 .01472 L\n.75706 .01472 L\n.75834 .01472 L\n.75905 \ +.01472 L\n.7597 .01472 L\n.76097 .01472 L\n.76216 .01472 L\n.76328 .01472 L\n\ +.76446 .01472 L\n.76547 .01472 L\n.76658 .01472 L\n.76778 .01472 L\n.76906 \ +.01472 L\n.77027 .01472 L\n.77137 .01472 L\n.77267 .01472 L\n.77389 .01472 L\n\ +.77498 .01472 L\n.77616 .01472 L\n.77745 .01472 L\n.7781 .01472 L\n.77881 \ +.01472 L\n.78007 .01472 L\n.78125 .01472 L\n.78244 .01472 L\n.78356 .01472 L\n\ +.78457 .01472 L\n.78567 .01472 L\n.78686 .01472 L\n.78813 .01472 L\n.78921 \ +.01472 L\n.7904 .01472 L\nMistroke\n.79106 .01472 L\n.79178 .01472 L\n.79309 \ +.01472 L\n.79437 .01472 L\n.79556 .01472 L\n.79628 .01472 L\n.79697 .01472 L\n\ +.79824 .01472 L\n.79896 .01472 L\n.79962 .01472 L\n.80034 .01472 L\n.80111 \ +.01472 L\n.8023 .01472 L\n.80358 .01472 L\n.80479 .01472 L\n.80589 .01472 L\n\ +.80718 .01472 L\n.80791 .01472 L\n.80859 .01472 L\n.80983 .01472 L\n.81114 \ +.01472 L\n.81228 .01472 L\n.81352 .01472 L\n.81482 .01472 L\n.81602 .01472 L\n\ +.81716 .01472 L\n.81819 .01472 L\n.81938 .01472 L\n.8205 .01472 L\n.82172 \ +.01472 L\n.82302 .01472 L\n.82413 .01472 L\n.82534 .01472 L\n.82665 .01472 L\n\ +.82738 .01472 L\n.82806 .01472 L\n.82936 .01472 L\n.8306 .01472 L\n.83175 \ +.01472 L\n.83279 .01472 L\n.834 .01472 L\n.83513 .01472 L\n.83618 .01472 L\n\ +.83715 .01472 L\n.83821 .01472 L\n.83934 .01472 L\n.84047 .01472 L\n.84169 \ +.01472 L\n.84284 .01472 L\n.84388 .01472 L\nMistroke\n.84511 .01472 L\n.8458 \ +.01472 L\n.84644 .01472 L\n.84762 .01472 L\n.84887 .01472 L\n.85001 .01472 L\n\ +.85126 .01472 L\n.85256 .01472 L\n.85377 .01472 L\n.8549 .01472 L\n.85594 \ +.01472 L\n.85713 .01472 L\n.85825 .01472 L\n.85948 .01472 L\n.86078 .01472 L\n\ +.86189 .01472 L\n.8631 .01472 L\n.86441 .01472 L\n.86515 .01472 L\n.86582 \ +.01472 L\n.86712 .01472 L\n.86836 .01472 L\n.86952 .01472 L\n.87056 .01472 L\n\ +.87177 .01472 L\n.8729 .01472 L\n.87396 .01472 L\n.87493 .01472 L\n.87599 \ +.01472 L\n.87711 .01472 L\n.87825 .01472 L\n.87947 .01472 L\n.88062 .01472 L\n\ +.88166 .01472 L\n.88289 .01472 L\n.88358 .01472 L\n.88422 .01472 L\n.8854 \ +.01472 L\n.88665 .01472 L\n.88785 .01472 L\n.88917 .01472 L\n.89041 .01472 L\n\ +.89156 .01472 L\n.8927 .01472 L\n.89374 .01472 L\n.89493 .01472 L\n.89606 \ +.01472 L\n.89729 .01472 L\n.89859 .01472 L\n.8997 .01472 L\nMistroke\n.90092 \ +.01472 L\n.90223 .01472 L\n.90297 .01472 L\n.90364 .01472 L\n.90494 .01472 L\n\ +.90618 .01472 L\n.90723 .01472 L\n.90839 .01472 L\n.90959 .01472 L\n.91073 \ +.01472 L\n.91179 .01472 L\n.91276 .01472 L\n.91382 .01472 L\n.91494 .01472 L\n\ +.91608 .01472 L\n.9173 .01472 L\n.91845 .01472 L\n.9195 .01472 L\n.92073 \ +.01472 L\n.92142 .01472 L\n.92206 .01472 L\n.92323 .01472 L\n.92448 .01472 L\n\ +.92569 .01472 L\n.92701 .01472 L\n.92825 .01472 L\n.92941 .01472 L\n.93055 \ +.01472 L\n.93159 .01472 L\n.93279 .01472 L\n.93391 .01472 L\n.93515 .01472 L\n\ +.93645 .01472 L\n.93756 .01472 L\n.93878 .01472 L\n.9401 .01472 L\n.94084 \ +.01472 L\n.94151 .01472 L\n.94281 .01472 L\n.94405 .01472 L\n.9451 .01472 L\n\ +.94626 .01472 L\n.94747 .01472 L\n.94861 .01472 L\n.94967 .01472 L\n.95064 \ +.01472 L\n.9517 .01472 L\n.95282 .01472 L\n.95397 .01472 L\n.95519 .01472 L\n\ +Mistroke\n.95634 .01472 L\n.95738 .01472 L\n.95861 .01472 L\n.95931 .01472 L\n\ +.95994 .01472 L\n.96112 .01472 L\n.96236 .01472 L\n.96329 .01472 L\n.96416 \ +.01472 L\n.96495 .01472 L\n.96581 .01472 L\n.96674 .01472 L\n.96773 .01472 L\n\ +.96858 .01472 L\n.96951 .01472 L\n.97037 .01472 L\n.97117 .01472 L\n.97204 \ +.01472 L\n.97295 .01472 L\n.97375 .01472 L\n.9745 .01472 L\n.97532 .01472 L\n\ +.97619 .01472 L\nMfstroke\n% End of Graphics\nMathPictureEnd\n\\>\>\""]\n\), \ +"\[IndentingNewLine]", + \(\[SkeletonIndicator]Graphics\[SkeletonIndicator]\n\), "\ +\[IndentingNewLine]", + \(Check\ the\ normalization\ of\ these\ kernels\n\), \ +"\[IndentingNewLine]", + \(\(Integrate[#, {x, \(-Infinity\), Infinity}] &\) /@ {rect[x], epan[x], + gauss[x]}\n\), "\[IndentingNewLine]", + \({1, 1, 1}\n\), "\[IndentingNewLine]", + \(Star\ kernel\ is\ not\ normalized, + and\ does\ not\ need\ to\ \(\(be\)\(.\)\)\)}], "Input"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Define kernels", "Subsubsection"], + +Cell[BoxData[{ + \(\(ClearAll[epan];\)\), "\[IndentingNewLine]", + \(\(epan[x_] = + If[Abs[x] \[GreaterEqual] Sqrt[5], 0, + 3/4 \((1 - 1/5 x^2)\)/Sqrt[5]];\)\)}], "Input"], + +Cell[BoxData[{ + \(\(ClearAll[gauss];\)\), "\[IndentingNewLine]", + \(\(gauss[x_] = 1/Sqrt[2 Pi] Exp[\(-1\)/2 x^2];\)\)}], "Input"], + +Cell[BoxData[{ + \(\(ClearAll[rect];\)\), "\[IndentingNewLine]", + \(\(rect[x_] = If[Abs[x] < 1, 1/2, 0];\)\)}], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(\(ClearAll[star];\)\), "\[IndentingNewLine]", + \(star[kernel_, x1_] := + Integrate[kernel[$x] kernel[x1 - $x], {$x, \(-Infinity\), Infinity}] - + 2\ kernel[x1]\)}], "Input"], + +Cell[BoxData[ + RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \ +error: new symbol name \\\"\\!\\(star\\)\\\" is similar to existing symbol \\\ +\"\\!\\(Star\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \ +ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \ +ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gauss2[x_] = + Integrate[ + gauss[$x] gauss[x - $x], {$x, \(-Infinity\), Infinity}]\)], "Input"], + +Cell[BoxData[ + \(\[ExponentialE]\^\(-\(x\^2\/4\)\)\/\(2\ \@\[Pi]\)\)], "Output"] +}, Open ]], + +Cell[BoxData[{ + \(\(ClearAll[gaussstar];\)\), "\[IndentingNewLine]", + \(\(gaussstar[x_] = star[gauss, x];\)\)}], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussstar[x]\)], "Input"], + +Cell[BoxData[ + \(\(-\[ExponentialE]\^\(-\(x\^2\/2\)\)\)\ \@\(2\/\[Pi]\) + \ +\[ExponentialE]\^\(-\(x\^2\/4\)\)\/\(2\ \@\[Pi]\)\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(star[epan, x]\)], "Input", + Evaluatable->False], + +Cell[BoxData[ + \(\(-2\)\ If[Abs[x] \[GreaterEqual] \@5, + 0, \(3\ \((1 - x\^2\/5)\)\)\/\(4\ \@5\)] + \[Integral]\_\(-\ +\[Infinity]\)\%\[Infinity]\( If[Abs[x - $x] \[GreaterEqual] \@5, + 0, \(3\ \((1 - 1\/5\ \((x - $x)\)\^2)\)\)\/\(4\ \@5\)]\ If[ + Abs[$x] \[GreaterEqual] \@5, + 0, \(3\ \((1 - $x\^2\/5)\)\)\/\(4\ \@5\)]\) \ +\[DifferentialD]$x\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(star[rect, x]\)], "Input", + Evaluatable->False], + +Cell[BoxData[ + \(\(-2\)\ If[Abs[x] < 1, 1\/2, + 0] + \[Integral]\_\(-\[Infinity]\)\%\[Infinity]\( If[ + Abs[x - $x] < 1, 1\/2, 0]\ If[Abs[$x] < 1, 1\/2, + 0]\) \[DifferentialD]$x\)], "Output"] +}, Open ]], + +Cell["These I need to do by hand...", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Plot[gauss[x], {x, \(-3\), 3}]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.5 0.15873 0.0147151 1.47542 [ +[.02381 .00222 -6 -9 ] +[.02381 .00222 6 0 ] +[.18254 .00222 -6 -9 ] +[.18254 .00222 6 0 ] +[.34127 .00222 -6 -9 ] +[.34127 .00222 6 0 ] +[.65873 .00222 -3 -9 ] +[.65873 .00222 3 0 ] +[.81746 .00222 -3 -9 ] +[.81746 .00222 3 0 ] +[.97619 .00222 -3 -9 ] +[.97619 .00222 3 0 ] +[.4875 .16226 -18 -4.5 ] +[.4875 .16226 0 4.5 ] +[.4875 .3098 -18 -4.5 ] +[.4875 .3098 0 4.5 ] +[.4875 .45734 -18 -4.5 ] +[.4875 .45734 0 4.5 ] +[.4875 .60488 -18 -4.5 ] +[.4875 .60488 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.02381 .01472 m +.02381 .02097 L +s +[(-3)] .02381 .00222 0 1 Mshowa +.18254 .01472 m +.18254 .02097 L +s +[(-2)] .18254 .00222 0 1 Mshowa +.34127 .01472 m +.34127 .02097 L +s +[(-1)] .34127 .00222 0 1 Mshowa +.65873 .01472 m +.65873 .02097 L +s +[(1)] .65873 .00222 0 1 Mshowa +.81746 .01472 m +.81746 .02097 L +s +[(2)] .81746 .00222 0 1 Mshowa +.97619 .01472 m +.97619 .02097 L +s +[(3)] .97619 .00222 0 1 Mshowa +.125 Mabswid +.05556 .01472 m +.05556 .01847 L +s +.0873 .01472 m +.0873 .01847 L +s +.11905 .01472 m +.11905 .01847 L +s +.15079 .01472 m +.15079 .01847 L +s +.21429 .01472 m +.21429 .01847 L +s +.24603 .01472 m +.24603 .01847 L +s +.27778 .01472 m +.27778 .01847 L +s +.30952 .01472 m +.30952 .01847 L +s +.37302 .01472 m +.37302 .01847 L +s +.40476 .01472 m +.40476 .01847 L +s +.43651 .01472 m +.43651 .01847 L +s +.46825 .01472 m +.46825 .01847 L +s +.53175 .01472 m +.53175 .01847 L +s +.56349 .01472 m +.56349 .01847 L +s +.59524 .01472 m +.59524 .01847 L +s +.62698 .01472 m +.62698 .01847 L +s +.69048 .01472 m +.69048 .01847 L +s +.72222 .01472 m +.72222 .01847 L +s +.75397 .01472 m +.75397 .01847 L +s +.78571 .01472 m +.78571 .01847 L +s +.84921 .01472 m +.84921 .01847 L +s +.88095 .01472 m +.88095 .01847 L +s +.9127 .01472 m +.9127 .01847 L +s +.94444 .01472 m +.94444 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.5 .16226 m +.50625 .16226 L +s +[(0.1)] .4875 .16226 1 0 Mshowa +.5 .3098 m +.50625 .3098 L +s +[(0.2)] .4875 .3098 1 0 Mshowa +.5 .45734 m +.50625 .45734 L +s +[(0.3)] .4875 .45734 1 0 Mshowa +.5 .60488 m +.50625 .60488 L +s +[(0.4)] .4875 .60488 1 0 Mshowa +.125 Mabswid +.5 .04422 m +.50375 .04422 L +s +.5 .07373 m +.50375 .07373 L +s +.5 .10324 m +.50375 .10324 L +s +.5 .13275 m +.50375 .13275 L +s +.5 .19177 m +.50375 .19177 L +s +.5 .22127 m +.50375 .22127 L +s +.5 .25078 m +.50375 .25078 L +s +.5 .28029 m +.50375 .28029 L +s +.5 .33931 m +.50375 .33931 L +s +.5 .36882 m +.50375 .36882 L +s +.5 .39832 m +.50375 .39832 L +s +.5 .42783 m +.50375 .42783 L +s +.5 .48685 m +.50375 .48685 L +s +.5 .51636 m +.50375 .51636 L +s +.5 .54587 m +.50375 .54587 L +s +.5 .57537 m +.50375 .57537 L +s +.25 Mabswid +.5 0 m +.5 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.5 Mabswid +.02381 .02125 m +.04262 .02398 L +.06244 .02789 L +.08255 .03325 L +.10458 .04115 L +.12415 .05039 L +.14509 .06304 L +.16496 .07816 L +.18653 .09846 L +.22646 .14806 L +.26733 .21574 L +.30668 .29508 L +.34452 .37902 L +.3848 .46705 L +.42358 .5389 L +.44471 .56867 L +.45443 .57956 L +.4648 .58903 L +.47015 .593 L +.47519 .59617 L +.48009 .59871 L +.48461 .60056 L +.4889 .60188 L +.49106 .60239 L +.49344 .60282 L +.49469 .60299 L +.49582 .60312 L +.49714 .60323 L +.49838 .60329 L +.49953 .60332 L +.50059 .60332 L +.50175 .60329 L +.50299 .60322 L +.50413 .60312 L +.50537 .60298 L +.50788 .6026 L +.5102 .60211 L +.51236 .60154 L +.51725 .59986 L +.52246 .59746 L +.53204 .59145 L +.54074 .58425 L +.55993 .56283 L +.58073 .53192 L +.62164 .45354 L +.66105 .36651 L +.69893 .28309 L +.73927 .20368 L +.7781 .14156 L +.79785 .11593 L +Mistroke +.81938 .09247 L +.85914 .06024 L +.87885 .04882 L +.89983 .03938 L +.92129 .0321 L +.94147 .02702 L +.95956 .02362 L +.97619 .02125 L +Mfstroke +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg +ool001;oo`03003ooooo02Koo`03003ooooo02Woo`03003ooooo053oo`03003ooooo02Ooo`03003o +oooo02[oo`03003ooooo00coo`002Ooo10000ooo0P008_oo10001?oo00<00?ooool08?oo10001?oo +00<00?ooool0D?oo00<00?ooool0:?oo00<00?ooool09ooo0P003ooo000Bool00`00ooooo`0Xool0 +0`00ooooo`0Wool00`00ooooo`1@ool00`00ooooo`0Yool00`00ooooo`0Xool00`00ooooo`0ool0013oo`8002Woo`8002[oo`03003ooooo02Goo`03003ooooo02Soo`03003ooooo02Oo +o`8002Woo`8000ooo`00Sooo00<00?ooool0S_oo002?ool00`00ooooo`2>ool008ooo`03003ooooo +08koo`001oooo`004P002?oo000>ool00`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool0 +0`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool00`00ooooo`05ool00`00ooooo`06ool0 +0`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool00`00ooooo`05ool00`00ooooo`06ool0 +0`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool00`00ooooo`05ool00`00ooooo`06ool0 +0`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool00`00ooooo`05ool00`00ooooo`06ool0 +0`00ooooo`05ool00`00ooooo`06ool00`00ooooo`06ool00`00ooooo`05ool00`00ooooo`06ool0 +0`00ooooo`06ool00`00ooooo`05ool00`00ooooo`0=ool000koo`L002Coo`03003ooooo02Soo`03 +003ooooo02Soo`03003ooooo02Soo`03003ooooo02Soo`03003ooooo02;oo`L000ooo`005Ooo0P00 +N?oo00<00?ooool0M?oo10005_oo000Gool5001cool00`00ooooo`1aool3000Jool001coo`@006oo +o`03003ooooo06koo`<001goo`008?oo0`00K?oo00<00?ooool0Jooo0`008?oo000Sool2001Zool0 +0`00ooooo`1Xool3000Sool002Goo`8006Soo`8006Ooo`8002Koo`009ooo0P00I_oo00<00?ooool0 +Hooo0`00:?oo000Yool2001Tool00`00ooooo`1Qool2000[ool002_oo`8006;oo`03003ooooo05oo +o`8002goo`00;Ooo0P00H?oo00<00?ooool0G_oo00<00?ooool0;Ooo000_ool00`00ooooo`1Mool0 +0`00ooooo`1Mool00`00ooooo`0^ool0033oo`03003ooooo05coo`03003ooooo05coo`03003ooooo +02ooo`00?oo00<0 +0?ooool0E?oo00<00?ooool0E?oo00<00?ooool0=ooo000iool00`00ooooo`1Cool00`00ooooo`1C +ool00`00ooooo`0hool003[oo`03003ooooo05;oo`03003ooooo05;oo`03003ooooo03Woo`00>ooo +00<00?ooool0DOoo0P00D_oo00<00?ooool0>_oo000lool00`00ooooo`1@ool00`00ooooo`1@ool0 +0`00ooooo`0kool003goo`03003ooooo04ooo`03003ooooo04ooo`03003ooooo03coo`00?Ooo00<0 +0?ooool0Cooo00<00?ooool0C_oo00<00?ooool0?Ooo000nool00`00ooooo`1>ool00`00ooooo`1= +ool00`00ooooo`0nool003ooo`03003ooooo04goo`03003ooooo04coo`03003ooooo03ooo`00@?oo +00<00?ooool0C?oo00<00?ooool0Booo00<00?ooool0@?oo0011ool00`00ooooo`1;ool00`00oooo +o`1;ool00`00ooooo`10ool004;oo`03003ooooo04[oo`8004_oo`03003ooooo047oo`00@_oo00<0 +0?ooool0B_oo00<00?ooool0BOoo00<00?ooool0@_oo0013ool00`00ooooo`19ool00`00ooooo`18 +ool00`00ooooo`13ool004Coo`03003ooooo04Soo`03003ooooo04Ooo`03003ooooo04Coo`00AOoo +00<00?ooool0Aooo00<00?ooool0Aooo00<00?ooool0A?oo0016ool00`00ooooo`16ool00`00oooo +o`16ool00`00ooooo`15ool004Koo`03003ooooo03?oo`8000Coo`03003ooooo00;oo`@000Coo`03 +003ooooo04Koo`03003ooooo04Goo`00Aooo00<00?ooool0ool00`00ooooo`0nool00`00 +ooooo`0nool00`00ooooo`1=ool004ooo`03003ooooo03goo`03003ooooo03koo`03003ooooo04go +o`00Cooo00<00?ooool0?Ooo00<00?ooool0?Ooo00<00?ooool0C_oo001@ool00`00ooooo`0lool0 +0`00ooooo`0mool00`00ooooo`1>ool0057oo`03003ooooo03_oo`03003ooooo03coo`03003ooooo +04ooo`00DOoo00<00?ooool0>ooo0P00?Ooo00<00?ooool0Cooo001Bool00`00ooooo`0jool00`00 +ooooo`0kool00`00ooooo`1@ool005;oo`03003ooooo03[oo`03003ooooo03_oo`03003ooooo053o +o`00Dooo00<00?ooool0>Ooo00<00?ooool0>_oo00<00?ooool0DOoo001Cool00`00ooooo`0iool0 +0`00ooooo`0jool00`00ooooo`1Aool005Coo`03003ooooo03Soo`03003ooooo03Woo`03003ooooo +05;oo`00E?oo00<00?ooool0>?oo00<00?ooool0>Ooo00<00?ooool0D_oo001Eool00`00ooooo`0g +ool00`00ooooo`0hool00`00ooooo`1Cool005Goo`03003ooooo03Ooo`8003Woo`03003ooooo05?o +o`00E_oo00<00?ooool0=_oo00<00?ooool0=ooo00<00?ooool0E?oo001Fool00`00ooooo`0fool0 +0`00ooooo`0gool00`00ooooo`1Dool005Ooo`03003ooooo03Goo`03003ooooo03Koo`03003ooooo +05Goo`00Eooo00<00?ooool0=Ooo00<00?ooool0=_oo00<00?ooool0EOoo001Hool00`00ooooo`0d +ool00`00ooooo`0eool00`00ooooo`1Fool005Soo`03003ooooo03Coo`03003ooooo03Goo`03003o +oooo05Koo`00FOoo00<00?ooool0ool00`00ooooo`1mool007ooo`03003ooooo00go +o`03003ooooo00goo`03003ooooo07koo`00P?oo00<00?ooool03?oo00<00?ooool03?oo00<00?oo +ool0Oooo0021ool00`00ooooo`0;ool00`00ooooo`0;ool00`00ooooo`20ool008;oo`03003ooooo +00[oo`8000_oo`03003ooooo087oo`00Pooo00<00?ooool02Ooo00<00?ooool02Ooo00<00?ooool0 +P_oo0024ool00`00ooooo`08ool00`00ooooo`08ool00`00ooooo`23ool008Coo`03003ooooo00So +o`03003ooooo00Ooo`03003ooooo08Coo`00QOoo0P002?oo00<00?ooool01_oo00<00?ooool0QOoo +0027ool00`00ooooo`05ool00`00ooooo`04ool20028ool007coo`8000Coo`03003ooooo00?oo`<0 +00Coo`03003ooooo00?oo`03003ooooo08Soo`00Nooo00@00?ooool000[oo`03003oo`0000T008_o +o`00Nooo00@00?ooool000Ooo`D000?oo`@008koo`00Nooo00@00?ooool000Ooo`04003ooooo0005 +ool00`00ooooo`2>ool007_oo`04003ooooo0008ool00`00ool00005ool00`00ooooo`2>ool007_o +o`04003ooooo0009ool20005ool00`00ooooo`2>ool007coo`8000_oo`03003ooooo00?oo`03003o +oooo08koo`00\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-3.33363, -0.0309641, \ +0.0232309, 0.00249925}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Plot[epan[x], {x, \(-Sqrt[6]\), Sqrt[6]}]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.5 0.194404 0.0147151 1.75488 [ +[.11119 .00222 -6 -9 ] +[.11119 .00222 6 0 ] +[.3056 .00222 -6 -9 ] +[.3056 .00222 6 0 ] +[.6944 .00222 -3 -9 ] +[.6944 .00222 3 0 ] +[.88881 .00222 -3 -9 ] +[.88881 .00222 3 0 ] +[.4875 .10246 -24 -4.5 ] +[.4875 .10246 0 4.5 ] +[.4875 .1902 -18 -4.5 ] +[.4875 .1902 0 4.5 ] +[.4875 .27795 -24 -4.5 ] +[.4875 .27795 0 4.5 ] +[.4875 .36569 -18 -4.5 ] +[.4875 .36569 0 4.5 ] +[.4875 .45343 -24 -4.5 ] +[.4875 .45343 0 4.5 ] +[.4875 .54118 -18 -4.5 ] +[.4875 .54118 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.11119 .01472 m +.11119 .02097 L +s +[(-2)] .11119 .00222 0 1 Mshowa +.3056 .01472 m +.3056 .02097 L +s +[(-1)] .3056 .00222 0 1 Mshowa +.6944 .01472 m +.6944 .02097 L +s +[(1)] .6944 .00222 0 1 Mshowa +.88881 .01472 m +.88881 .02097 L +s +[(2)] .88881 .00222 0 1 Mshowa +.125 Mabswid +.15007 .01472 m +.15007 .01847 L +s +.18895 .01472 m +.18895 .01847 L +s +.22783 .01472 m +.22783 .01847 L +s +.26672 .01472 m +.26672 .01847 L +s +.34448 .01472 m +.34448 .01847 L +s +.38336 .01472 m +.38336 .01847 L +s +.42224 .01472 m +.42224 .01847 L +s +.46112 .01472 m +.46112 .01847 L +s +.53888 .01472 m +.53888 .01847 L +s +.57776 .01472 m +.57776 .01847 L +s +.61664 .01472 m +.61664 .01847 L +s +.65552 .01472 m +.65552 .01847 L +s +.73328 .01472 m +.73328 .01847 L +s +.77217 .01472 m +.77217 .01847 L +s +.81105 .01472 m +.81105 .01847 L +s +.84993 .01472 m +.84993 .01847 L +s +.07231 .01472 m +.07231 .01847 L +s +.03343 .01472 m +.03343 .01847 L +s +.92769 .01472 m +.92769 .01847 L +s +.96657 .01472 m +.96657 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.5 .10246 m +.50625 .10246 L +s +[(0.05)] .4875 .10246 1 0 Mshowa +.5 .1902 m +.50625 .1902 L +s +[(0.1)] .4875 .1902 1 0 Mshowa +.5 .27795 m +.50625 .27795 L +s +[(0.15)] .4875 .27795 1 0 Mshowa +.5 .36569 m +.50625 .36569 L +s +[(0.2)] .4875 .36569 1 0 Mshowa +.5 .45343 m +.50625 .45343 L +s +[(0.25)] .4875 .45343 1 0 Mshowa +.5 .54118 m +.50625 .54118 L +s +[(0.3)] .4875 .54118 1 0 Mshowa +.125 Mabswid +.5 .03226 m +.50375 .03226 L +s +.5 .04981 m +.50375 .04981 L +s +.5 .06736 m +.50375 .06736 L +s +.5 .08491 m +.50375 .08491 L +s +.5 .12001 m +.50375 .12001 L +s +.5 .13756 m +.50375 .13756 L +s +.5 .15511 m +.50375 .15511 L +s +.5 .17265 m +.50375 .17265 L +s +.5 .20775 m +.50375 .20775 L +s +.5 .2253 m +.50375 .2253 L +s +.5 .24285 m +.50375 .24285 L +s +.5 .2604 m +.50375 .2604 L +s +.5 .2955 m +.50375 .2955 L +s +.5 .31304 m +.50375 .31304 L +s +.5 .33059 m +.50375 .33059 L +s +.5 .34814 m +.50375 .34814 L +s +.5 .38324 m +.50375 .38324 L +s +.5 .40079 m +.50375 .40079 L +s +.5 .41834 m +.50375 .41834 L +s +.5 .43589 m +.50375 .43589 L +s +.5 .47098 m +.50375 .47098 L +s +.5 .48853 m +.50375 .48853 L +s +.5 .50608 m +.50375 .50608 L +s +.5 .52363 m +.50375 .52363 L +s +.5 .55873 m +.50375 .55873 L +s +.5 .57628 m +.50375 .57628 L +s +.5 .59382 m +.50375 .59382 L +s +.5 .61137 m +.50375 .61137 L +s +.25 Mabswid +.5 0 m +.5 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.5 Mabswid +.02381 .01472 m +.02499 .01472 L +.02605 .01472 L +.02729 .01472 L +.02846 .01472 L +.02954 .01472 L +.03053 .01472 L +.03163 .01472 L +.03279 .01472 L +.03395 .01472 L +.0352 .01472 L +.03638 .01472 L +.03746 .01472 L +.03873 .01472 L +.03944 .01472 L +.04011 .01472 L +.04132 .01472 L +.04262 .01472 L +.04327 .01472 L +.04396 .01472 L +.04519 .01472 L +.04588 .01472 L +.04652 .01472 L +.04722 .01472 L +.04797 .01472 L +.04862 .01472 L +.04933 .01472 L +.05061 .01472 L +.05186 .01472 L +.05302 .01472 L +.05414 .01472 L +.05519 .01472 L +.05634 .01472 L +.05759 .01472 L +.05882 .01472 L +.06012 .01472 L +.06123 .01472 L +.06244 .01472 L +.06315 .01472 L +.06381 .01472 L +.06453 .01472 L +.06529 .01472 L +.06657 .01814 L +.06797 .02194 L +.073 .03538 L +.08427 .06497 L +.10458 .11628 L +.14492 .21059 L +.18374 .29177 L +.22502 .36779 L +Mistroke +.26478 .43098 L +.30303 .48247 L +.34372 .52725 L +.38291 .56061 L +.40292 .57396 L +.42454 .58558 L +.43471 .59004 L +.44545 .59405 L +.4555 .59715 L +.46466 .59943 L +.47416 .60124 L +.47939 .602 L +.48434 .60255 L +.48655 .60276 L +.48891 .60294 L +.49094 .60306 L +.49313 .60317 L +.49435 .60322 L +.49548 .60326 L +.49655 .60328 L +.49767 .6033 L +.49891 .60332 L +.50007 .60332 L +.50133 .60331 L +.50204 .60331 L +.50268 .6033 L +.50388 .60327 L +.505 .60324 L +.50755 .60314 L +.51003 .60301 L +.51269 .60282 L +.51751 .60236 L +.52191 .60182 L +.53259 .60001 L +.54272 .59764 L +.5626 .59111 L +.58101 .58287 L +.62025 .55828 L +.65797 .52559 L +.69814 .48103 L +.73679 .42866 L +.7779 .36276 L +.81749 .28933 L +.85557 .20951 L +.8961 .11461 L +.91481 .06735 L +.92467 .04158 L +.93006 .02722 L +.9327 .02013 L +.93385 .01701 L +Mistroke +.93511 .01472 L +.9364 .01472 L +.93763 .01472 L +.93831 .01472 L +.93904 .01472 L +.94034 .01472 L +.94109 .01472 L +.94189 .01472 L +.94266 .01472 L +.94336 .01472 L +.94399 .01472 L +.94469 .01472 L +.94542 .01472 L +.9461 .01472 L +.94741 .01472 L +.94866 .01472 L +.94977 .01472 L +.95099 .01472 L +.95231 .01472 L +.95298 .01472 L +.95371 .01472 L +.95501 .01472 L +.95623 .01472 L +.9574 .01472 L +.95868 .01472 L +.95932 .01472 L +.96001 .01472 L +.96125 .01472 L +.96248 .01472 L +.96365 .01472 L +.9647 .01472 L +.96584 .01472 L +.96709 .01472 L +.96779 .01472 L +.96846 .01472 L +.96915 .01472 L +.96979 .01472 L +.97053 .01472 L +.97123 .01472 L +.97246 .01472 L +.9736 .01472 L +.97486 .01472 L +.97556 .01472 L +.97619 .01472 L +Mfstroke +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgool008ooo`03003ooooo08koo`00Sooo00<00?ooool0S_oo0007oooo000B0008ool0013o +o`03003ooooo00Koo`8000[oo`03003ooooo00Soo`03003ooooo00Ooo`03003ooooo00Soo`03003o +oooo00Ooo`03003ooooo00Soo`03003ooooo00Soo`03003ooooo00Ooo`03003ooooo00Soo`03003o +oooo00Ooo`03003ooooo00Soo`03003ooooo00Soo`03003ooooo00Ooo`03003ooooo00Soo`03003o +oooo00Ooo`03003ooooo00Soo`03003ooooo00Soo`03003ooooo00Ooo`03003ooooo00Soo`03003o +oooo00Ooo`03003ooooo00Soo`03003ooooo00Soo`8000Soo`03003ooooo00ooo`006Ooo00<00?oo +ool02Ooo00<00?ooool0<_oo00<00?ooool0<_oo00<00?ooool0<_oo00<00?ooool0<_oo00<00?oo +ool02Ooo00<00?ooool06?oo000Jool00`00ooooo`1bool00`00ooooo`1bool00`00ooooo`0Iool0 +01[oo`03003ooooo07;oo`03003ooooo07;oo`03003ooooo01Woo`006ooo00<00?ooool0LOoo0P00 +Looo00<00?ooool06Ooo000Kool00`00ooooo`1aool00`00ooooo`1aool00`00ooooo`0Jool001_o +o`03003ooooo077oo`03003ooooo077oo`03003ooooo01[oo`007?oo00<00?ooool0L?oo00<00?oo +ool0LOoo00<00?ooool06_oo000Lool00`00ooooo`1`ool00`00ooooo`1`ool00`00ooooo`0Kool0 +01goo`03003ooooo06ooo`80077oo`03003ooooo01_oo`007Ooo00<00?ooool0Kooo00<00?ooool0 +Kooo00<00?ooool07?oo000Mool00`00ooooo`1_ool00`00ooooo`1_ool00`00ooooo`0Lool001ko +o`03003ooooo06koo`03003ooooo06koo`03003ooooo01goo`007_oo00<00?ooool0K_oo0P00Kooo +00<00?ooool07Ooo000Nool00`00ooooo`1^ool00`00ooooo`1^ool00`00ooooo`0Mool001ooo`03 +003ooooo06goo`03003ooooo06goo`03003ooooo01koo`007ooo00<00?ooool0KOoo00<00?ooool0 +KOoo00<00?ooool07_oo000Oool00`00ooooo`1]ool00`00ooooo`1/ool00`00ooooo`0Oool0023o +o`03003ooooo06coo`8006goo`03003ooooo01ooo`008?oo00<00?ooool0K?oo00<00?ooool0K?oo +00<00?ooool07ooo000Qool00`00ooooo`1[ool00`00ooooo`1[ool00`00ooooo`0Pool0027oo`03 +003ooooo05;oo`8000Coo`03003ooooo00?oo`8000?oo`<000Goo`03003ooooo06_oo`03003ooooo +023oo`008Ooo00<00?ooool0DOoo00@00?ooool000Soo`04003ooooo0005ool00`00ooooo`02ool0 +0`00ooooo`1[ool00`00ooooo`0Pool002;oo`03003ooooo053oo`04003ooooo0008ool01000oooo +o`001Ooo00<00?ooool00_oo0`00J_oo00<00?ooool08Ooo000Rool00`00ooooo`1@ool01000oooo +o`002?oo00@00?ooool000;oo`<000Goo`03003ooooo06[oo`03003ooooo027oo`008_oo00<00?oo +ool0D?oo00@00?ooool000Soo`04003ooooo0002ool00`00ooooo`05ool00`00ooooo`1Yool00`00 +ooooo`0Rool002?oo`03003ooooo04ooo`04003ooooo0008ool01000ooooo`000_oo00<00?ooool0 +1Ooo00<00?ooool0JOoo00<00?ooool08_oo000Sool00`00ooooo`1@ool2000:ool20003ool40004 +ool00`00ooooo`1Yool00`00ooooo`0Rool002?oo`03003ooooo06Woo`8006Woo`03003ooooo02?o +o`009?oo00<00?ooool0J?oo00<00?ooool0J?oo00<00?ooool08ooo000Tool00`00ooooo`1Xool0 +0`00ooooo`1Wool00`00ooooo`0Tool002Goo`03003ooooo06Ooo`03003ooooo06Ooo`03003ooooo +02Coo`009Ooo00<00?ooool0Iooo0P00Iooo00<00?ooool09Ooo000Vool00`00ooooo`1Vool00`00 +ooooo`1Vool00`00ooooo`0Uool002Koo`03003ooooo06Koo`03003ooooo06Koo`03003ooooo02Go +o`009ooo00<00?ooool0IOoo00<00?ooool0IOoo00<00?ooool09_oo000Wool00`00ooooo`1Uool0 +0`00ooooo`1Uool00`00ooooo`0Vool002Ooo`03003ooooo06Goo`8006Goo`03003ooooo02Ooo`00 +:?oo00<00?ooool0I?oo00<00?ooool0I?oo00<00?ooool09ooo000Xool00`00ooooo`1Tool00`00 +ooooo`1Tool00`00ooooo`0Wool002Woo`03003ooooo06?oo`03003ooooo06?oo`03003ooooo02So +o`00:Ooo00<00?ooool0Hooo00<00?ooool0Hooo00<00?ooool0:?oo000Zool00`00ooooo`1Rool2 +001Sool00`00ooooo`0Yool002[oo`03003ooooo06;oo`03003ooooo06;oo`03003ooooo02Woo`00 +:_oo00<00?ooool0H_oo00<00?ooool0HOoo00<00?ooool0:_oo000[ool00`00ooooo`1>ool20004 +ool00`00ooooo`02ool40004ool00`00ooooo`1Qool00`00ooooo`0Zool002_oo`03003ooooo04go +o`04003ooooo000:ool00`00ooooo`03ool00`00ooooo`1Qool00`00ooooo`0Zool002coo`03003o +oooo04coo`04003ooooo000:ool00`00ooooo`03ool3001Pool00`00ooooo`0[ool002coo`03003o +oooo04coo`04003ooooo000:ool00`00ooooo`03ool00`00ooooo`1Pool00`00ooooo`0[ool002go +o`03003ooooo04_oo`04003ooooo000:ool00`00ooooo`03ool00`00ooooo`1Oool00`00ooooo`0/ +ool002goo`03003ooooo04_oo`04003ooooo0008ool30005ool00`00ooooo`1Oool00`00ooooo`0/ +ool002koo`03003ooooo04_oo`8000_oo`03003ooooo00?oo`03003ooooo05koo`03003ooooo02go +o`00;_oo00<00?ooool0G_oo0P00Gooo00<00?ooool0;Ooo000^ool00`00ooooo`1Nool00`00oooo +o`1Nool00`00ooooo`0]ool002ooo`03003ooooo05goo`03003ooooo05goo`03003ooooo02koo`00 +;ooo00<00?ooool0GOoo00<00?ooool0GOoo00<00?ooool0;_oo000`ool00`00ooooo`1Lool2001M +ool00`00ooooo`0_ool0033oo`03003ooooo05coo`03003ooooo05coo`03003ooooo02ooo`00ooo00@00?ooool000[oo`03003o +oooo00Coo`03003ooooo00;oo`03003ooooo05Koo`03003ooooo03Goo`00=ooo00<00?ooool0>ooo +00@00?ooool000[oo`03003ooooo00Coo`03003ooooo00;oo`<005Goo`03003ooooo03Koo`00>?oo +00<00?ooool0>_oo00@00?ooool000[oo`04003oooooool30005ool00`00ooooo`1Eool00`00oooo +o`0fool003Soo`03003ooooo03[oo`04003ooooo000:ool01@00oooooooo00001ooo00<00?ooool0 +E?oo00<00?ooool0=ooo000iool00`00ooooo`0iool01000ooooo`002?oo0`000ooo00<00?ooool0 +1Ooo00<00?ooool0E?oo00<00?ooool0=ooo000iool00`00ooooo`0jool2000;ool01000oooooooo +10001?oo00<00?ooool0Dooo00<00?ooool0>?oo000jool00`00ooooo`1Bool2001Dool00`00oooo +o`0hool003[oo`03003ooooo05;oo`03003ooooo05;oo`03003ooooo03Woo`00>ooo00<00?ooool0 +DOoo00<00?ooool0D_oo00<00?ooool0>Ooo000kool00`00ooooo`1Aool00`00ooooo`1Aool00`00 +ooooo`0jool003coo`03003ooooo053oo`8005;oo`03003ooooo03[oo`00??oo00<00?ooool0D?oo +00<00?ooool0D?oo00<00?ooool0>ooo000mool00`00ooooo`1?ool00`00ooooo`1@ool00`00oooo +o`0kool003goo`03003ooooo04ooo`03003ooooo04ooo`03003ooooo03coo`00?_oo00<00?ooool0 +C_oo00<00?ooool0Cooo00<00?ooool0??oo000oool00`00ooooo`1=ool2001?ool00`00ooooo`0m +ool003ooo`03003ooooo04goo`03003ooooo04goo`03003ooooo03koo`00@?oo00<00?ooool0C?oo +00<00?ooool0COoo00<00?ooool0?_oo0010ool00`00ooooo`1_oo00<00?ooool0DOoo001Cool00`00ooooo`0Oool01000ooooo`002?oo +00<00?ooool01_oo00<00?ooool00_oo00<00?ooool0>Ooo00<00?ooool0D_oo001Dool00`00oooo +o`0Nool01000ooooo`002Ooo00<00?ooool01Ooo00<00?ooool00_oo0`00>Ooo00<00?ooool0D_oo +001Dool00`00ooooo`0Nool01000ooooo`002_oo00@00?ooooooo`<000Goo`03003ooooo03Soo`03 +003ooooo05?oo`00EOoo00<00?ooool07Ooo00@00?ooool000_oo`04003ooooo0007ool00`00oooo +o`0gool00`00ooooo`1Dool005Koo`03003ooooo01coo`04003ooooo0008ool01000ooooo`000_oo +00<00?ooool01Ooo00<00?ooool0=_oo00<00?ooool0EOoo001Fool00`00ooooo`0Mool2000:ool2 +0003ool40004ool2000fool00`00ooooo`1Fool005Ooo`03003ooooo03Goo`03003ooooo03Goo`03 +003ooooo05Koo`00F?oo00<00?ooool0=?oo00<00?ooool0=?oo00<00?ooool0Eooo001Hool00`00 +ooooo`0dool00`00ooooo`0cool00`00ooooo`1Hool005Woo`03003ooooo03?oo`03003ooooo03;o +o`03003ooooo05Woo`00F_oo00<00?ooool0<_oo0P00<_oo00<00?ooool0F_oo001Kool00`00oooo +o`0aool00`00ooooo`0`ool00`00ooooo`1Kool005coo`03003ooooo033oo`03003ooooo02ooo`03 +003ooooo05coo`00GOoo00<00?ooool0;ooo00<00?ooool0;_oo00<00?ooool0GOoo001Nool00`00 +ooooo`0^ool00`00ooooo`0^ool00`00ooooo`1Mool005ooo`03003ooooo02goo`8002koo`03003o +oooo05koo`00Gooo00<00?ooool0;Ooo00<00?ooool0;?oo00<00?ooool0Gooo001Pool00`00oooo +o`0/ool00`00ooooo`0[ool00`00ooooo`1Pool0067oo`03003ooooo02_oo`03003ooooo02[oo`03 +003ooooo067oo`00H_oo00<00?ooool0:_oo00<00?ooool0:Ooo00<00?ooool0H_oo001Sool00`00 +ooooo`0Yool2000Yool00`00ooooo`1Sool006Coo`03003ooooo02Soo`03003ooooo02Ooo`03003o +oooo06Coo`00IOoo00<00?ooool09ooo00<00?ooool09_oo00<00?ooool0IOoo001Vool2000Dool2 +0004ool00`00ooooo`03ool20005ool00`00ooooo`0Uool00`00ooooo`1Vool006Soo`03003ooooo +013oo`04003ooooo0008ool01000ooooo`001?oo00<00?ooool08ooo0P00JOoo001Yool00`00oooo +o`0?ool01000ooooo`002ooo00<00?ooool00_oo0`008_oo00<00?ooool0JOoo001Zool00`00oooo +o`0>ool01000ooooo`002Ooo0P001Ooo00<00?ooool08Ooo00<00?ooool0J_oo001[ool00`00oooo +o`0=ool01000ooooo`002ooo00<00?ooool00_oo00<00?ooool08?oo00<00?ooool0Jooo001/ool2 +000=ool01000ooooo`002?oo00@00?ooool000Coo`03003ooooo01ooo`03003ooooo06coo`00K_oo +00<00?ooool02ooo0P002_oo0P001Ooo0P007ooo00<00?ooool0KOoo001_ool2000Nool00`00oooo +o`0Lool2001`ool0077oo`8001coo`03003ooooo01_oo`03003ooooo073oo`00Looo0P006_oo00<0 +0?ooool06Ooo0P00Looo001eool00`00ooooo`0Gool00`00ooooo`0Gool2001eool007Koo`03003o +oooo01Koo`8001Ooo`03003ooooo07Goo`00Mooo0P005_oo00<00?ooool05?oo0P00N?oo001iool0 +0`00ooooo`0Cool00`00ooooo`0Bool2001jool007[oo`8001?oo`03003ooooo013oo`8007coo`00 +O?oo0`004?oo00<00?ooool03Ooo0`00O_oo001oool3000=ool2000ool008ooo`03003ooooo +08koo`00Sooo0P00Sooo002?ool00`00ooooo`2>ool00001\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-2.70676, -0.025928, \ +0.0188625, 0.00208957}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Plot[rect[x], {x, \(-2\), 2}]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.5 0.238095 0.0147151 1.17721 [ +[.02381 .00222 -6 -9 ] +[.02381 .00222 6 0 ] +[.2619 .00222 -6 -9 ] +[.2619 .00222 6 0 ] +[.7381 .00222 -3 -9 ] +[.7381 .00222 3 0 ] +[.97619 .00222 -3 -9 ] +[.97619 .00222 3 0 ] +[.4875 .13244 -18 -4.5 ] +[.4875 .13244 0 4.5 ] +[.4875 .25016 -18 -4.5 ] +[.4875 .25016 0 4.5 ] +[.4875 .36788 -18 -4.5 ] +[.4875 .36788 0 4.5 ] +[.4875 .4856 -18 -4.5 ] +[.4875 .4856 0 4.5 ] +[.4875 .60332 -18 -4.5 ] +[.4875 .60332 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.02381 .01472 m +.02381 .02097 L +s +[(-2)] .02381 .00222 0 1 Mshowa +.2619 .01472 m +.2619 .02097 L +s +[(-1)] .2619 .00222 0 1 Mshowa +.7381 .01472 m +.7381 .02097 L +s +[(1)] .7381 .00222 0 1 Mshowa +.97619 .01472 m +.97619 .02097 L +s +[(2)] .97619 .00222 0 1 Mshowa +.125 Mabswid +.07143 .01472 m +.07143 .01847 L +s +.11905 .01472 m +.11905 .01847 L +s +.16667 .01472 m +.16667 .01847 L +s +.21429 .01472 m +.21429 .01847 L +s +.30952 .01472 m +.30952 .01847 L +s +.35714 .01472 m +.35714 .01847 L +s +.40476 .01472 m +.40476 .01847 L +s +.45238 .01472 m +.45238 .01847 L +s +.54762 .01472 m +.54762 .01847 L +s +.59524 .01472 m +.59524 .01847 L +s +.64286 .01472 m +.64286 .01847 L +s +.69048 .01472 m +.69048 .01847 L +s +.78571 .01472 m +.78571 .01847 L +s +.83333 .01472 m +.83333 .01847 L +s +.88095 .01472 m +.88095 .01847 L +s +.92857 .01472 m +.92857 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.5 .13244 m +.50625 .13244 L +s +[(0.1)] .4875 .13244 1 0 Mshowa +.5 .25016 m +.50625 .25016 L +s +[(0.2)] .4875 .25016 1 0 Mshowa +.5 .36788 m +.50625 .36788 L +s +[(0.3)] .4875 .36788 1 0 Mshowa +.5 .4856 m +.50625 .4856 L +s +[(0.4)] .4875 .4856 1 0 Mshowa +.5 .60332 m +.50625 .60332 L +s +[(0.5)] .4875 .60332 1 0 Mshowa +.125 Mabswid +.5 .03826 m +.50375 .03826 L +s +.5 .0618 m +.50375 .0618 L +s +.5 .08535 m +.50375 .08535 L +s +.5 .10889 m +.50375 .10889 L +s +.5 .15598 m +.50375 .15598 L +s +.5 .17952 m +.50375 .17952 L +s +.5 .20307 m +.50375 .20307 L +s +.5 .22661 m +.50375 .22661 L +s +.5 .2737 m +.50375 .2737 L +s +.5 .29724 m +.50375 .29724 L +s +.5 .32079 m +.50375 .32079 L +s +.5 .34433 m +.50375 .34433 L +s +.5 .39142 m +.50375 .39142 L +s +.5 .41497 m +.50375 .41497 L +s +.5 .43851 m +.50375 .43851 L +s +.5 .46205 m +.50375 .46205 L +s +.5 .50914 m +.50375 .50914 L +s +.5 .53269 m +.50375 .53269 L +s +.5 .55623 m +.50375 .55623 L +s +.5 .57977 m +.50375 .57977 L +s +.25 Mabswid +.5 0 m +.5 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.5 Mabswid +.02381 .01472 m +.02499 .01472 L +.02605 .01472 L +.02729 .01472 L +.02846 .01472 L +.02954 .01472 L +.03053 .01472 L +.03163 .01472 L +.03279 .01472 L +.03395 .01472 L +.0352 .01472 L +.03638 .01472 L +.03746 .01472 L +.03873 .01472 L +.03944 .01472 L +.04011 .01472 L +.04132 .01472 L +.04262 .01472 L +.04327 .01472 L +.04396 .01472 L +.04519 .01472 L +.04588 .01472 L +.04652 .01472 L +.04722 .01472 L +.04797 .01472 L +.04862 .01472 L +.04933 .01472 L +.05061 .01472 L +.05186 .01472 L +.05302 .01472 L +.05414 .01472 L +.05519 .01472 L +.05634 .01472 L +.05759 .01472 L +.05882 .01472 L +.06012 .01472 L +.06123 .01472 L +.06244 .01472 L +.06315 .01472 L +.06381 .01472 L +.06453 .01472 L +.06529 .01472 L +.06657 .01472 L +.06729 .01472 L +.06797 .01472 L +.06924 .01472 L +.0704 .01472 L +.07103 .01472 L +.07173 .01472 L +.073 .01472 L +Mistroke +.07376 .01472 L +.07448 .01472 L +.07513 .01472 L +.07583 .01472 L +.0766 .01472 L +.0774 .01472 L +.07809 .01472 L +.07885 .01472 L +.07956 .01472 L +.0802 .01472 L +.08095 .01472 L +.08166 .01472 L +.08291 .01472 L +.08362 .01472 L +.08427 .01472 L +.08544 .01472 L +.08669 .01472 L +.08787 .01472 L +.08896 .01472 L +.09016 .01472 L +.09148 .01472 L +.09214 .01472 L +.09285 .01472 L +.09413 .01472 L +.09483 .01472 L +.09548 .01472 L +.09619 .01472 L +.09695 .01472 L +.09821 .01472 L +.09893 .01472 L +.09961 .01472 L +.10086 .01472 L +.10201 .01472 L +.10333 .01472 L +.10458 .01472 L +.10572 .01472 L +.10694 .01472 L +.1081 .01472 L +.10916 .01472 L +.11033 .01472 L +.11162 .01472 L +.11227 .01472 L +.11297 .01472 L +.11422 .01472 L +.11491 .01472 L +.11554 .01472 L +.11624 .01472 L +.11698 .01472 L +.11822 .01472 L +.11892 .01472 L +Mistroke +.11958 .01472 L +.12081 .01472 L +.12194 .01472 L +.12323 .01472 L +.12446 .01472 L +.12562 .01472 L +.12668 .01472 L +.12789 .01472 L +.12903 .01472 L +.13009 .01472 L +.13107 .01472 L +.13214 .01472 L +.13327 .01472 L +.13441 .01472 L +.13564 .01472 L +.1368 .01472 L +.13785 .01472 L +.13909 .01472 L +.13979 .01472 L +.14043 .01472 L +.14162 .01472 L +.14288 .01472 L +.14402 .01472 L +.14526 .01472 L +.14656 .01472 L +.14777 .01472 L +.14891 .01472 L +.14994 .01472 L +.15113 .01472 L +.15226 .01472 L +.15348 .01472 L +.15478 .01472 L +.15589 .01472 L +.15711 .01472 L +.15842 .01472 L +.15915 .01472 L +.15982 .01472 L +.16113 .01472 L +.16236 .01472 L +.16352 .01472 L +.16456 .01472 L +.16577 .01472 L +.1669 .01472 L +.16796 .01472 L +.16893 .01472 L +.16999 .01472 L +.17111 .01472 L +.17225 .01472 L +.17347 .01472 L +.17462 .01472 L +Mistroke +.17566 .01472 L +.17689 .01472 L +.17758 .01472 L +.17823 .01472 L +.1794 .01472 L +.18065 .01472 L +.18185 .01472 L +.18316 .01472 L +.18441 .01472 L +.18556 .01472 L +.1867 .01472 L +.18773 .01472 L +.18893 .01472 L +.19005 .01472 L +.19128 .01472 L +.19258 .01472 L +.19369 .01472 L +.19491 .01472 L +.19623 .01472 L +.19696 .01472 L +.19763 .01472 L +.19894 .01472 L +.20017 .01472 L +.20122 .01472 L +.20238 .01472 L +.20359 .01472 L +.20472 .01472 L +.20578 .01472 L +.20675 .01472 L +.20781 .01472 L +.20894 .01472 L +.21008 .01472 L +.21129 .01472 L +.21244 .01472 L +.21349 .01472 L +.21472 .01472 L +.21541 .01472 L +.21605 .01472 L +.21723 .01472 L +.21847 .01472 L +.21968 .01472 L +.221 .01472 L +.22224 .01472 L +.2234 .01472 L +.22454 .01472 L +.22558 .01472 L +.22677 .01472 L +.2279 .01472 L +.22914 .01472 L +.23044 .01472 L +Mistroke +.23155 .01472 L +.23277 .01472 L +.23409 .01472 L +.23482 .01472 L +.2355 .01472 L +.2368 .01472 L +.23804 .01472 L +.23909 .01472 L +.24025 .01472 L +.24146 .01472 L +.2426 .01472 L +.24365 .01472 L +.24462 .01472 L +.24569 .01472 L +.24681 .01472 L +.24795 .01472 L +.24917 .01472 L +.25032 .01472 L +.25137 .01472 L +.2526 .01472 L +.25329 .01472 L +.25393 .01472 L +.2551 .01472 L +.25635 .01472 L +.25756 .01472 L +.25888 .01472 L +.26013 .01472 L +.26129 .01472 L +.26233 .60332 L +.26348 .60332 L +.2658 .60332 L +.27595 .60332 L +.29427 .60332 L +.33443 .60332 L +.37307 .60332 L +.41417 .60332 L +.45375 .60332 L +.49181 .60332 L +.53233 .60332 L +.57133 .60332 L +.61278 .60332 L +.65272 .60332 L +.69114 .60332 L +.71059 .60332 L +.72092 .60332 L +.72661 .60332 L +.73202 .60332 L +.73447 .60332 L +.73582 .60332 L +.73709 .60332 L +Mistroke +.73782 .60332 L +.7386 .01472 L +.73931 .01472 L +.73996 .01472 L +.74126 .01472 L +.74191 .01472 L +.74263 .01472 L +.7439 .01472 L +.74505 .01472 L +.74569 .01472 L +.74639 .01472 L +.74765 .01472 L +.74883 .01472 L +.75009 .01472 L +.75116 .01472 L +.75234 .01472 L +.75354 .01472 L +.7548 .01472 L +.75588 .01472 L +.75706 .01472 L +.75834 .01472 L +.75905 .01472 L +.7597 .01472 L +.76097 .01472 L +.76216 .01472 L +.76328 .01472 L +.76446 .01472 L +.76547 .01472 L +.76658 .01472 L +.76778 .01472 L +.76906 .01472 L +.77027 .01472 L +.77137 .01472 L +.77267 .01472 L +.77389 .01472 L +.77498 .01472 L +.77616 .01472 L +.77745 .01472 L +.7781 .01472 L +.77881 .01472 L +.78007 .01472 L +.78125 .01472 L +.78244 .01472 L +.78356 .01472 L +.78457 .01472 L +.78567 .01472 L +.78686 .01472 L +.78813 .01472 L +.78921 .01472 L +.7904 .01472 L +Mistroke +.79106 .01472 L +.79178 .01472 L +.79309 .01472 L +.79437 .01472 L +.79556 .01472 L +.79628 .01472 L +.79697 .01472 L +.79824 .01472 L +.79896 .01472 L +.79962 .01472 L +.80034 .01472 L +.80111 .01472 L +.8023 .01472 L +.80358 .01472 L +.80479 .01472 L +.80589 .01472 L +.80718 .01472 L +.80791 .01472 L +.80859 .01472 L +.80983 .01472 L +.81114 .01472 L +.81228 .01472 L +.81352 .01472 L +.81482 .01472 L +.81602 .01472 L +.81716 .01472 L +.81819 .01472 L +.81938 .01472 L +.8205 .01472 L +.82172 .01472 L +.82302 .01472 L +.82413 .01472 L +.82534 .01472 L +.82665 .01472 L +.82738 .01472 L +.82806 .01472 L +.82936 .01472 L +.8306 .01472 L +.83175 .01472 L +.83279 .01472 L +.834 .01472 L +.83513 .01472 L +.83618 .01472 L +.83715 .01472 L +.83821 .01472 L +.83934 .01472 L +.84047 .01472 L +.84169 .01472 L +.84284 .01472 L +.84388 .01472 L +Mistroke +.84511 .01472 L +.8458 .01472 L +.84644 .01472 L +.84762 .01472 L +.84887 .01472 L +.85001 .01472 L +.85126 .01472 L +.85256 .01472 L +.85377 .01472 L +.8549 .01472 L +.85594 .01472 L +.85713 .01472 L +.85825 .01472 L +.85948 .01472 L +.86078 .01472 L +.86189 .01472 L +.8631 .01472 L +.86441 .01472 L +.86515 .01472 L +.86582 .01472 L +.86712 .01472 L +.86836 .01472 L +.86952 .01472 L +.87056 .01472 L +.87177 .01472 L +.8729 .01472 L +.87396 .01472 L +.87493 .01472 L +.87599 .01472 L +.87711 .01472 L +.87825 .01472 L +.87947 .01472 L +.88062 .01472 L +.88166 .01472 L +.88289 .01472 L +.88358 .01472 L +.88422 .01472 L +.8854 .01472 L +.88665 .01472 L +.88785 .01472 L +.88917 .01472 L +.89041 .01472 L +.89156 .01472 L +.8927 .01472 L +.89374 .01472 L +.89493 .01472 L +.89606 .01472 L +.89729 .01472 L +.89859 .01472 L +.8997 .01472 L +Mistroke +.90092 .01472 L +.90223 .01472 L +.90297 .01472 L +.90364 .01472 L +.90494 .01472 L +.90618 .01472 L +.90723 .01472 L +.90839 .01472 L +.90959 .01472 L +.91073 .01472 L +.91179 .01472 L +.91276 .01472 L +.91382 .01472 L +.91494 .01472 L +.91608 .01472 L +.9173 .01472 L +.91845 .01472 L +.9195 .01472 L +.92073 .01472 L +.92142 .01472 L +.92206 .01472 L +.92323 .01472 L +.92448 .01472 L +.92569 .01472 L +.92701 .01472 L +.92825 .01472 L +.92941 .01472 L +.93055 .01472 L +.93159 .01472 L +.93279 .01472 L +.93391 .01472 L +.93515 .01472 L +.93645 .01472 L +.93756 .01472 L +.93878 .01472 L +.9401 .01472 L +.94084 .01472 L +.94151 .01472 L +.94281 .01472 L +.94405 .01472 L +.9451 .01472 L +.94626 .01472 L +.94747 .01472 L +.94861 .01472 L +.94967 .01472 L +.95064 .01472 L +.9517 .01472 L +.95282 .01472 L +.95397 .01472 L +.95519 .01472 L +Mistroke +.95634 .01472 L +.95738 .01472 L +.95861 .01472 L +.95931 .01472 L +.95994 .01472 L +.96112 .01472 L +.96236 .01472 L +.96329 .01472 L +.96416 .01472 L +.96495 .01472 L +.96581 .01472 L +.96674 .01472 L +.96773 .01472 L +.96858 .01472 L +.96951 .01472 L +.97037 .01472 L +.97117 .01472 L +.97204 .01472 L +.97295 .01472 L +.97375 .01472 L +.9745 .01472 L +.97532 .01472 L +.97619 .01472 L +Mfstroke +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgooo00<00?ooool03ooo000@ool00`00ooooo`0nool00`00ooooo`1lool00`00oooo +o`0lool00`00ooooo`0>ool000Woo`@000Coo`03003ooooo03Goo`@000Coo`03003ooooo07coo`03 +003ooooo03goo`03003ooooo00goo`004_oo00<00?ooool0??oo00<00?ooool0O?oo00<00?ooool0 +?_oo00<00?ooool03?oo000?ool01000ooooo`00??oo0`00O?oo0`00?Ooo00@00?ooool000koo`00 +4?oo0P00?ooo00<00?ooool0>ooo00<00?ooool0?_oo00<00?ooool0??oo0P003ooo002?ool00`00 +ooooo`2>ool008ooo`03003ooooo08koo`00Sooo00<00?ooool0S_oo0007oooo000B0008ool000ko +o`03003ooooo00Woo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[o +o`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[o +o`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[o +o`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00[oo`03003ooooo00Wo +o`03003ooooo00goo`003_oo00<00?ooool0?Ooo00<00?ooool0?_oo00<00?ooool0?_oo00<00?oo +ool0?Ooo00<00?ooool03Ooo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool004ko +o`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?oo +ool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?oo +ool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?oo +ool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +0P00?ooo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0[ool20004ool00`00ooooo`02ool40004 +ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo000:ool00`00 +ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo000: +ool00`00ooooo`03ool3000nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo000: +ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003o +oooo000:ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[o +o`04003ooooo0008ool30005ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02_o +o`8000_oo`03003ooooo00?oo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool0 +04koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<0 +0?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo0P00?ooo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0[ool20004ool00`00ooooo`02ool4 +0004ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo0008ool0 +0`00ooooo`05ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo +0009ool00`00ooooo`04ool3000nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003ooooo +000:ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04 +003ooooo000;ool00`00ooooo`02ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +02[oo`04003ooooo0008ool01000ooooo`001?oo00<00?ooool0?_oo00<00?ooool0COoo001>ool0 +0`00ooooo`0[ool2000:ool20005ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo0P00?ooo00<00?ooool0 +COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo03ko +o`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<00?oo +ool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool004koo`03003ooooo03ko +o`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<00?oo +ool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool004koo`03003ooooo03ko +o`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<00?oo +ool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<00?oo +ool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0:ooo0P001?oo00<00?ooool0 +0ooo0P001Ooo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0Zool01000ooooo`00 +2?oo00@00?ooool000Coo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0:_oo00@0 +0?ooool000_oo`03003ooooo00;oo`<003koo`03003ooooo04goo`00C_oo00<00?ooool0:_oo00@0 +0?ooool000Woo`8000Goo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0:_oo00@0 +0?ooool000_oo`03003ooooo00;oo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +:_oo00@00?ooool000Soo`04003ooooo0004ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03 +003ooooo02_oo`8000[oo`8000Goo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1= +ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00 +ooooo`1=ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00 +ooooo`1=ool004koo`03003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo +00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00 +ooooo`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?oo +ool0?_oo0P00?ooo00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00oooo +o`1=ool004koo`03003ooooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0 +?_oo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0[ool20004ool00`00ooooo`04 +ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003o +oooo000:ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo02[o +o`04003ooooo0007ool50004ool3000nool00`00ooooo`1=ool004koo`03003ooooo02[oo`04003o +oooo0007ool01000ooooo`001Ooo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0Z +ool01000ooooo`002?oo00<00?oo00001Ooo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00 +ooooo`0Zool01000ooooo`002Ooo0P001Ooo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00 +ooooo`0[ool2000;ool00`00ooooo`03ool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo0P00?ooo00<00?oo +ool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo +00<00?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo +00<00?ooool0COoo001>ool00`00ooooo`0nool2000oool00`00ooooo`1=ool004koo`03003ooooo +03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo +00<00?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03 +003ooooo03koo`8003ooo`03003ooooo04goo`00C_oo00<00?ooool0?_oo00<00?ooool0?_oo00<0 +0?ooool0COoo001>ool00`00ooooo`0nool00`00ooooo`0nool00`00ooooo`1=ool004koo`03003o +oooo03koo`03003ooooo03koo`03003ooooo04goo`00C_oo00<00?ooool0:ooo0P001?oo00<00?oo +ool00_oo0`001Ooo00<00?ooool0?_oo00<00?ooool0COoo001>ool00`00ooooo`0Zool01000oooo +o`002ooo00<00?ooool00_oo00<00?ooool0?_oo00<00?ooool0COoo001>oon3001?ool007_oo`04 +003ooooo0008ool30005ool00`00ooooo`2>ool007_oo`04003ooooo0008ool00`00ooooo`05ool0 +0`00ooooo`2>ool007_oo`04003ooooo0008ool00`00ooooo`05ool00`00ooooo`2>ool007coo`80 +00Woo`@000Coo`03003ooooo08koo`00\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-2.21667, -0.0387349, \ +0.0154472, 0.00312425}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell["Check the normalization of these kernels", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(Integrate[#, {x, \(-Infinity\), Infinity}] &\) /@ {rect[x], epan[x], + gauss[x]}\)], "Input"], + +Cell[BoxData[ + \({1, 1, 1}\)], "Output"] +}, Open ]], + +Cell["Star kernel is not normalized, and does not need to be.", "Text"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Checking the fixed-bw density estimation", "Subsection"], + +Cell[CellGroupData[{ + +Cell["\<\ +Kernel density estimation from scratch (not fast, just for checking \ +the results of the KDE program)\ +\>", "Subsubsection"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(({1, 2, 3} - 1)\)/2\)], "Input"], + +Cell[BoxData[ + \({0, 1\/2, 1}\)], "Output"] +}, Open ]], + +Cell[BoxData[{ + \(\(ClearAll[kde];\)\), "\[IndentingNewLine]", + \(kde[x_, data_, func_, + bw_] := \((\[IndentingNewLine]\((Plus @@ \((1/ + bw \((func /@ \((\((data - x)\)/bw)\))\))\))\)/ + Length[data]\[IndentingNewLine])\)\)}], "Input"], + +Cell["Do some simple numeric checks:", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kde[0, {\(-1\), 0, 1, 2}, \((#^2)\) &, 1]\)], "Input"], + +Cell[BoxData[ + \(3\/2\)], "Output"] +}, Open ]], + +Cell["(1 + 0 + 1 + 4) / 4 = 6 / 4 = 3 / 2", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kde[0, {\(-1\), 0, 1, 2}, \((#^2)\) &, 2]\)], "Input"], + +Cell[BoxData[ + \(3\/16\)], "Output"] +}, Open ]], + +Cell["( 1 / 8 ( 1 + 0 + 1 + 4 ) )/ 4 = ( 6 / 8 ) / 4 = 3 / 16", "Text"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Genere, save 1-d data: gaussian and uniform distribs", "Subsubsection"], + +Cell[BoxData[ + \(SeedRandom[171]\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(Random[]\), "\[IndentingNewLine]", + \( (*0.2313020111084665`*) \)}], "Input"], + +Cell[BoxData[ + \(0.2313020111084665`\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(unifdist = UniformDistribution[\(-1\), 1];\)\)], "Input"], + +Cell[BoxData[ + \(\(unifdata = RandomArray[unifdist, 100];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(\(#[unifdata] &\) /@ {Min, Max}\), "\[IndentingNewLine]", + \( (*{\(-0.9965517543628627`\), 0.9962707141625546`}*) \)}], "Input"], + +Cell[BoxData[ + \({\(-0.9965517543628627`\), 0.9962707141625546`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Variance[unifdist]\)], "Input"], + +Cell[BoxData[ + \(1\/3\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Mean[unifdist]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(Variance[unifdata]\ \), "\[IndentingNewLine]", + \( (*0.4276149103186183`*) \)}], "Input"], + +Cell[BoxData[ + \(0.4276149103186183`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(Mean[unifdata]\), "\[IndentingNewLine]", + \( (*0.06793352156297044`*) \)}], "Input"], + +Cell[BoxData[ + \(0.06793352156297044`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Histogram[unifdata, + HistogramCategories \[Rule] Range[\(-1\), 1, .1]]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.5 0.5 0.0147151 0.0490503 [ +[.25 .00222 -12 -9 ] +[.25 .00222 12 0 ] +[.5 .00222 -3 -9 ] +[.5 .00222 3 0 ] +[.75 .00222 -9 -9 ] +[.75 .00222 9 0 ] +[1 .00222 -3 -9 ] +[1 .00222 3 0 ] +[-0.0125 .11282 -6 -4.5 ] +[-0.0125 .11282 0 4.5 ] +[-0.0125 .21092 -6 -4.5 ] +[-0.0125 .21092 0 4.5 ] +[-0.0125 .30902 -6 -4.5 ] +[-0.0125 .30902 0 4.5 ] +[-0.0125 .40712 -6 -4.5 ] +[-0.0125 .40712 0 4.5 ] +[-0.0125 .50522 -12 -4.5 ] +[-0.0125 .50522 0 4.5 ] +[-0.0125 .60332 -12 -4.5 ] +[-0.0125 .60332 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.25 .01472 m +.25 .02097 L +s +[(-0.5)] .25 .00222 0 1 Mshowa +.5 .01472 m +.5 .02097 L +s +[(0)] .5 .00222 0 1 Mshowa +.75 .01472 m +.75 .02097 L +s +[(0.5)] .75 .00222 0 1 Mshowa +1 .01472 m +1 .02097 L +s +[(1)] 1 .00222 0 1 Mshowa +0 .01472 m +1 .01472 L +s +0 .11282 m +.00625 .11282 L +s +[(2)] -0.0125 .11282 1 0 Mshowa +0 .21092 m +.00625 .21092 L +s +[(4)] -0.0125 .21092 1 0 Mshowa +0 .30902 m +.00625 .30902 L +s +[(6)] -0.0125 .30902 1 0 Mshowa +0 .40712 m +.00625 .40712 L +s +[(8)] -0.0125 .40712 1 0 Mshowa +0 .50522 m +.00625 .50522 L +s +[(10)] -0.0125 .50522 1 0 Mshowa +0 .60332 m +.00625 .60332 L +s +[(12)] -0.0125 .60332 1 0 Mshowa +.125 Mabswid +0 .03924 m +.00375 .03924 L +s +0 .06377 m +.00375 .06377 L +s +0 .08829 m +.00375 .08829 L +s +0 .13734 m +.00375 .13734 L +s +0 .16187 m +.00375 .16187 L +s +0 .18639 m +.00375 .18639 L +s +0 .23544 m +.00375 .23544 L +s +0 .25997 m +.00375 .25997 L +s +0 .28449 m +.00375 .28449 L +s +0 .33354 m +.00375 .33354 L +s +0 .35807 m +.00375 .35807 L +s +0 .38259 m +.00375 .38259 L +s +0 .43164 m +.00375 .43164 L +s +0 .45617 m +.00375 .45617 L +s +0 .48069 m +.00375 .48069 L +s +0 .52974 m +.00375 .52974 L +s +0 .55427 m +.00375 .55427 L +s +0 .57879 m +.00375 .57879 L +s +.25 Mabswid +0 0 m +0 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +1 0 0 r +0 .01472 m +0 .30902 L +.05 .30902 L +.05 .01472 L +F +0 g +.5 Mabswid +0 .01472 m +0 .30902 L +.05 .30902 L +.05 .01472 L +0 .01472 L +s +1 0 0 r +.05 .01472 m +.05 .45617 L +.1 .45617 L +.1 .01472 L +F +0 g +.05 .01472 m +.05 .45617 L +.1 .45617 L +.1 .01472 L +.05 .01472 L +s +1 0 0 r +.1 .01472 m +.1 .35807 L +.15 .35807 L +.15 .01472 L +F +0 g +.1 .01472 m +.1 .35807 L +.15 .35807 L +.15 .01472 L +.1 .01472 L +s +1 0 0 r +.15 .01472 m +.15 .16187 L +.2 .16187 L +.2 .01472 L +F +0 g +.15 .01472 m +.15 .16187 L +.2 .16187 L +.2 .01472 L +.15 .01472 L +s +1 0 0 r +.2 .01472 m +.2 .16187 L +.25 .16187 L +.25 .01472 L +F +0 g +.2 .01472 m +.2 .16187 L +.25 .16187 L +.25 .01472 L +.2 .01472 L +s +1 0 0 r +.25 .01472 m +.25 .16187 L +.3 .16187 L +.3 .01472 L +F +0 g +.25 .01472 m +.25 .16187 L +.3 .16187 L +.3 .01472 L +.25 .01472 L +s +1 0 0 r +.3 .01472 m +.3 .11282 L +.35 .11282 L +.35 .01472 L +F +0 g +.3 .01472 m +.3 .11282 L +.35 .11282 L +.35 .01472 L +.3 .01472 L +s +1 0 0 r +.35 .01472 m +.35 .16187 L +.4 .16187 L +.4 .01472 L +F +0 g +.35 .01472 m +.35 .16187 L +.4 .16187 L +.4 .01472 L +.35 .01472 L +s +1 0 0 r +.4 .01472 m +.4 .21092 L +.45 .21092 L +.45 .01472 L +F +0 g +.4 .01472 m +.4 .21092 L +.45 .21092 L +.45 .01472 L +.4 .01472 L +s +1 0 0 r +.45 .01472 m +.45 .16187 L +.5 .16187 L +.5 .01472 L +F +0 g +.45 .01472 m +.45 .16187 L +.5 .16187 L +.5 .01472 L +.45 .01472 L +s +1 0 0 r +.5 .01472 m +.5 .30902 L +.55 .30902 L +.55 .01472 L +F +0 g +.5 .01472 m +.5 .30902 L +.55 .30902 L +.55 .01472 L +.5 .01472 L +s +1 0 0 r +.55 .01472 m +.55 .16187 L +.6 .16187 L +.6 .01472 L +F +0 g +.55 .01472 m +.55 .16187 L +.6 .16187 L +.6 .01472 L +.55 .01472 L +s +1 0 0 r +.6 .01472 m +.6 .25997 L +.65 .25997 L +.65 .01472 L +F +0 g +.6 .01472 m +.6 .25997 L +.65 .25997 L +.65 .01472 L +.6 .01472 L +s +1 0 0 r +.65 .01472 m +.65 .30902 L +.7 .30902 L +.7 .01472 L +F +0 g +.65 .01472 m +.65 .30902 L +.7 .30902 L +.7 .01472 L +.65 .01472 L +s +1 0 0 r +.7 .01472 m +.7 .11282 L +.75 .11282 L +.75 .01472 L +F +0 g +.7 .01472 m +.7 .11282 L +.75 .11282 L +.75 .01472 L +.7 .01472 L +s +1 0 0 r +.75 .01472 m +.75 .35807 L +.8 .35807 L +.8 .01472 L +F +0 g +.75 .01472 m +.75 .35807 L +.8 .35807 L +.8 .01472 L +.75 .01472 L +s +1 0 0 r +.8 .01472 m +.8 .16187 L +.85 .16187 L +.85 .01472 L +F +0 g +.8 .01472 m +.8 .16187 L +.85 .16187 L +.85 .01472 L +.8 .01472 L +s +1 0 0 r +.85 .01472 m +.85 .45617 L +.9 .45617 L +.9 .01472 L +F +0 g +.85 .01472 m +.85 .45617 L +.9 .45617 L +.9 .01472 L +.85 .01472 L +s +1 0 0 r +.9 .01472 m +.9 .21092 L +.95 .21092 L +.95 .01472 L +F +0 g +.9 .01472 m +.9 .21092 L +.95 .21092 L +.95 .01472 L +.9 .01472 L +s +1 0 0 r +.95 .01472 m +.95 .60332 L +1 .60332 L +1 .01472 L +F +0 g +.95 .01472 m +.95 .60332 L +1 .60332 L +1 .01472 L +.95 .01472 L +s +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg?oo0P00>ooo0P001?oo00<00?ooool0 +0_oo0`00>ooo10000_oo001=ool01000ooooo`002ooo00<00?ooool0=?oo00@00?ooool003Woo`04 +003ooooo000;ool00`00ooooo`0jool00`00ooooo`01ool004goo`04003ooooo000;ool00`00oooo +o`0dool01000ooooo`00>Ooo00@00?ooool000_oo`03003ooooo03[oo`03003ooooo007oo`00Aooo +10000_oo00@00?ooool000Soo`<003Ooo`04003ooooo000iool01000ooooo`002?oo0`00?Ooo00<0 +0?ooool00Ooo001=ool01000ooooo`002?oo00<00?ooool0=ooo00@00?ooool003Woo`04003ooooo +0008ool00`00ooooo`0mool00`00ooooo`01ool004goo`04003ooooo0008ool00`00ooooo`0gool0 +1000ooooo`00>Ooo00@00?ooool000Soo`03003ooooo03_oo`<000?oo`003ooo00<00?ooool0??oo +0P002Ooo1000=ooo0P00>ooo0P002Ooo1000??oo00<00?ooool00Ooo000?ool00`00ooooo`3oool? +ool000ooo`03003ooooo0?ooo`ooo`003ooo00<00?ooool0oooo3ooo000?oooo000?0003ool000oo +o`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h +0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0 +n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n000 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n000 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P0 +00[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003ooooo +007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<0 +0?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h +0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h +0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo +00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP0 +00<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h +000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n000 +2_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool0 +0Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00 +n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00 +n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00 +n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00 +n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h +0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0 +n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0 +n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool0 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n000 +0`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P0 +00[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<0 +0?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01 +ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h +0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P0 +00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP0 +00<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h +000:n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h +000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003 +003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n000 +2_P000<00?P0n0002oP000<00?ooool00Ooo0007ool40004ool00`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000: +n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000Ooo`03003o +oooo00Goo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h +0?P000_h0003003ooooo007oo`002?oo00<00?ooool01?oo00<00?P0n0002_P000<00?P0n0002oP0 +00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P03`003?P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0 +n0002oP03P003OP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP0 +00<00?ooool00Ooo0009ool00`00ooooo`03ool00`00n03h000:n0000`00n03h000;n0000`00n03h +000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00ooooo`0;ool00`00n03h +000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h +000:n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000[oo`03003ooooo00;oo`03 +003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000[h0003003ooooo00_oo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003ooooo00[oo`03 +003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003 +003ooooo007oo`001ooo00@00?ooool000Coo`03003h0?P000[h0003003h0?P000_h0003003h0?P0 +00[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003ooooo00_oo`03003h0?P0 +00[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`002?oo0P001Ooo00<00?P0n000 +2_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2_P000<00?ooool02ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n000 +2oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool0 +0Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00 +n03h000:n0000`00n03h000:n0000`00ooooo`0;ool00`00n03h000:n0000`00n03h000;n0000`00 +n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00 +ooooo`0:ool00`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00 +n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003ooooo00_oo`03003h0?P000[h +0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h +0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P000_h +0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?oo +ool02ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0 +n0002_P000<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?P0 +n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool0 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000:n0000`00ooooo`0;ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n000 +0`00n03h000;n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool0 +0`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n000 +0`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000[h0003003ooooo00_oo`03003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P0 +00_h0003003ooooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P0 +00[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002_P000<00?ooool02ooo00<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<0 +0?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?P0n0002_P000<0 +0?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000: +n0000`00ooooo`0;ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000; +n0000`00n03h000:n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01 +ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000[h0003003ooooo00_oo`03003h0?P000[h0003003h0?P000_h0003003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h0?P000[h0003003h0?P000_h0003003o +oooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003h +0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P0 +:@003Ooo3P003OP03P003OP03P003?P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP0 +3P003OP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n000 +0`00n03h000;n0000`00n03h000:n0000`00ooooo`10ool00`00n03h000;n0000`00ooooo`0:ool0 +0`00n03h000;n0000`00ooooo`0:ool00`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool0 +0`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00n03h000:n0000`00n03h000;n000 +0`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003ooooo +043oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00_h0003003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<0 +0?P0n0002oP000<00?P0n0002_P000<00?ooool0@?oo00<00?P0n0002oP000<00?ooool02_oo00<0 +0?P0n0002oP000<00?ooool02_oo00<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<0 +0?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<0 +0?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`10 +ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000: +n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000; +n0000`00n03h000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h +0?P000_h0003003h0?P000[h0003003ooooo043oo`03003h0?P000_h0003003ooooo00[oo`03003h +0?P000_h0003003ooooo00[oo`03003h0?P000[h0003003h0?P000_h0003003ooooo00[oo`03003h +0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003o +oooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0@?oo +00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002_P0 +00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP0 +00<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h +000;n0000`00n03h000:n0000`00ooooo`10ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h +000;n0000`00ooooo`0:ool00`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h +000;n0000`00ooooo`0:ool00`00n03h000;n0000`00n03h000:n0000`00n03h000;n0000`00oooo +o`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003ooooo043oo`03 +003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000[h0003 +003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003 +003h0?P000[h0003003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n000 +2oP000<00?P0n0002_P000<00?ooool0@?oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n000 +2oP000<00?ooool02_oo00<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n000 +2oP000<00?ooool02_oo00<00?P0n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool0 +0Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`10ool00`00 +n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000:n0000`00 +n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00 +n03h000:n0000`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h +0003003h0?P000[h0003003ooooo043oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h +0003003ooooo00[oo`03003h0?P000[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h +0003003ooooo00[oo`03003h0?P000_h0003003h0?P000[h0003003h0?P000_h0003003ooooo007o +o`002Ooo00<00?ooool00ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?oo +ool0@?oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0 +n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0 +n0002oP000<00?P0n0002_P000<00?P0n0002oP000<00?ooool00Ooo0009ool00`00ooooo`03ool0 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`10ool00`00n03h000;n000 +0`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000:n0000`00n03h000;n000 +0`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00n03h000:n000 +0`00n03h000;n0000`00ooooo`01ool000Koo`D000Coo`03003h0?P000[h0003003h0?P000_h0003 +003h0?P000[h0003003ooooo043oo`l000coo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00_h00h000gh0003003ooooo007oo`001_oo00@00?ooool000Goo`03003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003ooooo05_oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo007oo`001ooo00<00?oo00001Ooo00<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<0 +0?ooool02_oo00<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<0 +0?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool00Ooo0008 +ool20005ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00 +n03h000;n0000`00ooooo`0:ool00`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool00`00 +n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00 +ooooo`01ool000Woo`03003ooooo00?oo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h +0003003ooooo05_oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000[h0003003h0?P000_h +0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[o +o`03003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0 +n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002_P000<00?P0 +n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?oo +ool02_oo00<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n000 +0`00n03h000:n0000`00ooooo`1Kool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000:n000 +0`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n000 +0`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P0 +00_h0003003h0?P000[h0003003ooooo05_oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P0 +00_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<0 +0?P0n0002oP000<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<00?ooool02_oo00<0 +0?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<0 +0?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00n03h000;n0000`00ooooo`0: +ool00`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0: +ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000ooo`03003h +0?P000[h0003003h0?P000_h0003003h0?P000[h0003003ooooo05_oo`03003h0?P000_h0003003o +oooo00[oo`03003h0?P000[h0003003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003o +oooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo007oo`003ooo +00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP0 +00<00?ooool02_oo00<00?P0n0002_P000<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP0 +00<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool00Ooo +000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00n03h +000;n0000`00ooooo`0:ool00`00n03h000:n0000`00n03h000;n0000`00ooooo`0:ool00`00n03h +000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00oooo +o`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003ooooo05_oo`03 +003h0?P000_h0003003ooooo00[oo`h000gh0003003ooooo00[oo`03003h0?P000_h0003003ooooo +00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo007oo`003ooo00<0 +0?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<0 +0?ooool05ooo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<0 +0?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000: +n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00n03h000;n0000`00ooooo`0G +ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000; +n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h +0?P000_h0003003h0?P000[h0003003ooooo05_oo`03003h0?P000_h0003003ooooo01Ooo`03003h +0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003o +oooo00[oo`03003h0?P000_h0003003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP0 +00<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<00?ooool05ooo00<00?P0n0002oP0 +00<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo +00<00?P0n0002oP000<00?ooool00Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h +000:n0000`00ooooo`1Kool00`00n03h000;n0000`00ooooo`0Gool00`00n03h000;n0000`00oooo +o`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h +000;n0000`00ooooo`01ool000ooo`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003 +003ooooo05_oo`03003h0?P000_h0003003ooooo01Ooo`03003h0?P000_h0003003ooooo00[oo`03 +003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003 +003ooooo007oo`003ooo00<00?P0n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0 +Fooo00<00?P0n0002oP000<00?ooool05ooo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n000 +2oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool0 +0Ooo000?ool00`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00 +n03h000;n0000`00ooooo`0Gool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00 +ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000oo +o`03003h0?P000[h0003003h0?P000_h0003003h0?P000[h0003003ooooo05_oo`03003h0?P000_h +0003003ooooo01Ooo`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo00[o +o`03003h0?P000_h0003003ooooo00[oo`03003h0?P000_h0003003ooooo007oo`003ooo00<00?P0 +n0002_P000<00?P0n0002oP000<00?P0n0002_P000<00?ooool0Fooo00<00?P0n0002oP000<00?oo +ool05ooo00<00?P0n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool02_oo00<00?P0 +n0002oP000<00?ooool02_oo00<00?P0n0002oP000<00?ooool00Ooo0008ool20005ool00`00n03h +000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00n03h000;n0000`00oooo +o`0Gool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool00`00n03h +000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000Ooo`04003ooooo0004ool0 +0`00n03h000:n0000`00n03h000;n0000`00n03h000:n0000`00ooooo`1Kool00`00n03h000;n000 +0`00ooooo`0Gool00`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`0:ool0 +0`00n03h000;n0000`00ooooo`0:ool00`00n03h000;n0000`00ooooo`01ool000Ooo`04003ooooo +0004ool>000=n0000`00n03h000:n0000`00ooooo`1Kool?000Iool?000"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-1.11435, -1.01207, \ +0.00744493, 0.0758907}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(gaussdist = NormalDistribution[0, 1];\)\)], "Input"], + +Cell[BoxData[ + \(\(gaussdata = RandomArray[gaussdist, 100];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(\(#[gaussdata] &\) /@ {Min, Max}\), "\[IndentingNewLine]", + \( (*{\(-2.0836685064336566`\), 2.6435635312999413`}*) \)}], "Input"], + +Cell[BoxData[ + \({\(-2.0836685064336566`\), 2.6435635312999413`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Variance[gaussdist]\)], "Input"], + +Cell[BoxData[ + \(1\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Mean[gaussdist]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(Variance[gaussdata]\), "\[IndentingNewLine]", + \( (*1.0110314438282797`*) \)}], "Input"], + +Cell[BoxData[ + \(1.0110314438282797`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[{ + \(Mean[gaussdata]\), "\[IndentingNewLine]", + \( (*0.07892049929559927`*) \)}], "Input"], + +Cell[BoxData[ + \(0.07892049929559927`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Histogram[gaussdata, + HistogramCategories \[Rule] Range[\(-5\), 5, .1]]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.4375 0.208333 0.0147151 0.0840863 [ +[.02083 .00222 -6 -9 ] +[.02083 .00222 6 0 ] +[.22917 .00222 -6 -9 ] +[.22917 .00222 6 0 ] +[.4375 .00222 -3 -9 ] +[.4375 .00222 3 0 ] +[.64583 .00222 -3 -9 ] +[.64583 .00222 3 0 ] +[.85417 .00222 -3 -9 ] +[.85417 .00222 3 0 ] +[-0.0125 .0988 -6 -4.5 ] +[-0.0125 .0988 0 4.5 ] +[-0.0125 .18289 -6 -4.5 ] +[-0.0125 .18289 0 4.5 ] +[-0.0125 .26697 -6 -4.5 ] +[-0.0125 .26697 0 4.5 ] +[-0.0125 .35106 -6 -4.5 ] +[-0.0125 .35106 0 4.5 ] +[-0.0125 .43515 -6 -4.5 ] +[-0.0125 .43515 0 4.5 ] +[-0.0125 .51923 -6 -4.5 ] +[-0.0125 .51923 0 4.5 ] +[-0.0125 .60332 -6 -4.5 ] +[-0.0125 .60332 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.02083 .01472 m +.02083 .02097 L +s +[(-2)] .02083 .00222 0 1 Mshowa +.22917 .01472 m +.22917 .02097 L +s +[(-1)] .22917 .00222 0 1 Mshowa +.4375 .01472 m +.4375 .02097 L +s +[(0)] .4375 .00222 0 1 Mshowa +.64583 .01472 m +.64583 .02097 L +s +[(1)] .64583 .00222 0 1 Mshowa +.85417 .01472 m +.85417 .02097 L +s +[(2)] .85417 .00222 0 1 Mshowa +0 .01472 m +1 .01472 L +s +0 .0988 m +.00625 .0988 L +s +[(1)] -0.0125 .0988 1 0 Mshowa +0 .18289 m +.00625 .18289 L +s +[(2)] -0.0125 .18289 1 0 Mshowa +0 .26697 m +.00625 .26697 L +s +[(3)] -0.0125 .26697 1 0 Mshowa +0 .35106 m +.00625 .35106 L +s +[(4)] -0.0125 .35106 1 0 Mshowa +0 .43515 m +.00625 .43515 L +s +[(5)] -0.0125 .43515 1 0 Mshowa +0 .51923 m +.00625 .51923 L +s +[(6)] -0.0125 .51923 1 0 Mshowa +0 .60332 m +.00625 .60332 L +s +[(7)] -0.0125 .60332 1 0 Mshowa +.125 Mabswid +0 .03153 m +.00375 .03153 L +s +0 .04835 m +.00375 .04835 L +s +0 .06517 m +.00375 .06517 L +s +0 .08198 m +.00375 .08198 L +s +0 .11562 m +.00375 .11562 L +s +0 .13244 m +.00375 .13244 L +s +0 .14925 m +.00375 .14925 L +s +0 .16607 m +.00375 .16607 L +s +0 .1997 m +.00375 .1997 L +s +0 .21652 m +.00375 .21652 L +s +0 .23334 m +.00375 .23334 L +s +0 .25016 m +.00375 .25016 L +s +0 .28379 m +.00375 .28379 L +s +0 .30061 m +.00375 .30061 L +s +0 .31743 m +.00375 .31743 L +s +0 .33424 m +.00375 .33424 L +s +0 .36788 m +.00375 .36788 L +s +0 .38469 m +.00375 .38469 L +s +0 .40151 m +.00375 .40151 L +s +0 .41833 m +.00375 .41833 L +s +0 .45196 m +.00375 .45196 L +s +0 .46878 m +.00375 .46878 L +s +0 .4856 m +.00375 .4856 L +s +0 .50242 m +.00375 .50242 L +s +0 .53605 m +.00375 .53605 L +s +0 .55287 m +.00375 .55287 L +s +0 .56968 m +.00375 .56968 L +s +0 .5865 m +.00375 .5865 L +s +.25 Mabswid +0 0 m +0 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +1 0 0 r +0 .01472 m +0 .0988 L +.02083 .0988 L +.02083 .01472 L +F +0 g +.5 Mabswid +0 .01472 m +0 .0988 L +.02083 .0988 L +.02083 .01472 L +0 .01472 L +s +1 0 0 r +.02083 .01472 m +.02083 .0988 L +.04167 .0988 L +.04167 .01472 L +F +0 g +.02083 .01472 m +.02083 .0988 L +.04167 .0988 L +.04167 .01472 L +.02083 .01472 L +s +1 0 0 r +.04167 .01472 m +.04167 .0988 L +.0625 .0988 L +.0625 .01472 L +F +0 g +.04167 .01472 m +.04167 .0988 L +.0625 .0988 L +.0625 .01472 L +.04167 .01472 L +s +1 0 0 r +.0625 .01472 m +.0625 .18289 L +.08333 .18289 L +.08333 .01472 L +F +0 g +.0625 .01472 m +.0625 .18289 L +.08333 .18289 L +.08333 .01472 L +.0625 .01472 L +s +1 0 0 r +.08333 .01472 m +.08333 .18289 L +.10417 .18289 L +.10417 .01472 L +F +0 g +.08333 .01472 m +.08333 .18289 L +.10417 .18289 L +.10417 .01472 L +.08333 .01472 L +s +1 0 0 r +.10417 .01472 m +.10417 .0988 L +.125 .0988 L +.125 .01472 L +F +0 g +.10417 .01472 m +.10417 .0988 L +.125 .0988 L +.125 .01472 L +.10417 .01472 L +s +1 0 0 r +.125 .01472 m +.125 .01472 L +.14583 .01472 L +.14583 .01472 L +F +0 g +.125 .01472 m +.125 .01472 L +.14583 .01472 L +.14583 .01472 L +.125 .01472 L +s +1 0 0 r +.14583 .01472 m +.14583 .26697 L +.16667 .26697 L +.16667 .01472 L +F +0 g +.14583 .01472 m +.14583 .26697 L +.16667 .26697 L +.16667 .01472 L +.14583 .01472 L +s +1 0 0 r +.16667 .01472 m +.16667 .0988 L +.1875 .0988 L +.1875 .01472 L +F +0 g +.16667 .01472 m +.16667 .0988 L +.1875 .0988 L +.1875 .01472 L +.16667 .01472 L +s +1 0 0 r +.1875 .01472 m +.1875 .18289 L +.20833 .18289 L +.20833 .01472 L +F +0 g +.1875 .01472 m +.1875 .18289 L +.20833 .18289 L +.20833 .01472 L +.1875 .01472 L +s +1 0 0 r +.20833 .01472 m +.20833 .0988 L +.22917 .0988 L +.22917 .01472 L +F +0 g +.20833 .01472 m +.20833 .0988 L +.22917 .0988 L +.22917 .01472 L +.20833 .01472 L +s +1 0 0 r +.22917 .01472 m +.22917 .26697 L +.25 .26697 L +.25 .01472 L +F +0 g +.22917 .01472 m +.22917 .26697 L +.25 .26697 L +.25 .01472 L +.22917 .01472 L +s +1 0 0 r +.25 .01472 m +.25 .0988 L +.27083 .0988 L +.27083 .01472 L +F +0 g +.25 .01472 m +.25 .0988 L +.27083 .0988 L +.27083 .01472 L +.25 .01472 L +s +1 0 0 r +.27083 .01472 m +.27083 .01472 L +.29167 .01472 L +.29167 .01472 L +F +0 g +.27083 .01472 m +.27083 .01472 L +.29167 .01472 L +.29167 .01472 L +.27083 .01472 L +s +1 0 0 r +.29167 .01472 m +.29167 .51923 L +.3125 .51923 L +.3125 .01472 L +F +0 g +.29167 .01472 m +.29167 .51923 L +.3125 .51923 L +.3125 .01472 L +.29167 .01472 L +s +1 0 0 r +.3125 .01472 m +.3125 .26697 L +.33333 .26697 L +.33333 .01472 L +F +0 g +.3125 .01472 m +.3125 .26697 L +.33333 .26697 L +.33333 .01472 L +.3125 .01472 L +s +1 0 0 r +.33333 .01472 m +.33333 .35106 L +.35417 .35106 L +.35417 .01472 L +F +0 g +.33333 .01472 m +.33333 .35106 L +.35417 .35106 L +.35417 .01472 L +.33333 .01472 L +s +1 0 0 r +.35417 .01472 m +.35417 .43515 L +.375 .43515 L +.375 .01472 L +F +0 g +.35417 .01472 m +.35417 .43515 L +.375 .43515 L +.375 .01472 L +.35417 .01472 L +s +1 0 0 r +.375 .01472 m +.375 .26697 L +.39583 .26697 L +.39583 .01472 L +F +0 g +.375 .01472 m +.375 .26697 L +.39583 .26697 L +.39583 .01472 L +.375 .01472 L +s +1 0 0 r +.39583 .01472 m +.39583 .26697 L +.41667 .26697 L +.41667 .01472 L +F +0 g +.39583 .01472 m +.39583 .26697 L +.41667 .26697 L +.41667 .01472 L +.39583 .01472 L +s +1 0 0 r +.41667 .01472 m +.41667 .18289 L +.4375 .18289 L +.4375 .01472 L +F +0 g +.41667 .01472 m +.41667 .18289 L +.4375 .18289 L +.4375 .01472 L +.41667 .01472 L +s +1 0 0 r +.4375 .01472 m +.4375 .35106 L +.45833 .35106 L +.45833 .01472 L +F +0 g +.4375 .01472 m +.4375 .35106 L +.45833 .35106 L +.45833 .01472 L +.4375 .01472 L +s +1 0 0 r +.45833 .01472 m +.45833 .26697 L +.47917 .26697 L +.47917 .01472 L +F +0 g +.45833 .01472 m +.45833 .26697 L +.47917 .26697 L +.47917 .01472 L +.45833 .01472 L +s +1 0 0 r +.47917 .01472 m +.47917 .51923 L +.5 .51923 L +.5 .01472 L +F +0 g +.47917 .01472 m +.47917 .51923 L +.5 .51923 L +.5 .01472 L +.47917 .01472 L +s +1 0 0 r +.5 .01472 m +.5 .43515 L +.52083 .43515 L +.52083 .01472 L +F +0 g +.5 .01472 m +.5 .43515 L +.52083 .43515 L +.52083 .01472 L +.5 .01472 L +s +1 0 0 r +.52083 .01472 m +.52083 .18289 L +.54167 .18289 L +.54167 .01472 L +F +0 g +.52083 .01472 m +.52083 .18289 L +.54167 .18289 L +.54167 .01472 L +.52083 .01472 L +s +1 0 0 r +.54167 .01472 m +.54167 .35106 L +.5625 .35106 L +.5625 .01472 L +F +0 g +.54167 .01472 m +.54167 .35106 L +.5625 .35106 L +.5625 .01472 L +.54167 .01472 L +s +1 0 0 r +.5625 .01472 m +.5625 .18289 L +.58333 .18289 L +.58333 .01472 L +F +0 g +.5625 .01472 m +.5625 .18289 L +.58333 .18289 L +.58333 .01472 L +.5625 .01472 L +s +1 0 0 r +.58333 .01472 m +.58333 .26697 L +.60417 .26697 L +.60417 .01472 L +F +0 g +.58333 .01472 m +.58333 .26697 L +.60417 .26697 L +.60417 .01472 L +.58333 .01472 L +s +1 0 0 r +.60417 .01472 m +.60417 .18289 L +.625 .18289 L +.625 .01472 L +F +0 g +.60417 .01472 m +.60417 .18289 L +.625 .18289 L +.625 .01472 L +.60417 .01472 L +s +1 0 0 r +.625 .01472 m +.625 .35106 L +.64583 .35106 L +.64583 .01472 L +F +0 g +.625 .01472 m +.625 .35106 L +.64583 .35106 L +.64583 .01472 L +.625 .01472 L +s +1 0 0 r +.64583 .01472 m +.64583 .60332 L +.66667 .60332 L +.66667 .01472 L +F +0 g +.64583 .01472 m +.64583 .60332 L +.66667 .60332 L +.66667 .01472 L +.64583 .01472 L +s +1 0 0 r +.66667 .01472 m +.66667 .01472 L +.6875 .01472 L +.6875 .01472 L +F +0 g +.66667 .01472 m +.66667 .01472 L +.6875 .01472 L +.6875 .01472 L +.66667 .01472 L +s +1 0 0 r +.6875 .01472 m +.6875 .01472 L +.70833 .01472 L +.70833 .01472 L +F +0 g +.6875 .01472 m +.6875 .01472 L +.70833 .01472 L +.70833 .01472 L +.6875 .01472 L +s +1 0 0 r +.70833 .01472 m +.70833 .35106 L +.72917 .35106 L +.72917 .01472 L +F +0 g +.70833 .01472 m +.70833 .35106 L +.72917 .35106 L +.72917 .01472 L +.70833 .01472 L +s +1 0 0 r +.72917 .01472 m +.72917 .0988 L +.75 .0988 L +.75 .01472 L +F +0 g +.72917 .01472 m +.72917 .0988 L +.75 .0988 L +.75 .01472 L +.72917 .01472 L +s +1 0 0 r +.75 .01472 m +.75 .0988 L +.77083 .0988 L +.77083 .01472 L +F +0 g +.75 .01472 m +.75 .0988 L +.77083 .0988 L +.77083 .01472 L +.75 .01472 L +s +1 0 0 r +.77083 .01472 m +.77083 .35106 L +.79167 .35106 L +.79167 .01472 L +F +0 g +.77083 .01472 m +.77083 .35106 L +.79167 .35106 L +.79167 .01472 L +.77083 .01472 L +s +1 0 0 r +.79167 .01472 m +.79167 .01472 L +.8125 .01472 L +.8125 .01472 L +F +0 g +.79167 .01472 m +.79167 .01472 L +.8125 .01472 L +.8125 .01472 L +.79167 .01472 L +s +1 0 0 r +.8125 .01472 m +.8125 .01472 L +.83333 .01472 L +.83333 .01472 L +F +0 g +.8125 .01472 m +.8125 .01472 L +.83333 .01472 L +.83333 .01472 L +.8125 .01472 L +s +1 0 0 r +.83333 .01472 m +.83333 .18289 L +.85417 .18289 L +.85417 .01472 L +F +0 g +.83333 .01472 m +.83333 .18289 L +.85417 .18289 L +.85417 .01472 L +.83333 .01472 L +s +1 0 0 r +.85417 .01472 m +.85417 .01472 L +.875 .01472 L +.875 .01472 L +F +0 g +.85417 .01472 m +.85417 .01472 L +.875 .01472 L +.875 .01472 L +.85417 .01472 L +s +1 0 0 r +.875 .01472 m +.875 .01472 L +.89583 .01472 L +.89583 .01472 L +F +0 g +.875 .01472 m +.875 .01472 L +.89583 .01472 L +.89583 .01472 L +.875 .01472 L +s +1 0 0 r +.89583 .01472 m +.89583 .01472 L +.91667 .01472 L +.91667 .01472 L +F +0 g +.89583 .01472 m +.89583 .01472 L +.91667 .01472 L +.91667 .01472 L +.89583 .01472 L +s +1 0 0 r +.91667 .01472 m +.91667 .01472 L +.9375 .01472 L +.9375 .01472 L +F +0 g +.91667 .01472 m +.91667 .01472 L +.9375 .01472 L +.9375 .01472 L +.91667 .01472 L +s +1 0 0 r +.9375 .01472 m +.9375 .01472 L +.95833 .01472 L +.95833 .01472 L +F +0 g +.9375 .01472 m +.9375 .01472 L +.95833 .01472 L +.95833 .01472 L +.9375 .01472 L +s +1 0 0 r +.95833 .01472 m +.95833 .01472 L +.97917 .01472 L +.97917 .01472 L +F +0 g +.95833 .01472 m +.95833 .01472 L +.97917 .01472 L +.97917 .01472 L +.95833 .01472 L +s +1 0 0 r +.97917 .01472 m +.97917 .0988 L +1 .0988 L +1 .01472 L +F +0 g +.97917 .01472 m +.97917 .0988 L +1 .0988 L +1 .01472 L +.97917 .01472 L +s +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg?oo00<00?oo +ool0ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`03ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`08 +ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002 +n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003 +n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003 +n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0Y +ool000Goo`03003ooooo00Coo`8000ooo`03003h0?P000;h0003003h0?P000?h0003003ooooo00So +o`03003h0?P000?h0003003ooooo00?oo`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h +0003003ooooo00Soo`03003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h +0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h +0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h +0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo00So +o`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo02Woo`003?oo00<00?ooool03_oo00<00?P0n0000_P000<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?ooool00ooo00<00?P0 +n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0 +n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0 +n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0 +n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0 +n0000oP000<00?ooool0:Ooo000ool00`00n03h0002n0000`00n03h0003n000 +0`00ooooo`08ool00`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00ooooo`03ool0 +0`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n000 +0`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n000 +0`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n000 +0`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n000 +0`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00ooooo`0Yool000coo`03003ooooo00koo`03003h0?P000;h0003003h0?P0 +00?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00?oo`03003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P000;h0003003h0?P0 +00?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P0 +00?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P0 +00?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo +00Soo`03003h0?P000?h0003003ooooo02Woo`003?oo00<00?ooool03_oo00<00?P0n0000_P000<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<0 +0?ooool00ooo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<0 +0?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<0 +0?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<0 +0?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<0 +0?ooool02?oo00<00?P0n0000oP000<00?ooool0:Ooo000ool0 +0`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`03ool0 +0`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n000 +0`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n000 +0`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n000 +0`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n000 +0`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0Yool000coo`03003ooooo +00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo +00?oo`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00Soo`03003h0?P0 +00?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P0 +00?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P0 +00?h0003003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo +00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo02Woo`003?oo0P00 +3ooo00<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0 +0ooo00<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n000 +0oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n000 +0oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n000 +0_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n000 +0oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0 +2?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0:Ooo000ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00 +ooooo`03ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`08ool00`00 +n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00 +n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00 +n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00 +n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00 +ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0Yool000co +o`03003ooooo00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo00?oo`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00So +o`03003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h +0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h +0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h +0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo02Wo +o`003?oo00<00?ooool03_oo00<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0 +n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0 +n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0 +n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0 +n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0 +n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?oo +ool0:Ooo000ool00`00n03h0002n0000`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00ooooo`03 +ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003 +n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002 +n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003 +n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08 +ool00`00n03h0003n0000`00ooooo`0Yool000?oo`03003ooooo00Koo`03003ooooo00koo`03003h +0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00?oo`03003h +0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h +0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h +0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h +0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h +0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h +0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo02Woo`001?oo00<00?ooool01Ooo +0P003ooo30002_oo00<00?P0n0000oP000<00?ooool00ooo1P001Ooo00<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0n0000oP000<00?P0 +n0000_P000<00?P0n0000oP01`001?P000<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P0 +1`001OP01P001OP01`001?P000<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool02?oo1`00:ooo0005ool00`00ooooo`04ool00`00oooo +o`0Tool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0003n0000`00ooooo`08ool00`00n03h +0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n0000`00n03h +0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h +0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003n0000`00oooo +o`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00oooo +o`08ool00`00n03h0003n0000`00ooooo`0jool000Koo`03003ooooo00?oo`03003ooooo02Coo`03 +003h0?P000?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003 +003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003 +003ooooo00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003 +003ooooo00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03 +003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03 +003h0?P000?h0003003ooooo03[oo`000ooo00@00?ooool000Goo`03003ooooo02Coo`03003h0?P0 +00?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo +00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h0?P0 +00;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P0 +00?h0003003ooooo03[oo`001?oo0P001_oo0P009Ooo00<00?P0n0000oP000<00?ooool03_oo00<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<0 +0?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<0 +0?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<0 +0?ooool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP000<0 +0?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000< +ool00`00ooooo`0Tool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0003n0000`00ooooo`08 +ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002 +n0000`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003 +n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003 +n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`03003ooooo02Coo`03003h +0?P000?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h +0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003o +oooo00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003o +oooo00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h +0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h +0?P000?h0003003ooooo03[oo`003?oo00<00?ooool09?oo00<00?P0n0000oP000<00?ooool03_oo +00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP0 +00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P0 +00<00?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP0 +00<00?ooool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP0 +00<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo +000ool00`00n03h0003n0000`00oooo +o`08ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h +0002n0000`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h +0003n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h +0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h +0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`8002Goo`03003h0?P0 +00?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo +00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h0?P0 +00;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P0 +00?h0003003ooooo03[oo`003?oo00<00?ooool09?oo00<00?P0n0000oP000<00?ooool03_oo00<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<0 +0?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<0 +0?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<0 +0?ooool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP000<0 +0?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000< +ool00`00ooooo`0Tool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0003n0000`00ooooo`08 +ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002 +n0000`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003 +n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003 +n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`03003ooooo02Coo`03003h +0?P000?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h +0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003o +oooo00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003o +oooo00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h +0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h +0?P000?h0003003ooooo03[oo`003?oo0P009Ooo00<00?P0n0000oP000<00?ooool03_oo00<00?P0 +n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0 +n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0 +n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?oo +ool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000ool00`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n000 +0`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003n000 +0`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003n000 +0`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n000 +0`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`03003ooooo02Coo`03003h0?P0 +00?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo +00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h0?P0 +00;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P0 +00?h0003003ooooo03[oo`003?oo00<00?ooool09?oo00<00?P0n0000oP000<00?ooool03_oo00<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<0 +0?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<0 +0?P0n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<0 +0?ooool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP000<0 +0?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000< +ool00`00ooooo`0Tool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0003n0000`00ooooo`08 +ool00`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002 +n0000`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003 +n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003 +n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`8002Goo`03003h0?P000?h +0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P000;h +0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo00?o +o`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003ooooo00?o +o`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h0?P000;h +0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo03[oo`003?oo00<00?ooool09?oo00<00?P0n0000oP000<00?ooool03_oo00<00?P0 +n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?P0 +n0000oP000<00?P0n0000_P000<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0 +n0000oP000<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?oo +ool00_oo00<00?P0n0000oP000<00?ooool00ooo00<00?P0n0000_P000<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000ool00`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00n03h0002n0000`00n03h0003n0000`00n03h0003n0000`00n03h0002n000 +0`00n03h0003n0000`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00n03h0003n000 +0`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`02ool00`00n03h0003n000 +0`00ooooo`03ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n000 +0`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000Coo`8000Koo`03003ooooo02Coo`03 +003h0?P000?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003 +003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003 +003ooooo00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003 +003ooooo00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03 +003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03 +003h0?P000?h0003003ooooo03[oo`000ooo00@00?ooool000Goo`03003ooooo02Coo`03003h0?P0 +00?h0003003ooooo00koo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003h0?P0 +00;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003h0?P000?h0003003ooooo +00?oo`03003h0?P000;h0003003h0?P000?h0003003h0?P000?h0003003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003ooooo00?oo`03003h0?P0 +00;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P0 +00?h0003003ooooo03[oo`001_oo00<00?ooool00ooo0P009Ooo1`004?oo1`002_oo00<00?P0n000 +0oP01P001OP000<00?P0n0000oP030001Ooo00<00?P0n0000_P01`001OP000<00?P0n0000_P000<0 +0?ooool00ooo00<00?P0n0000oP000<00?ooool00_oo1`001Ooo00<00?P0n0000_P000<00?P0n000 +0oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0 +>_oo0004ool20006ool00`00ooooo`1ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003 +n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0002 +n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`0jool000Koo`03003ooooo00?oo`03003ooooo04coo`03003h0?P000?h0003003o +oooo00;oo`03003h0?P000?h0003003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003o +oooo00?oo`03003h0?P000?h0003003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003o +oooo00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003o +oooo00Soo`03003h0?P000?h0003003ooooo03[oo`000ooo00@00?ooool000Goo`03003ooooo04co +o`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003h0?P000?h0003003ooooo00ko +o`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003h0?P000;h0003003ooooo00?o +o`03003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00So +o`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo03[oo`001?oo0P001_oo +0P00COoo00<00?P0n0000oP000<00?ooool00_oo00<00?P0n0000oP000<00?P0n0000oP000<00?oo +ool03_oo00<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?P0n0000_P000<00?oo +ool00ooo00<00?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?P0n0000oP000<00?oo +ool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00n03h0002n000 +0`00ooooo`03ool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0002n0000`00n03h0003n000 +0`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool0 +00coo`03003ooooo04coo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003h0?P0 +00?h0003003ooooo00koo`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003h0?P0 +00;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003h0?P0 +00?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo +03[oo`003?oo00<00?ooool0C?oo00<00?P0n0000oP000<00?ooool00_oo00<00?P0n0000oP000<0 +0?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<0 +0?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<0 +0?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<0 +0?ooool0>_oo000ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003 +n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0002 +n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003 +n0000`00ooooo`0jool000coo`8004goo`03003h0?P000?h0003003ooooo00;oo`03003h0?P000?h +0003003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003ooooo00?oo`03003h0?P000?h +0003003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00koo`03003h0?P000;h +0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo03[oo`003?oo00<00?ooool0C?oo00<00?P0n0000oP000<00?ooool00_oo00<00?P0 +n0000oP000<00?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?ooool00ooo00<00?P0 +n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?ooool03_oo00<00?P0 +n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0 +n0000oP000<00?ooool0>_oo000ool00`00n03h0002n0000`00ooooo`03ool0 +0`00n03h0003n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`0>ool0 +0`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00ooooo`0jool000coo`03003ooooo04coo`03003h0?P000?h0003003ooooo +00;oo`03003h0?P000?h0003003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003ooooo +00?oo`03003h0?P000?h0003003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo +00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo +00Soo`03003h0?P000?h0003003ooooo03[oo`003?oo0P00COoo00<00?P0n0000oP000<00?ooool0 +0_oo00<00?P0n0000oP000<00?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?ooool0 +0ooo00<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?ooool0 +3_oo00<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0 +2?oo00<00?P0n0000oP000<00?ooool0>_oo000ool00`00n03h0002n0000`00 +ooooo`03ool00`00n03h0003n0000`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00 +ooooo`0>ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00 +ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`03003ooooo04coo`03003h0?P000?h +0003003ooooo00;oo`03003h0?P000?h0003003h0?P000?h0003003ooooo00koo`03003h0?P000;h +0003003ooooo00?oo`03003h0?P000?h0003003h0?P000;h0003003ooooo00?oo`03003h0?P000?h +0003003ooooo00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h +0003003ooooo00Soo`03003h0?P000?h0003003ooooo03[oo`003?oo00<00?ooool0C?oo00<00?P0 +n0000oP000<00?ooool00_oo00<00?P0n0000oP000<00?P0n0000oP000<00?ooool03_oo00<00?P0 +n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?P0n0000_P000<00?ooool00ooo00<00?P0 +n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?P0n0000oP000<00?ooool02?oo00<00?P0 +n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo000ool0 +0`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00n03h0002n0000`00ooooo`03ool0 +0`00n03h0003n0000`00ooooo`0>ool00`00n03h0002n0000`00n03h0003n0000`00ooooo`08ool0 +0`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`0jool000coo`8004goo`03 +003h0?P000?h0003003ooooo00;oo`03003h0?P000?h0003003h0?P000?h0003003ooooo00koo`03 +003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003h0?P000;h0003003ooooo00?oo`03 +003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03 +003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo03[oo`003?oo00<00?ooool0 +C?oo00<00?P0n0000oP000<00?ooool00_oo00<00?P0n0000oP000<00?P0n0000oP000<00?ooool0 +3_oo00<00?P0n0000_P000<00?ooool00ooo00<00?P0n0000oP000<00?P0n0000_P000<00?ooool0 +0ooo00<00?P0n0000oP000<00?ooool03_oo00<00?P0n0000_P000<00?P0n0000oP000<00?ooool0 +2?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool0>_oo0005ool00`00 +ooooo`04ool00`00ooooo`1ool00`00n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00 +n03h0002n0000`00ooooo`03ool00`00n03h0003n0000`00ooooo`0>ool00`00n03h0002n0000`00 +n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00ooooo`08ool00`00n03h0003n0000`00 +ooooo`0jool000Goo`03003ooooo00Coo`03003ooooo04coo`03003h0?P000?h0003003ooooo00;o +o`03003h0?P000?h0003003h0?P000?h0003003ooooo00koo`03003h0?P000;h0003003ooooo00?o +o`03003h0?P000?h0003003h0?P000;h0003003ooooo00?oo`03003h0?P000?h0003003ooooo00ko +o`03003h0?P000;h0003003h0?P000?h0003003ooooo00Soo`03003h0?P000?h0003003ooooo00So +o`03003h0?P000?h0003003ooooo03[oo`000_oo1@001Ooo0P00COoo00<00?P0n0000oP000<00?oo +ool00_oo1`001OP000<00?ooool03_oo1P001Ooo00<00?P0n0000oP000<00?P0n0000_P000<00?oo +ool00ooo1`004?oo1P001OP000<00?ooool02?oo1`002_oo1`00??oo0002ool01000ooooo`001_oo +00<00?ooool0C?oo00<00?P0n0000oP000<00?ooool02?oo00<00?P0n0000oP000<00?ooool06Ooo +00<00?P0n0000oP000<00?P0n0000_P000<00?ooool07ooo00<00?P0n0000oP000<00?ooool0G?oo +0003ool00`00ool00006ool00`00ooooo`1"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-2.3163, -0.54229, \ +0.0176539, 0.0437395}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell["Save the data.", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Export[checkdir <> "\", + Transpose[{unifdata}], "\"]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifdata"\)], \ +"Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Export[checkdir <> "\", + Transpose[{gaussdata}], "\"]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata"\)],\ + "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Generate, save query", "Subsubsection"], + +Cell[BoxData[ + \(\(unifquery = Range[\(-3\), 3, .1];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Export[checkdir <> "\", + Transpose[{unifquery}], "\"]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifquery"\)],\ + "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[PDF[unifdist, unifquery]]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0156128 0.0147151 1.17721 [ +[.17994 .00222 -6 -9 ] +[.17994 .00222 6 0 ] +[.33607 .00222 -6 -9 ] +[.33607 .00222 6 0 ] +[.49219 .00222 -6 -9 ] +[.49219 .00222 6 0 ] +[.64832 .00222 -6 -9 ] +[.64832 .00222 6 0 ] +[.80445 .00222 -6 -9 ] +[.80445 .00222 6 0 ] +[.96058 .00222 -6 -9 ] +[.96058 .00222 6 0 ] +[.01131 .13244 -18 -4.5 ] +[.01131 .13244 0 4.5 ] +[.01131 .25016 -18 -4.5 ] +[.01131 .25016 0 4.5 ] +[.01131 .36788 -18 -4.5 ] +[.01131 .36788 0 4.5 ] +[.01131 .4856 -18 -4.5 ] +[.01131 .4856 0 4.5 ] +[.01131 .60332 -18 -4.5 ] +[.01131 .60332 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.17994 .01472 m +.17994 .02097 L +s +[(10)] .17994 .00222 0 1 Mshowa +.33607 .01472 m +.33607 .02097 L +s +[(20)] .33607 .00222 0 1 Mshowa +.49219 .01472 m +.49219 .02097 L +s +[(30)] .49219 .00222 0 1 Mshowa +.64832 .01472 m +.64832 .02097 L +s +[(40)] .64832 .00222 0 1 Mshowa +.80445 .01472 m +.80445 .02097 L +s +[(50)] .80445 .00222 0 1 Mshowa +.96058 .01472 m +.96058 .02097 L +s +[(60)] .96058 .00222 0 1 Mshowa +.125 Mabswid +.05504 .01472 m +.05504 .01847 L +s +.08626 .01472 m +.08626 .01847 L +s +.11749 .01472 m +.11749 .01847 L +s +.14871 .01472 m +.14871 .01847 L +s +.21116 .01472 m +.21116 .01847 L +s +.24239 .01472 m +.24239 .01847 L +s +.27361 .01472 m +.27361 .01847 L +s +.30484 .01472 m +.30484 .01847 L +s +.36729 .01472 m +.36729 .01847 L +s +.39852 .01472 m +.39852 .01847 L +s +.42974 .01472 m +.42974 .01847 L +s +.46097 .01472 m +.46097 .01847 L +s +.52342 .01472 m +.52342 .01847 L +s +.55464 .01472 m +.55464 .01847 L +s +.58587 .01472 m +.58587 .01847 L +s +.6171 .01472 m +.6171 .01847 L +s +.67955 .01472 m +.67955 .01847 L +s +.71077 .01472 m +.71077 .01847 L +s +.742 .01472 m +.742 .01847 L +s +.77322 .01472 m +.77322 .01847 L +s +.83568 .01472 m +.83568 .01847 L +s +.8669 .01472 m +.8669 .01847 L +s +.89813 .01472 m +.89813 .01847 L +s +.92935 .01472 m +.92935 .01847 L +s +.9918 .01472 m +.9918 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .13244 m +.03006 .13244 L +s +[(0.1)] .01131 .13244 1 0 Mshowa +.02381 .25016 m +.03006 .25016 L +s +[(0.2)] .01131 .25016 1 0 Mshowa +.02381 .36788 m +.03006 .36788 L +s +[(0.3)] .01131 .36788 1 0 Mshowa +.02381 .4856 m +.03006 .4856 L +s +[(0.4)] .01131 .4856 1 0 Mshowa +.02381 .60332 m +.03006 .60332 L +s +[(0.5)] .01131 .60332 1 0 Mshowa +.125 Mabswid +.02381 .03826 m +.02756 .03826 L +s +.02381 .0618 m +.02756 .0618 L +s +.02381 .08535 m +.02756 .08535 L +s +.02381 .10889 m +.02756 .10889 L +s +.02381 .15598 m +.02756 .15598 L +s +.02381 .17952 m +.02756 .17952 L +s +.02381 .20307 m +.02756 .20307 L +s +.02381 .22661 m +.02756 .22661 L +s +.02381 .2737 m +.02756 .2737 L +s +.02381 .29724 m +.02756 .29724 L +s +.02381 .32079 m +.02756 .32079 L +s +.02381 .34433 m +.02756 .34433 L +s +.02381 .39142 m +.02756 .39142 L +s +.02381 .41497 m +.02756 .41497 L +s +.02381 .43851 m +.02756 .43851 L +s +.02381 .46205 m +.02756 .46205 L +s +.02381 .50914 m +.02756 .50914 L +s +.02381 .53269 m +.02756 .53269 L +s +.02381 .55623 m +.02756 .55623 L +s +.02381 .57977 m +.02756 .57977 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.03942 .01472 Mdot +.05504 .01472 Mdot +.07065 .01472 Mdot +.08626 .01472 Mdot +.10187 .01472 Mdot +.11749 .01472 Mdot +.1331 .01472 Mdot +.14871 .01472 Mdot +.16432 .01472 Mdot +.17994 .01472 Mdot +.19555 .01472 Mdot +.21116 .01472 Mdot +.22678 .01472 Mdot +.24239 .01472 Mdot +.258 .01472 Mdot +.27361 .01472 Mdot +.28923 .01472 Mdot +.30484 .01472 Mdot +.32045 .01472 Mdot +.33607 .01472 Mdot +.35168 .60332 Mdot +.36729 .60332 Mdot +.3829 .60332 Mdot +.39852 .60332 Mdot +.41413 .60332 Mdot +.42974 .60332 Mdot +.44536 .60332 Mdot +.46097 .60332 Mdot +.47658 .60332 Mdot +.49219 .60332 Mdot +.50781 .60332 Mdot +.52342 .60332 Mdot +.53903 .60332 Mdot +.55464 .60332 Mdot +.57026 .60332 Mdot +.58587 .60332 Mdot +.60148 .60332 Mdot +.6171 .60332 Mdot +.63271 .60332 Mdot +.64832 .60332 Mdot +.66393 .01472 Mdot +.67955 .01472 Mdot +.69516 .01472 Mdot +.71077 .01472 Mdot +.72639 .01472 Mdot +.742 .01472 Mdot +.75761 .01472 Mdot +.77322 .01472 Mdot +.78884 .01472 Mdot +.80445 .01472 Mdot +.82006 .01472 Mdot +.83568 .01472 Mdot +.85129 .01472 Mdot +.8669 .01472 Mdot +.88251 .01472 Mdot +.89813 .01472 Mdot +.91374 .01472 Mdot +.92935 .01472 Mdot +.94496 .01472 Mdot +.96058 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg_oo0`000ooo00@00?oo +ool0027oo`04003ooooo0002ool01000ooooo`008?oo00@00?ooool000;oo`04003ooooo000Rool2 +0003ool01000ooooo`008?oo00<00?ooool00ooo00@00?ooool0027oo`03003ooooo00?oo`04003o +oooo0007ool001Goo`03003ooooo02Coo`03003ooooo00;oo`8002?oo`8000Coo`8002;oo`8000Co +o`8002Coo`03003ooooo00;oo`80027oo`@000?oo`8002?oo`<000?oo`8000Soo`005Ooo00<00?oo +ool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`003oooo`004@00 +0Ooo000Eool00`00ooooo`02ool00`00ooooo`020003ool01@00oooooooo00001?oo00<00?ooool0 +0P000ooo00D00?ooooooo`0000Coo`03003ooooo008000?oo`05003oooooool00004ool00`00oooo +o`020003ool01@00oooooooo00001?oo00<00?ooool00P000ooo00D00?ooooooo`0000Ooo`03003o +oooo00Koo`03003ooooo00Goo`03003ooooo00Koo`03003ooooo00Goo`03003ooooo00Koo`03003o +oooo00Goo`03003ooooo00Koo`03003ooooo00Goo`03003ooooo00Koo`05003oooooool00003ool2 +0003ool01@00oooooooo00000ooo00@00?ooooooo`8000?oo`05003oooooool00003ool01000oooo +oooo0P000ooo00D00?ooooooo`0000?oo`04003oooooool20003ool01@00oooooooo00000ooo00@0 +0?ooooooo`8000?oo`05003oooooool00003ool01@00oooooooo00000ooo000Eool00`00ooooo`0W +ool00`00ooooo`0Xool00`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`0Wool00`00ooooo`0X +ool00`00ooooo`09ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00oooo +o`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00oooo +o`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9 +ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9 +ool001Goo`03003ooooo0?ooo`Woo`005Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Go +o`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Go +o`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003o +oooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool000;oo`8000Co +o`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo +00?oo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`<00?ooo`Woo`00 +00Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[o +o`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Soo`<000Goo`03003ooooo +0?ooo`Woo`000_oo0P002ooo00<00?ooool00ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +01Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +01Goo`03003ooooo0?ooo`Woo`005Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03 +003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03 +003ooooo0?ooo`Woo`005Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo +0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo +0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Wo +o`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool000;oo`8000Coo`03003ooooo +00;oo`@000Coo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Soo`03003ooooo00Goo`03003o +oooo0?ooo`Woo`0000Goo`00ooooo`0000Woo`03003ooooo00Coo`<00?ooo`Woo`0000Goo`00oooo +o`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000_oo`03003ooooo +00;oo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Soo`04003ooooo0004ool00`00ooooo`3o +ool9ool000;oo`8000[oo`8000Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000E +ool2003oool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00 +ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00 +ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +01Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +01Goo`03003ooooo0?ooo`Woo`005Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03 +003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo0002ool20004ool00`00ooooo`03ool20005 +ool00`00ooooo`3oool9ool00005ool00?ooool00008ool01000ooooo`001?oo00<00?ooool0oooo +2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo0`00oooo2Ooo00001Ooo003ooooo00002Ooo +0P001Ooo00<00?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo00<00?ooool0 +oooo2Ooo00001Ooo003ooooo00002?oo00@00?ooool000Coo`03003ooooo0?ooo`Woo`000_oo0P00 +2_oo0P001Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<0 +0?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo0P00 +oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0 +oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0 +oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool000;oo`8000Coo`03003ooooo00Coo`03003ooooo00?oo`03003o +oooo0?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Go +o`00ooooo`0000Ooo`D000Coo`<00?ooo`Woo`0000Goo`00ooooo`0000Ooo`04003ooooo0005ool0 +0`00ooooo`3oool9ool00005ool00?ooool00008ool00`00ool00005ool00`00ooooo`3oool9ool0 +0005ool00?ooool00009ool20005ool00`00ooooo`3oool9ool000;oo`8000_oo`03003ooooo00?o +o`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003o +oooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003o +oooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?oo +o`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?oo +o`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo0P00oooo2_oo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<0 +0?ooool0oooo2Ooo0002ool20004ool00`00ooooo`02ool30005ool00`00ooooo`3oool9ool00005 +ool00?ooool0000;ool00`00ooooo`02ool00`00ooooo`3oool9ool00005ool00?ooool0000;ool0 +0`00ooooo`02ool3001Fool20002ool20002ool20002ool20003ool20002ool20002ool20002ool2 +0003ool20002ool20002ool20002ool20003ool20002ool20002ool20002ool20002ool20003ool2 +0002ool20002ool2001Pool00005ool00?ooool00008ool30005ool00`00ooooo`1Gool01@00oooo +oooo00000ooo00D00?ooooooo`0000Coo`05003oooooool00003ool01@00oooooooo00001?oo00D0 +0?ooooooo`0000?oo`05003oooooool00004ool01@00oooooooo00000ooo00D00?ooooooo`0000?o +o`03003ooooo00;oo`05003oooooool00003ool00`00ooooo`1Nool00005ool00?ooool00008ool0 +0`00ooooo`05ool00`00ooooo`3oool9ool00005ool00?ooool00008ool00`00ooooo`05ool00`00 +ooooo`3oool9ool000;oo`8000Woo`@000Coo`03003ooooo0?ooo`Woo`00\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-5.0621, -0.0387349, \ +0.235569, 0.00312425}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(unifquery // Length\)], "Input"], + +Cell[BoxData[ + \(61\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(gaussquery = Range[\(-8\), 8, .3];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[PDF[gaussdist, gaussquery]]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0176367 0.0147151 1.48281 [ +[.20018 .00222 -6 -9 ] +[.20018 .00222 6 0 ] +[.37654 .00222 -6 -9 ] +[.37654 .00222 6 0 ] +[.55291 .00222 -6 -9 ] +[.55291 .00222 6 0 ] +[.72928 .00222 -6 -9 ] +[.72928 .00222 6 0 ] +[.90564 .00222 -6 -9 ] +[.90564 .00222 6 0 ] +[.01131 .163 -18 -4.5 ] +[.01131 .163 0 4.5 ] +[.01131 .31128 -18 -4.5 ] +[.01131 .31128 0 4.5 ] +[.01131 .45956 -18 -4.5 ] +[.01131 .45956 0 4.5 ] +[.01131 .60784 -18 -4.5 ] +[.01131 .60784 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.20018 .01472 m +.20018 .02097 L +s +[(10)] .20018 .00222 0 1 Mshowa +.37654 .01472 m +.37654 .02097 L +s +[(20)] .37654 .00222 0 1 Mshowa +.55291 .01472 m +.55291 .02097 L +s +[(30)] .55291 .00222 0 1 Mshowa +.72928 .01472 m +.72928 .02097 L +s +[(40)] .72928 .00222 0 1 Mshowa +.90564 .01472 m +.90564 .02097 L +s +[(50)] .90564 .00222 0 1 Mshowa +.125 Mabswid +.05908 .01472 m +.05908 .01847 L +s +.09436 .01472 m +.09436 .01847 L +s +.12963 .01472 m +.12963 .01847 L +s +.1649 .01472 m +.1649 .01847 L +s +.23545 .01472 m +.23545 .01847 L +s +.27072 .01472 m +.27072 .01847 L +s +.306 .01472 m +.306 .01847 L +s +.34127 .01472 m +.34127 .01847 L +s +.41182 .01472 m +.41182 .01847 L +s +.44709 .01472 m +.44709 .01847 L +s +.48236 .01472 m +.48236 .01847 L +s +.51764 .01472 m +.51764 .01847 L +s +.58818 .01472 m +.58818 .01847 L +s +.62346 .01472 m +.62346 .01847 L +s +.65873 .01472 m +.65873 .01847 L +s +.694 .01472 m +.694 .01847 L +s +.76455 .01472 m +.76455 .01847 L +s +.79982 .01472 m +.79982 .01847 L +s +.8351 .01472 m +.8351 .01847 L +s +.87037 .01472 m +.87037 .01847 L +s +.94092 .01472 m +.94092 .01847 L +s +.97619 .01472 m +.97619 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .163 m +.03006 .163 L +s +[(0.1)] .01131 .163 1 0 Mshowa +.02381 .31128 m +.03006 .31128 L +s +[(0.2)] .01131 .31128 1 0 Mshowa +.02381 .45956 m +.03006 .45956 L +s +[(0.3)] .01131 .45956 1 0 Mshowa +.02381 .60784 m +.03006 .60784 L +s +[(0.4)] .01131 .60784 1 0 Mshowa +.125 Mabswid +.02381 .04437 m +.02756 .04437 L +s +.02381 .07403 m +.02756 .07403 L +s +.02381 .10368 m +.02756 .10368 L +s +.02381 .13334 m +.02756 .13334 L +s +.02381 .19265 m +.02756 .19265 L +s +.02381 .22231 m +.02756 .22231 L +s +.02381 .25196 m +.02756 .25196 L +s +.02381 .28162 m +.02756 .28162 L +s +.02381 .34093 m +.02756 .34093 L +s +.02381 .37059 m +.02756 .37059 L +s +.02381 .40024 m +.02756 .40024 L +s +.02381 .4299 m +.02756 .4299 L +s +.02381 .48921 m +.02756 .48921 L +s +.02381 .51887 m +.02756 .51887 L +s +.02381 .54853 m +.02756 .54853 L +s +.02381 .57818 m +.02756 .57818 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.04145 .01472 Mdot +.05908 .01472 Mdot +.07672 .01472 Mdot +.09436 .01472 Mdot +.11199 .01472 Mdot +.12963 .01472 Mdot +.14727 .01472 Mdot +.1649 .01472 Mdot +.18254 .01472 Mdot +.20018 .01472 Mdot +.21781 .01472 Mdot +.23545 .01472 Mdot +.25309 .01475 Mdot +.27072 .01485 Mdot +.28836 .01515 Mdot +.306 .01601 Mdot +.32363 .01825 Mdot +.34127 .02354 Mdot +.35891 .03486 Mdot +.37654 .05672 Mdot +.39418 .09477 Mdot +.41182 .15417 Mdot +.42945 .23673 Mdot +.44709 .33775 Mdot +.46473 .44427 Mdot +.48236 .53676 Mdot +.5 .59456 Mdot +.51764 .60332 Mdot +.53527 .56079 Mdot +.55291 .47773 Mdot +.57055 .37351 Mdot +.58818 .26882 Mdot +.60582 .17919 Mdot +.62346 .11201 Mdot +.64109 .06732 Mdot +.65873 .04071 Mdot +.67637 .02645 Mdot +.694 .01956 Mdot +.71164 .01654 Mdot +.72928 .01534 Mdot +.74691 .01491 Mdot +.76455 .01477 Mdot +.78219 .01473 Mdot +.79982 .01472 Mdot +.81746 .01472 Mdot +.8351 .01472 Mdot +.85273 .01472 Mdot +.87037 .01472 Mdot +.88801 .01472 Mdot +.90564 .01472 Mdot +.92328 .01472 Mdot +.94092 .01472 Mdot +.95855 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-4.72033, -0.0309197, \ +0.210105, 0.00249901}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Export[checkdir <> "\", + Transpose[{gaussquery}], "\"]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussquery"\)]\ +, "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussquery // Length\)], "Input"], + +Cell[BoxData[ + \(54\)], "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Do kde here in Mathematica, for a fixed bw", "Subsubsection"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(bw = .1\)], "Input"], + +Cell[BoxData[ + \(0.1`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(AbsoluteTiming[ + mmcaresultforunifgauss = \(kde[#, unifdata, gauss, bw] &\) /@ + unifquery]\)], "Input"], + +Cell[BoxData[ + \({0.092737`5.41879803605296\ Second, {2.7695906991903027`*^-89, + 8.437731958780392`*^-81, 9.457831448884124`*^-73, + 3.9006839557292095`*^-65, 5.919927222395325`*^-58, + 3.306630029037434`*^-51, 6.799134404431315`*^-45, + 5.148552930039247`*^-39, 1.4366094821594974`*^-33, + 1.4784949195055807`*^-28, 5.620358653735358`*^-24, + 7.909754021033498`*^-20, 4.1357161380066655`*^-16, + 8.07726489186025`*^-13, 5.939895066558718`*^-10, + 1.6637422391802063`*^-7, 0.000018033246655595656`, + 0.0007726652228964745`, 0.013477635848903624`, 0.10016090635277553`, + 0.3431108823270133`, 0.6167432734557784`, 0.6827490077562685`, + 0.5303064137198148`, 0.3486509239633675`, 0.2751398643005927`, + 0.26249777740933206`, 0.2816251369296565`, 0.3202908187530639`, + 0.3543431734475125`, 0.4130826957969537`, 0.47294405052462857`, + 0.4939967406186498`, 0.4596647300147476`, 0.4025561491832733`, + 0.44622882124595054`, 0.5413826931467304`, 0.6222716976986266`, + 0.7005303954673667`, 0.6867048603322715`, 0.4536101065939747`, + 0.1528733136941103`, 0.022815680388107076`, 0.0014159501243366788`, + 0.00003509524053928202`, 3.3712644491081444`*^-7, + 1.2294427268528013`*^-9, 1.6803007572632222`*^-12, + 8.5414966731885145`*^-16, 1.6079425717304443`*^-19, + 1.1182420014788024`*^-23, 2.868990610513515`*^-28, + 2.71335870271033`*^-33, 9.455209387854332`*^-39, + 1.2136787378787787`*^-44, 5.73765533437645`*^-51, + 9.988945639100992`*^-58, 6.4037043865558695`*^-65, + 1.5116468198013768`*^-72, 1.3139022375339267`*^-80, + 4.204928531882644`*^-89}}\)], "Output"], + +Cell[BoxData[ + \({0.089873`5.405174232368099\ Second, {2.7695906991903027`*^-89, + 8.437731958780392`*^-81, 9.457831448884124`*^-73, + 3.9006839557292095`*^-65, 5.919927222395325`*^-58, + 3.306630029037434`*^-51, 6.799134404431315`*^-45, + 5.148552930039247`*^-39, 1.4366094821594974`*^-33, + 1.4784949195055807`*^-28, 5.620358653735358`*^-24, + 7.909754021033498`*^-20, 4.1357161380066655`*^-16, + 8.07726489186025`*^-13, 5.939895066558718`*^-10, + 1.6637422391802063`*^-7, 0.000018033246655595656`, + 0.0007726652228964745`, 0.013477635848903624`, 0.10016090635277553`, + 0.3431108823270133`, 0.6167432734557784`, 0.6827490077562685`, + 0.5303064137198148`, 0.3486509239633675`, 0.2751398643005927`, + 0.26249777740933206`, 0.2816251369296565`, 0.3202908187530639`, + 0.3543431734475125`, 0.4130826957969537`, 0.47294405052462857`, + 0.4939967406186498`, 0.4596647300147476`, 0.4025561491832733`, + 0.44622882124595054`, 0.5413826931467304`, 0.6222716976986266`, + 0.7005303954673667`, 0.6867048603322715`, 0.4536101065939747`, + 0.1528733136941103`, 0.022815680388107076`, 0.0014159501243366788`, + 0.00003509524053928202`, 3.3712644491081444`*^-7, + 1.2294427268528013`*^-9, 1.6803007572632222`*^-12, + 8.5414966731885145`*^-16, 1.6079425717304443`*^-19, + 1.1182420014788024`*^-23, 2.868990610513515`*^-28, + 2.71335870271033`*^-33, 9.455209387854332`*^-39, + 1.2136787378787787`*^-44, 5.73765533437645`*^-51, + 9.988945639100992`*^-58, 6.4037043865558695`*^-65, + 1.5116468198013768`*^-72, 1.3139022375339267`*^-80, + 4.204928531882644`*^-89}}\)], "Output", + Editable->False] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(AbsoluteTiming[ + mmcaresultforgaussgauss = \(kde[#, gaussdata, gauss, bw] &\) /@ + gaussquery]\)], "Input"], + +Cell[BoxData[ + \({0.234943`5.822507503477792\ Second, \ +{3.31812593790298640021380815`12.64652029477573*^-762, + 4.4614016120484254842869789`12.687321319701741*^-687, + 7.40285831093370182453156288144`12.730598844333594*^-616, + 1.51592326208523767515646673839`12.77664003984028*^-548, + 3.8309339154680477978767359`12.825785070341132*^-485, + 1.194763004325061983640768253`12.878440976779723*^-425, + 4.598418938040483019090882`12.935100422514294*^-370, + 2.1841626020336349382011398759`12.996367495344895*^-318, + 1.2802979827585752`*^-270, 9.26161702473686`*^-227, + 8.268224094968037`*^-187, 9.109348597030557`*^-151, + 1.2385457916431764`*^-118, 2.0781958674104547`*^-90, + 4.3033884372759873`*^-66, 1.0997254709645855`*^-45, + 3.4682286678120317`*^-29, 1.3498431248941878`*^-16, + 6.485690752710608`*^-8, 0.003927284717791738`, 0.08697751588553634`, + 0.1732439797004791`, 0.11597226615952906`, 0.1961390682803801`, + 0.1618136766933102`, 0.3977003217453437`, 0.3208960202336468`, + 0.3284526271560819`, 0.3805852101035992`, 0.2886126859631919`, + 0.3644858806183671`, 0.18460056607418623`, 0.1919066437009734`, + 0.07966110189389801`, 0.003642661189551449`, 0.01423508757399787`, + 0.011735438738934002`, 1.1939587107923727`*^-6, + 1.4990942865076716`*^-14, 2.3228344175501507`*^-26, + 4.4417817836914616`*^-42, 1.0482040849231909`*^-61, + 3.052700092788479`*^-85, 1.0971653784810175`*^-112, + 4.866421392441525`*^-144, 2.6637716545694505`*^-179, + 1.7994257739222088`*^-218, 1.500101147138902`*^-261, + 1.54332294295242189860257299541`15.954589770191005*^-308, + 1.95948861537025863117807039`13.038539328459446*^-359, + 3.07028251668769255877795475232`12.976671034386293*^-414, + 5.936952817084436335078539379`12.86685171355366*^-473, + 1.41676727957158448489122`12.728905306852868*^-535, + 4.172372764331453282294722`12.813765637653216*^-602}}\)], "Output"], + +Cell[BoxData[ + \({0.235729`5.823958007353501\ Second, \ +{3.31812593790298640021380815`12.64652029477573*^-762, + 4.4614016120484254842869789`12.687321319701741*^-687, + 7.40285831093370182453156288144`12.730598844333594*^-616, + 1.51592326208523767515646673839`12.77664003984028*^-548, + 3.8309339154680477978767359`12.825785070341132*^-485, + 1.194763004325061983640768253`12.878440976779723*^-425, + 4.598418938040483019090882`12.935100422514294*^-370, + 2.1841626020336349382011398759`12.996367495344895*^-318, + 1.2802979827585752`*^-270, 9.26161702473686`*^-227, + 8.268224094968037`*^-187, 9.109348597030557`*^-151, + 1.2385457916431764`*^-118, 2.0781958674104547`*^-90, + 4.3033884372759873`*^-66, 1.0997254709645855`*^-45, + 3.4682286678120317`*^-29, 1.3498431248941878`*^-16, + 6.485690752710608`*^-8, 0.003927284717791738`, 0.08697751588553634`, + 0.1732439797004791`, 0.11597226615952906`, 0.1961390682803801`, + 0.1618136766933102`, 0.3977003217453437`, 0.3208960202336468`, + 0.3284526271560819`, 0.3805852101035992`, 0.2886126859631919`, + 0.3644858806183671`, 0.18460056607418623`, 0.1919066437009734`, + 0.07966110189389801`, 0.003642661189551449`, 0.01423508757399787`, + 0.011735438738934002`, 1.1939587107923727`*^-6, + 1.4990942865076716`*^-14, 2.3228344175501507`*^-26, + 4.4417817836914616`*^-42, 1.0482040849231909`*^-61, + 3.052700092788479`*^-85, 1.0971653784810175`*^-112, + 4.866421392441525`*^-144, 2.6637716545694505`*^-179, + 1.7994257739222088`*^-218, 1.500101147138902`*^-261, + 1.54332294295242189860257299541`15.954589770191005*^-308, + 1.95948861537025863117807039`13.038539328459446*^-359, + 3.07028251668769255877795475232`12.976671034386293*^-414, + 5.936952817084436335078539379`12.86685171355366*^-473, + 1.41676727957158448489122`12.728905306852868*^-535, + 4.172372764331453282294722`12.813765637653216*^-602}}\)], "Output", + Editable->False] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[mmcaresultforunifgauss]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0156128 0.0147151 0.840226 [ +[.17994 .00222 -6 -9 ] +[.17994 .00222 6 0 ] +[.33607 .00222 -6 -9 ] +[.33607 .00222 6 0 ] +[.49219 .00222 -6 -9 ] +[.49219 .00222 6 0 ] +[.64832 .00222 -6 -9 ] +[.64832 .00222 6 0 ] +[.80445 .00222 -6 -9 ] +[.80445 .00222 6 0 ] +[.96058 .00222 -6 -9 ] +[.96058 .00222 6 0 ] +[.01131 .09874 -18 -4.5 ] +[.01131 .09874 0 4.5 ] +[.01131 .18276 -18 -4.5 ] +[.01131 .18276 0 4.5 ] +[.01131 .26678 -18 -4.5 ] +[.01131 .26678 0 4.5 ] +[.01131 .35081 -18 -4.5 ] +[.01131 .35081 0 4.5 ] +[.01131 .43483 -18 -4.5 ] +[.01131 .43483 0 4.5 ] +[.01131 .51885 -18 -4.5 ] +[.01131 .51885 0 4.5 ] +[.01131 .60287 -18 -4.5 ] +[.01131 .60287 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.17994 .01472 m +.17994 .02097 L +s +[(10)] .17994 .00222 0 1 Mshowa +.33607 .01472 m +.33607 .02097 L +s +[(20)] .33607 .00222 0 1 Mshowa +.49219 .01472 m +.49219 .02097 L +s +[(30)] .49219 .00222 0 1 Mshowa +.64832 .01472 m +.64832 .02097 L +s +[(40)] .64832 .00222 0 1 Mshowa +.80445 .01472 m +.80445 .02097 L +s +[(50)] .80445 .00222 0 1 Mshowa +.96058 .01472 m +.96058 .02097 L +s +[(60)] .96058 .00222 0 1 Mshowa +.125 Mabswid +.05504 .01472 m +.05504 .01847 L +s +.08626 .01472 m +.08626 .01847 L +s +.11749 .01472 m +.11749 .01847 L +s +.14871 .01472 m +.14871 .01847 L +s +.21116 .01472 m +.21116 .01847 L +s +.24239 .01472 m +.24239 .01847 L +s +.27361 .01472 m +.27361 .01847 L +s +.30484 .01472 m +.30484 .01847 L +s +.36729 .01472 m +.36729 .01847 L +s +.39852 .01472 m +.39852 .01847 L +s +.42974 .01472 m +.42974 .01847 L +s +.46097 .01472 m +.46097 .01847 L +s +.52342 .01472 m +.52342 .01847 L +s +.55464 .01472 m +.55464 .01847 L +s +.58587 .01472 m +.58587 .01847 L +s +.6171 .01472 m +.6171 .01847 L +s +.67955 .01472 m +.67955 .01847 L +s +.71077 .01472 m +.71077 .01847 L +s +.742 .01472 m +.742 .01847 L +s +.77322 .01472 m +.77322 .01847 L +s +.83568 .01472 m +.83568 .01847 L +s +.8669 .01472 m +.8669 .01847 L +s +.89813 .01472 m +.89813 .01847 L +s +.92935 .01472 m +.92935 .01847 L +s +.9918 .01472 m +.9918 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .09874 m +.03006 .09874 L +s +[(0.1)] .01131 .09874 1 0 Mshowa +.02381 .18276 m +.03006 .18276 L +s +[(0.2)] .01131 .18276 1 0 Mshowa +.02381 .26678 m +.03006 .26678 L +s +[(0.3)] .01131 .26678 1 0 Mshowa +.02381 .35081 m +.03006 .35081 L +s +[(0.4)] .01131 .35081 1 0 Mshowa +.02381 .43483 m +.03006 .43483 L +s +[(0.5)] .01131 .43483 1 0 Mshowa +.02381 .51885 m +.03006 .51885 L +s +[(0.6)] .01131 .51885 1 0 Mshowa +.02381 .60287 m +.03006 .60287 L +s +[(0.7)] .01131 .60287 1 0 Mshowa +.125 Mabswid +.02381 .03152 m +.02756 .03152 L +s +.02381 .04832 m +.02756 .04832 L +s +.02381 .06513 m +.02756 .06513 L +s +.02381 .08193 m +.02756 .08193 L +s +.02381 .11554 m +.02756 .11554 L +s +.02381 .13235 m +.02756 .13235 L +s +.02381 .14915 m +.02756 .14915 L +s +.02381 .16596 m +.02756 .16596 L +s +.02381 .19956 m +.02756 .19956 L +s +.02381 .21637 m +.02756 .21637 L +s +.02381 .23317 m +.02756 .23317 L +s +.02381 .24998 m +.02756 .24998 L +s +.02381 .28359 m +.02756 .28359 L +s +.02381 .30039 m +.02756 .30039 L +s +.02381 .3172 m +.02756 .3172 L +s +.02381 .334 m +.02756 .334 L +s +.02381 .36761 m +.02756 .36761 L +s +.02381 .38441 m +.02756 .38441 L +s +.02381 .40122 m +.02756 .40122 L +s +.02381 .41802 m +.02756 .41802 L +s +.02381 .45163 m +.02756 .45163 L +s +.02381 .46844 m +.02756 .46844 L +s +.02381 .48524 m +.02756 .48524 L +s +.02381 .50205 m +.02756 .50205 L +s +.02381 .53566 m +.02756 .53566 L +s +.02381 .55246 m +.02756 .55246 L +s +.02381 .56926 m +.02756 .56926 L +s +.02381 .58607 m +.02756 .58607 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.03942 .01472 Mdot +.05504 .01472 Mdot +.07065 .01472 Mdot +.08626 .01472 Mdot +.10187 .01472 Mdot +.11749 .01472 Mdot +.1331 .01472 Mdot +.14871 .01472 Mdot +.16432 .01472 Mdot +.17994 .01472 Mdot +.19555 .01472 Mdot +.21116 .01472 Mdot +.22678 .01472 Mdot +.24239 .01472 Mdot +.258 .01472 Mdot +.27361 .01472 Mdot +.28923 .01473 Mdot +.30484 .01536 Mdot +.32045 .02604 Mdot +.33607 .09887 Mdot +.35168 .30301 Mdot +.36729 .53292 Mdot +.3829 .58838 Mdot +.39852 .46029 Mdot +.41413 .30766 Mdot +.42974 .24589 Mdot +.44536 .23527 Mdot +.46097 .25134 Mdot +.47658 .28383 Mdot +.49219 .31244 Mdot +.50781 .3618 Mdot +.52342 .41209 Mdot +.53903 .42978 Mdot +.55464 .40094 Mdot +.57026 .35295 Mdot +.58587 .38965 Mdot +.60148 .4696 Mdot +.6171 .53756 Mdot +.63271 .60332 Mdot +.64832 .5917 Mdot +.66393 .39585 Mdot +.67955 .14316 Mdot +.69516 .03389 Mdot +.71077 .0159 Mdot +.72639 .01474 Mdot +.742 .01472 Mdot +.75761 .01472 Mdot +.77322 .01472 Mdot +.78884 .01472 Mdot +.80445 .01472 Mdot +.82006 .01472 Mdot +.83568 .01472 Mdot +.85129 .01472 Mdot +.8669 .01472 Mdot +.88251 .01472 Mdot +.89813 .01472 Mdot +.91374 .01472 Mdot +.92935 .01472 Mdot +.94496 .01472 Mdot +.96058 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg_oo0`000ooo00@00?oo +ool0027oo`04003ooooo0002ool01000ooooo`008?oo00@00?ooool000;oo`04003ooooo000Rool2 +0003ool01000ooooo`008?oo00<00?ooool00ooo00@00?ooool0027oo`03003ooooo00?oo`04003o +oooo0007ool001Goo`03003ooooo02Coo`03003ooooo00;oo`8002?oo`8000Coo`8002;oo`8000Co +o`8002Coo`03003ooooo00;oo`80027oo`@000?oo`8002?oo`<000?oo`8000Soo`005Ooo00<00?oo +ool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`003_ooo`004`00 +000Eool00`00ooooo`02ool00`00ooooo`020003ool01@00oooooooo00001?oo00<00?ooool00P00 +0ooo00D00?ooooooo`0000Coo`03003ooooo008000?oo`05003oooooool00004ool00`00ooooo`02 +0003ool01@00oooooooo00001?oo00<00?ooool00P001ooo00<00?ooool01Ooo00<00?ooool01_oo +00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo +00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo +00D00?ooooooo`0000?oo`8000?oo`05003oooooool00003ool01000oooooooo0P000ooo00D00?oo +ooooo`0000?oo`04003oooooool20003ool01@00oooooooo00000ooo00@00?ooooooo`8000?oo`05 +003oooooool00003ool01@00oooooooo00000ooo000Eool00`00ooooo`0Wool00`00ooooo`0Xool0 +0`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`09ool0 +01Goo`03003ooooo04goo`800;Woo`005Ooo00<00?ooool0C_oo00<00?ooool0]ooo000Eool2002d +ool2001Cool001Goo`03003ooooo0;Coo`03003ooooo057oo`005Ooo00<00?ooool0oooo2Ooo000E +ool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00 +ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003o +ool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +00;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[o +o`03003ooooo00?oo`03003ooooo057oo`800;Goo`0000Goo`00ooooo`0000[oo`03003ooooo00?o +o`<005;oo`03003ooooo0;?oo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?oo +o`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00oooo +o`0000Soo`<000Goo`03003ooooo0?ooo`Woo`000_oo0P002ooo00<00?ooool00ooo0P00oooo2_oo +000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`2_ool2001Gool001Goo`03003ooooo0;3oo`03003ooooo05Goo`005Ooo00<00?ooool0 +oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`3oool9ool000;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`00 +00Goo`00ooooo`0000Soo`03003ooooo00Goo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Wo +o`03003ooooo00Coo`<00?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo +0?ooo`Woo`0000Goo`00ooooo`0000_oo`03003ooooo00;oo`03003ooooo0?ooo`Woo`0000Goo`00 +ooooo`0000Soo`04003ooooo0004ool00`00ooooo`3oool9ool000;oo`8000[oo`8000Goo`800?oo +o`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?oo +o`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<0 +0?ooool0Kooo0P00Uooo000Eool00`00ooooo`1`ool00`00ooooo`2Eool001Goo`03003ooooo06_o +o`8009_oo`005Ooo00<00?ooool0K?oo00<00?ooool0VOoo000Eool2001dool2002Cool001Goo`03 +003ooooo07Coo`03003ooooo097oo`005Ooo00<00?ooool0oooo2Ooo0002ool20004ool00`00oooo +o`03ool20005ool00`00ooooo`3oool9ool00005ool00?ooool00008ool01000ooooo`001?oo00<0 +0?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo0`00oooo2Ooo00001Ooo003o +oooo00002Ooo0P001Ooo00<00?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo +00<00?ooool0oooo2Ooo00001Ooo003ooooo00002?oo00@00?ooool000Coo`03003ooooo0?ooo`Wo +o`000_oo0P002_oo0P001Ooo0P00NOoo0P00S_oo000Eool00`00ooooo`1iool00`00ooooo`2"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-5.03835, -0.0542754, \ +0.235414, 0.00437438}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[mmcaresultforgaussgauss]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0176367 0.0147151 1.48002 [ +[.20018 .00222 -6 -9 ] +[.20018 .00222 6 0 ] +[.37654 .00222 -6 -9 ] +[.37654 .00222 6 0 ] +[.55291 .00222 -6 -9 ] +[.55291 .00222 6 0 ] +[.72928 .00222 -6 -9 ] +[.72928 .00222 6 0 ] +[.90564 .00222 -6 -9 ] +[.90564 .00222 6 0 ] +[.01131 .16272 -18 -4.5 ] +[.01131 .16272 0 4.5 ] +[.01131 .31072 -18 -4.5 ] +[.01131 .31072 0 4.5 ] +[.01131 .45872 -18 -4.5 ] +[.01131 .45872 0 4.5 ] +[.01131 .60672 -18 -4.5 ] +[.01131 .60672 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.20018 .01472 m +.20018 .02097 L +s +[(10)] .20018 .00222 0 1 Mshowa +.37654 .01472 m +.37654 .02097 L +s +[(20)] .37654 .00222 0 1 Mshowa +.55291 .01472 m +.55291 .02097 L +s +[(30)] .55291 .00222 0 1 Mshowa +.72928 .01472 m +.72928 .02097 L +s +[(40)] .72928 .00222 0 1 Mshowa +.90564 .01472 m +.90564 .02097 L +s +[(50)] .90564 .00222 0 1 Mshowa +.125 Mabswid +.05908 .01472 m +.05908 .01847 L +s +.09436 .01472 m +.09436 .01847 L +s +.12963 .01472 m +.12963 .01847 L +s +.1649 .01472 m +.1649 .01847 L +s +.23545 .01472 m +.23545 .01847 L +s +.27072 .01472 m +.27072 .01847 L +s +.306 .01472 m +.306 .01847 L +s +.34127 .01472 m +.34127 .01847 L +s +.41182 .01472 m +.41182 .01847 L +s +.44709 .01472 m +.44709 .01847 L +s +.48236 .01472 m +.48236 .01847 L +s +.51764 .01472 m +.51764 .01847 L +s +.58818 .01472 m +.58818 .01847 L +s +.62346 .01472 m +.62346 .01847 L +s +.65873 .01472 m +.65873 .01847 L +s +.694 .01472 m +.694 .01847 L +s +.76455 .01472 m +.76455 .01847 L +s +.79982 .01472 m +.79982 .01847 L +s +.8351 .01472 m +.8351 .01847 L +s +.87037 .01472 m +.87037 .01847 L +s +.94092 .01472 m +.94092 .01847 L +s +.97619 .01472 m +.97619 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .16272 m +.03006 .16272 L +s +[(0.1)] .01131 .16272 1 0 Mshowa +.02381 .31072 m +.03006 .31072 L +s +[(0.2)] .01131 .31072 1 0 Mshowa +.02381 .45872 m +.03006 .45872 L +s +[(0.3)] .01131 .45872 1 0 Mshowa +.02381 .60672 m +.03006 .60672 L +s +[(0.4)] .01131 .60672 1 0 Mshowa +.125 Mabswid +.02381 .04432 m +.02756 .04432 L +s +.02381 .07392 m +.02756 .07392 L +s +.02381 .10352 m +.02756 .10352 L +s +.02381 .13312 m +.02756 .13312 L +s +.02381 .19232 m +.02756 .19232 L +s +.02381 .22192 m +.02756 .22192 L +s +.02381 .25152 m +.02756 .25152 L +s +.02381 .28112 m +.02756 .28112 L +s +.02381 .34032 m +.02756 .34032 L +s +.02381 .36992 m +.02756 .36992 L +s +.02381 .39952 m +.02756 .39952 L +s +.02381 .42912 m +.02756 .42912 L +s +.02381 .48832 m +.02756 .48832 L +s +.02381 .51792 m +.02756 .51792 L +s +.02381 .54752 m +.02756 .54752 L +s +.02381 .57712 m +.02756 .57712 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.04145 .01472 Mdot +.05908 .01472 Mdot +.07672 .01472 Mdot +.09436 .01472 Mdot +.11199 .01472 Mdot +.12963 .01472 Mdot +.14727 .01472 Mdot +.1649 .01472 Mdot +.18254 .01472 Mdot +.20018 .01472 Mdot +.21781 .01472 Mdot +.23545 .01472 Mdot +.25309 .01472 Mdot +.27072 .01472 Mdot +.28836 .01472 Mdot +.306 .01472 Mdot +.32363 .01472 Mdot +.34127 .01472 Mdot +.35891 .01472 Mdot +.37654 .02053 Mdot +.39418 .14344 Mdot +.41182 .27112 Mdot +.42945 .18636 Mdot +.44709 .305 Mdot +.46473 .2542 Mdot +.48236 .60332 Mdot +.5 .48965 Mdot +.51764 .50083 Mdot +.53527 .57799 Mdot +.55291 .44187 Mdot +.57055 .55416 Mdot +.58818 .28793 Mdot +.60582 .29874 Mdot +.62346 .13261 Mdot +.64109 .02011 Mdot +.65873 .03578 Mdot +.67637 .03208 Mdot +.694 .01472 Mdot +.71164 .01472 Mdot +.72928 .01472 Mdot +.74691 .01472 Mdot +.76455 .01472 Mdot +.78219 .01472 Mdot +.79982 .01472 Mdot +.81746 .01472 Mdot +.8351 .01472 Mdot +.85273 .01472 Mdot +.87037 .01472 Mdot +.88801 .01472 Mdot +.90564 .01472 Mdot +.92328 .01472 Mdot +.94092 .01472 Mdot +.95855 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-4.66108, -0.0309363, \ +0.209716, 0.00249909}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Call the kde program", "Subsubsection"], + +Cell[BoxData[""], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(filebasename = + checkdir <> "\" <> ToString[bw]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifdata_bw_0.\ +1"\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kdedir <> "\" <> + checkdir <> "\" <> + checkdir <> "\" <> + filebasename <> "\< -kernel gaussian -bw \>" <> + ToString[bw] <> "\< -tau 0.01 -log\>"\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifdata \ +-query ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifquery \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/unifdata_bw_0.1 \ +-kernel gaussian -bw 0.1 -tau 0.01 -log"\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Run[%]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(kdeprogresultforunifgauss = + Import[filebasename <> "\<.dens\>", "\"];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kdeprogresultforunifgauss\)], "Input"], + +Cell[BoxData[ + \({{2.76959`*^-89}, {8.43758`*^-81}, {9.45791`*^-73}, {3.90065`*^-65}, \ +{5.92002`*^-58}, {3.30663`*^-51}, {6.79904`*^-45}, {5.14858`*^-39}, \ +{1.4366`*^-33}, {1.47851`*^-28}, {5.62036`*^-24}, {7.90977`*^-20}, \ +{4.13573`*^-16}, {8.07723`*^-13}, {5.93988`*^-10}, {1.67152`*^-7}, \ +{0.000018034`}, {0.000772667`}, {0.0134776`}, {0.100161`}, {0.343111`}, \ +{0.616743`}, {0.682749`}, {0.530306`}, {0.348651`}, {0.27514`}, {0.262498`}, \ +{0.281625`}, {0.320291`}, {0.354343`}, {0.413083`}, {0.472944`}, {0.493997`}, \ +{0.459665`}, {0.402556`}, {0.446229`}, {0.541383`}, {0.622272`}, {0.70053`}, \ +{0.686705`}, {0.45361`}, {0.152873`}, {0.0228157`}, {0.00141595`}, \ +{0.0000350953`}, {3.37126`*^-7}, {1.22944`*^-9}, {1.68029`*^-12}, \ +{8.54153`*^-16}, {1.60795`*^-19}, {1.11824`*^-23}, {2.86902`*^-28}, \ +{2.71334`*^-33}, {9.45527`*^-39}, {1.21366`*^-44}, {5.73765`*^-51}, \ +{9.9891`*^-58}, {6.40365`*^-65}, {1.51166`*^-72}, {1.31388`*^-80}, \ +{4.20493`*^-89}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(mmcaresultforunifgauss\)], "Input"], + +Cell[BoxData[ + \({2.7695906991903027`*^-89, 8.437731958780392`*^-81, + 9.457831448884124`*^-73, 3.9006839557292095`*^-65, + 5.919927222395325`*^-58, 3.306630029037434`*^-51, + 6.799134404431315`*^-45, 5.148552930039247`*^-39, + 1.4366094821594974`*^-33, 1.4784949195055807`*^-28, + 5.620358653735358`*^-24, 7.909754021033498`*^-20, + 4.1357161380066655`*^-16, 8.07726489186025`*^-13, + 5.939895066558718`*^-10, 1.6637422391802063`*^-7, + 0.000018033246655595656`, 0.0007726652228964745`, + 0.013477635848903624`, 0.10016090635277553`, 0.3431108823270133`, + 0.6167432734557784`, 0.6827490077562685`, 0.5303064137198148`, + 0.3486509239633675`, 0.2751398643005927`, 0.26249777740933206`, + 0.2816251369296565`, 0.3202908187530639`, 0.3543431734475125`, + 0.4130826957969537`, 0.47294405052462857`, 0.4939967406186498`, + 0.4596647300147476`, 0.4025561491832733`, 0.44622882124595054`, + 0.5413826931467304`, 0.6222716976986266`, 0.7005303954673667`, + 0.6867048603322715`, 0.4536101065939747`, 0.1528733136941103`, + 0.022815680388107076`, 0.0014159501243366788`, 0.00003509524053928202`, + 3.3712644491081444`*^-7, 1.2294427268528013`*^-9, + 1.6803007572632222`*^-12, 8.5414966731885145`*^-16, + 1.6079425717304443`*^-19, 1.1182420014788024`*^-23, + 2.868990610513515`*^-28, 2.71335870271033`*^-33, + 9.455209387854332`*^-39, 1.2136787378787787`*^-44, + 5.73765533437645`*^-51, 9.988945639100992`*^-58, + 6.4037043865558695`*^-65, 1.5116468198013768`*^-72, + 1.3139022375339267`*^-80, 4.204928531882644`*^-89}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(And @@ \((\(Length[#] \[Equal] 1 &\) /@ + kdeprogresultforunifgauss)\)\)], "Input"], + +Cell[BoxData[ + \(True\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kderes = Flatten[kdeprogresultforunifgauss]\)], "Input"], + +Cell[BoxData[ + \({2.76959`*^-89, 8.43758`*^-81, 9.45791`*^-73, 3.90065`*^-65, + 5.92002`*^-58, 3.30663`*^-51, 6.79904`*^-45, 5.14858`*^-39, + 1.4366`*^-33, 1.47851`*^-28, 5.62036`*^-24, 7.90977`*^-20, + 4.13573`*^-16, 8.07723`*^-13, 5.93988`*^-10, 1.67152`*^-7, + 0.000018034`, 0.000772667`, 0.0134776`, 0.100161`, 0.343111`, + 0.616743`, 0.682749`, 0.530306`, 0.348651`, 0.27514`, 0.262498`, + 0.281625`, 0.320291`, 0.354343`, 0.413083`, 0.472944`, 0.493997`, + 0.459665`, 0.402556`, 0.446229`, 0.541383`, 0.622272`, 0.70053`, + 0.686705`, 0.45361`, 0.152873`, 0.0228157`, 0.00141595`, 0.0000350953`, + 3.37126`*^-7, 1.22944`*^-9, 1.68029`*^-12, 8.54153`*^-16, + 1.60795`*^-19, 1.11824`*^-23, 2.86902`*^-28, 2.71334`*^-33, + 9.45527`*^-39, 1.21366`*^-44, 5.73765`*^-51, 9.9891`*^-58, + 6.40365`*^-65, 1.51166`*^-72, 1.31388`*^-80, 4.20493`*^-89}\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(mmcares = mmcaresultforunifgauss;\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(MultipleListPlot[mmcares, kderes]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0156128 0.0147151 0.840226 [ +[.17994 .00222 -6 -9 ] +[.17994 .00222 6 0 ] +[.33607 .00222 -6 -9 ] +[.33607 .00222 6 0 ] +[.49219 .00222 -6 -9 ] +[.49219 .00222 6 0 ] +[.64832 .00222 -6 -9 ] +[.64832 .00222 6 0 ] +[.80445 .00222 -6 -9 ] +[.80445 .00222 6 0 ] +[.96058 .00222 -6 -9 ] +[.96058 .00222 6 0 ] +[.01131 .09874 -18 -4.5 ] +[.01131 .09874 0 4.5 ] +[.01131 .18276 -18 -4.5 ] +[.01131 .18276 0 4.5 ] +[.01131 .26678 -18 -4.5 ] +[.01131 .26678 0 4.5 ] +[.01131 .35081 -18 -4.5 ] +[.01131 .35081 0 4.5 ] +[.01131 .43483 -18 -4.5 ] +[.01131 .43483 0 4.5 ] +[.01131 .51885 -18 -4.5 ] +[.01131 .51885 0 4.5 ] +[.01131 .60287 -18 -4.5 ] +[.01131 .60287 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.17994 .01472 m +.17994 .02097 L +s +[(10)] .17994 .00222 0 1 Mshowa +.33607 .01472 m +.33607 .02097 L +s +[(20)] .33607 .00222 0 1 Mshowa +.49219 .01472 m +.49219 .02097 L +s +[(30)] .49219 .00222 0 1 Mshowa +.64832 .01472 m +.64832 .02097 L +s +[(40)] .64832 .00222 0 1 Mshowa +.80445 .01472 m +.80445 .02097 L +s +[(50)] .80445 .00222 0 1 Mshowa +.96058 .01472 m +.96058 .02097 L +s +[(60)] .96058 .00222 0 1 Mshowa +.125 Mabswid +.05504 .01472 m +.05504 .01847 L +s +.08626 .01472 m +.08626 .01847 L +s +.11749 .01472 m +.11749 .01847 L +s +.14871 .01472 m +.14871 .01847 L +s +.21116 .01472 m +.21116 .01847 L +s +.24239 .01472 m +.24239 .01847 L +s +.27361 .01472 m +.27361 .01847 L +s +.30484 .01472 m +.30484 .01847 L +s +.36729 .01472 m +.36729 .01847 L +s +.39852 .01472 m +.39852 .01847 L +s +.42974 .01472 m +.42974 .01847 L +s +.46097 .01472 m +.46097 .01847 L +s +.52342 .01472 m +.52342 .01847 L +s +.55464 .01472 m +.55464 .01847 L +s +.58587 .01472 m +.58587 .01847 L +s +.6171 .01472 m +.6171 .01847 L +s +.67955 .01472 m +.67955 .01847 L +s +.71077 .01472 m +.71077 .01847 L +s +.742 .01472 m +.742 .01847 L +s +.77322 .01472 m +.77322 .01847 L +s +.83568 .01472 m +.83568 .01847 L +s +.8669 .01472 m +.8669 .01847 L +s +.89813 .01472 m +.89813 .01847 L +s +.92935 .01472 m +.92935 .01847 L +s +.9918 .01472 m +.9918 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .09874 m +.03006 .09874 L +s +[(0.1)] .01131 .09874 1 0 Mshowa +.02381 .18276 m +.03006 .18276 L +s +[(0.2)] .01131 .18276 1 0 Mshowa +.02381 .26678 m +.03006 .26678 L +s +[(0.3)] .01131 .26678 1 0 Mshowa +.02381 .35081 m +.03006 .35081 L +s +[(0.4)] .01131 .35081 1 0 Mshowa +.02381 .43483 m +.03006 .43483 L +s +[(0.5)] .01131 .43483 1 0 Mshowa +.02381 .51885 m +.03006 .51885 L +s +[(0.6)] .01131 .51885 1 0 Mshowa +.02381 .60287 m +.03006 .60287 L +s +[(0.7)] .01131 .60287 1 0 Mshowa +.125 Mabswid +.02381 .03152 m +.02756 .03152 L +s +.02381 .04832 m +.02756 .04832 L +s +.02381 .06513 m +.02756 .06513 L +s +.02381 .08193 m +.02756 .08193 L +s +.02381 .11554 m +.02756 .11554 L +s +.02381 .13235 m +.02756 .13235 L +s +.02381 .14915 m +.02756 .14915 L +s +.02381 .16596 m +.02756 .16596 L +s +.02381 .19956 m +.02756 .19956 L +s +.02381 .21637 m +.02756 .21637 L +s +.02381 .23317 m +.02756 .23317 L +s +.02381 .24998 m +.02756 .24998 L +s +.02381 .28359 m +.02756 .28359 L +s +.02381 .30039 m +.02756 .30039 L +s +.02381 .3172 m +.02756 .3172 L +s +.02381 .334 m +.02756 .334 L +s +.02381 .36761 m +.02756 .36761 L +s +.02381 .38441 m +.02756 .38441 L +s +.02381 .40122 m +.02756 .40122 L +s +.02381 .41802 m +.02756 .41802 L +s +.02381 .45163 m +.02756 .45163 L +s +.02381 .46844 m +.02756 .46844 L +s +.02381 .48524 m +.02756 .48524 L +s +.02381 .50205 m +.02756 .50205 L +s +.02381 .53566 m +.02756 .53566 L +s +.02381 .55246 m +.02756 .55246 L +s +.02381 .56926 m +.02756 .56926 L +s +.02381 .58607 m +.02756 .58607 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.0001 w +.03942 .01472 -1.875 0 Mabsadd m +.03942 .01472 0 2.5 Mabsadd L +.03942 .01472 1.875 0 Mabsadd L +.03942 .01472 0 -2.5 Mabsadd L +.03942 .01472 -1.875 0 Mabsadd L closepath F +.05504 .01472 -1.875 0 Mabsadd m +.05504 .01472 0 2.5 Mabsadd L +.05504 .01472 1.875 0 Mabsadd L +.05504 .01472 0 -2.5 Mabsadd L +.05504 .01472 -1.875 0 Mabsadd L closepath F +.07065 .01472 -1.875 0 Mabsadd m +.07065 .01472 0 2.5 Mabsadd L +.07065 .01472 1.875 0 Mabsadd L +.07065 .01472 0 -2.5 Mabsadd L +.07065 .01472 -1.875 0 Mabsadd L closepath F +.08626 .01472 -1.875 0 Mabsadd m +.08626 .01472 0 2.5 Mabsadd L +.08626 .01472 1.875 0 Mabsadd L +.08626 .01472 0 -2.5 Mabsadd L +.08626 .01472 -1.875 0 Mabsadd L closepath F +.10187 .01472 -1.875 0 Mabsadd m +.10187 .01472 0 2.5 Mabsadd L +.10187 .01472 1.875 0 Mabsadd L +.10187 .01472 0 -2.5 Mabsadd L +.10187 .01472 -1.875 0 Mabsadd L closepath F +.11749 .01472 -1.875 0 Mabsadd m +.11749 .01472 0 2.5 Mabsadd L +.11749 .01472 1.875 0 Mabsadd L +.11749 .01472 0 -2.5 Mabsadd L +.11749 .01472 -1.875 0 Mabsadd L closepath F +.1331 .01472 -1.875 0 Mabsadd m +.1331 .01472 0 2.5 Mabsadd L +.1331 .01472 1.875 0 Mabsadd L +.1331 .01472 0 -2.5 Mabsadd L +.1331 .01472 -1.875 0 Mabsadd L closepath F +.14871 .01472 -1.875 0 Mabsadd m +.14871 .01472 0 2.5 Mabsadd L +.14871 .01472 1.875 0 Mabsadd L +.14871 .01472 0 -2.5 Mabsadd L +.14871 .01472 -1.875 0 Mabsadd L closepath F +.16432 .01472 -1.875 0 Mabsadd m +.16432 .01472 0 2.5 Mabsadd L +.16432 .01472 1.875 0 Mabsadd L +.16432 .01472 0 -2.5 Mabsadd L +.16432 .01472 -1.875 0 Mabsadd L closepath F +.17994 .01472 -1.875 0 Mabsadd m +.17994 .01472 0 2.5 Mabsadd L +.17994 .01472 1.875 0 Mabsadd L +.17994 .01472 0 -2.5 Mabsadd L +.17994 .01472 -1.875 0 Mabsadd L closepath F +.19555 .01472 -1.875 0 Mabsadd m +.19555 .01472 0 2.5 Mabsadd L +.19555 .01472 1.875 0 Mabsadd L +.19555 .01472 0 -2.5 Mabsadd L +.19555 .01472 -1.875 0 Mabsadd L closepath F +.21116 .01472 -1.875 0 Mabsadd m +.21116 .01472 0 2.5 Mabsadd L +.21116 .01472 1.875 0 Mabsadd L +.21116 .01472 0 -2.5 Mabsadd L +.21116 .01472 -1.875 0 Mabsadd L closepath F +.22678 .01472 -1.875 0 Mabsadd m +.22678 .01472 0 2.5 Mabsadd L +.22678 .01472 1.875 0 Mabsadd L +.22678 .01472 0 -2.5 Mabsadd L +.22678 .01472 -1.875 0 Mabsadd L closepath F +.24239 .01472 -1.875 0 Mabsadd m +.24239 .01472 0 2.5 Mabsadd L +.24239 .01472 1.875 0 Mabsadd L +.24239 .01472 0 -2.5 Mabsadd L +.24239 .01472 -1.875 0 Mabsadd L closepath F +.258 .01472 -1.875 0 Mabsadd m +.258 .01472 0 2.5 Mabsadd L +.258 .01472 1.875 0 Mabsadd L +.258 .01472 0 -2.5 Mabsadd L +.258 .01472 -1.875 0 Mabsadd L closepath F +.27361 .01472 -1.875 0 Mabsadd m +.27361 .01472 0 2.5 Mabsadd L +.27361 .01472 1.875 0 Mabsadd L +.27361 .01472 0 -2.5 Mabsadd L +.27361 .01472 -1.875 0 Mabsadd L closepath F +.28923 .01473 -1.875 0 Mabsadd m +.28923 .01473 0 2.5 Mabsadd L +.28923 .01473 1.875 0 Mabsadd L +.28923 .01473 0 -2.5 Mabsadd L +.28923 .01473 -1.875 0 Mabsadd L closepath F +.30484 .01536 -1.875 0 Mabsadd m +.30484 .01536 0 2.5 Mabsadd L +.30484 .01536 1.875 0 Mabsadd L +.30484 .01536 0 -2.5 Mabsadd L +.30484 .01536 -1.875 0 Mabsadd L closepath F +.32045 .02604 -1.875 0 Mabsadd m +.32045 .02604 0 2.5 Mabsadd L +.32045 .02604 1.875 0 Mabsadd L +.32045 .02604 0 -2.5 Mabsadd L +.32045 .02604 -1.875 0 Mabsadd L closepath F +.33607 .09887 -1.875 0 Mabsadd m +.33607 .09887 0 2.5 Mabsadd L +.33607 .09887 1.875 0 Mabsadd L +.33607 .09887 0 -2.5 Mabsadd L +.33607 .09887 -1.875 0 Mabsadd L closepath F +.35168 .30301 -1.875 0 Mabsadd m +.35168 .30301 0 2.5 Mabsadd L +.35168 .30301 1.875 0 Mabsadd L +.35168 .30301 0 -2.5 Mabsadd L +.35168 .30301 -1.875 0 Mabsadd L closepath F +.36729 .53292 -1.875 0 Mabsadd m +.36729 .53292 0 2.5 Mabsadd L +.36729 .53292 1.875 0 Mabsadd L +.36729 .53292 0 -2.5 Mabsadd L +.36729 .53292 -1.875 0 Mabsadd L closepath F +.3829 .58838 -1.875 0 Mabsadd m +.3829 .58838 0 2.5 Mabsadd L +.3829 .58838 1.875 0 Mabsadd L +.3829 .58838 0 -2.5 Mabsadd L +.3829 .58838 -1.875 0 Mabsadd L closepath F +.39852 .46029 -1.875 0 Mabsadd m +.39852 .46029 0 2.5 Mabsadd L +.39852 .46029 1.875 0 Mabsadd L +.39852 .46029 0 -2.5 Mabsadd L +.39852 .46029 -1.875 0 Mabsadd L closepath F +.41413 .30766 -1.875 0 Mabsadd m +.41413 .30766 0 2.5 Mabsadd L +.41413 .30766 1.875 0 Mabsadd L +.41413 .30766 0 -2.5 Mabsadd L +.41413 .30766 -1.875 0 Mabsadd L closepath F +.42974 .24589 -1.875 0 Mabsadd m +.42974 .24589 0 2.5 Mabsadd L +.42974 .24589 1.875 0 Mabsadd L +.42974 .24589 0 -2.5 Mabsadd L +.42974 .24589 -1.875 0 Mabsadd L closepath F +.44536 .23527 -1.875 0 Mabsadd m +.44536 .23527 0 2.5 Mabsadd L +.44536 .23527 1.875 0 Mabsadd L +.44536 .23527 0 -2.5 Mabsadd L +.44536 .23527 -1.875 0 Mabsadd L closepath F +.46097 .25134 -1.875 0 Mabsadd m +.46097 .25134 0 2.5 Mabsadd L +.46097 .25134 1.875 0 Mabsadd L +.46097 .25134 0 -2.5 Mabsadd L +.46097 .25134 -1.875 0 Mabsadd L closepath F +.47658 .28383 -1.875 0 Mabsadd m +.47658 .28383 0 2.5 Mabsadd L +.47658 .28383 1.875 0 Mabsadd L +.47658 .28383 0 -2.5 Mabsadd L +.47658 .28383 -1.875 0 Mabsadd L closepath F +.49219 .31244 -1.875 0 Mabsadd m +.49219 .31244 0 2.5 Mabsadd L +.49219 .31244 1.875 0 Mabsadd L +.49219 .31244 0 -2.5 Mabsadd L +.49219 .31244 -1.875 0 Mabsadd L closepath F +.50781 .3618 -1.875 0 Mabsadd m +.50781 .3618 0 2.5 Mabsadd L +.50781 .3618 1.875 0 Mabsadd L +.50781 .3618 0 -2.5 Mabsadd L +.50781 .3618 -1.875 0 Mabsadd L closepath F +.52342 .41209 -1.875 0 Mabsadd m +.52342 .41209 0 2.5 Mabsadd L +.52342 .41209 1.875 0 Mabsadd L +.52342 .41209 0 -2.5 Mabsadd L +.52342 .41209 -1.875 0 Mabsadd L closepath F +.53903 .42978 -1.875 0 Mabsadd m +.53903 .42978 0 2.5 Mabsadd L +.53903 .42978 1.875 0 Mabsadd L +.53903 .42978 0 -2.5 Mabsadd L +.53903 .42978 -1.875 0 Mabsadd L closepath F +.55464 .40094 -1.875 0 Mabsadd m +.55464 .40094 0 2.5 Mabsadd L +.55464 .40094 1.875 0 Mabsadd L +.55464 .40094 0 -2.5 Mabsadd L +.55464 .40094 -1.875 0 Mabsadd L closepath F +.57026 .35295 -1.875 0 Mabsadd m +.57026 .35295 0 2.5 Mabsadd L +.57026 .35295 1.875 0 Mabsadd L +.57026 .35295 0 -2.5 Mabsadd L +.57026 .35295 -1.875 0 Mabsadd L closepath F +.58587 .38965 -1.875 0 Mabsadd m +.58587 .38965 0 2.5 Mabsadd L +.58587 .38965 1.875 0 Mabsadd L +.58587 .38965 0 -2.5 Mabsadd L +.58587 .38965 -1.875 0 Mabsadd L closepath F +.60148 .4696 -1.875 0 Mabsadd m +.60148 .4696 0 2.5 Mabsadd L +.60148 .4696 1.875 0 Mabsadd L +.60148 .4696 0 -2.5 Mabsadd L +.60148 .4696 -1.875 0 Mabsadd L closepath F +.6171 .53756 -1.875 0 Mabsadd m +.6171 .53756 0 2.5 Mabsadd L +.6171 .53756 1.875 0 Mabsadd L +.6171 .53756 0 -2.5 Mabsadd L +.6171 .53756 -1.875 0 Mabsadd L closepath F +.63271 .60332 -1.875 0 Mabsadd m +.63271 .60332 0 2.5 Mabsadd L +.63271 .60332 1.875 0 Mabsadd L +.63271 .60332 0 -2.5 Mabsadd L +.63271 .60332 -1.875 0 Mabsadd L closepath F +.64832 .5917 -1.875 0 Mabsadd m +.64832 .5917 0 2.5 Mabsadd L +.64832 .5917 1.875 0 Mabsadd L +.64832 .5917 0 -2.5 Mabsadd L +.64832 .5917 -1.875 0 Mabsadd L closepath F +.66393 .39585 -1.875 0 Mabsadd m +.66393 .39585 0 2.5 Mabsadd L +.66393 .39585 1.875 0 Mabsadd L +.66393 .39585 0 -2.5 Mabsadd L +.66393 .39585 -1.875 0 Mabsadd L closepath F +.67955 .14316 -1.875 0 Mabsadd m +.67955 .14316 0 2.5 Mabsadd L +.67955 .14316 1.875 0 Mabsadd L +.67955 .14316 0 -2.5 Mabsadd L +.67955 .14316 -1.875 0 Mabsadd L closepath F +.69516 .03389 -1.875 0 Mabsadd m +.69516 .03389 0 2.5 Mabsadd L +.69516 .03389 1.875 0 Mabsadd L +.69516 .03389 0 -2.5 Mabsadd L +.69516 .03389 -1.875 0 Mabsadd L closepath F +.71077 .0159 -1.875 0 Mabsadd m +.71077 .0159 0 2.5 Mabsadd L +.71077 .0159 1.875 0 Mabsadd L +.71077 .0159 0 -2.5 Mabsadd L +.71077 .0159 -1.875 0 Mabsadd L closepath F +.72639 .01474 -1.875 0 Mabsadd m +.72639 .01474 0 2.5 Mabsadd L +.72639 .01474 1.875 0 Mabsadd L +.72639 .01474 0 -2.5 Mabsadd L +.72639 .01474 -1.875 0 Mabsadd L closepath F +.742 .01472 -1.875 0 Mabsadd m +.742 .01472 0 2.5 Mabsadd L +.742 .01472 1.875 0 Mabsadd L +.742 .01472 0 -2.5 Mabsadd L +.742 .01472 -1.875 0 Mabsadd L closepath F +.75761 .01472 -1.875 0 Mabsadd m +.75761 .01472 0 2.5 Mabsadd L +.75761 .01472 1.875 0 Mabsadd L +.75761 .01472 0 -2.5 Mabsadd L +.75761 .01472 -1.875 0 Mabsadd L closepath F +.77322 .01472 -1.875 0 Mabsadd m +.77322 .01472 0 2.5 Mabsadd L +.77322 .01472 1.875 0 Mabsadd L +.77322 .01472 0 -2.5 Mabsadd L +.77322 .01472 -1.875 0 Mabsadd L closepath F +.78884 .01472 -1.875 0 Mabsadd m +.78884 .01472 0 2.5 Mabsadd L +.78884 .01472 1.875 0 Mabsadd L +.78884 .01472 0 -2.5 Mabsadd L +.78884 .01472 -1.875 0 Mabsadd L closepath F +.80445 .01472 -1.875 0 Mabsadd m +.80445 .01472 0 2.5 Mabsadd L +.80445 .01472 1.875 0 Mabsadd L +.80445 .01472 0 -2.5 Mabsadd L +.80445 .01472 -1.875 0 Mabsadd L closepath F +.82006 .01472 -1.875 0 Mabsadd m +.82006 .01472 0 2.5 Mabsadd L +.82006 .01472 1.875 0 Mabsadd L +.82006 .01472 0 -2.5 Mabsadd L +.82006 .01472 -1.875 0 Mabsadd L closepath F +.83568 .01472 -1.875 0 Mabsadd m +.83568 .01472 0 2.5 Mabsadd L +.83568 .01472 1.875 0 Mabsadd L +.83568 .01472 0 -2.5 Mabsadd L +.83568 .01472 -1.875 0 Mabsadd L closepath F +.85129 .01472 -1.875 0 Mabsadd m +.85129 .01472 0 2.5 Mabsadd L +.85129 .01472 1.875 0 Mabsadd L +.85129 .01472 0 -2.5 Mabsadd L +.85129 .01472 -1.875 0 Mabsadd L closepath F +.8669 .01472 -1.875 0 Mabsadd m +.8669 .01472 0 2.5 Mabsadd L +.8669 .01472 1.875 0 Mabsadd L +.8669 .01472 0 -2.5 Mabsadd L +.8669 .01472 -1.875 0 Mabsadd L closepath F +.88251 .01472 -1.875 0 Mabsadd m +.88251 .01472 0 2.5 Mabsadd L +.88251 .01472 1.875 0 Mabsadd L +.88251 .01472 0 -2.5 Mabsadd L +.88251 .01472 -1.875 0 Mabsadd L closepath F +.89813 .01472 -1.875 0 Mabsadd m +.89813 .01472 0 2.5 Mabsadd L +.89813 .01472 1.875 0 Mabsadd L +.89813 .01472 0 -2.5 Mabsadd L +.89813 .01472 -1.875 0 Mabsadd L closepath F +.91374 .01472 -1.875 0 Mabsadd m +.91374 .01472 0 2.5 Mabsadd L +.91374 .01472 1.875 0 Mabsadd L +.91374 .01472 0 -2.5 Mabsadd L +.91374 .01472 -1.875 0 Mabsadd L closepath F +.92935 .01472 -1.875 0 Mabsadd m +.92935 .01472 0 2.5 Mabsadd L +.92935 .01472 1.875 0 Mabsadd L +.92935 .01472 0 -2.5 Mabsadd L +.92935 .01472 -1.875 0 Mabsadd L closepath F +.94496 .01472 -1.875 0 Mabsadd m +.94496 .01472 0 2.5 Mabsadd L +.94496 .01472 1.875 0 Mabsadd L +.94496 .01472 0 -2.5 Mabsadd L +.94496 .01472 -1.875 0 Mabsadd L closepath F +.96058 .01472 -1.875 0 Mabsadd m +.96058 .01472 0 2.5 Mabsadd L +.96058 .01472 1.875 0 Mabsadd L +.96058 .01472 0 -2.5 Mabsadd L +.96058 .01472 -1.875 0 Mabsadd L closepath F +.97619 .01472 -1.875 0 Mabsadd m +.97619 .01472 0 2.5 Mabsadd L +.97619 .01472 1.875 0 Mabsadd L +.97619 .01472 0 -2.5 Mabsadd L +.97619 .01472 -1.875 0 Mabsadd L closepath F +.03942 .01472 0 2.5 Mabsadd m +.03942 .01472 -0.56518 .7779 Mabsadd L +.03942 .01472 -2.37764 .77254 Mabsadd L +.03942 .01472 -0.91448 -0.29713 Mabsadd L +.03942 .01472 -1.46946 -2.02254 Mabsadd L +.03942 .01472 0 -0.96154 Mabsadd L +.03942 .01472 1.46946 -2.02254 Mabsadd L +.03942 .01472 .91448 -0.29713 Mabsadd L +.03942 .01472 2.37764 .77254 Mabsadd L +.03942 .01472 .56518 .7779 Mabsadd L +.03942 .01472 0 2.5 Mabsadd L closepath F +.05504 .01472 0 2.5 Mabsadd m +.05504 .01472 -0.56518 .7779 Mabsadd L +.05504 .01472 -2.37764 .77254 Mabsadd L +.05504 .01472 -0.91448 -0.29713 Mabsadd L +.05504 .01472 -1.46946 -2.02254 Mabsadd L +.05504 .01472 0 -0.96154 Mabsadd L +.05504 .01472 1.46946 -2.02254 Mabsadd L +.05504 .01472 .91448 -0.29713 Mabsadd L +.05504 .01472 2.37764 .77254 Mabsadd L +.05504 .01472 .56518 .7779 Mabsadd L +.05504 .01472 0 2.5 Mabsadd L closepath F +.07065 .01472 0 2.5 Mabsadd m +.07065 .01472 -0.56518 .7779 Mabsadd L +.07065 .01472 -2.37764 .77254 Mabsadd L +.07065 .01472 -0.91448 -0.29713 Mabsadd L +.07065 .01472 -1.46946 -2.02254 Mabsadd L +.07065 .01472 0 -0.96154 Mabsadd L +.07065 .01472 1.46946 -2.02254 Mabsadd L +.07065 .01472 .91448 -0.29713 Mabsadd L +.07065 .01472 2.37764 .77254 Mabsadd L +.07065 .01472 .56518 .7779 Mabsadd L +.07065 .01472 0 2.5 Mabsadd L closepath F +.08626 .01472 0 2.5 Mabsadd m +.08626 .01472 -0.56518 .7779 Mabsadd L +.08626 .01472 -2.37764 .77254 Mabsadd L +.08626 .01472 -0.91448 -0.29713 Mabsadd L +.08626 .01472 -1.46946 -2.02254 Mabsadd L +.08626 .01472 0 -0.96154 Mabsadd L +.08626 .01472 1.46946 -2.02254 Mabsadd L +.08626 .01472 .91448 -0.29713 Mabsadd L +.08626 .01472 2.37764 .77254 Mabsadd L +.08626 .01472 .56518 .7779 Mabsadd L +.08626 .01472 0 2.5 Mabsadd L closepath F +.10187 .01472 0 2.5 Mabsadd m +.10187 .01472 -0.56518 .7779 Mabsadd L +.10187 .01472 -2.37764 .77254 Mabsadd L +.10187 .01472 -0.91448 -0.29713 Mabsadd L +.10187 .01472 -1.46946 -2.02254 Mabsadd L +.10187 .01472 0 -0.96154 Mabsadd L +.10187 .01472 1.46946 -2.02254 Mabsadd L +.10187 .01472 .91448 -0.29713 Mabsadd L +.10187 .01472 2.37764 .77254 Mabsadd L +.10187 .01472 .56518 .7779 Mabsadd L +.10187 .01472 0 2.5 Mabsadd L closepath F +.11749 .01472 0 2.5 Mabsadd m +.11749 .01472 -0.56518 .7779 Mabsadd L +.11749 .01472 -2.37764 .77254 Mabsadd L +.11749 .01472 -0.91448 -0.29713 Mabsadd L +.11749 .01472 -1.46946 -2.02254 Mabsadd L +.11749 .01472 0 -0.96154 Mabsadd L +.11749 .01472 1.46946 -2.02254 Mabsadd L +.11749 .01472 .91448 -0.29713 Mabsadd L +.11749 .01472 2.37764 .77254 Mabsadd L +.11749 .01472 .56518 .7779 Mabsadd L +.11749 .01472 0 2.5 Mabsadd L closepath F +.1331 .01472 0 2.5 Mabsadd m +.1331 .01472 -0.56518 .7779 Mabsadd L +.1331 .01472 -2.37764 .77254 Mabsadd L +.1331 .01472 -0.91448 -0.29713 Mabsadd L +.1331 .01472 -1.46946 -2.02254 Mabsadd L +.1331 .01472 0 -0.96154 Mabsadd L +.1331 .01472 1.46946 -2.02254 Mabsadd L +.1331 .01472 .91448 -0.29713 Mabsadd L +.1331 .01472 2.37764 .77254 Mabsadd L +.1331 .01472 .56518 .7779 Mabsadd L +.1331 .01472 0 2.5 Mabsadd L closepath F +.14871 .01472 0 2.5 Mabsadd m +.14871 .01472 -0.56518 .7779 Mabsadd L +.14871 .01472 -2.37764 .77254 Mabsadd L +.14871 .01472 -0.91448 -0.29713 Mabsadd L +.14871 .01472 -1.46946 -2.02254 Mabsadd L +.14871 .01472 0 -0.96154 Mabsadd L +.14871 .01472 1.46946 -2.02254 Mabsadd L +.14871 .01472 .91448 -0.29713 Mabsadd L +.14871 .01472 2.37764 .77254 Mabsadd L +.14871 .01472 .56518 .7779 Mabsadd L +.14871 .01472 0 2.5 Mabsadd L closepath F +.16432 .01472 0 2.5 Mabsadd m +.16432 .01472 -0.56518 .7779 Mabsadd L +.16432 .01472 -2.37764 .77254 Mabsadd L +.16432 .01472 -0.91448 -0.29713 Mabsadd L +.16432 .01472 -1.46946 -2.02254 Mabsadd L +.16432 .01472 0 -0.96154 Mabsadd L +.16432 .01472 1.46946 -2.02254 Mabsadd L +.16432 .01472 .91448 -0.29713 Mabsadd L +.16432 .01472 2.37764 .77254 Mabsadd L +.16432 .01472 .56518 .7779 Mabsadd L +.16432 .01472 0 2.5 Mabsadd L closepath F +.17994 .01472 0 2.5 Mabsadd m +.17994 .01472 -0.56518 .7779 Mabsadd L +.17994 .01472 -2.37764 .77254 Mabsadd L +.17994 .01472 -0.91448 -0.29713 Mabsadd L +.17994 .01472 -1.46946 -2.02254 Mabsadd L +.17994 .01472 0 -0.96154 Mabsadd L +.17994 .01472 1.46946 -2.02254 Mabsadd L +.17994 .01472 .91448 -0.29713 Mabsadd L +.17994 .01472 2.37764 .77254 Mabsadd L +.17994 .01472 .56518 .7779 Mabsadd L +.17994 .01472 0 2.5 Mabsadd L closepath F +.19555 .01472 0 2.5 Mabsadd m +.19555 .01472 -0.56518 .7779 Mabsadd L +.19555 .01472 -2.37764 .77254 Mabsadd L +.19555 .01472 -0.91448 -0.29713 Mabsadd L +.19555 .01472 -1.46946 -2.02254 Mabsadd L +.19555 .01472 0 -0.96154 Mabsadd L +.19555 .01472 1.46946 -2.02254 Mabsadd L +.19555 .01472 .91448 -0.29713 Mabsadd L +.19555 .01472 2.37764 .77254 Mabsadd L +.19555 .01472 .56518 .7779 Mabsadd L +.19555 .01472 0 2.5 Mabsadd L closepath F +.21116 .01472 0 2.5 Mabsadd m +.21116 .01472 -0.56518 .7779 Mabsadd L +.21116 .01472 -2.37764 .77254 Mabsadd L +.21116 .01472 -0.91448 -0.29713 Mabsadd L +.21116 .01472 -1.46946 -2.02254 Mabsadd L +.21116 .01472 0 -0.96154 Mabsadd L +.21116 .01472 1.46946 -2.02254 Mabsadd L +.21116 .01472 .91448 -0.29713 Mabsadd L +.21116 .01472 2.37764 .77254 Mabsadd L +.21116 .01472 .56518 .7779 Mabsadd L +.21116 .01472 0 2.5 Mabsadd L closepath F +.22678 .01472 0 2.5 Mabsadd m +.22678 .01472 -0.56518 .7779 Mabsadd L +.22678 .01472 -2.37764 .77254 Mabsadd L +.22678 .01472 -0.91448 -0.29713 Mabsadd L +.22678 .01472 -1.46946 -2.02254 Mabsadd L +.22678 .01472 0 -0.96154 Mabsadd L +.22678 .01472 1.46946 -2.02254 Mabsadd L +.22678 .01472 .91448 -0.29713 Mabsadd L +.22678 .01472 2.37764 .77254 Mabsadd L +.22678 .01472 .56518 .7779 Mabsadd L +.22678 .01472 0 2.5 Mabsadd L closepath F +.24239 .01472 0 2.5 Mabsadd m +.24239 .01472 -0.56518 .7779 Mabsadd L +.24239 .01472 -2.37764 .77254 Mabsadd L +.24239 .01472 -0.91448 -0.29713 Mabsadd L +.24239 .01472 -1.46946 -2.02254 Mabsadd L +.24239 .01472 0 -0.96154 Mabsadd L +.24239 .01472 1.46946 -2.02254 Mabsadd L +.24239 .01472 .91448 -0.29713 Mabsadd L +.24239 .01472 2.37764 .77254 Mabsadd L +.24239 .01472 .56518 .7779 Mabsadd L +.24239 .01472 0 2.5 Mabsadd L closepath F +.258 .01472 0 2.5 Mabsadd m +.258 .01472 -0.56518 .7779 Mabsadd L +.258 .01472 -2.37764 .77254 Mabsadd L +.258 .01472 -0.91448 -0.29713 Mabsadd L +.258 .01472 -1.46946 -2.02254 Mabsadd L +.258 .01472 0 -0.96154 Mabsadd L +.258 .01472 1.46946 -2.02254 Mabsadd L +.258 .01472 .91448 -0.29713 Mabsadd L +.258 .01472 2.37764 .77254 Mabsadd L +.258 .01472 .56518 .7779 Mabsadd L +.258 .01472 0 2.5 Mabsadd L closepath F +.27361 .01472 0 2.5 Mabsadd m +.27361 .01472 -0.56518 .7779 Mabsadd L +.27361 .01472 -2.37764 .77254 Mabsadd L +.27361 .01472 -0.91448 -0.29713 Mabsadd L +.27361 .01472 -1.46946 -2.02254 Mabsadd L +.27361 .01472 0 -0.96154 Mabsadd L +.27361 .01472 1.46946 -2.02254 Mabsadd L +.27361 .01472 .91448 -0.29713 Mabsadd L +.27361 .01472 2.37764 .77254 Mabsadd L +.27361 .01472 .56518 .7779 Mabsadd L +.27361 .01472 0 2.5 Mabsadd L closepath F +.28923 .01473 0 2.5 Mabsadd m +.28923 .01473 -0.56518 .7779 Mabsadd L +.28923 .01473 -2.37764 .77254 Mabsadd L +.28923 .01473 -0.91448 -0.29713 Mabsadd L +.28923 .01473 -1.46946 -2.02254 Mabsadd L +.28923 .01473 0 -0.96154 Mabsadd L +.28923 .01473 1.46946 -2.02254 Mabsadd L +.28923 .01473 .91448 -0.29713 Mabsadd L +.28923 .01473 2.37764 .77254 Mabsadd L +.28923 .01473 .56518 .7779 Mabsadd L +.28923 .01473 0 2.5 Mabsadd L closepath F +.30484 .01536 0 2.5 Mabsadd m +.30484 .01536 -0.56518 .7779 Mabsadd L +.30484 .01536 -2.37764 .77254 Mabsadd L +.30484 .01536 -0.91448 -0.29713 Mabsadd L +.30484 .01536 -1.46946 -2.02254 Mabsadd L +.30484 .01536 0 -0.96154 Mabsadd L +.30484 .01536 1.46946 -2.02254 Mabsadd L +.30484 .01536 .91448 -0.29713 Mabsadd L +.30484 .01536 2.37764 .77254 Mabsadd L +.30484 .01536 .56518 .7779 Mabsadd L +.30484 .01536 0 2.5 Mabsadd L closepath F +.32045 .02604 0 2.5 Mabsadd m +.32045 .02604 -0.56518 .7779 Mabsadd L +.32045 .02604 -2.37764 .77254 Mabsadd L +.32045 .02604 -0.91448 -0.29713 Mabsadd L +.32045 .02604 -1.46946 -2.02254 Mabsadd L +.32045 .02604 0 -0.96154 Mabsadd L +.32045 .02604 1.46946 -2.02254 Mabsadd L +.32045 .02604 .91448 -0.29713 Mabsadd L +.32045 .02604 2.37764 .77254 Mabsadd L +.32045 .02604 .56518 .7779 Mabsadd L +.32045 .02604 0 2.5 Mabsadd L closepath F +.33607 .09887 0 2.5 Mabsadd m +.33607 .09887 -0.56518 .7779 Mabsadd L +.33607 .09887 -2.37764 .77254 Mabsadd L +.33607 .09887 -0.91448 -0.29713 Mabsadd L +.33607 .09887 -1.46946 -2.02254 Mabsadd L +.33607 .09887 0 -0.96154 Mabsadd L +.33607 .09887 1.46946 -2.02254 Mabsadd L +.33607 .09887 .91448 -0.29713 Mabsadd L +.33607 .09887 2.37764 .77254 Mabsadd L +.33607 .09887 .56518 .7779 Mabsadd L +.33607 .09887 0 2.5 Mabsadd L closepath F +.35168 .30301 0 2.5 Mabsadd m +.35168 .30301 -0.56518 .7779 Mabsadd L +.35168 .30301 -2.37764 .77254 Mabsadd L +.35168 .30301 -0.91448 -0.29713 Mabsadd L +.35168 .30301 -1.46946 -2.02254 Mabsadd L +.35168 .30301 0 -0.96154 Mabsadd L +.35168 .30301 1.46946 -2.02254 Mabsadd L +.35168 .30301 .91448 -0.29713 Mabsadd L +.35168 .30301 2.37764 .77254 Mabsadd L +.35168 .30301 .56518 .7779 Mabsadd L +.35168 .30301 0 2.5 Mabsadd L closepath F +.36729 .53292 0 2.5 Mabsadd m +.36729 .53292 -0.56518 .7779 Mabsadd L +.36729 .53292 -2.37764 .77254 Mabsadd L +.36729 .53292 -0.91448 -0.29713 Mabsadd L +.36729 .53292 -1.46946 -2.02254 Mabsadd L +.36729 .53292 0 -0.96154 Mabsadd L +.36729 .53292 1.46946 -2.02254 Mabsadd L +.36729 .53292 .91448 -0.29713 Mabsadd L +.36729 .53292 2.37764 .77254 Mabsadd L +.36729 .53292 .56518 .7779 Mabsadd L +.36729 .53292 0 2.5 Mabsadd L closepath F +.3829 .58838 0 2.5 Mabsadd m +.3829 .58838 -0.56518 .7779 Mabsadd L +.3829 .58838 -2.37764 .77254 Mabsadd L +.3829 .58838 -0.91448 -0.29713 Mabsadd L +.3829 .58838 -1.46946 -2.02254 Mabsadd L +.3829 .58838 0 -0.96154 Mabsadd L +.3829 .58838 1.46946 -2.02254 Mabsadd L +.3829 .58838 .91448 -0.29713 Mabsadd L +.3829 .58838 2.37764 .77254 Mabsadd L +.3829 .58838 .56518 .7779 Mabsadd L +.3829 .58838 0 2.5 Mabsadd L closepath F +.39852 .46029 0 2.5 Mabsadd m +.39852 .46029 -0.56518 .7779 Mabsadd L +.39852 .46029 -2.37764 .77254 Mabsadd L +.39852 .46029 -0.91448 -0.29713 Mabsadd L +.39852 .46029 -1.46946 -2.02254 Mabsadd L +.39852 .46029 0 -0.96154 Mabsadd L +.39852 .46029 1.46946 -2.02254 Mabsadd L +.39852 .46029 .91448 -0.29713 Mabsadd L +.39852 .46029 2.37764 .77254 Mabsadd L +.39852 .46029 .56518 .7779 Mabsadd L +.39852 .46029 0 2.5 Mabsadd L closepath F +.41413 .30766 0 2.5 Mabsadd m +.41413 .30766 -0.56518 .7779 Mabsadd L +.41413 .30766 -2.37764 .77254 Mabsadd L +.41413 .30766 -0.91448 -0.29713 Mabsadd L +.41413 .30766 -1.46946 -2.02254 Mabsadd L +.41413 .30766 0 -0.96154 Mabsadd L +.41413 .30766 1.46946 -2.02254 Mabsadd L +.41413 .30766 .91448 -0.29713 Mabsadd L +.41413 .30766 2.37764 .77254 Mabsadd L +.41413 .30766 .56518 .7779 Mabsadd L +.41413 .30766 0 2.5 Mabsadd L closepath F +.42974 .24589 0 2.5 Mabsadd m +.42974 .24589 -0.56518 .7779 Mabsadd L +.42974 .24589 -2.37764 .77254 Mabsadd L +.42974 .24589 -0.91448 -0.29713 Mabsadd L +.42974 .24589 -1.46946 -2.02254 Mabsadd L +.42974 .24589 0 -0.96154 Mabsadd L +.42974 .24589 1.46946 -2.02254 Mabsadd L +.42974 .24589 .91448 -0.29713 Mabsadd L +.42974 .24589 2.37764 .77254 Mabsadd L +.42974 .24589 .56518 .7779 Mabsadd L +.42974 .24589 0 2.5 Mabsadd L closepath F +.44536 .23527 0 2.5 Mabsadd m +.44536 .23527 -0.56518 .7779 Mabsadd L +.44536 .23527 -2.37764 .77254 Mabsadd L +.44536 .23527 -0.91448 -0.29713 Mabsadd L +.44536 .23527 -1.46946 -2.02254 Mabsadd L +.44536 .23527 0 -0.96154 Mabsadd L +.44536 .23527 1.46946 -2.02254 Mabsadd L +.44536 .23527 .91448 -0.29713 Mabsadd L +.44536 .23527 2.37764 .77254 Mabsadd L +.44536 .23527 .56518 .7779 Mabsadd L +.44536 .23527 0 2.5 Mabsadd L closepath F +.46097 .25134 0 2.5 Mabsadd m +.46097 .25134 -0.56518 .7779 Mabsadd L +.46097 .25134 -2.37764 .77254 Mabsadd L +.46097 .25134 -0.91448 -0.29713 Mabsadd L +.46097 .25134 -1.46946 -2.02254 Mabsadd L +.46097 .25134 0 -0.96154 Mabsadd L +.46097 .25134 1.46946 -2.02254 Mabsadd L +.46097 .25134 .91448 -0.29713 Mabsadd L +.46097 .25134 2.37764 .77254 Mabsadd L +.46097 .25134 .56518 .7779 Mabsadd L +.46097 .25134 0 2.5 Mabsadd L closepath F +.47658 .28383 0 2.5 Mabsadd m +.47658 .28383 -0.56518 .7779 Mabsadd L +.47658 .28383 -2.37764 .77254 Mabsadd L +.47658 .28383 -0.91448 -0.29713 Mabsadd L +.47658 .28383 -1.46946 -2.02254 Mabsadd L +.47658 .28383 0 -0.96154 Mabsadd L +.47658 .28383 1.46946 -2.02254 Mabsadd L +.47658 .28383 .91448 -0.29713 Mabsadd L +.47658 .28383 2.37764 .77254 Mabsadd L +.47658 .28383 .56518 .7779 Mabsadd L +.47658 .28383 0 2.5 Mabsadd L closepath F +.49219 .31244 0 2.5 Mabsadd m +.49219 .31244 -0.56518 .7779 Mabsadd L +.49219 .31244 -2.37764 .77254 Mabsadd L +.49219 .31244 -0.91448 -0.29713 Mabsadd L +.49219 .31244 -1.46946 -2.02254 Mabsadd L +.49219 .31244 0 -0.96154 Mabsadd L +.49219 .31244 1.46946 -2.02254 Mabsadd L +.49219 .31244 .91448 -0.29713 Mabsadd L +.49219 .31244 2.37764 .77254 Mabsadd L +.49219 .31244 .56518 .7779 Mabsadd L +.49219 .31244 0 2.5 Mabsadd L closepath F +.50781 .3618 0 2.5 Mabsadd m +.50781 .3618 -0.56518 .7779 Mabsadd L +.50781 .3618 -2.37764 .77254 Mabsadd L +.50781 .3618 -0.91448 -0.29713 Mabsadd L +.50781 .3618 -1.46946 -2.02254 Mabsadd L +.50781 .3618 0 -0.96154 Mabsadd L +.50781 .3618 1.46946 -2.02254 Mabsadd L +.50781 .3618 .91448 -0.29713 Mabsadd L +.50781 .3618 2.37764 .77254 Mabsadd L +.50781 .3618 .56518 .7779 Mabsadd L +.50781 .3618 0 2.5 Mabsadd L closepath F +.52342 .41209 0 2.5 Mabsadd m +.52342 .41209 -0.56518 .7779 Mabsadd L +.52342 .41209 -2.37764 .77254 Mabsadd L +.52342 .41209 -0.91448 -0.29713 Mabsadd L +.52342 .41209 -1.46946 -2.02254 Mabsadd L +.52342 .41209 0 -0.96154 Mabsadd L +.52342 .41209 1.46946 -2.02254 Mabsadd L +.52342 .41209 .91448 -0.29713 Mabsadd L +.52342 .41209 2.37764 .77254 Mabsadd L +.52342 .41209 .56518 .7779 Mabsadd L +.52342 .41209 0 2.5 Mabsadd L closepath F +.53903 .42978 0 2.5 Mabsadd m +.53903 .42978 -0.56518 .7779 Mabsadd L +.53903 .42978 -2.37764 .77254 Mabsadd L +.53903 .42978 -0.91448 -0.29713 Mabsadd L +.53903 .42978 -1.46946 -2.02254 Mabsadd L +.53903 .42978 0 -0.96154 Mabsadd L +.53903 .42978 1.46946 -2.02254 Mabsadd L +.53903 .42978 .91448 -0.29713 Mabsadd L +.53903 .42978 2.37764 .77254 Mabsadd L +.53903 .42978 .56518 .7779 Mabsadd L +.53903 .42978 0 2.5 Mabsadd L closepath F +.55464 .40094 0 2.5 Mabsadd m +.55464 .40094 -0.56518 .7779 Mabsadd L +.55464 .40094 -2.37764 .77254 Mabsadd L +.55464 .40094 -0.91448 -0.29713 Mabsadd L +.55464 .40094 -1.46946 -2.02254 Mabsadd L +.55464 .40094 0 -0.96154 Mabsadd L +.55464 .40094 1.46946 -2.02254 Mabsadd L +.55464 .40094 .91448 -0.29713 Mabsadd L +.55464 .40094 2.37764 .77254 Mabsadd L +.55464 .40094 .56518 .7779 Mabsadd L +.55464 .40094 0 2.5 Mabsadd L closepath F +.57026 .35295 0 2.5 Mabsadd m +.57026 .35295 -0.56518 .7779 Mabsadd L +.57026 .35295 -2.37764 .77254 Mabsadd L +.57026 .35295 -0.91448 -0.29713 Mabsadd L +.57026 .35295 -1.46946 -2.02254 Mabsadd L +.57026 .35295 0 -0.96154 Mabsadd L +.57026 .35295 1.46946 -2.02254 Mabsadd L +.57026 .35295 .91448 -0.29713 Mabsadd L +.57026 .35295 2.37764 .77254 Mabsadd L +.57026 .35295 .56518 .7779 Mabsadd L +.57026 .35295 0 2.5 Mabsadd L closepath F +.58587 .38965 0 2.5 Mabsadd m +.58587 .38965 -0.56518 .7779 Mabsadd L +.58587 .38965 -2.37764 .77254 Mabsadd L +.58587 .38965 -0.91448 -0.29713 Mabsadd L +.58587 .38965 -1.46946 -2.02254 Mabsadd L +.58587 .38965 0 -0.96154 Mabsadd L +.58587 .38965 1.46946 -2.02254 Mabsadd L +.58587 .38965 .91448 -0.29713 Mabsadd L +.58587 .38965 2.37764 .77254 Mabsadd L +.58587 .38965 .56518 .7779 Mabsadd L +.58587 .38965 0 2.5 Mabsadd L closepath F +.60148 .4696 0 2.5 Mabsadd m +.60148 .4696 -0.56518 .7779 Mabsadd L +.60148 .4696 -2.37764 .77254 Mabsadd L +.60148 .4696 -0.91448 -0.29713 Mabsadd L +.60148 .4696 -1.46946 -2.02254 Mabsadd L +.60148 .4696 0 -0.96154 Mabsadd L +.60148 .4696 1.46946 -2.02254 Mabsadd L +.60148 .4696 .91448 -0.29713 Mabsadd L +.60148 .4696 2.37764 .77254 Mabsadd L +.60148 .4696 .56518 .7779 Mabsadd L +.60148 .4696 0 2.5 Mabsadd L closepath F +.6171 .53756 0 2.5 Mabsadd m +.6171 .53756 -0.56518 .7779 Mabsadd L +.6171 .53756 -2.37764 .77254 Mabsadd L +.6171 .53756 -0.91448 -0.29713 Mabsadd L +.6171 .53756 -1.46946 -2.02254 Mabsadd L +.6171 .53756 0 -0.96154 Mabsadd L +.6171 .53756 1.46946 -2.02254 Mabsadd L +.6171 .53756 .91448 -0.29713 Mabsadd L +.6171 .53756 2.37764 .77254 Mabsadd L +.6171 .53756 .56518 .7779 Mabsadd L +.6171 .53756 0 2.5 Mabsadd L closepath F +.63271 .60332 0 2.5 Mabsadd m +.63271 .60332 -0.56518 .7779 Mabsadd L +.63271 .60332 -2.37764 .77254 Mabsadd L +.63271 .60332 -0.91448 -0.29713 Mabsadd L +.63271 .60332 -1.46946 -2.02254 Mabsadd L +.63271 .60332 0 -0.96154 Mabsadd L +.63271 .60332 1.46946 -2.02254 Mabsadd L +.63271 .60332 .91448 -0.29713 Mabsadd L +.63271 .60332 2.37764 .77254 Mabsadd L +.63271 .60332 .56518 .7779 Mabsadd L +.63271 .60332 0 2.5 Mabsadd L closepath F +.64832 .5917 0 2.5 Mabsadd m +.64832 .5917 -0.56518 .7779 Mabsadd L +.64832 .5917 -2.37764 .77254 Mabsadd L +.64832 .5917 -0.91448 -0.29713 Mabsadd L +.64832 .5917 -1.46946 -2.02254 Mabsadd L +.64832 .5917 0 -0.96154 Mabsadd L +.64832 .5917 1.46946 -2.02254 Mabsadd L +.64832 .5917 .91448 -0.29713 Mabsadd L +.64832 .5917 2.37764 .77254 Mabsadd L +.64832 .5917 .56518 .7779 Mabsadd L +.64832 .5917 0 2.5 Mabsadd L closepath F +.66393 .39585 0 2.5 Mabsadd m +.66393 .39585 -0.56518 .7779 Mabsadd L +.66393 .39585 -2.37764 .77254 Mabsadd L +.66393 .39585 -0.91448 -0.29713 Mabsadd L +.66393 .39585 -1.46946 -2.02254 Mabsadd L +.66393 .39585 0 -0.96154 Mabsadd L +.66393 .39585 1.46946 -2.02254 Mabsadd L +.66393 .39585 .91448 -0.29713 Mabsadd L +.66393 .39585 2.37764 .77254 Mabsadd L +.66393 .39585 .56518 .7779 Mabsadd L +.66393 .39585 0 2.5 Mabsadd L closepath F +.67955 .14316 0 2.5 Mabsadd m +.67955 .14316 -0.56518 .7779 Mabsadd L +.67955 .14316 -2.37764 .77254 Mabsadd L +.67955 .14316 -0.91448 -0.29713 Mabsadd L +.67955 .14316 -1.46946 -2.02254 Mabsadd L +.67955 .14316 0 -0.96154 Mabsadd L +.67955 .14316 1.46946 -2.02254 Mabsadd L +.67955 .14316 .91448 -0.29713 Mabsadd L +.67955 .14316 2.37764 .77254 Mabsadd L +.67955 .14316 .56518 .7779 Mabsadd L +.67955 .14316 0 2.5 Mabsadd L closepath F +.69516 .03389 0 2.5 Mabsadd m +.69516 .03389 -0.56518 .7779 Mabsadd L +.69516 .03389 -2.37764 .77254 Mabsadd L +.69516 .03389 -0.91448 -0.29713 Mabsadd L +.69516 .03389 -1.46946 -2.02254 Mabsadd L +.69516 .03389 0 -0.96154 Mabsadd L +.69516 .03389 1.46946 -2.02254 Mabsadd L +.69516 .03389 .91448 -0.29713 Mabsadd L +.69516 .03389 2.37764 .77254 Mabsadd L +.69516 .03389 .56518 .7779 Mabsadd L +.69516 .03389 0 2.5 Mabsadd L closepath F +.71077 .0159 0 2.5 Mabsadd m +.71077 .0159 -0.56518 .7779 Mabsadd L +.71077 .0159 -2.37764 .77254 Mabsadd L +.71077 .0159 -0.91448 -0.29713 Mabsadd L +.71077 .0159 -1.46946 -2.02254 Mabsadd L +.71077 .0159 0 -0.96154 Mabsadd L +.71077 .0159 1.46946 -2.02254 Mabsadd L +.71077 .0159 .91448 -0.29713 Mabsadd L +.71077 .0159 2.37764 .77254 Mabsadd L +.71077 .0159 .56518 .7779 Mabsadd L +.71077 .0159 0 2.5 Mabsadd L closepath F +.72639 .01474 0 2.5 Mabsadd m +.72639 .01474 -0.56518 .7779 Mabsadd L +.72639 .01474 -2.37764 .77254 Mabsadd L +.72639 .01474 -0.91448 -0.29713 Mabsadd L +.72639 .01474 -1.46946 -2.02254 Mabsadd L +.72639 .01474 0 -0.96154 Mabsadd L +.72639 .01474 1.46946 -2.02254 Mabsadd L +.72639 .01474 .91448 -0.29713 Mabsadd L +.72639 .01474 2.37764 .77254 Mabsadd L +.72639 .01474 .56518 .7779 Mabsadd L +.72639 .01474 0 2.5 Mabsadd L closepath F +.742 .01472 0 2.5 Mabsadd m +.742 .01472 -0.56518 .7779 Mabsadd L +.742 .01472 -2.37764 .77254 Mabsadd L +.742 .01472 -0.91448 -0.29713 Mabsadd L +.742 .01472 -1.46946 -2.02254 Mabsadd L +.742 .01472 0 -0.96154 Mabsadd L +.742 .01472 1.46946 -2.02254 Mabsadd L +.742 .01472 .91448 -0.29713 Mabsadd L +.742 .01472 2.37764 .77254 Mabsadd L +.742 .01472 .56518 .7779 Mabsadd L +.742 .01472 0 2.5 Mabsadd L closepath F +.75761 .01472 0 2.5 Mabsadd m +.75761 .01472 -0.56518 .7779 Mabsadd L +.75761 .01472 -2.37764 .77254 Mabsadd L +.75761 .01472 -0.91448 -0.29713 Mabsadd L +.75761 .01472 -1.46946 -2.02254 Mabsadd L +.75761 .01472 0 -0.96154 Mabsadd L +.75761 .01472 1.46946 -2.02254 Mabsadd L +.75761 .01472 .91448 -0.29713 Mabsadd L +.75761 .01472 2.37764 .77254 Mabsadd L +.75761 .01472 .56518 .7779 Mabsadd L +.75761 .01472 0 2.5 Mabsadd L closepath F +.77322 .01472 0 2.5 Mabsadd m +.77322 .01472 -0.56518 .7779 Mabsadd L +.77322 .01472 -2.37764 .77254 Mabsadd L +.77322 .01472 -0.91448 -0.29713 Mabsadd L +.77322 .01472 -1.46946 -2.02254 Mabsadd L +.77322 .01472 0 -0.96154 Mabsadd L +.77322 .01472 1.46946 -2.02254 Mabsadd L +.77322 .01472 .91448 -0.29713 Mabsadd L +.77322 .01472 2.37764 .77254 Mabsadd L +.77322 .01472 .56518 .7779 Mabsadd L +.77322 .01472 0 2.5 Mabsadd L closepath F +.78884 .01472 0 2.5 Mabsadd m +.78884 .01472 -0.56518 .7779 Mabsadd L +.78884 .01472 -2.37764 .77254 Mabsadd L +.78884 .01472 -0.91448 -0.29713 Mabsadd L +.78884 .01472 -1.46946 -2.02254 Mabsadd L +.78884 .01472 0 -0.96154 Mabsadd L +.78884 .01472 1.46946 -2.02254 Mabsadd L +.78884 .01472 .91448 -0.29713 Mabsadd L +.78884 .01472 2.37764 .77254 Mabsadd L +.78884 .01472 .56518 .7779 Mabsadd L +.78884 .01472 0 2.5 Mabsadd L closepath F +.80445 .01472 0 2.5 Mabsadd m +.80445 .01472 -0.56518 .7779 Mabsadd L +.80445 .01472 -2.37764 .77254 Mabsadd L +.80445 .01472 -0.91448 -0.29713 Mabsadd L +.80445 .01472 -1.46946 -2.02254 Mabsadd L +.80445 .01472 0 -0.96154 Mabsadd L +.80445 .01472 1.46946 -2.02254 Mabsadd L +.80445 .01472 .91448 -0.29713 Mabsadd L +.80445 .01472 2.37764 .77254 Mabsadd L +.80445 .01472 .56518 .7779 Mabsadd L +.80445 .01472 0 2.5 Mabsadd L closepath F +.82006 .01472 0 2.5 Mabsadd m +.82006 .01472 -0.56518 .7779 Mabsadd L +.82006 .01472 -2.37764 .77254 Mabsadd L +.82006 .01472 -0.91448 -0.29713 Mabsadd L +.82006 .01472 -1.46946 -2.02254 Mabsadd L +.82006 .01472 0 -0.96154 Mabsadd L +.82006 .01472 1.46946 -2.02254 Mabsadd L +.82006 .01472 .91448 -0.29713 Mabsadd L +.82006 .01472 2.37764 .77254 Mabsadd L +.82006 .01472 .56518 .7779 Mabsadd L +.82006 .01472 0 2.5 Mabsadd L closepath F +.83568 .01472 0 2.5 Mabsadd m +.83568 .01472 -0.56518 .7779 Mabsadd L +.83568 .01472 -2.37764 .77254 Mabsadd L +.83568 .01472 -0.91448 -0.29713 Mabsadd L +.83568 .01472 -1.46946 -2.02254 Mabsadd L +.83568 .01472 0 -0.96154 Mabsadd L +.83568 .01472 1.46946 -2.02254 Mabsadd L +.83568 .01472 .91448 -0.29713 Mabsadd L +.83568 .01472 2.37764 .77254 Mabsadd L +.83568 .01472 .56518 .7779 Mabsadd L +.83568 .01472 0 2.5 Mabsadd L closepath F +.85129 .01472 0 2.5 Mabsadd m +.85129 .01472 -0.56518 .7779 Mabsadd L +.85129 .01472 -2.37764 .77254 Mabsadd L +.85129 .01472 -0.91448 -0.29713 Mabsadd L +.85129 .01472 -1.46946 -2.02254 Mabsadd L +.85129 .01472 0 -0.96154 Mabsadd L +.85129 .01472 1.46946 -2.02254 Mabsadd L +.85129 .01472 .91448 -0.29713 Mabsadd L +.85129 .01472 2.37764 .77254 Mabsadd L +.85129 .01472 .56518 .7779 Mabsadd L +.85129 .01472 0 2.5 Mabsadd L closepath F +.8669 .01472 0 2.5 Mabsadd m +.8669 .01472 -0.56518 .7779 Mabsadd L +.8669 .01472 -2.37764 .77254 Mabsadd L +.8669 .01472 -0.91448 -0.29713 Mabsadd L +.8669 .01472 -1.46946 -2.02254 Mabsadd L +.8669 .01472 0 -0.96154 Mabsadd L +.8669 .01472 1.46946 -2.02254 Mabsadd L +.8669 .01472 .91448 -0.29713 Mabsadd L +.8669 .01472 2.37764 .77254 Mabsadd L +.8669 .01472 .56518 .7779 Mabsadd L +.8669 .01472 0 2.5 Mabsadd L closepath F +.88251 .01472 0 2.5 Mabsadd m +.88251 .01472 -0.56518 .7779 Mabsadd L +.88251 .01472 -2.37764 .77254 Mabsadd L +.88251 .01472 -0.91448 -0.29713 Mabsadd L +.88251 .01472 -1.46946 -2.02254 Mabsadd L +.88251 .01472 0 -0.96154 Mabsadd L +.88251 .01472 1.46946 -2.02254 Mabsadd L +.88251 .01472 .91448 -0.29713 Mabsadd L +.88251 .01472 2.37764 .77254 Mabsadd L +.88251 .01472 .56518 .7779 Mabsadd L +.88251 .01472 0 2.5 Mabsadd L closepath F +.89813 .01472 0 2.5 Mabsadd m +.89813 .01472 -0.56518 .7779 Mabsadd L +.89813 .01472 -2.37764 .77254 Mabsadd L +.89813 .01472 -0.91448 -0.29713 Mabsadd L +.89813 .01472 -1.46946 -2.02254 Mabsadd L +.89813 .01472 0 -0.96154 Mabsadd L +.89813 .01472 1.46946 -2.02254 Mabsadd L +.89813 .01472 .91448 -0.29713 Mabsadd L +.89813 .01472 2.37764 .77254 Mabsadd L +.89813 .01472 .56518 .7779 Mabsadd L +.89813 .01472 0 2.5 Mabsadd L closepath F +.91374 .01472 0 2.5 Mabsadd m +.91374 .01472 -0.56518 .7779 Mabsadd L +.91374 .01472 -2.37764 .77254 Mabsadd L +.91374 .01472 -0.91448 -0.29713 Mabsadd L +.91374 .01472 -1.46946 -2.02254 Mabsadd L +.91374 .01472 0 -0.96154 Mabsadd L +.91374 .01472 1.46946 -2.02254 Mabsadd L +.91374 .01472 .91448 -0.29713 Mabsadd L +.91374 .01472 2.37764 .77254 Mabsadd L +.91374 .01472 .56518 .7779 Mabsadd L +.91374 .01472 0 2.5 Mabsadd L closepath F +.92935 .01472 0 2.5 Mabsadd m +.92935 .01472 -0.56518 .7779 Mabsadd L +.92935 .01472 -2.37764 .77254 Mabsadd L +.92935 .01472 -0.91448 -0.29713 Mabsadd L +.92935 .01472 -1.46946 -2.02254 Mabsadd L +.92935 .01472 0 -0.96154 Mabsadd L +.92935 .01472 1.46946 -2.02254 Mabsadd L +.92935 .01472 .91448 -0.29713 Mabsadd L +.92935 .01472 2.37764 .77254 Mabsadd L +.92935 .01472 .56518 .7779 Mabsadd L +.92935 .01472 0 2.5 Mabsadd L closepath F +.94496 .01472 0 2.5 Mabsadd m +.94496 .01472 -0.56518 .7779 Mabsadd L +.94496 .01472 -2.37764 .77254 Mabsadd L +.94496 .01472 -0.91448 -0.29713 Mabsadd L +.94496 .01472 -1.46946 -2.02254 Mabsadd L +.94496 .01472 0 -0.96154 Mabsadd L +.94496 .01472 1.46946 -2.02254 Mabsadd L +.94496 .01472 .91448 -0.29713 Mabsadd L +.94496 .01472 2.37764 .77254 Mabsadd L +.94496 .01472 .56518 .7779 Mabsadd L +.94496 .01472 0 2.5 Mabsadd L closepath F +.96058 .01472 0 2.5 Mabsadd m +.96058 .01472 -0.56518 .7779 Mabsadd L +.96058 .01472 -2.37764 .77254 Mabsadd L +.96058 .01472 -0.91448 -0.29713 Mabsadd L +.96058 .01472 -1.46946 -2.02254 Mabsadd L +.96058 .01472 0 -0.96154 Mabsadd L +.96058 .01472 1.46946 -2.02254 Mabsadd L +.96058 .01472 .91448 -0.29713 Mabsadd L +.96058 .01472 2.37764 .77254 Mabsadd L +.96058 .01472 .56518 .7779 Mabsadd L +.96058 .01472 0 2.5 Mabsadd L closepath F +.97619 .01472 0 2.5 Mabsadd m +.97619 .01472 -0.56518 .7779 Mabsadd L +.97619 .01472 -2.37764 .77254 Mabsadd L +.97619 .01472 -0.91448 -0.29713 Mabsadd L +.97619 .01472 -1.46946 -2.02254 Mabsadd L +.97619 .01472 0 -0.96154 Mabsadd L +.97619 .01472 1.46946 -2.02254 Mabsadd L +.97619 .01472 .91448 -0.29713 Mabsadd L +.97619 .01472 2.37764 .77254 Mabsadd L +.97619 .01472 .56518 .7779 Mabsadd L +.97619 .01472 0 2.5 Mabsadd L closepath F +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{1156.5, 714.812}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgool3000?ool2000?ool3000?ool3000?ool3000?ool3000?ool3 +000?ool3000?ool2000@ool2000?ool3000?ool3000?ool3000?ool3000?ool3000?ool3000?ool2 +000@ool00`00ooooo`3ooooPool2000@ool3000?ool3000?ool2000?ool3000?ool3000?ool3000? +ool3000?ool3000?ool3000?ool2000@ool2000?ool3000?ool3000?ool3000?ool3000?ool3000M +ool000Soool00?l00?l00?l007d000?oo`008ooo00<00?ooool03?oo1@003Ooo1@003Ooo1@003Ooo +1@003Ooo1@003Ooo10003_oo10003Ooo1@003Ooo1@003Ooo1@003Ooo1@003Ooo1@003Ooo10003_oo +10003Ooo1@003Ooo1@003Ooo1@003_oo0`008_oo00<00?ooool08Ooo00<00?ooool08Ooo00<00?oo +ool08?oo00<00?ooool08Ooo00<00?ooool08Ooo00<00?ooool08Ooo00<00?ooool08?oo00<00?oo +ool08Ooo00<00?ooool08Ooo00<00?ooool08Ooo00<00?ooool08?oo00<00?ooool07ooo10003_oo +10003Ooo1@003Ooo1@003Ooo1@003Ooo1@003Ooo1@003Ooo1@003Ooo10003Ooo1@003Ooo1@003Ooo +1@003Ooo1@003Ooo1@003Ooo1@003Ooo10003_oo10003Ooo1@004?oo00<00?ooool02_oo000Sool0 +0`00ooooo`0Qool00`00ooooo`0Pool00`00ooooo`0Qool00`00ooooo`0Qool00`00ooooo`0Pool0 +0`00ooooo`0Qool00`00ooooo`0Qool00`00ooooo`0Qool00`00ooooo`0?ool00`00ooooo`0ool002?oo`03003ooooo0?oooe3oo`<00?ooooooooooo`ooo`008ooo00<00?ooool0oooo +Cooo1000oooooooooooo3ooo000Sool00`00ooooo`3ooom?ool5003oooooooooool>ool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00 +ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00oooo +ooooooooooooH?oo000Sool00`00ooooo`3oooooooooool00`00ooooo`3ooomOool002?oo`03003o +oooo0?ooooooookoo`<00?ooof3oo`008ooo00<00?ooool0oooooooooOoo1000ooooH?oo000Sool0 +0`00ooooo`3oooooooomool5003ooomOool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo +00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00 +ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?oo +ool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo +0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3o +oooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool5003ooooooooooooooomPool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00oooooooo +ooooooooH?oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooo +ooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooo +oomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooooooo +H_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;o +o`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool0 +02?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000S +ool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo +00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool5003o +oooooooooooooomPool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +1?oo0P001?oo00<00?ooool00_oo10004?oo00<00?ooool0ooooooooooooooooH_oo0003ool01000 +ooooo`002_oo00<00?ooool03ooo00<00?ooool0ooooH_oo0`00ooooooooo?oo0003ool01000oooo +o`002_oo00<00?ooool03ooo2000ooooG?oo1000ooooooooo?oo0003ool01000ooooo`002_oo00<0 +0?ooool03ooo00<00?ooool0ooooHOoo1@00oooooooonooo0003ool01000ooooo`002_oo00<00?oo +ool03ooo00<00?ooool0ooooHooo00<00?ooool0oooooooonooo0003ool01000ooooo`002?oo0`00 +4Ooo00<00?ooool0ooooooooooooooooH_oo0004ool2000;ool00`00ooooo`0?ool00`00ooooo`3o +oooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool5003ooooooooooooooomPool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oo +ooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooo +oooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooo +ooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooo +ooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooo +oomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00ooooooooooooooooH?oo000S +ool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo +00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00 +ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?oo +ool0ooooooooooooooooH_oo000Sool00`00ooooo`3oooooooo]ool00`00ooooo`3ooomaool002?o +o`03003ooooo0?oooooooncoo`<00?ooog;oo`008ooo00<00?ooool0oooooooojooo1000ooooL_oo +000Sool00`00ooooo`3oooooooo[ool5003ooomaool002?oo`03003ooooo0?ooooooooooooooof;o +o`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool0 +02?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000S +ool5003ooooooooooooooomPool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?oo +ool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo +0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3o +oooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`D00?ooooooooooooooof3oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oo +ooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooo +oooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooo +ooooooooH_oo0004ool20004ool00`00ooooo`02ool4000@ool00`00ooooo`3ooooooooooooooomR +ool000?oo`04003ooooo0008ool00`00ooooo`0Aool00`00ooooo`3ooooooooooooooomRool000?o +o`04003ooooo0009ool00`00ooooo`0@ool8003ooooooooooooooomMool000?oo`04003ooooo000: +ool00`00ooooo`0?ool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo000;ool00`00 +ooooo`0>ool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo0008ool01000ooooo`00 +4?oo00<00?ooool0ooooooooooooooooH_oo0004ool2000:ool2000Aool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`D00?ooooooooooooooof3oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oo +ooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooo +oooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooo +ooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooo +ooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooo +oomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooooooo +H_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;o +o`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool0 +02?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00ooooooooooooooooH?oo000Sool00`00 +ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?oo +ool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo +0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3o +oooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool5003ooooooooooooooomPool002?o +o`03003ooooo0?ooomooo`<00?ooooooogooo`008ooo00<00?ooool0oooog_oo1000ooooooooOooo +000Sool00`00ooooo`3ooooNool5003ooooooomnool002?oo`03003ooooo0?ooon3oo`03003ooooo +0?ooooooogkoo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooolkoo`03003ooooo0?oooooooi3oo`008ooo00<00?ooool0oooocOoo +0`00ooooooooTOoo000Sool00`00ooooo`3oooo_oo0P00oooooooo9_oo000Sool00`00ooooo`3oooooooli +ool4003ooooooolUool002?oo`03003ooooo0?ooooooocSoo`D00?ooooooobGoo`008ooo00<00?oo +ool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo +0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3o +oooooooooooooomRool002?oo`D00?ooooooooooooooof3oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooodcoo`800?oooooooaCoo`008ooo00<00?ooool0ooooooooBooo0`00oooo +oooo5?oo000Sool00`00ooooo`3ooooooom:ool5003ooooooolCool002?oo`03003ooooo0?oooooo +odcoo`03003ooooo0?oooooooa?oo`008ooo00<00?ooool0ooooooooooooooooH_oo0004ool20004 +ool00`00ooooo`02ool3000Aool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo000; +ool00`00ooooo`0>ool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo000;ool00`00 +ooooo`0>ool8003ooooooooooooooomMool000?oo`04003ooooo0008ool3000Aool00`00ooooo`3o +oooooooooooooomRool000?oo`04003ooooo0008ool00`00ooooo`0Aool00`00ooooo`3ooooooooo +oooooomRool000?oo`04003ooooo0008ool00`00ooooo`0Aool00`00ooooo`3ooooooooooooooomR +ool000Coo`8000Woo`@0013oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`D00?ooooooooooooooof3oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooon[ool00`00ooooo`3oooooooncool002?oo`03 +003ooooo0?oooj[oo`<00?oooooookCoo`008ooo00<00?ooool0ooooZOoo1000oooooooo]?oo000S +ool00`00ooooo`3ooonXool5003ooooooondool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00 +ooooooooT_oo00<00?ooool0oooob_oo000Sool00`00ooooo`3ooooooonCool3003oooo;ool002?o +o`03003ooooo0?oooooooi;oo`@00?oool_oo`008ooo00<00?ooool0ooooooooTooo0P00ooooc?oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`D00?oooooooooo +ooooof3oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooo +oomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooooooo +H_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;o +o`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool0 +02?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000S +ool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo +00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00 +ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo1@00oooo +ooooooooooooH?oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool000Co +o`8000Coo`03003ooooo00?oo`80017oo`03003ooooo0?ooooooooooooooof;oo`000ooo00@00?oo +ool000Soo`04003ooooo000@ool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo0008 +ool01000ooooo`004?oo2000ooooooooooooooooGOoo0003ool01000ooooo`002?oo0`004Ooo00<0 +0?ooool0ooooooooooooooooH_oo0003ool01000ooooo`002?oo00<00?ooool04Ooo00<00?ooool0 +ooooooooooooooooH_oo0003ool01000ooooo`002?oo00<00?ooool04Ooo00<00?ooool0oooooooo +ooooooooH_oo0004ool2000:ool3000@ool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0 +ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oo +ooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooo +oooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooQ_oo +0P00oooooooofOoo000Sool00`00ooooo`3ooon5ool4003ooooooooHool002?oo`03003ooooo0?oo +ohGoo`@00?ooooooomSoo`008ooo00<00?ooool0ooooQooo00<00?ooool0ooooooooeooo000Sool5 +003ooooooooooooooomPool002?oo`03003ooooo0?ooooooojGoo`800?oook[oo`008ooo00<00?oo +ool0ooooooooY?oo1000oooo^Ooo000Sool00`00ooooo`3ooooooonSool5003oooniool002?oo`03 +003ooooo0?ooooooojKoo`03003ooooo0?oookSoo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00oooo +o`3ooooooooooooooomRool002?oo`D00?ooooooooooooooof3oo`008ooo00<00?ooool0oooooooo +ooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooo +ooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooo +oomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooooooo +H_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;o +o`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool0 +02?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000S +ool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo +00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03 +003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool5003o +oooooooooooooomPool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooo +oooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooooooooooo +ooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooooooooooo +of;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`D00?ooooooooooooooof3oo`008ooo00<00?ooool0ooooVOoo00<00?ooool0ooooooooaOoo000S +ool00`00ooooo`3ooonHool3003oooooooo6ool002?oo`03003ooooo0?oooiKoo`D00?ooooooolKo +o`008ooo00<00?ooool0ooooV?oo0P00ooooooooaooo000Sool00`00ooooo`3oooooooo9ool2003o +oonFool002?oo`03003ooooo0?ooooooolSoo`<00?oooiKoo`008ooo00<00?ooool0ooooooooaooo +1@00ooooUOoo000Sool00`00ooooo`3oooooooo:ool00`00ooooo`3ooonDool002?oo`03003ooooo +0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3o +oooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0oooo +ooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?oooooo +ooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo0004ool20004ool00`00ooooo`03 +ool00`00ooooo`0@ool00`00ooooo`3ooooooooooooooomRool000?oo`04003ooooo0009ool00`00 +ooooo`0@ool00`00ooooo`3ooooooonhool00`00ooooo`3ooonVool000?oo`04003ooooo000:ool0 +0`00ooooo`0?ool8003ooooooonbool3003ooonWool000?oo`04003ooooo000:ool00`00ooooo`0? +ool00`00ooooo`3oooooooneool5003ooonWool000?oo`04003ooooo000;ool00`00ooooo`0>ool0 +0`00ooooo`3ooooooongool2003ooonXool000?oo`04003ooooo0008ool01000ooooo`004?oo00<0 +0?ooool0ooooooooooooooooH_oo0004ool20009ool4000@ool00`00ooooo`3ooooooooooooooomR +ool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo +000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`00 +8ooo00<00?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?o +o`03003ooooo0?ooooooooooooooof;oo`008ooo00<00?ooool0ooooooooooooooooH_oo000Sool0 +0`00ooooo`3ooooooooooooooomRool002?oo`03003ooooo0?ooooooooooooooof;oo`008ooo00<0 +0?ooool0ooooooooooooooooH_oo000Sool00`00ooooo`3ooooooooooooooomRool002?oo`03003o +oooo0?ooooooooooooooof;oo`00\ +\>"], + ImageRangeCache->{{{0, 1155.5}, {713.812, 0}} -> {-1.9755, -0.0242337, \ +0.0559624, 0.00103988}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(delta = mmcares - kderes\)], "Input"], + +Cell[BoxData[ + \({6.991903025447223`*^-96, + 1.5195878039215703`*^-85, \(-7.855111587514041`*^-78\), + 3.395572920961438`*^-70, \(-9.277760467517372`*^-63\), + 2.9037434297073782`*^-59, + 9.440443131455924`*^-50, \(-2.7069960752747393`*^-44\), + 9.482159497309086`*^-39, \(-1.5080494419180168`*^-33\), \ +\(-1.3462646423475647`*^-30\), \(-1.5978966502776565`*^-25\), \ +\(-1.3861993334331468`*^-21\), 3.4891860250100975`*^-18, + 1.5066558717437446`*^-15, \(-7.777760819793593`*^-10\), \ +\(-7.533444043449522`*^-10\), \(-1.7771035255333134`*^-9\), + 3.584890362513804`*^-8, \(-9.364722447502416`*^-8\), \ +\(-1.1767298668807769`*^-7\), 2.73455778354581`*^-7, 7.756268405323397`*^-9, + 4.137198147402543`*^-7, \(-7.603663249033943`*^-8\), \ +\(-1.356994073220541`*^-7\), \(-2.2259066795315974`*^-7\), + 1.3692965650236033`*^-7, \(-1.812469360706892`*^-7\), + 1.7344751246373136`*^-7, \(-3.042030462530043`*^-7\), + 5.0524628592008014`*^-8, \(-2.5938135023162445`*^-7\), \ +\(-2.6998525237686977`*^-7\), + 1.4918327329027647`*^-7, \(-1.787540494513351`*^-7\), \ +\(-3.068532695715831`*^-7\), \(-3.0230137348929986`*^-7\), + 3.954673667427855`*^-7, \(-1.3966772849371978`*^-7\), + 1.0659397470247356`*^-7, + 3.136941102988011`*^-7, \(-1.961189292562504`*^-8\), + 1.2433667875670629`*^-10, \(-5.946071798590457`*^-11\), + 4.4491081444472387`*^-13, 2.726852801275143`*^-15, + 1.0757263222286075`*^-17, \(-3.3326811485865144`*^-21\), \ +\(-7.428269555765287`*^-25\), + 2.0014788023331223`*^-29, \(-2.938948648510563`*^-33\), + 1.8702710330122756`*^-38, \(-6.061214566765827`*^-44\), + 1.8737878778820593`*^-49, + 5.334376450500581`*^-57, \(-1.54360899008658`*^-62\), + 5.4386555869629364`*^-70, \(-1.3180198623323385`*^-77\), + 2.2237533926754958`*^-85, \(-1.4681173556088931`*^-95\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \({1, 2}/{3, 7}\)], "Input"], + +Cell[BoxData[ + \({1\/3, 2\/7}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(reldelta = delta/mmcares\)], "Input"], + +Cell[BoxData[ + \({2.524525745804723`*^-7, + 0.000018009434423195577`, \(-8.305404499929866`*^-6\), + 8.705070596591453`*^-6, \(-0.000015672085346622553`\), + 8.781579445562172`*^-9, + 0.00001388477204584034`, \(-5.25778041336773`*^-6\), + 6.600373737653183`*^-6, \(-0.000010199896002499077`\), \ +\(-2.3953358233692456`*^-7\), \(-2.0201597243461097`*^-6\), \ +\(-3.351775816270765`*^-6\), 4.319761790313792`*^-6, + 2.536502505281843`*^-6, \(-0.004674859264032398`\), \ +\(-0.00004177530639560082`\), \(-2.299965719786794`*^-6\), + 2.65988071105618`*^-6, \(-9.349678221280306`*^-7\), \ +\(-3.429590629420069`*^-7\), 4.433867220348181`*^-7, 1.1360351047324075`*^-8, + 7.801523874437647`*^-7, \(-2.180881427933016`*^-7\), \ +\(-4.932015492084467`*^-7\), \(-8.479716291313879`*^-7\), + 4.862124808715574`*^-7, \(-5.658823964305577`*^-7\), + 4.894902045839003`*^-7, \(-7.364216641079829`*^-7\), + 1.0683003314231764`*^-7, \(-5.250669263663398`*^-7\), \ +\(-5.873525523009078`*^-7\), + 3.705899750704273`*^-7, \(-4.005883101683613`*^-7\), \ +\(-5.66795491352024`*^-7\), \(-4.858028649018004`*^-7\), + 5.645256355778038`*^-7, \(-2.0338829177084844`*^-7\), + 2.349902992745388`*^-7, + 2.051987379082283`*^-6, \(-8.595795782556613`*^-7\), + 8.781148192981267`*^-8, \(-1.6942672873078142`*^-6\), + 1.3197149649960666`*^-6, 2.217958382051272`*^-6, + 6.401986772776851`*^-6, \(-3.901753142453002`*^-6\), \ +\(-4.61973560894721`*^-6\), + 1.7898440585189042`*^-6, \(-0.000010243841990073736`\), + 6.892826337867133`*^-6, \(-6.410449856934683`*^-6\), + 0.000015438911627940305`, + 9.297136442721343`*^-7, \(-0.00001545317239533506`\), + 8.492983527442358`*^-6, \(-8.71909923050359`*^-6\), + 0.000016924801017534423`, \(-3.491420471185946`*^-7\)}\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(a = {mmcares, reldelta} // Transpose;\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Sort[a, Abs[#1[\([2]\)]] < Abs[#2[\([2]\)]] &] // MatrixForm\)], "Input"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"3.306630029037434`*^-51", "8.781579445562172`*^-9"}, + {"0.6827490077562685`", "1.1360351047324075`*^-8"}, + {"0.0014159501243366788`", "8.781148192981267`*^-8"}, + {"0.47294405052462857`", "1.0683003314231764`*^-7"}, + {"0.6867048603322715`", \(-2.0338829177084844`*^-7\)}, + {"0.3486509239633675`", \(-2.180881427933016`*^-7\)}, + {"0.4536101065939747`", "2.349902992745388`*^-7"}, + {"5.620358653735358`*^-24", \(-2.3953358233692456`*^-7\)}, + {"2.7695906991903027`*^-89", "2.524525745804723`*^-7"}, + {"0.3431108823270133`", \(-3.429590629420069`*^-7\)}, + {"4.204928531882644`*^-89", \(-3.491420471185946`*^-7\)}, + {"0.4025561491832733`", "3.705899750704273`*^-7"}, + {"0.44622882124595054`", \(-4.005883101683613`*^-7\)}, + {"0.6167432734557784`", "4.433867220348181`*^-7"}, + {"0.6222716976986266`", \(-4.858028649018004`*^-7\)}, + {"0.2816251369296565`", "4.862124808715574`*^-7"}, + {"0.3543431734475125`", "4.894902045839003`*^-7"}, + {"0.2751398643005927`", \(-4.932015492084467`*^-7\)}, + {"0.4939967406186498`", \(-5.250669263663398`*^-7\)}, + {"0.7005303954673667`", "5.645256355778038`*^-7"}, + {"0.3202908187530639`", \(-5.658823964305577`*^-7\)}, + {"0.5413826931467304`", \(-5.66795491352024`*^-7\)}, + {"0.4596647300147476`", \(-5.873525523009078`*^-7\)}, + {"0.4130826957969537`", \(-7.364216641079829`*^-7\)}, + {"0.5303064137198148`", "7.801523874437647`*^-7"}, + {"0.26249777740933206`", \(-8.479716291313879`*^-7\)}, + {"0.022815680388107076`", \(-8.595795782556613`*^-7\)}, + {"5.73765533437645`*^-51", "9.297136442721343`*^-7"}, + {"0.10016090635277553`", \(-9.349678221280306`*^-7\)}, + {"3.3712644491081444`*^-7", "1.3197149649960666`*^-6"}, + {"0.00003509524053928202`", \(-1.6942672873078142`*^-6\)}, + {"1.1182420014788024`*^-23", "1.7898440585189042`*^-6"}, + {"7.909754021033498`*^-20", \(-2.0201597243461097`*^-6\)}, + {"0.1528733136941103`", "2.051987379082283`*^-6"}, + {"1.2294427268528013`*^-9", "2.217958382051272`*^-6"}, + {"0.0007726652228964745`", \(-2.299965719786794`*^-6\)}, + {"5.939895066558718`*^-10", "2.536502505281843`*^-6"}, + {"0.013477635848903624`", "2.65988071105618`*^-6"}, + {"4.1357161380066655`*^-16", \(-3.351775816270765`*^-6\)}, + {"8.5414966731885145`*^-16", \(-3.901753142453002`*^-6\)}, + {"8.07726489186025`*^-13", "4.319761790313792`*^-6"}, + {"1.6079425717304443`*^-19", \(-4.61973560894721`*^-6\)}, + {"5.148552930039247`*^-39", \(-5.25778041336773`*^-6\)}, + {"1.6803007572632222`*^-12", "6.401986772776851`*^-6"}, + {"9.455209387854332`*^-39", \(-6.410449856934683`*^-6\)}, + {"1.4366094821594974`*^-33", "6.600373737653183`*^-6"}, + {"2.71335870271033`*^-33", "6.892826337867133`*^-6"}, + {"9.457831448884124`*^-73", \(-8.305404499929866`*^-6\)}, + {"6.4037043865558695`*^-65", "8.492983527442358`*^-6"}, + {"3.9006839557292095`*^-65", "8.705070596591453`*^-6"}, + {"1.5116468198013768`*^-72", \(-8.71909923050359`*^-6\)}, + {"1.4784949195055807`*^-28", \(-0.000010199896002499077`\)}, + {"2.868990610513515`*^-28", \(-0.000010243841990073736`\)}, + {"6.799134404431315`*^-45", "0.00001388477204584034`"}, + {"1.2136787378787787`*^-44", "0.000015438911627940305`"}, + {"9.988945639100992`*^-58", \(-0.00001545317239533506`\)}, + {"5.919927222395325`*^-58", \(-0.000015672085346622553`\)}, + {"1.3139022375339267`*^-80", "0.000016924801017534423`"}, + {"8.437731958780392`*^-81", "0.000018009434423195577`"}, + {"0.000018033246655595656`", \(-0.00004177530639560082`\)}, + {"1.6637422391802063`*^-7", \(-0.004674859264032398`\)} + }], "\[NoBreak]", ")"}], + Function[ BoxForm`e$, + MatrixForm[ BoxForm`e$]]]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[mmcares]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0156128 0.0147151 0.840226 [ +[.17994 .00222 -6 -9 ] +[.17994 .00222 6 0 ] +[.33607 .00222 -6 -9 ] +[.33607 .00222 6 0 ] +[.49219 .00222 -6 -9 ] +[.49219 .00222 6 0 ] +[.64832 .00222 -6 -9 ] +[.64832 .00222 6 0 ] +[.80445 .00222 -6 -9 ] +[.80445 .00222 6 0 ] +[.96058 .00222 -6 -9 ] +[.96058 .00222 6 0 ] +[.01131 .09874 -18 -4.5 ] +[.01131 .09874 0 4.5 ] +[.01131 .18276 -18 -4.5 ] +[.01131 .18276 0 4.5 ] +[.01131 .26678 -18 -4.5 ] +[.01131 .26678 0 4.5 ] +[.01131 .35081 -18 -4.5 ] +[.01131 .35081 0 4.5 ] +[.01131 .43483 -18 -4.5 ] +[.01131 .43483 0 4.5 ] +[.01131 .51885 -18 -4.5 ] +[.01131 .51885 0 4.5 ] +[.01131 .60287 -18 -4.5 ] +[.01131 .60287 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.17994 .01472 m +.17994 .02097 L +s +[(10)] .17994 .00222 0 1 Mshowa +.33607 .01472 m +.33607 .02097 L +s +[(20)] .33607 .00222 0 1 Mshowa +.49219 .01472 m +.49219 .02097 L +s +[(30)] .49219 .00222 0 1 Mshowa +.64832 .01472 m +.64832 .02097 L +s +[(40)] .64832 .00222 0 1 Mshowa +.80445 .01472 m +.80445 .02097 L +s +[(50)] .80445 .00222 0 1 Mshowa +.96058 .01472 m +.96058 .02097 L +s +[(60)] .96058 .00222 0 1 Mshowa +.125 Mabswid +.05504 .01472 m +.05504 .01847 L +s +.08626 .01472 m +.08626 .01847 L +s +.11749 .01472 m +.11749 .01847 L +s +.14871 .01472 m +.14871 .01847 L +s +.21116 .01472 m +.21116 .01847 L +s +.24239 .01472 m +.24239 .01847 L +s +.27361 .01472 m +.27361 .01847 L +s +.30484 .01472 m +.30484 .01847 L +s +.36729 .01472 m +.36729 .01847 L +s +.39852 .01472 m +.39852 .01847 L +s +.42974 .01472 m +.42974 .01847 L +s +.46097 .01472 m +.46097 .01847 L +s +.52342 .01472 m +.52342 .01847 L +s +.55464 .01472 m +.55464 .01847 L +s +.58587 .01472 m +.58587 .01847 L +s +.6171 .01472 m +.6171 .01847 L +s +.67955 .01472 m +.67955 .01847 L +s +.71077 .01472 m +.71077 .01847 L +s +.742 .01472 m +.742 .01847 L +s +.77322 .01472 m +.77322 .01847 L +s +.83568 .01472 m +.83568 .01847 L +s +.8669 .01472 m +.8669 .01847 L +s +.89813 .01472 m +.89813 .01847 L +s +.92935 .01472 m +.92935 .01847 L +s +.9918 .01472 m +.9918 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .09874 m +.03006 .09874 L +s +[(0.1)] .01131 .09874 1 0 Mshowa +.02381 .18276 m +.03006 .18276 L +s +[(0.2)] .01131 .18276 1 0 Mshowa +.02381 .26678 m +.03006 .26678 L +s +[(0.3)] .01131 .26678 1 0 Mshowa +.02381 .35081 m +.03006 .35081 L +s +[(0.4)] .01131 .35081 1 0 Mshowa +.02381 .43483 m +.03006 .43483 L +s +[(0.5)] .01131 .43483 1 0 Mshowa +.02381 .51885 m +.03006 .51885 L +s +[(0.6)] .01131 .51885 1 0 Mshowa +.02381 .60287 m +.03006 .60287 L +s +[(0.7)] .01131 .60287 1 0 Mshowa +.125 Mabswid +.02381 .03152 m +.02756 .03152 L +s +.02381 .04832 m +.02756 .04832 L +s +.02381 .06513 m +.02756 .06513 L +s +.02381 .08193 m +.02756 .08193 L +s +.02381 .11554 m +.02756 .11554 L +s +.02381 .13235 m +.02756 .13235 L +s +.02381 .14915 m +.02756 .14915 L +s +.02381 .16596 m +.02756 .16596 L +s +.02381 .19956 m +.02756 .19956 L +s +.02381 .21637 m +.02756 .21637 L +s +.02381 .23317 m +.02756 .23317 L +s +.02381 .24998 m +.02756 .24998 L +s +.02381 .28359 m +.02756 .28359 L +s +.02381 .30039 m +.02756 .30039 L +s +.02381 .3172 m +.02756 .3172 L +s +.02381 .334 m +.02756 .334 L +s +.02381 .36761 m +.02756 .36761 L +s +.02381 .38441 m +.02756 .38441 L +s +.02381 .40122 m +.02756 .40122 L +s +.02381 .41802 m +.02756 .41802 L +s +.02381 .45163 m +.02756 .45163 L +s +.02381 .46844 m +.02756 .46844 L +s +.02381 .48524 m +.02756 .48524 L +s +.02381 .50205 m +.02756 .50205 L +s +.02381 .53566 m +.02756 .53566 L +s +.02381 .55246 m +.02756 .55246 L +s +.02381 .56926 m +.02756 .56926 L +s +.02381 .58607 m +.02756 .58607 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.03942 .01472 Mdot +.05504 .01472 Mdot +.07065 .01472 Mdot +.08626 .01472 Mdot +.10187 .01472 Mdot +.11749 .01472 Mdot +.1331 .01472 Mdot +.14871 .01472 Mdot +.16432 .01472 Mdot +.17994 .01472 Mdot +.19555 .01472 Mdot +.21116 .01472 Mdot +.22678 .01472 Mdot +.24239 .01472 Mdot +.258 .01472 Mdot +.27361 .01472 Mdot +.28923 .01473 Mdot +.30484 .01536 Mdot +.32045 .02604 Mdot +.33607 .09887 Mdot +.35168 .30301 Mdot +.36729 .53292 Mdot +.3829 .58838 Mdot +.39852 .46029 Mdot +.41413 .30766 Mdot +.42974 .24589 Mdot +.44536 .23527 Mdot +.46097 .25134 Mdot +.47658 .28383 Mdot +.49219 .31244 Mdot +.50781 .3618 Mdot +.52342 .41209 Mdot +.53903 .42978 Mdot +.55464 .40094 Mdot +.57026 .35295 Mdot +.58587 .38965 Mdot +.60148 .4696 Mdot +.6171 .53756 Mdot +.63271 .60332 Mdot +.64832 .5917 Mdot +.66393 .39585 Mdot +.67955 .14316 Mdot +.69516 .03389 Mdot +.71077 .0159 Mdot +.72639 .01474 Mdot +.742 .01472 Mdot +.75761 .01472 Mdot +.77322 .01472 Mdot +.78884 .01472 Mdot +.80445 .01472 Mdot +.82006 .01472 Mdot +.83568 .01472 Mdot +.85129 .01472 Mdot +.8669 .01472 Mdot +.88251 .01472 Mdot +.89813 .01472 Mdot +.91374 .01472 Mdot +.92935 .01472 Mdot +.94496 .01472 Mdot +.96058 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg_oo0`000ooo00@00?oo +ool0027oo`04003ooooo0002ool01000ooooo`008?oo00@00?ooool000;oo`04003ooooo000Rool2 +0003ool01000ooooo`008?oo00<00?ooool00ooo00@00?ooool0027oo`03003ooooo00?oo`04003o +oooo0007ool001Goo`03003ooooo02Coo`03003ooooo00;oo`8002?oo`8000Coo`8002;oo`8000Co +o`8002Coo`03003ooooo00;oo`80027oo`@000?oo`8002?oo`<000?oo`8000Soo`005Ooo00<00?oo +ool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`003_ooo`004`00 +000Eool00`00ooooo`02ool00`00ooooo`020003ool01@00oooooooo00001?oo00<00?ooool00P00 +0ooo00D00?ooooooo`0000Coo`03003ooooo008000?oo`05003oooooool00004ool00`00ooooo`02 +0003ool01@00oooooooo00001?oo00<00?ooool00P001ooo00<00?ooool01Ooo00<00?ooool01_oo +00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo +00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo +00D00?ooooooo`0000?oo`8000?oo`05003oooooool00003ool01000oooooooo0P000ooo00D00?oo +ooooo`0000?oo`04003oooooool20003ool01@00oooooooo00000ooo00@00?ooooooo`8000?oo`05 +003oooooool00003ool01@00oooooooo00000ooo000Eool00`00ooooo`0Wool00`00ooooo`0Xool0 +0`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`09ool0 +01Goo`03003ooooo04goo`800;Woo`005Ooo00<00?ooool0C_oo00<00?ooool0]ooo000Eool2002d +ool2001Cool001Goo`03003ooooo0;Coo`03003ooooo057oo`005Ooo00<00?ooool0oooo2Ooo000E +ool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00 +ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003o +ool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +00;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[o +o`03003ooooo00?oo`03003ooooo057oo`800;Goo`0000Goo`00ooooo`0000[oo`03003ooooo00?o +o`<005;oo`03003ooooo0;?oo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?oo +o`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00oooo +o`0000Soo`<000Goo`03003ooooo0?ooo`Woo`000_oo0P002ooo00<00?ooool00ooo0P00oooo2_oo +000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`2_ool2001Gool001Goo`03003ooooo0;3oo`03003ooooo05Goo`005Ooo00<00?ooool0 +oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`3oool9ool000;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`00 +00Goo`00ooooo`0000Soo`03003ooooo00Goo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Wo +o`03003ooooo00Coo`<00?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo +0?ooo`Woo`0000Goo`00ooooo`0000_oo`03003ooooo00;oo`03003ooooo0?ooo`Woo`0000Goo`00 +ooooo`0000Soo`04003ooooo0004ool00`00ooooo`3oool9ool000;oo`8000[oo`8000Goo`800?oo +o`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?oo +o`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<0 +0?ooool0Kooo0P00Uooo000Eool00`00ooooo`1`ool00`00ooooo`2Eool001Goo`03003ooooo06_o +o`8009_oo`005Ooo00<00?ooool0K?oo00<00?ooool0VOoo000Eool2001dool2002Cool001Goo`03 +003ooooo07Coo`03003ooooo097oo`005Ooo00<00?ooool0oooo2Ooo0002ool20004ool00`00oooo +o`03ool20005ool00`00ooooo`3oool9ool00005ool00?ooool00008ool01000ooooo`001?oo00<0 +0?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo0`00oooo2Ooo00001Ooo003o +oooo00002Ooo0P001Ooo00<00?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo +00<00?ooool0oooo2Ooo00001Ooo003ooooo00002?oo00@00?ooool000Coo`03003ooooo0?ooo`Wo +o`000_oo0P002_oo0P001Ooo0P00NOoo0P00S_oo000Eool00`00ooooo`1iool00`00ooooo`2"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-5.03835, -0.0542754, \ +0.235414, 0.00437438}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[kderes]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0156128 0.0147151 0.840226 [ +[.17994 .00222 -6 -9 ] +[.17994 .00222 6 0 ] +[.33607 .00222 -6 -9 ] +[.33607 .00222 6 0 ] +[.49219 .00222 -6 -9 ] +[.49219 .00222 6 0 ] +[.64832 .00222 -6 -9 ] +[.64832 .00222 6 0 ] +[.80445 .00222 -6 -9 ] +[.80445 .00222 6 0 ] +[.96058 .00222 -6 -9 ] +[.96058 .00222 6 0 ] +[.01131 .09874 -18 -4.5 ] +[.01131 .09874 0 4.5 ] +[.01131 .18276 -18 -4.5 ] +[.01131 .18276 0 4.5 ] +[.01131 .26678 -18 -4.5 ] +[.01131 .26678 0 4.5 ] +[.01131 .35081 -18 -4.5 ] +[.01131 .35081 0 4.5 ] +[.01131 .43483 -18 -4.5 ] +[.01131 .43483 0 4.5 ] +[.01131 .51885 -18 -4.5 ] +[.01131 .51885 0 4.5 ] +[.01131 .60287 -18 -4.5 ] +[.01131 .60287 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.17994 .01472 m +.17994 .02097 L +s +[(10)] .17994 .00222 0 1 Mshowa +.33607 .01472 m +.33607 .02097 L +s +[(20)] .33607 .00222 0 1 Mshowa +.49219 .01472 m +.49219 .02097 L +s +[(30)] .49219 .00222 0 1 Mshowa +.64832 .01472 m +.64832 .02097 L +s +[(40)] .64832 .00222 0 1 Mshowa +.80445 .01472 m +.80445 .02097 L +s +[(50)] .80445 .00222 0 1 Mshowa +.96058 .01472 m +.96058 .02097 L +s +[(60)] .96058 .00222 0 1 Mshowa +.125 Mabswid +.05504 .01472 m +.05504 .01847 L +s +.08626 .01472 m +.08626 .01847 L +s +.11749 .01472 m +.11749 .01847 L +s +.14871 .01472 m +.14871 .01847 L +s +.21116 .01472 m +.21116 .01847 L +s +.24239 .01472 m +.24239 .01847 L +s +.27361 .01472 m +.27361 .01847 L +s +.30484 .01472 m +.30484 .01847 L +s +.36729 .01472 m +.36729 .01847 L +s +.39852 .01472 m +.39852 .01847 L +s +.42974 .01472 m +.42974 .01847 L +s +.46097 .01472 m +.46097 .01847 L +s +.52342 .01472 m +.52342 .01847 L +s +.55464 .01472 m +.55464 .01847 L +s +.58587 .01472 m +.58587 .01847 L +s +.6171 .01472 m +.6171 .01847 L +s +.67955 .01472 m +.67955 .01847 L +s +.71077 .01472 m +.71077 .01847 L +s +.742 .01472 m +.742 .01847 L +s +.77322 .01472 m +.77322 .01847 L +s +.83568 .01472 m +.83568 .01847 L +s +.8669 .01472 m +.8669 .01847 L +s +.89813 .01472 m +.89813 .01847 L +s +.92935 .01472 m +.92935 .01847 L +s +.9918 .01472 m +.9918 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .09874 m +.03006 .09874 L +s +[(0.1)] .01131 .09874 1 0 Mshowa +.02381 .18276 m +.03006 .18276 L +s +[(0.2)] .01131 .18276 1 0 Mshowa +.02381 .26678 m +.03006 .26678 L +s +[(0.3)] .01131 .26678 1 0 Mshowa +.02381 .35081 m +.03006 .35081 L +s +[(0.4)] .01131 .35081 1 0 Mshowa +.02381 .43483 m +.03006 .43483 L +s +[(0.5)] .01131 .43483 1 0 Mshowa +.02381 .51885 m +.03006 .51885 L +s +[(0.6)] .01131 .51885 1 0 Mshowa +.02381 .60287 m +.03006 .60287 L +s +[(0.7)] .01131 .60287 1 0 Mshowa +.125 Mabswid +.02381 .03152 m +.02756 .03152 L +s +.02381 .04832 m +.02756 .04832 L +s +.02381 .06513 m +.02756 .06513 L +s +.02381 .08193 m +.02756 .08193 L +s +.02381 .11554 m +.02756 .11554 L +s +.02381 .13235 m +.02756 .13235 L +s +.02381 .14915 m +.02756 .14915 L +s +.02381 .16596 m +.02756 .16596 L +s +.02381 .19956 m +.02756 .19956 L +s +.02381 .21637 m +.02756 .21637 L +s +.02381 .23317 m +.02756 .23317 L +s +.02381 .24998 m +.02756 .24998 L +s +.02381 .28359 m +.02756 .28359 L +s +.02381 .30039 m +.02756 .30039 L +s +.02381 .3172 m +.02756 .3172 L +s +.02381 .334 m +.02756 .334 L +s +.02381 .36761 m +.02756 .36761 L +s +.02381 .38441 m +.02756 .38441 L +s +.02381 .40122 m +.02756 .40122 L +s +.02381 .41802 m +.02756 .41802 L +s +.02381 .45163 m +.02756 .45163 L +s +.02381 .46844 m +.02756 .46844 L +s +.02381 .48524 m +.02756 .48524 L +s +.02381 .50205 m +.02756 .50205 L +s +.02381 .53566 m +.02756 .53566 L +s +.02381 .55246 m +.02756 .55246 L +s +.02381 .56926 m +.02756 .56926 L +s +.02381 .58607 m +.02756 .58607 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.03942 .01472 Mdot +.05504 .01472 Mdot +.07065 .01472 Mdot +.08626 .01472 Mdot +.10187 .01472 Mdot +.11749 .01472 Mdot +.1331 .01472 Mdot +.14871 .01472 Mdot +.16432 .01472 Mdot +.17994 .01472 Mdot +.19555 .01472 Mdot +.21116 .01472 Mdot +.22678 .01472 Mdot +.24239 .01472 Mdot +.258 .01472 Mdot +.27361 .01472 Mdot +.28923 .01473 Mdot +.30484 .01536 Mdot +.32045 .02604 Mdot +.33607 .09887 Mdot +.35168 .30301 Mdot +.36729 .53292 Mdot +.3829 .58838 Mdot +.39852 .46029 Mdot +.41413 .30766 Mdot +.42974 .24589 Mdot +.44536 .23527 Mdot +.46097 .25134 Mdot +.47658 .28383 Mdot +.49219 .31244 Mdot +.50781 .3618 Mdot +.52342 .4121 Mdot +.53903 .42978 Mdot +.55464 .40094 Mdot +.57026 .35295 Mdot +.58587 .38965 Mdot +.60148 .4696 Mdot +.6171 .53756 Mdot +.63271 .60332 Mdot +.64832 .5917 Mdot +.66393 .39585 Mdot +.67955 .14316 Mdot +.69516 .03389 Mdot +.71077 .0159 Mdot +.72639 .01474 Mdot +.742 .01472 Mdot +.75761 .01472 Mdot +.77322 .01472 Mdot +.78884 .01472 Mdot +.80445 .01472 Mdot +.82006 .01472 Mdot +.83568 .01472 Mdot +.85129 .01472 Mdot +.8669 .01472 Mdot +.88251 .01472 Mdot +.89813 .01472 Mdot +.91374 .01472 Mdot +.92935 .01472 Mdot +.94496 .01472 Mdot +.96058 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg_oo0`000ooo00@00?oo +ool0027oo`04003ooooo0002ool01000ooooo`008?oo00@00?ooool000;oo`04003ooooo000Rool2 +0003ool01000ooooo`008?oo00<00?ooool00ooo00@00?ooool0027oo`03003ooooo00?oo`04003o +oooo0007ool001Goo`03003ooooo02Coo`03003ooooo00;oo`8002?oo`8000Coo`8002;oo`8000Co +o`8002Coo`03003ooooo00;oo`80027oo`@000?oo`8002?oo`<000?oo`8000Soo`005Ooo00<00?oo +ool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`003_ooo`004`00 +000Eool00`00ooooo`02ool00`00ooooo`020003ool01@00oooooooo00001?oo00<00?ooool00P00 +0ooo00D00?ooooooo`0000Coo`03003ooooo008000?oo`05003oooooool00004ool00`00ooooo`02 +0003ool01@00oooooooo00001?oo00<00?ooool00P001ooo00<00?ooool01Ooo00<00?ooool01_oo +00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo +00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo00<00?ooool01Ooo00<00?ooool01_oo +00D00?ooooooo`0000?oo`8000?oo`05003oooooool00003ool01000oooooooo0P000ooo00D00?oo +ooooo`0000?oo`04003oooooool20003ool01@00oooooooo00000ooo00@00?ooooooo`8000?oo`05 +003oooooool00003ool01@00oooooooo00000ooo000Eool00`00ooooo`0Wool00`00ooooo`0Xool0 +0`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`0Wool00`00ooooo`0Xool00`00ooooo`09ool0 +01Goo`03003ooooo04goo`800;Woo`005Ooo00<00?ooool0C_oo00<00?ooool0]ooo000Eool2002d +ool2001Cool001Goo`03003ooooo0;Coo`03003ooooo057oo`005Ooo00<00?ooool0oooo2Ooo000E +ool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00 +ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003o +ool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3o +ool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool0 +00;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000[o +o`03003ooooo00?oo`03003ooooo057oo`800;Goo`0000Goo`00ooooo`0000[oo`03003ooooo00?o +o`<005;oo`03003ooooo0;?oo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?oo +o`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo0?ooo`Woo`0000Goo`00oooo +o`0000Soo`<000Goo`03003ooooo0?ooo`Woo`000_oo0P002ooo00<00?ooool00ooo0P00oooo2_oo +000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`2_ool2001Gool001Goo`03003ooooo0;3oo`03003ooooo05Goo`005Ooo00<00?ooool0 +oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`005Ooo00<00?ooool0oooo2Ooo +000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool0 +0`00ooooo`3oool9ool000;oo`8000Coo`03003ooooo00;oo`@000Coo`03003ooooo0?ooo`Woo`00 +00Goo`00ooooo`0000Soo`03003ooooo00Goo`03003ooooo0?ooo`Woo`0000Goo`00ooooo`0000Wo +o`03003ooooo00Coo`<00?ooo`Woo`0000Goo`00ooooo`0000[oo`03003ooooo00?oo`03003ooooo +0?ooo`Woo`0000Goo`00ooooo`0000_oo`03003ooooo00;oo`03003ooooo0?ooo`Woo`0000Goo`00 +ooooo`0000Soo`04003ooooo0004ool00`00ooooo`3oool9ool000;oo`8000[oo`8000Goo`800?oo +o`[oo`005Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`03003ooooo0?oo +o`Woo`005Ooo00<00?ooool0oooo2Ooo000Eool2003oool:ool001Goo`03003ooooo0?ooo`Woo`00 +5Ooo00<00?ooool0oooo2Ooo000Eool00`00ooooo`3oool9ool001Goo`800?ooo`[oo`005Ooo00<0 +0?ooool0Kooo0P00Uooo000Eool00`00ooooo`1`ool00`00ooooo`2Eool001Goo`03003ooooo06_o +o`8009_oo`005Ooo00<00?ooool0K?oo00<00?ooool0VOoo000Eool2001dool2002Cool001Goo`03 +003ooooo07Coo`03003ooooo097oo`005Ooo00<00?ooool0oooo2Ooo0002ool20004ool00`00oooo +o`03ool20005ool00`00ooooo`3oool9ool00005ool00?ooool00008ool01000ooooo`001?oo00<0 +0?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo0`00oooo2Ooo00001Ooo003o +oooo00002Ooo0P001Ooo00<00?ooool0oooo2Ooo00001Ooo003ooooo00002ooo00<00?ooool00_oo +00<00?ooool0oooo2Ooo00001Ooo003ooooo00002?oo00@00?ooool000Coo`03003ooooo0?ooo`Wo +o`000_oo0P002_oo0P001Ooo0P00NOoo0P00S_oo000Eool00`00ooooo`1iool00`00ooooo`2"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-5.03835, -0.0542754, \ +0.235414, 0.00437438}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Max[Abs[reldelta]]\)], "Input"], + +Cell[BoxData[ + \(0.004674859264032398`\)], "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["Do the same for the gaussian now", "Subsubsection"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(filebasename = + checkdir <> "\" <> ToString[bw]\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata_bw_\ +0.1"\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kdedir <> "\" <> + checkdir <> "\" <> + checkdir <> "\" <> + filebasename <> "\< -kernel gaussian -bw \>" <> + ToString[bw] <> "\< -tau 0.01 -log\>"\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-query ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussquery \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata_bw_0.1 \ +-kernel gaussian -bw 0.1 -tau 0.01 -log"\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Run[%]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(kdeprogresultforgaussgauss = + Import[checkdir <> "\" <> + ToString[bw] <> "\<.dens\>", "\"];\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kdeprogresultforgaussgauss\)], "Input"], + +Cell[BoxData[ + \({{0}, {0}, {0}, {0}, {0}, {0}, {0}, {2.184052`*^-318}, \ +{1.28032`*^-270}, {9.26094`*^-227}, {8.26814`*^-187}, {9.10972`*^-151}, \ +{1.23851`*^-118}, {2.07822`*^-90}, {4.3034`*^-66}, {1.09972`*^-45}, \ +{3.4682`*^-29}, {1.34983`*^-16}, {6.48571`*^-8}, {0.00392729`}, {0.0869775`}, \ +{0.173244`}, {0.115972`}, {0.196139`}, {0.161814`}, {0.3977`}, {0.320896`}, \ +{0.328453`}, {0.380585`}, {0.288613`}, {0.364486`}, {0.184601`}, {0.191907`}, \ +{0.0796611`}, {0.00364266`}, {0.0142351`}, {0.0117354`}, {1.19396`*^-6}, \ +{1.49908`*^-14}, {2.32282`*^-26}, {4.44177`*^-42}, {1.04817`*^-61}, \ +{3.05274`*^-85}, {1.09714`*^-112}, {4.86663`*^-144}, {2.66375`*^-179}, \ +{1.7993`*^-218}, {1.50014`*^-261}, {1.54325`*^-308}, {0}, {0}, {0}, {0}, {0}}\ +\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(mmcaresultforgaussgauss\)], "Input"], + +Cell[BoxData[ + \({3.31812593790298640021380815`12.64652029477573*^-762, + 4.4614016120484254842869789`12.687321319701741*^-687, + 7.40285831093370182453156288144`12.730598844333594*^-616, + 1.51592326208523767515646673839`12.77664003984028*^-548, + 3.8309339154680477978767359`12.825785070341132*^-485, + 1.194763004325061983640768253`12.878440976779723*^-425, + 4.598418938040483019090882`12.935100422514294*^-370, + 2.1841626020336349382011398759`12.996367495344895*^-318, + 1.2802979827585752`*^-270, 9.26161702473686`*^-227, + 8.268224094968037`*^-187, 9.109348597030557`*^-151, + 1.2385457916431764`*^-118, 2.0781958674104547`*^-90, + 4.3033884372759873`*^-66, 1.0997254709645855`*^-45, + 3.4682286678120317`*^-29, 1.3498431248941878`*^-16, + 6.485690752710608`*^-8, 0.003927284717791738`, 0.08697751588553634`, + 0.1732439797004791`, 0.11597226615952906`, 0.1961390682803801`, + 0.1618136766933102`, 0.3977003217453437`, 0.3208960202336468`, + 0.3284526271560819`, 0.3805852101035992`, 0.2886126859631919`, + 0.3644858806183671`, 0.18460056607418623`, 0.1919066437009734`, + 0.07966110189389801`, 0.003642661189551449`, 0.01423508757399787`, + 0.011735438738934002`, 1.1939587107923727`*^-6, + 1.4990942865076716`*^-14, 2.3228344175501507`*^-26, + 4.4417817836914616`*^-42, 1.0482040849231909`*^-61, + 3.052700092788479`*^-85, 1.0971653784810175`*^-112, + 4.866421392441525`*^-144, 2.6637716545694505`*^-179, + 1.7994257739222088`*^-218, 1.500101147138902`*^-261, + 1.54332294295242189860257299541`15.954589770191005*^-308, + 1.95948861537025863117807039`13.038539328459446*^-359, + 3.07028251668769255877795475232`12.976671034386293*^-414, + 5.936952817084436335078539379`12.86685171355366*^-473, + 1.41676727957158448489122`12.728905306852868*^-535, + 4.172372764331453282294722`12.813765637653216*^-602}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(And @@ \((\(Length[#] \[Equal] 1 &\) /@ + kdeprogresultforgaussgauss)\)\)], "Input"], + +Cell[BoxData[ + \(True\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kderesg = Flatten[kdeprogresultforgaussgauss]\)], "Input"], + +Cell[BoxData[ + RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \ +error: new symbol name \\\"\\!\\(kderesg\\)\\\" is similar to existing symbol \ +\\\"\\!\\(kderes\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \ +ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \ +ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"], + +Cell[BoxData[ + \({0, 0, 0, 0, 0, 0, 0, 2.184052`*^-318, 1.28032`*^-270, 9.26094`*^-227, + 8.26814`*^-187, 9.10972`*^-151, 1.23851`*^-118, 2.07822`*^-90, + 4.3034`*^-66, 1.09972`*^-45, 3.4682`*^-29, 1.34983`*^-16, 6.48571`*^-8, + 0.00392729`, 0.0869775`, 0.173244`, 0.115972`, 0.196139`, 0.161814`, + 0.3977`, 0.320896`, 0.328453`, 0.380585`, 0.288613`, 0.364486`, + 0.184601`, 0.191907`, 0.0796611`, 0.00364266`, 0.0142351`, 0.0117354`, + 1.19396`*^-6, 1.49908`*^-14, 2.32282`*^-26, 4.44177`*^-42, + 1.04817`*^-61, 3.05274`*^-85, 1.09714`*^-112, 4.86663`*^-144, + 2.66375`*^-179, 1.7993`*^-218, 1.50014`*^-261, 1.54325`*^-308, 0, 0, 0, + 0, 0}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(mmcaresg = mmcaresultforgaussgauss;\)\)], "Input"], + +Cell[BoxData[ + RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \ +error: new symbol name \\\"\\!\\(mmcaresg\\)\\\" is similar to existing \ +symbol \\\"\\!\\(mmcares\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \ +ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \ +ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(MultipleListPlot[mmcaresg, kderesg]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0176367 0.0147151 1.48002 [ +[.20018 .00222 -6 -9 ] +[.20018 .00222 6 0 ] +[.37654 .00222 -6 -9 ] +[.37654 .00222 6 0 ] +[.55291 .00222 -6 -9 ] +[.55291 .00222 6 0 ] +[.72928 .00222 -6 -9 ] +[.72928 .00222 6 0 ] +[.90564 .00222 -6 -9 ] +[.90564 .00222 6 0 ] +[.01131 .16272 -18 -4.5 ] +[.01131 .16272 0 4.5 ] +[.01131 .31072 -18 -4.5 ] +[.01131 .31072 0 4.5 ] +[.01131 .45872 -18 -4.5 ] +[.01131 .45872 0 4.5 ] +[.01131 .60672 -18 -4.5 ] +[.01131 .60672 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.20018 .01472 m +.20018 .02097 L +s +[(10)] .20018 .00222 0 1 Mshowa +.37654 .01472 m +.37654 .02097 L +s +[(20)] .37654 .00222 0 1 Mshowa +.55291 .01472 m +.55291 .02097 L +s +[(30)] .55291 .00222 0 1 Mshowa +.72928 .01472 m +.72928 .02097 L +s +[(40)] .72928 .00222 0 1 Mshowa +.90564 .01472 m +.90564 .02097 L +s +[(50)] .90564 .00222 0 1 Mshowa +.125 Mabswid +.05908 .01472 m +.05908 .01847 L +s +.09436 .01472 m +.09436 .01847 L +s +.12963 .01472 m +.12963 .01847 L +s +.1649 .01472 m +.1649 .01847 L +s +.23545 .01472 m +.23545 .01847 L +s +.27072 .01472 m +.27072 .01847 L +s +.306 .01472 m +.306 .01847 L +s +.34127 .01472 m +.34127 .01847 L +s +.41182 .01472 m +.41182 .01847 L +s +.44709 .01472 m +.44709 .01847 L +s +.48236 .01472 m +.48236 .01847 L +s +.51764 .01472 m +.51764 .01847 L +s +.58818 .01472 m +.58818 .01847 L +s +.62346 .01472 m +.62346 .01847 L +s +.65873 .01472 m +.65873 .01847 L +s +.694 .01472 m +.694 .01847 L +s +.76455 .01472 m +.76455 .01847 L +s +.79982 .01472 m +.79982 .01847 L +s +.8351 .01472 m +.8351 .01847 L +s +.87037 .01472 m +.87037 .01847 L +s +.94092 .01472 m +.94092 .01847 L +s +.97619 .01472 m +.97619 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .16272 m +.03006 .16272 L +s +[(0.1)] .01131 .16272 1 0 Mshowa +.02381 .31072 m +.03006 .31072 L +s +[(0.2)] .01131 .31072 1 0 Mshowa +.02381 .45872 m +.03006 .45872 L +s +[(0.3)] .01131 .45872 1 0 Mshowa +.02381 .60672 m +.03006 .60672 L +s +[(0.4)] .01131 .60672 1 0 Mshowa +.125 Mabswid +.02381 .04432 m +.02756 .04432 L +s +.02381 .07392 m +.02756 .07392 L +s +.02381 .10352 m +.02756 .10352 L +s +.02381 .13312 m +.02756 .13312 L +s +.02381 .19232 m +.02756 .19232 L +s +.02381 .22192 m +.02756 .22192 L +s +.02381 .25152 m +.02756 .25152 L +s +.02381 .28112 m +.02756 .28112 L +s +.02381 .34032 m +.02756 .34032 L +s +.02381 .36992 m +.02756 .36992 L +s +.02381 .39952 m +.02756 .39952 L +s +.02381 .42912 m +.02756 .42912 L +s +.02381 .48832 m +.02756 .48832 L +s +.02381 .51792 m +.02756 .51792 L +s +.02381 .54752 m +.02756 .54752 L +s +.02381 .57712 m +.02756 .57712 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.0001 w +.04145 .01472 -1.875 0 Mabsadd m +.04145 .01472 0 2.5 Mabsadd L +.04145 .01472 1.875 0 Mabsadd L +.04145 .01472 0 -2.5 Mabsadd L +.04145 .01472 -1.875 0 Mabsadd L closepath F +.05908 .01472 -1.875 0 Mabsadd m +.05908 .01472 0 2.5 Mabsadd L +.05908 .01472 1.875 0 Mabsadd L +.05908 .01472 0 -2.5 Mabsadd L +.05908 .01472 -1.875 0 Mabsadd L closepath F +.07672 .01472 -1.875 0 Mabsadd m +.07672 .01472 0 2.5 Mabsadd L +.07672 .01472 1.875 0 Mabsadd L +.07672 .01472 0 -2.5 Mabsadd L +.07672 .01472 -1.875 0 Mabsadd L closepath F +.09436 .01472 -1.875 0 Mabsadd m +.09436 .01472 0 2.5 Mabsadd L +.09436 .01472 1.875 0 Mabsadd L +.09436 .01472 0 -2.5 Mabsadd L +.09436 .01472 -1.875 0 Mabsadd L closepath F +.11199 .01472 -1.875 0 Mabsadd m +.11199 .01472 0 2.5 Mabsadd L +.11199 .01472 1.875 0 Mabsadd L +.11199 .01472 0 -2.5 Mabsadd L +.11199 .01472 -1.875 0 Mabsadd L closepath F +.12963 .01472 -1.875 0 Mabsadd m +.12963 .01472 0 2.5 Mabsadd L +.12963 .01472 1.875 0 Mabsadd L +.12963 .01472 0 -2.5 Mabsadd L +.12963 .01472 -1.875 0 Mabsadd L closepath F +.14727 .01472 -1.875 0 Mabsadd m +.14727 .01472 0 2.5 Mabsadd L +.14727 .01472 1.875 0 Mabsadd L +.14727 .01472 0 -2.5 Mabsadd L +.14727 .01472 -1.875 0 Mabsadd L closepath F +.1649 .01472 -1.875 0 Mabsadd m +.1649 .01472 0 2.5 Mabsadd L +.1649 .01472 1.875 0 Mabsadd L +.1649 .01472 0 -2.5 Mabsadd L +.1649 .01472 -1.875 0 Mabsadd L closepath F +.18254 .01472 -1.875 0 Mabsadd m +.18254 .01472 0 2.5 Mabsadd L +.18254 .01472 1.875 0 Mabsadd L +.18254 .01472 0 -2.5 Mabsadd L +.18254 .01472 -1.875 0 Mabsadd L closepath F +.20018 .01472 -1.875 0 Mabsadd m +.20018 .01472 0 2.5 Mabsadd L +.20018 .01472 1.875 0 Mabsadd L +.20018 .01472 0 -2.5 Mabsadd L +.20018 .01472 -1.875 0 Mabsadd L closepath F +.21781 .01472 -1.875 0 Mabsadd m +.21781 .01472 0 2.5 Mabsadd L +.21781 .01472 1.875 0 Mabsadd L +.21781 .01472 0 -2.5 Mabsadd L +.21781 .01472 -1.875 0 Mabsadd L closepath F +.23545 .01472 -1.875 0 Mabsadd m +.23545 .01472 0 2.5 Mabsadd L +.23545 .01472 1.875 0 Mabsadd L +.23545 .01472 0 -2.5 Mabsadd L +.23545 .01472 -1.875 0 Mabsadd L closepath F +.25309 .01472 -1.875 0 Mabsadd m +.25309 .01472 0 2.5 Mabsadd L +.25309 .01472 1.875 0 Mabsadd L +.25309 .01472 0 -2.5 Mabsadd L +.25309 .01472 -1.875 0 Mabsadd L closepath F +.27072 .01472 -1.875 0 Mabsadd m +.27072 .01472 0 2.5 Mabsadd L +.27072 .01472 1.875 0 Mabsadd L +.27072 .01472 0 -2.5 Mabsadd L +.27072 .01472 -1.875 0 Mabsadd L closepath F +.28836 .01472 -1.875 0 Mabsadd m +.28836 .01472 0 2.5 Mabsadd L +.28836 .01472 1.875 0 Mabsadd L +.28836 .01472 0 -2.5 Mabsadd L +.28836 .01472 -1.875 0 Mabsadd L closepath F +.306 .01472 -1.875 0 Mabsadd m +.306 .01472 0 2.5 Mabsadd L +.306 .01472 1.875 0 Mabsadd L +.306 .01472 0 -2.5 Mabsadd L +.306 .01472 -1.875 0 Mabsadd L closepath F +.32363 .01472 -1.875 0 Mabsadd m +.32363 .01472 0 2.5 Mabsadd L +.32363 .01472 1.875 0 Mabsadd L +.32363 .01472 0 -2.5 Mabsadd L +.32363 .01472 -1.875 0 Mabsadd L closepath F +.34127 .01472 -1.875 0 Mabsadd m +.34127 .01472 0 2.5 Mabsadd L +.34127 .01472 1.875 0 Mabsadd L +.34127 .01472 0 -2.5 Mabsadd L +.34127 .01472 -1.875 0 Mabsadd L closepath F +.35891 .01472 -1.875 0 Mabsadd m +.35891 .01472 0 2.5 Mabsadd L +.35891 .01472 1.875 0 Mabsadd L +.35891 .01472 0 -2.5 Mabsadd L +.35891 .01472 -1.875 0 Mabsadd L closepath F +.37654 .02053 -1.875 0 Mabsadd m +.37654 .02053 0 2.5 Mabsadd L +.37654 .02053 1.875 0 Mabsadd L +.37654 .02053 0 -2.5 Mabsadd L +.37654 .02053 -1.875 0 Mabsadd L closepath F +.39418 .14344 -1.875 0 Mabsadd m +.39418 .14344 0 2.5 Mabsadd L +.39418 .14344 1.875 0 Mabsadd L +.39418 .14344 0 -2.5 Mabsadd L +.39418 .14344 -1.875 0 Mabsadd L closepath F +.41182 .27112 -1.875 0 Mabsadd m +.41182 .27112 0 2.5 Mabsadd L +.41182 .27112 1.875 0 Mabsadd L +.41182 .27112 0 -2.5 Mabsadd L +.41182 .27112 -1.875 0 Mabsadd L closepath F +.42945 .18636 -1.875 0 Mabsadd m +.42945 .18636 0 2.5 Mabsadd L +.42945 .18636 1.875 0 Mabsadd L +.42945 .18636 0 -2.5 Mabsadd L +.42945 .18636 -1.875 0 Mabsadd L closepath F +.44709 .305 -1.875 0 Mabsadd m +.44709 .305 0 2.5 Mabsadd L +.44709 .305 1.875 0 Mabsadd L +.44709 .305 0 -2.5 Mabsadd L +.44709 .305 -1.875 0 Mabsadd L closepath F +.46473 .2542 -1.875 0 Mabsadd m +.46473 .2542 0 2.5 Mabsadd L +.46473 .2542 1.875 0 Mabsadd L +.46473 .2542 0 -2.5 Mabsadd L +.46473 .2542 -1.875 0 Mabsadd L closepath F +.48236 .60332 -1.875 0 Mabsadd m +.48236 .60332 0 2.5 Mabsadd L +.48236 .60332 1.875 0 Mabsadd L +.48236 .60332 0 -2.5 Mabsadd L +.48236 .60332 -1.875 0 Mabsadd L closepath F +.5 .48965 -1.875 0 Mabsadd m +.5 .48965 0 2.5 Mabsadd L +.5 .48965 1.875 0 Mabsadd L +.5 .48965 0 -2.5 Mabsadd L +.5 .48965 -1.875 0 Mabsadd L closepath F +.51764 .50083 -1.875 0 Mabsadd m +.51764 .50083 0 2.5 Mabsadd L +.51764 .50083 1.875 0 Mabsadd L +.51764 .50083 0 -2.5 Mabsadd L +.51764 .50083 -1.875 0 Mabsadd L closepath F +.53527 .57799 -1.875 0 Mabsadd m +.53527 .57799 0 2.5 Mabsadd L +.53527 .57799 1.875 0 Mabsadd L +.53527 .57799 0 -2.5 Mabsadd L +.53527 .57799 -1.875 0 Mabsadd L closepath F +.55291 .44187 -1.875 0 Mabsadd m +.55291 .44187 0 2.5 Mabsadd L +.55291 .44187 1.875 0 Mabsadd L +.55291 .44187 0 -2.5 Mabsadd L +.55291 .44187 -1.875 0 Mabsadd L closepath F +.57055 .55416 -1.875 0 Mabsadd m +.57055 .55416 0 2.5 Mabsadd L +.57055 .55416 1.875 0 Mabsadd L +.57055 .55416 0 -2.5 Mabsadd L +.57055 .55416 -1.875 0 Mabsadd L closepath F +.58818 .28793 -1.875 0 Mabsadd m +.58818 .28793 0 2.5 Mabsadd L +.58818 .28793 1.875 0 Mabsadd L +.58818 .28793 0 -2.5 Mabsadd L +.58818 .28793 -1.875 0 Mabsadd L closepath F +.60582 .29874 -1.875 0 Mabsadd m +.60582 .29874 0 2.5 Mabsadd L +.60582 .29874 1.875 0 Mabsadd L +.60582 .29874 0 -2.5 Mabsadd L +.60582 .29874 -1.875 0 Mabsadd L closepath F +.62346 .13261 -1.875 0 Mabsadd m +.62346 .13261 0 2.5 Mabsadd L +.62346 .13261 1.875 0 Mabsadd L +.62346 .13261 0 -2.5 Mabsadd L +.62346 .13261 -1.875 0 Mabsadd L closepath F +.64109 .02011 -1.875 0 Mabsadd m +.64109 .02011 0 2.5 Mabsadd L +.64109 .02011 1.875 0 Mabsadd L +.64109 .02011 0 -2.5 Mabsadd L +.64109 .02011 -1.875 0 Mabsadd L closepath F +.65873 .03578 -1.875 0 Mabsadd m +.65873 .03578 0 2.5 Mabsadd L +.65873 .03578 1.875 0 Mabsadd L +.65873 .03578 0 -2.5 Mabsadd L +.65873 .03578 -1.875 0 Mabsadd L closepath F +.67637 .03208 -1.875 0 Mabsadd m +.67637 .03208 0 2.5 Mabsadd L +.67637 .03208 1.875 0 Mabsadd L +.67637 .03208 0 -2.5 Mabsadd L +.67637 .03208 -1.875 0 Mabsadd L closepath F +.694 .01472 -1.875 0 Mabsadd m +.694 .01472 0 2.5 Mabsadd L +.694 .01472 1.875 0 Mabsadd L +.694 .01472 0 -2.5 Mabsadd L +.694 .01472 -1.875 0 Mabsadd L closepath F +.71164 .01472 -1.875 0 Mabsadd m +.71164 .01472 0 2.5 Mabsadd L +.71164 .01472 1.875 0 Mabsadd L +.71164 .01472 0 -2.5 Mabsadd L +.71164 .01472 -1.875 0 Mabsadd L closepath F +.72928 .01472 -1.875 0 Mabsadd m +.72928 .01472 0 2.5 Mabsadd L +.72928 .01472 1.875 0 Mabsadd L +.72928 .01472 0 -2.5 Mabsadd L +.72928 .01472 -1.875 0 Mabsadd L closepath F +.74691 .01472 -1.875 0 Mabsadd m +.74691 .01472 0 2.5 Mabsadd L +.74691 .01472 1.875 0 Mabsadd L +.74691 .01472 0 -2.5 Mabsadd L +.74691 .01472 -1.875 0 Mabsadd L closepath F +.76455 .01472 -1.875 0 Mabsadd m +.76455 .01472 0 2.5 Mabsadd L +.76455 .01472 1.875 0 Mabsadd L +.76455 .01472 0 -2.5 Mabsadd L +.76455 .01472 -1.875 0 Mabsadd L closepath F +.78219 .01472 -1.875 0 Mabsadd m +.78219 .01472 0 2.5 Mabsadd L +.78219 .01472 1.875 0 Mabsadd L +.78219 .01472 0 -2.5 Mabsadd L +.78219 .01472 -1.875 0 Mabsadd L closepath F +.79982 .01472 -1.875 0 Mabsadd m +.79982 .01472 0 2.5 Mabsadd L +.79982 .01472 1.875 0 Mabsadd L +.79982 .01472 0 -2.5 Mabsadd L +.79982 .01472 -1.875 0 Mabsadd L closepath F +.81746 .01472 -1.875 0 Mabsadd m +.81746 .01472 0 2.5 Mabsadd L +.81746 .01472 1.875 0 Mabsadd L +.81746 .01472 0 -2.5 Mabsadd L +.81746 .01472 -1.875 0 Mabsadd L closepath F +.8351 .01472 -1.875 0 Mabsadd m +.8351 .01472 0 2.5 Mabsadd L +.8351 .01472 1.875 0 Mabsadd L +.8351 .01472 0 -2.5 Mabsadd L +.8351 .01472 -1.875 0 Mabsadd L closepath F +.85273 .01472 -1.875 0 Mabsadd m +.85273 .01472 0 2.5 Mabsadd L +.85273 .01472 1.875 0 Mabsadd L +.85273 .01472 0 -2.5 Mabsadd L +.85273 .01472 -1.875 0 Mabsadd L closepath F +.87037 .01472 -1.875 0 Mabsadd m +.87037 .01472 0 2.5 Mabsadd L +.87037 .01472 1.875 0 Mabsadd L +.87037 .01472 0 -2.5 Mabsadd L +.87037 .01472 -1.875 0 Mabsadd L closepath F +.88801 .01472 -1.875 0 Mabsadd m +.88801 .01472 0 2.5 Mabsadd L +.88801 .01472 1.875 0 Mabsadd L +.88801 .01472 0 -2.5 Mabsadd L +.88801 .01472 -1.875 0 Mabsadd L closepath F +.90564 .01472 -1.875 0 Mabsadd m +.90564 .01472 0 2.5 Mabsadd L +.90564 .01472 1.875 0 Mabsadd L +.90564 .01472 0 -2.5 Mabsadd L +.90564 .01472 -1.875 0 Mabsadd L closepath F +.92328 .01472 -1.875 0 Mabsadd m +.92328 .01472 0 2.5 Mabsadd L +.92328 .01472 1.875 0 Mabsadd L +.92328 .01472 0 -2.5 Mabsadd L +.92328 .01472 -1.875 0 Mabsadd L closepath F +.94092 .01472 -1.875 0 Mabsadd m +.94092 .01472 0 2.5 Mabsadd L +.94092 .01472 1.875 0 Mabsadd L +.94092 .01472 0 -2.5 Mabsadd L +.94092 .01472 -1.875 0 Mabsadd L closepath F +.95855 .01472 -1.875 0 Mabsadd m +.95855 .01472 0 2.5 Mabsadd L +.95855 .01472 1.875 0 Mabsadd L +.95855 .01472 0 -2.5 Mabsadd L +.95855 .01472 -1.875 0 Mabsadd L closepath F +.97619 .01472 -1.875 0 Mabsadd m +.97619 .01472 0 2.5 Mabsadd L +.97619 .01472 1.875 0 Mabsadd L +.97619 .01472 0 -2.5 Mabsadd L +.97619 .01472 -1.875 0 Mabsadd L closepath F +.04145 .01472 0 2.5 Mabsadd m +.04145 .01472 -0.56518 .7779 Mabsadd L +.04145 .01472 -2.37764 .77254 Mabsadd L +.04145 .01472 -0.91448 -0.29713 Mabsadd L +.04145 .01472 -1.46946 -2.02254 Mabsadd L +.04145 .01472 0 -0.96154 Mabsadd L +.04145 .01472 1.46946 -2.02254 Mabsadd L +.04145 .01472 .91448 -0.29713 Mabsadd L +.04145 .01472 2.37764 .77254 Mabsadd L +.04145 .01472 .56518 .7779 Mabsadd L +.04145 .01472 0 2.5 Mabsadd L closepath F +.05908 .01472 0 2.5 Mabsadd m +.05908 .01472 -0.56518 .7779 Mabsadd L +.05908 .01472 -2.37764 .77254 Mabsadd L +.05908 .01472 -0.91448 -0.29713 Mabsadd L +.05908 .01472 -1.46946 -2.02254 Mabsadd L +.05908 .01472 0 -0.96154 Mabsadd L +.05908 .01472 1.46946 -2.02254 Mabsadd L +.05908 .01472 .91448 -0.29713 Mabsadd L +.05908 .01472 2.37764 .77254 Mabsadd L +.05908 .01472 .56518 .7779 Mabsadd L +.05908 .01472 0 2.5 Mabsadd L closepath F +.07672 .01472 0 2.5 Mabsadd m +.07672 .01472 -0.56518 .7779 Mabsadd L +.07672 .01472 -2.37764 .77254 Mabsadd L +.07672 .01472 -0.91448 -0.29713 Mabsadd L +.07672 .01472 -1.46946 -2.02254 Mabsadd L +.07672 .01472 0 -0.96154 Mabsadd L +.07672 .01472 1.46946 -2.02254 Mabsadd L +.07672 .01472 .91448 -0.29713 Mabsadd L +.07672 .01472 2.37764 .77254 Mabsadd L +.07672 .01472 .56518 .7779 Mabsadd L +.07672 .01472 0 2.5 Mabsadd L closepath F +.09436 .01472 0 2.5 Mabsadd m +.09436 .01472 -0.56518 .7779 Mabsadd L +.09436 .01472 -2.37764 .77254 Mabsadd L +.09436 .01472 -0.91448 -0.29713 Mabsadd L +.09436 .01472 -1.46946 -2.02254 Mabsadd L +.09436 .01472 0 -0.96154 Mabsadd L +.09436 .01472 1.46946 -2.02254 Mabsadd L +.09436 .01472 .91448 -0.29713 Mabsadd L +.09436 .01472 2.37764 .77254 Mabsadd L +.09436 .01472 .56518 .7779 Mabsadd L +.09436 .01472 0 2.5 Mabsadd L closepath F +.11199 .01472 0 2.5 Mabsadd m +.11199 .01472 -0.56518 .7779 Mabsadd L +.11199 .01472 -2.37764 .77254 Mabsadd L +.11199 .01472 -0.91448 -0.29713 Mabsadd L +.11199 .01472 -1.46946 -2.02254 Mabsadd L +.11199 .01472 0 -0.96154 Mabsadd L +.11199 .01472 1.46946 -2.02254 Mabsadd L +.11199 .01472 .91448 -0.29713 Mabsadd L +.11199 .01472 2.37764 .77254 Mabsadd L +.11199 .01472 .56518 .7779 Mabsadd L +.11199 .01472 0 2.5 Mabsadd L closepath F +.12963 .01472 0 2.5 Mabsadd m +.12963 .01472 -0.56518 .7779 Mabsadd L +.12963 .01472 -2.37764 .77254 Mabsadd L +.12963 .01472 -0.91448 -0.29713 Mabsadd L +.12963 .01472 -1.46946 -2.02254 Mabsadd L +.12963 .01472 0 -0.96154 Mabsadd L +.12963 .01472 1.46946 -2.02254 Mabsadd L +.12963 .01472 .91448 -0.29713 Mabsadd L +.12963 .01472 2.37764 .77254 Mabsadd L +.12963 .01472 .56518 .7779 Mabsadd L +.12963 .01472 0 2.5 Mabsadd L closepath F +.14727 .01472 0 2.5 Mabsadd m +.14727 .01472 -0.56518 .7779 Mabsadd L +.14727 .01472 -2.37764 .77254 Mabsadd L +.14727 .01472 -0.91448 -0.29713 Mabsadd L +.14727 .01472 -1.46946 -2.02254 Mabsadd L +.14727 .01472 0 -0.96154 Mabsadd L +.14727 .01472 1.46946 -2.02254 Mabsadd L +.14727 .01472 .91448 -0.29713 Mabsadd L +.14727 .01472 2.37764 .77254 Mabsadd L +.14727 .01472 .56518 .7779 Mabsadd L +.14727 .01472 0 2.5 Mabsadd L closepath F +.1649 .01472 0 2.5 Mabsadd m +.1649 .01472 -0.56518 .7779 Mabsadd L +.1649 .01472 -2.37764 .77254 Mabsadd L +.1649 .01472 -0.91448 -0.29713 Mabsadd L +.1649 .01472 -1.46946 -2.02254 Mabsadd L +.1649 .01472 0 -0.96154 Mabsadd L +.1649 .01472 1.46946 -2.02254 Mabsadd L +.1649 .01472 .91448 -0.29713 Mabsadd L +.1649 .01472 2.37764 .77254 Mabsadd L +.1649 .01472 .56518 .7779 Mabsadd L +.1649 .01472 0 2.5 Mabsadd L closepath F +.18254 .01472 0 2.5 Mabsadd m +.18254 .01472 -0.56518 .7779 Mabsadd L +.18254 .01472 -2.37764 .77254 Mabsadd L +.18254 .01472 -0.91448 -0.29713 Mabsadd L +.18254 .01472 -1.46946 -2.02254 Mabsadd L +.18254 .01472 0 -0.96154 Mabsadd L +.18254 .01472 1.46946 -2.02254 Mabsadd L +.18254 .01472 .91448 -0.29713 Mabsadd L +.18254 .01472 2.37764 .77254 Mabsadd L +.18254 .01472 .56518 .7779 Mabsadd L +.18254 .01472 0 2.5 Mabsadd L closepath F +.20018 .01472 0 2.5 Mabsadd m +.20018 .01472 -0.56518 .7779 Mabsadd L +.20018 .01472 -2.37764 .77254 Mabsadd L +.20018 .01472 -0.91448 -0.29713 Mabsadd L +.20018 .01472 -1.46946 -2.02254 Mabsadd L +.20018 .01472 0 -0.96154 Mabsadd L +.20018 .01472 1.46946 -2.02254 Mabsadd L +.20018 .01472 .91448 -0.29713 Mabsadd L +.20018 .01472 2.37764 .77254 Mabsadd L +.20018 .01472 .56518 .7779 Mabsadd L +.20018 .01472 0 2.5 Mabsadd L closepath F +.21781 .01472 0 2.5 Mabsadd m +.21781 .01472 -0.56518 .7779 Mabsadd L +.21781 .01472 -2.37764 .77254 Mabsadd L +.21781 .01472 -0.91448 -0.29713 Mabsadd L +.21781 .01472 -1.46946 -2.02254 Mabsadd L +.21781 .01472 0 -0.96154 Mabsadd L +.21781 .01472 1.46946 -2.02254 Mabsadd L +.21781 .01472 .91448 -0.29713 Mabsadd L +.21781 .01472 2.37764 .77254 Mabsadd L +.21781 .01472 .56518 .7779 Mabsadd L +.21781 .01472 0 2.5 Mabsadd L closepath F +.23545 .01472 0 2.5 Mabsadd m +.23545 .01472 -0.56518 .7779 Mabsadd L +.23545 .01472 -2.37764 .77254 Mabsadd L +.23545 .01472 -0.91448 -0.29713 Mabsadd L +.23545 .01472 -1.46946 -2.02254 Mabsadd L +.23545 .01472 0 -0.96154 Mabsadd L +.23545 .01472 1.46946 -2.02254 Mabsadd L +.23545 .01472 .91448 -0.29713 Mabsadd L +.23545 .01472 2.37764 .77254 Mabsadd L +.23545 .01472 .56518 .7779 Mabsadd L +.23545 .01472 0 2.5 Mabsadd L closepath F +.25309 .01472 0 2.5 Mabsadd m +.25309 .01472 -0.56518 .7779 Mabsadd L +.25309 .01472 -2.37764 .77254 Mabsadd L +.25309 .01472 -0.91448 -0.29713 Mabsadd L +.25309 .01472 -1.46946 -2.02254 Mabsadd L +.25309 .01472 0 -0.96154 Mabsadd L +.25309 .01472 1.46946 -2.02254 Mabsadd L +.25309 .01472 .91448 -0.29713 Mabsadd L +.25309 .01472 2.37764 .77254 Mabsadd L +.25309 .01472 .56518 .7779 Mabsadd L +.25309 .01472 0 2.5 Mabsadd L closepath F +.27072 .01472 0 2.5 Mabsadd m +.27072 .01472 -0.56518 .7779 Mabsadd L +.27072 .01472 -2.37764 .77254 Mabsadd L +.27072 .01472 -0.91448 -0.29713 Mabsadd L +.27072 .01472 -1.46946 -2.02254 Mabsadd L +.27072 .01472 0 -0.96154 Mabsadd L +.27072 .01472 1.46946 -2.02254 Mabsadd L +.27072 .01472 .91448 -0.29713 Mabsadd L +.27072 .01472 2.37764 .77254 Mabsadd L +.27072 .01472 .56518 .7779 Mabsadd L +.27072 .01472 0 2.5 Mabsadd L closepath F +.28836 .01472 0 2.5 Mabsadd m +.28836 .01472 -0.56518 .7779 Mabsadd L +.28836 .01472 -2.37764 .77254 Mabsadd L +.28836 .01472 -0.91448 -0.29713 Mabsadd L +.28836 .01472 -1.46946 -2.02254 Mabsadd L +.28836 .01472 0 -0.96154 Mabsadd L +.28836 .01472 1.46946 -2.02254 Mabsadd L +.28836 .01472 .91448 -0.29713 Mabsadd L +.28836 .01472 2.37764 .77254 Mabsadd L +.28836 .01472 .56518 .7779 Mabsadd L +.28836 .01472 0 2.5 Mabsadd L closepath F +.306 .01472 0 2.5 Mabsadd m +.306 .01472 -0.56518 .7779 Mabsadd L +.306 .01472 -2.37764 .77254 Mabsadd L +.306 .01472 -0.91448 -0.29713 Mabsadd L +.306 .01472 -1.46946 -2.02254 Mabsadd L +.306 .01472 0 -0.96154 Mabsadd L +.306 .01472 1.46946 -2.02254 Mabsadd L +.306 .01472 .91448 -0.29713 Mabsadd L +.306 .01472 2.37764 .77254 Mabsadd L +.306 .01472 .56518 .7779 Mabsadd L +.306 .01472 0 2.5 Mabsadd L closepath F +.32363 .01472 0 2.5 Mabsadd m +.32363 .01472 -0.56518 .7779 Mabsadd L +.32363 .01472 -2.37764 .77254 Mabsadd L +.32363 .01472 -0.91448 -0.29713 Mabsadd L +.32363 .01472 -1.46946 -2.02254 Mabsadd L +.32363 .01472 0 -0.96154 Mabsadd L +.32363 .01472 1.46946 -2.02254 Mabsadd L +.32363 .01472 .91448 -0.29713 Mabsadd L +.32363 .01472 2.37764 .77254 Mabsadd L +.32363 .01472 .56518 .7779 Mabsadd L +.32363 .01472 0 2.5 Mabsadd L closepath F +.34127 .01472 0 2.5 Mabsadd m +.34127 .01472 -0.56518 .7779 Mabsadd L +.34127 .01472 -2.37764 .77254 Mabsadd L +.34127 .01472 -0.91448 -0.29713 Mabsadd L +.34127 .01472 -1.46946 -2.02254 Mabsadd L +.34127 .01472 0 -0.96154 Mabsadd L +.34127 .01472 1.46946 -2.02254 Mabsadd L +.34127 .01472 .91448 -0.29713 Mabsadd L +.34127 .01472 2.37764 .77254 Mabsadd L +.34127 .01472 .56518 .7779 Mabsadd L +.34127 .01472 0 2.5 Mabsadd L closepath F +.35891 .01472 0 2.5 Mabsadd m +.35891 .01472 -0.56518 .7779 Mabsadd L +.35891 .01472 -2.37764 .77254 Mabsadd L +.35891 .01472 -0.91448 -0.29713 Mabsadd L +.35891 .01472 -1.46946 -2.02254 Mabsadd L +.35891 .01472 0 -0.96154 Mabsadd L +.35891 .01472 1.46946 -2.02254 Mabsadd L +.35891 .01472 .91448 -0.29713 Mabsadd L +.35891 .01472 2.37764 .77254 Mabsadd L +.35891 .01472 .56518 .7779 Mabsadd L +.35891 .01472 0 2.5 Mabsadd L closepath F +.37654 .02053 0 2.5 Mabsadd m +.37654 .02053 -0.56518 .7779 Mabsadd L +.37654 .02053 -2.37764 .77254 Mabsadd L +.37654 .02053 -0.91448 -0.29713 Mabsadd L +.37654 .02053 -1.46946 -2.02254 Mabsadd L +.37654 .02053 0 -0.96154 Mabsadd L +.37654 .02053 1.46946 -2.02254 Mabsadd L +.37654 .02053 .91448 -0.29713 Mabsadd L +.37654 .02053 2.37764 .77254 Mabsadd L +.37654 .02053 .56518 .7779 Mabsadd L +.37654 .02053 0 2.5 Mabsadd L closepath F +.39418 .14344 0 2.5 Mabsadd m +.39418 .14344 -0.56518 .7779 Mabsadd L +.39418 .14344 -2.37764 .77254 Mabsadd L +.39418 .14344 -0.91448 -0.29713 Mabsadd L +.39418 .14344 -1.46946 -2.02254 Mabsadd L +.39418 .14344 0 -0.96154 Mabsadd L +.39418 .14344 1.46946 -2.02254 Mabsadd L +.39418 .14344 .91448 -0.29713 Mabsadd L +.39418 .14344 2.37764 .77254 Mabsadd L +.39418 .14344 .56518 .7779 Mabsadd L +.39418 .14344 0 2.5 Mabsadd L closepath F +.41182 .27112 0 2.5 Mabsadd m +.41182 .27112 -0.56518 .7779 Mabsadd L +.41182 .27112 -2.37764 .77254 Mabsadd L +.41182 .27112 -0.91448 -0.29713 Mabsadd L +.41182 .27112 -1.46946 -2.02254 Mabsadd L +.41182 .27112 0 -0.96154 Mabsadd L +.41182 .27112 1.46946 -2.02254 Mabsadd L +.41182 .27112 .91448 -0.29713 Mabsadd L +.41182 .27112 2.37764 .77254 Mabsadd L +.41182 .27112 .56518 .7779 Mabsadd L +.41182 .27112 0 2.5 Mabsadd L closepath F +.42945 .18636 0 2.5 Mabsadd m +.42945 .18636 -0.56518 .7779 Mabsadd L +.42945 .18636 -2.37764 .77254 Mabsadd L +.42945 .18636 -0.91448 -0.29713 Mabsadd L +.42945 .18636 -1.46946 -2.02254 Mabsadd L +.42945 .18636 0 -0.96154 Mabsadd L +.42945 .18636 1.46946 -2.02254 Mabsadd L +.42945 .18636 .91448 -0.29713 Mabsadd L +.42945 .18636 2.37764 .77254 Mabsadd L +.42945 .18636 .56518 .7779 Mabsadd L +.42945 .18636 0 2.5 Mabsadd L closepath F +.44709 .305 0 2.5 Mabsadd m +.44709 .305 -0.56518 .7779 Mabsadd L +.44709 .305 -2.37764 .77254 Mabsadd L +.44709 .305 -0.91448 -0.29713 Mabsadd L +.44709 .305 -1.46946 -2.02254 Mabsadd L +.44709 .305 0 -0.96154 Mabsadd L +.44709 .305 1.46946 -2.02254 Mabsadd L +.44709 .305 .91448 -0.29713 Mabsadd L +.44709 .305 2.37764 .77254 Mabsadd L +.44709 .305 .56518 .7779 Mabsadd L +.44709 .305 0 2.5 Mabsadd L closepath F +.46473 .2542 0 2.5 Mabsadd m +.46473 .2542 -0.56518 .7779 Mabsadd L +.46473 .2542 -2.37764 .77254 Mabsadd L +.46473 .2542 -0.91448 -0.29713 Mabsadd L +.46473 .2542 -1.46946 -2.02254 Mabsadd L +.46473 .2542 0 -0.96154 Mabsadd L +.46473 .2542 1.46946 -2.02254 Mabsadd L +.46473 .2542 .91448 -0.29713 Mabsadd L +.46473 .2542 2.37764 .77254 Mabsadd L +.46473 .2542 .56518 .7779 Mabsadd L +.46473 .2542 0 2.5 Mabsadd L closepath F +.48236 .60332 0 2.5 Mabsadd m +.48236 .60332 -0.56518 .7779 Mabsadd L +.48236 .60332 -2.37764 .77254 Mabsadd L +.48236 .60332 -0.91448 -0.29713 Mabsadd L +.48236 .60332 -1.46946 -2.02254 Mabsadd L +.48236 .60332 0 -0.96154 Mabsadd L +.48236 .60332 1.46946 -2.02254 Mabsadd L +.48236 .60332 .91448 -0.29713 Mabsadd L +.48236 .60332 2.37764 .77254 Mabsadd L +.48236 .60332 .56518 .7779 Mabsadd L +.48236 .60332 0 2.5 Mabsadd L closepath F +.5 .48965 0 2.5 Mabsadd m +.5 .48965 -0.56518 .7779 Mabsadd L +.5 .48965 -2.37764 .77254 Mabsadd L +.5 .48965 -0.91448 -0.29713 Mabsadd L +.5 .48965 -1.46946 -2.02254 Mabsadd L +.5 .48965 0 -0.96154 Mabsadd L +.5 .48965 1.46946 -2.02254 Mabsadd L +.5 .48965 .91448 -0.29713 Mabsadd L +.5 .48965 2.37764 .77254 Mabsadd L +.5 .48965 .56518 .7779 Mabsadd L +.5 .48965 0 2.5 Mabsadd L closepath F +.51764 .50083 0 2.5 Mabsadd m +.51764 .50083 -0.56518 .7779 Mabsadd L +.51764 .50083 -2.37764 .77254 Mabsadd L +.51764 .50083 -0.91448 -0.29713 Mabsadd L +.51764 .50083 -1.46946 -2.02254 Mabsadd L +.51764 .50083 0 -0.96154 Mabsadd L +.51764 .50083 1.46946 -2.02254 Mabsadd L +.51764 .50083 .91448 -0.29713 Mabsadd L +.51764 .50083 2.37764 .77254 Mabsadd L +.51764 .50083 .56518 .7779 Mabsadd L +.51764 .50083 0 2.5 Mabsadd L closepath F +.53527 .57799 0 2.5 Mabsadd m +.53527 .57799 -0.56518 .7779 Mabsadd L +.53527 .57799 -2.37764 .77254 Mabsadd L +.53527 .57799 -0.91448 -0.29713 Mabsadd L +.53527 .57799 -1.46946 -2.02254 Mabsadd L +.53527 .57799 0 -0.96154 Mabsadd L +.53527 .57799 1.46946 -2.02254 Mabsadd L +.53527 .57799 .91448 -0.29713 Mabsadd L +.53527 .57799 2.37764 .77254 Mabsadd L +.53527 .57799 .56518 .7779 Mabsadd L +.53527 .57799 0 2.5 Mabsadd L closepath F +.55291 .44187 0 2.5 Mabsadd m +.55291 .44187 -0.56518 .7779 Mabsadd L +.55291 .44187 -2.37764 .77254 Mabsadd L +.55291 .44187 -0.91448 -0.29713 Mabsadd L +.55291 .44187 -1.46946 -2.02254 Mabsadd L +.55291 .44187 0 -0.96154 Mabsadd L +.55291 .44187 1.46946 -2.02254 Mabsadd L +.55291 .44187 .91448 -0.29713 Mabsadd L +.55291 .44187 2.37764 .77254 Mabsadd L +.55291 .44187 .56518 .7779 Mabsadd L +.55291 .44187 0 2.5 Mabsadd L closepath F +.57055 .55416 0 2.5 Mabsadd m +.57055 .55416 -0.56518 .7779 Mabsadd L +.57055 .55416 -2.37764 .77254 Mabsadd L +.57055 .55416 -0.91448 -0.29713 Mabsadd L +.57055 .55416 -1.46946 -2.02254 Mabsadd L +.57055 .55416 0 -0.96154 Mabsadd L +.57055 .55416 1.46946 -2.02254 Mabsadd L +.57055 .55416 .91448 -0.29713 Mabsadd L +.57055 .55416 2.37764 .77254 Mabsadd L +.57055 .55416 .56518 .7779 Mabsadd L +.57055 .55416 0 2.5 Mabsadd L closepath F +.58818 .28793 0 2.5 Mabsadd m +.58818 .28793 -0.56518 .7779 Mabsadd L +.58818 .28793 -2.37764 .77254 Mabsadd L +.58818 .28793 -0.91448 -0.29713 Mabsadd L +.58818 .28793 -1.46946 -2.02254 Mabsadd L +.58818 .28793 0 -0.96154 Mabsadd L +.58818 .28793 1.46946 -2.02254 Mabsadd L +.58818 .28793 .91448 -0.29713 Mabsadd L +.58818 .28793 2.37764 .77254 Mabsadd L +.58818 .28793 .56518 .7779 Mabsadd L +.58818 .28793 0 2.5 Mabsadd L closepath F +.60582 .29874 0 2.5 Mabsadd m +.60582 .29874 -0.56518 .7779 Mabsadd L +.60582 .29874 -2.37764 .77254 Mabsadd L +.60582 .29874 -0.91448 -0.29713 Mabsadd L +.60582 .29874 -1.46946 -2.02254 Mabsadd L +.60582 .29874 0 -0.96154 Mabsadd L +.60582 .29874 1.46946 -2.02254 Mabsadd L +.60582 .29874 .91448 -0.29713 Mabsadd L +.60582 .29874 2.37764 .77254 Mabsadd L +.60582 .29874 .56518 .7779 Mabsadd L +.60582 .29874 0 2.5 Mabsadd L closepath F +.62346 .13261 0 2.5 Mabsadd m +.62346 .13261 -0.56518 .7779 Mabsadd L +.62346 .13261 -2.37764 .77254 Mabsadd L +.62346 .13261 -0.91448 -0.29713 Mabsadd L +.62346 .13261 -1.46946 -2.02254 Mabsadd L +.62346 .13261 0 -0.96154 Mabsadd L +.62346 .13261 1.46946 -2.02254 Mabsadd L +.62346 .13261 .91448 -0.29713 Mabsadd L +.62346 .13261 2.37764 .77254 Mabsadd L +.62346 .13261 .56518 .7779 Mabsadd L +.62346 .13261 0 2.5 Mabsadd L closepath F +.64109 .02011 0 2.5 Mabsadd m +.64109 .02011 -0.56518 .7779 Mabsadd L +.64109 .02011 -2.37764 .77254 Mabsadd L +.64109 .02011 -0.91448 -0.29713 Mabsadd L +.64109 .02011 -1.46946 -2.02254 Mabsadd L +.64109 .02011 0 -0.96154 Mabsadd L +.64109 .02011 1.46946 -2.02254 Mabsadd L +.64109 .02011 .91448 -0.29713 Mabsadd L +.64109 .02011 2.37764 .77254 Mabsadd L +.64109 .02011 .56518 .7779 Mabsadd L +.64109 .02011 0 2.5 Mabsadd L closepath F +.65873 .03578 0 2.5 Mabsadd m +.65873 .03578 -0.56518 .7779 Mabsadd L +.65873 .03578 -2.37764 .77254 Mabsadd L +.65873 .03578 -0.91448 -0.29713 Mabsadd L +.65873 .03578 -1.46946 -2.02254 Mabsadd L +.65873 .03578 0 -0.96154 Mabsadd L +.65873 .03578 1.46946 -2.02254 Mabsadd L +.65873 .03578 .91448 -0.29713 Mabsadd L +.65873 .03578 2.37764 .77254 Mabsadd L +.65873 .03578 .56518 .7779 Mabsadd L +.65873 .03578 0 2.5 Mabsadd L closepath F +.67637 .03208 0 2.5 Mabsadd m +.67637 .03208 -0.56518 .7779 Mabsadd L +.67637 .03208 -2.37764 .77254 Mabsadd L +.67637 .03208 -0.91448 -0.29713 Mabsadd L +.67637 .03208 -1.46946 -2.02254 Mabsadd L +.67637 .03208 0 -0.96154 Mabsadd L +.67637 .03208 1.46946 -2.02254 Mabsadd L +.67637 .03208 .91448 -0.29713 Mabsadd L +.67637 .03208 2.37764 .77254 Mabsadd L +.67637 .03208 .56518 .7779 Mabsadd L +.67637 .03208 0 2.5 Mabsadd L closepath F +.694 .01472 0 2.5 Mabsadd m +.694 .01472 -0.56518 .7779 Mabsadd L +.694 .01472 -2.37764 .77254 Mabsadd L +.694 .01472 -0.91448 -0.29713 Mabsadd L +.694 .01472 -1.46946 -2.02254 Mabsadd L +.694 .01472 0 -0.96154 Mabsadd L +.694 .01472 1.46946 -2.02254 Mabsadd L +.694 .01472 .91448 -0.29713 Mabsadd L +.694 .01472 2.37764 .77254 Mabsadd L +.694 .01472 .56518 .7779 Mabsadd L +.694 .01472 0 2.5 Mabsadd L closepath F +.71164 .01472 0 2.5 Mabsadd m +.71164 .01472 -0.56518 .7779 Mabsadd L +.71164 .01472 -2.37764 .77254 Mabsadd L +.71164 .01472 -0.91448 -0.29713 Mabsadd L +.71164 .01472 -1.46946 -2.02254 Mabsadd L +.71164 .01472 0 -0.96154 Mabsadd L +.71164 .01472 1.46946 -2.02254 Mabsadd L +.71164 .01472 .91448 -0.29713 Mabsadd L +.71164 .01472 2.37764 .77254 Mabsadd L +.71164 .01472 .56518 .7779 Mabsadd L +.71164 .01472 0 2.5 Mabsadd L closepath F +.72928 .01472 0 2.5 Mabsadd m +.72928 .01472 -0.56518 .7779 Mabsadd L +.72928 .01472 -2.37764 .77254 Mabsadd L +.72928 .01472 -0.91448 -0.29713 Mabsadd L +.72928 .01472 -1.46946 -2.02254 Mabsadd L +.72928 .01472 0 -0.96154 Mabsadd L +.72928 .01472 1.46946 -2.02254 Mabsadd L +.72928 .01472 .91448 -0.29713 Mabsadd L +.72928 .01472 2.37764 .77254 Mabsadd L +.72928 .01472 .56518 .7779 Mabsadd L +.72928 .01472 0 2.5 Mabsadd L closepath F +.74691 .01472 0 2.5 Mabsadd m +.74691 .01472 -0.56518 .7779 Mabsadd L +.74691 .01472 -2.37764 .77254 Mabsadd L +.74691 .01472 -0.91448 -0.29713 Mabsadd L +.74691 .01472 -1.46946 -2.02254 Mabsadd L +.74691 .01472 0 -0.96154 Mabsadd L +.74691 .01472 1.46946 -2.02254 Mabsadd L +.74691 .01472 .91448 -0.29713 Mabsadd L +.74691 .01472 2.37764 .77254 Mabsadd L +.74691 .01472 .56518 .7779 Mabsadd L +.74691 .01472 0 2.5 Mabsadd L closepath F +.76455 .01472 0 2.5 Mabsadd m +.76455 .01472 -0.56518 .7779 Mabsadd L +.76455 .01472 -2.37764 .77254 Mabsadd L +.76455 .01472 -0.91448 -0.29713 Mabsadd L +.76455 .01472 -1.46946 -2.02254 Mabsadd L +.76455 .01472 0 -0.96154 Mabsadd L +.76455 .01472 1.46946 -2.02254 Mabsadd L +.76455 .01472 .91448 -0.29713 Mabsadd L +.76455 .01472 2.37764 .77254 Mabsadd L +.76455 .01472 .56518 .7779 Mabsadd L +.76455 .01472 0 2.5 Mabsadd L closepath F +.78219 .01472 0 2.5 Mabsadd m +.78219 .01472 -0.56518 .7779 Mabsadd L +.78219 .01472 -2.37764 .77254 Mabsadd L +.78219 .01472 -0.91448 -0.29713 Mabsadd L +.78219 .01472 -1.46946 -2.02254 Mabsadd L +.78219 .01472 0 -0.96154 Mabsadd L +.78219 .01472 1.46946 -2.02254 Mabsadd L +.78219 .01472 .91448 -0.29713 Mabsadd L +.78219 .01472 2.37764 .77254 Mabsadd L +.78219 .01472 .56518 .7779 Mabsadd L +.78219 .01472 0 2.5 Mabsadd L closepath F +.79982 .01472 0 2.5 Mabsadd m +.79982 .01472 -0.56518 .7779 Mabsadd L +.79982 .01472 -2.37764 .77254 Mabsadd L +.79982 .01472 -0.91448 -0.29713 Mabsadd L +.79982 .01472 -1.46946 -2.02254 Mabsadd L +.79982 .01472 0 -0.96154 Mabsadd L +.79982 .01472 1.46946 -2.02254 Mabsadd L +.79982 .01472 .91448 -0.29713 Mabsadd L +.79982 .01472 2.37764 .77254 Mabsadd L +.79982 .01472 .56518 .7779 Mabsadd L +.79982 .01472 0 2.5 Mabsadd L closepath F +.81746 .01472 0 2.5 Mabsadd m +.81746 .01472 -0.56518 .7779 Mabsadd L +.81746 .01472 -2.37764 .77254 Mabsadd L +.81746 .01472 -0.91448 -0.29713 Mabsadd L +.81746 .01472 -1.46946 -2.02254 Mabsadd L +.81746 .01472 0 -0.96154 Mabsadd L +.81746 .01472 1.46946 -2.02254 Mabsadd L +.81746 .01472 .91448 -0.29713 Mabsadd L +.81746 .01472 2.37764 .77254 Mabsadd L +.81746 .01472 .56518 .7779 Mabsadd L +.81746 .01472 0 2.5 Mabsadd L closepath F +.8351 .01472 0 2.5 Mabsadd m +.8351 .01472 -0.56518 .7779 Mabsadd L +.8351 .01472 -2.37764 .77254 Mabsadd L +.8351 .01472 -0.91448 -0.29713 Mabsadd L +.8351 .01472 -1.46946 -2.02254 Mabsadd L +.8351 .01472 0 -0.96154 Mabsadd L +.8351 .01472 1.46946 -2.02254 Mabsadd L +.8351 .01472 .91448 -0.29713 Mabsadd L +.8351 .01472 2.37764 .77254 Mabsadd L +.8351 .01472 .56518 .7779 Mabsadd L +.8351 .01472 0 2.5 Mabsadd L closepath F +.85273 .01472 0 2.5 Mabsadd m +.85273 .01472 -0.56518 .7779 Mabsadd L +.85273 .01472 -2.37764 .77254 Mabsadd L +.85273 .01472 -0.91448 -0.29713 Mabsadd L +.85273 .01472 -1.46946 -2.02254 Mabsadd L +.85273 .01472 0 -0.96154 Mabsadd L +.85273 .01472 1.46946 -2.02254 Mabsadd L +.85273 .01472 .91448 -0.29713 Mabsadd L +.85273 .01472 2.37764 .77254 Mabsadd L +.85273 .01472 .56518 .7779 Mabsadd L +.85273 .01472 0 2.5 Mabsadd L closepath F +.87037 .01472 0 2.5 Mabsadd m +.87037 .01472 -0.56518 .7779 Mabsadd L +.87037 .01472 -2.37764 .77254 Mabsadd L +.87037 .01472 -0.91448 -0.29713 Mabsadd L +.87037 .01472 -1.46946 -2.02254 Mabsadd L +.87037 .01472 0 -0.96154 Mabsadd L +.87037 .01472 1.46946 -2.02254 Mabsadd L +.87037 .01472 .91448 -0.29713 Mabsadd L +.87037 .01472 2.37764 .77254 Mabsadd L +.87037 .01472 .56518 .7779 Mabsadd L +.87037 .01472 0 2.5 Mabsadd L closepath F +.88801 .01472 0 2.5 Mabsadd m +.88801 .01472 -0.56518 .7779 Mabsadd L +.88801 .01472 -2.37764 .77254 Mabsadd L +.88801 .01472 -0.91448 -0.29713 Mabsadd L +.88801 .01472 -1.46946 -2.02254 Mabsadd L +.88801 .01472 0 -0.96154 Mabsadd L +.88801 .01472 1.46946 -2.02254 Mabsadd L +.88801 .01472 .91448 -0.29713 Mabsadd L +.88801 .01472 2.37764 .77254 Mabsadd L +.88801 .01472 .56518 .7779 Mabsadd L +.88801 .01472 0 2.5 Mabsadd L closepath F +.90564 .01472 0 2.5 Mabsadd m +.90564 .01472 -0.56518 .7779 Mabsadd L +.90564 .01472 -2.37764 .77254 Mabsadd L +.90564 .01472 -0.91448 -0.29713 Mabsadd L +.90564 .01472 -1.46946 -2.02254 Mabsadd L +.90564 .01472 0 -0.96154 Mabsadd L +.90564 .01472 1.46946 -2.02254 Mabsadd L +.90564 .01472 .91448 -0.29713 Mabsadd L +.90564 .01472 2.37764 .77254 Mabsadd L +.90564 .01472 .56518 .7779 Mabsadd L +.90564 .01472 0 2.5 Mabsadd L closepath F +.92328 .01472 0 2.5 Mabsadd m +.92328 .01472 -0.56518 .7779 Mabsadd L +.92328 .01472 -2.37764 .77254 Mabsadd L +.92328 .01472 -0.91448 -0.29713 Mabsadd L +.92328 .01472 -1.46946 -2.02254 Mabsadd L +.92328 .01472 0 -0.96154 Mabsadd L +.92328 .01472 1.46946 -2.02254 Mabsadd L +.92328 .01472 .91448 -0.29713 Mabsadd L +.92328 .01472 2.37764 .77254 Mabsadd L +.92328 .01472 .56518 .7779 Mabsadd L +.92328 .01472 0 2.5 Mabsadd L closepath F +.94092 .01472 0 2.5 Mabsadd m +.94092 .01472 -0.56518 .7779 Mabsadd L +.94092 .01472 -2.37764 .77254 Mabsadd L +.94092 .01472 -0.91448 -0.29713 Mabsadd L +.94092 .01472 -1.46946 -2.02254 Mabsadd L +.94092 .01472 0 -0.96154 Mabsadd L +.94092 .01472 1.46946 -2.02254 Mabsadd L +.94092 .01472 .91448 -0.29713 Mabsadd L +.94092 .01472 2.37764 .77254 Mabsadd L +.94092 .01472 .56518 .7779 Mabsadd L +.94092 .01472 0 2.5 Mabsadd L closepath F +.95855 .01472 0 2.5 Mabsadd m +.95855 .01472 -0.56518 .7779 Mabsadd L +.95855 .01472 -2.37764 .77254 Mabsadd L +.95855 .01472 -0.91448 -0.29713 Mabsadd L +.95855 .01472 -1.46946 -2.02254 Mabsadd L +.95855 .01472 0 -0.96154 Mabsadd L +.95855 .01472 1.46946 -2.02254 Mabsadd L +.95855 .01472 .91448 -0.29713 Mabsadd L +.95855 .01472 2.37764 .77254 Mabsadd L +.95855 .01472 .56518 .7779 Mabsadd L +.95855 .01472 0 2.5 Mabsadd L closepath F +.97619 .01472 0 2.5 Mabsadd m +.97619 .01472 -0.56518 .7779 Mabsadd L +.97619 .01472 -2.37764 .77254 Mabsadd L +.97619 .01472 -0.91448 -0.29713 Mabsadd L +.97619 .01472 -1.46946 -2.02254 Mabsadd L +.97619 .01472 0 -0.96154 Mabsadd L +.97619 .01472 1.46946 -2.02254 Mabsadd L +.97619 .01472 .91448 -0.29713 Mabsadd L +.97619 .01472 2.37764 .77254 Mabsadd L +.97619 .01472 .56518 .7779 Mabsadd L +.97619 .01472 0 2.5 Mabsadd L closepath F +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{1108.5, 685.125}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgool5000>ool5000?ool4 +000?ool5000>ool5000?ool4000?ool5000>ool5000?ool4000?ool5000>ool5000?ool4000?ool5 +000>ool5000?ool4000?ool5000>ool5000?ool4000?ool5000Aool00`00ooooo`0Sool00`00oooo +o`0Tool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0Tool00`00oooo +o`0Sool00`00ooooo`0Tool00`00ooooo`0Qool5000?ool4000?ool5000>ool5000?ool4000?ool5 +000>ool5000?ool4000?ool5000>ool5000?ool5000>ool5000>ool5000?ool5000>ool5000>ool5 +000?ool5000Kool002;oo`03003ooooo013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo +013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo +013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo013oo`03003ooooo +017oo`03003ooooo013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo +013oo`03003ooooo017oo`03003ooooo02?oo`03003ooooo02Coo`03003ooooo02Coo`03003ooooo +02?oo`03003ooooo02Coo`03003ooooo02Coo`03003ooooo02?oo`03003ooooo02Coo`03003ooooo +02Coo`03003ooooo013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo +013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo +013oo`03003ooooo013oo`03003ooooo017oo`03003ooooo013oo`03003ooooo013oo`03003ooooo +017oo`03003ooooo013oo`03003ooooo01_oo`008_oo00<00?ooool09?oo00<00?ooool08ooo00<0 +0?ooool09?oo00<00?ooool09?oo00<00?ooool08ooo00<00?ooool09?oo00<00?ooool09?oo00<0 +0?ooool08ooo00<00?ooool09?oo00<00?ooool09?oo00<00?ooool08ooo00<00?ooool09?oo00<0 +0?ooool09?oo00<00?ooool08ooo00<00?ooool09?oo00<00?ooool09?oo00<00?ooool08ooo00<0 +0?ooool09?oo00<00?ooool09?oo00<00?ooool08ooo00<00?ooool09?oo00<00?ooool09?oo00<0 +0?ooool08ooo00<00?ooool09?oo00<00?ooool09?oo00<00?ooool08ooo00<00?ooool09?oo00<0 +0?ooool06ooo000Rool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0T +ool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0T +ool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0Tool00`00ooooo`0S +ool00`00ooooo`0Tool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Aool00`00ooooo`0@ +ool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0Tool00`00ooooo`0S +ool00`00ooooo`0Tool00`00ooooo`0Tool00`00ooooo`0Sool00`00ooooo`0Tool00`00ooooo`0K +ool002;oo`03003ooooo0;koo`03003ooooo0;koo`800<3oo`03003ooooo05goo`<005koo`03003o +oooo0;ooo`03003ooooo06Soo`008_oo00<00?ooool0__oo00<00?ooool0_Ooo1000_ooo00<00?oo +ool0G?oo1000G_oo00<00?ooool0_ooo00<00?ooool0J?oo000Rool00`00ooooo`2nool00`00oooo +o`2lool5002oool00`00ooooo`1Kool5001Nool00`00ooooo`2oool00`00ooooo`1Xool002;oo`03 +003ooooo0?oooh7oo`03003ooooo0?ooooooojkoo`008_oo00<00?ooool0ooooooooooooooooool00`00ooooo`3ooooooooooooo +oolcool000?oo`04003ooooo000:ool00`00ooooo`0>ool8003oooooooooooooool^ool000?oo`04 +003ooooo000:ool00`00ooooo`0>ool00`00ooooo`3ooooooooooooooolcool000?oo`04003ooooo +000:ool00`00ooooo`0>ool00`00ooooo`3ooooooooooooooolcool000?oo`04003ooooo0008ool3 +000@ool00`00ooooo`3ooooooooooooooolcool000Coo`8000_oo`03003ooooo00koo`03003ooooo +0?oooooooooooooooc?oo`008_oo00<00?ooool0ooooooooooooooooool002;oo`03003ooooo0?ooon7oo`800?ooooooodooo`008_oo00<0 +0?ooool0oooogooo1@00ooooooooC_oo000Rool00`00ooooo`3ooooQool00`00ooooo`3ooooooom> +ool002;oo`03003ooooo0?oooooooooooooooc?oo`008_oo00<00?ooool0ooooooooooooooooooo000Rool00`00ooooo`3o +ooobool5003ooooooolkool000Coo`8000Coo`03003ooooo00Coo`03003ooooo00koo`03003ooooo +0?ooooGoo`03003ooooo0?oooooooc[oo`000ooo00@00?ooool000[oo`03003ooooo00koo`03003o +oooo0?oooooooooooooooc?oo`000ooo00@00?ooool000Ooo`D000ooo`P00?ooooooooooooooobko +o`000ooo00@00?ooool000Ooo`04003ooooo000@ool00`00ooooo`3ooooooooooooooolcool000?o +o`04003ooooo0008ool00`00ool0000@ool00`00ooooo`3ooooooooooooooolcool000?oo`04003o +oooo0009ool2000@ool00`00ooooo`3ooooooooooooooolcool000Coo`8000_oo`03003ooooo00ko +o`03003ooooo0?oooooooooooooooc?oo`008_oo00<00?ooool0oooooooooooooooo"], + ImageRangeCache->{{{0, 1107.5}, {684.125, 0}} -> {-1.78583, -0.0139914, \ +0.0517189, 0.00061631}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(deltag = mmcaresg - kderesg\)], "Input"], + +Cell[BoxData[ + RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \ +error: new symbol name \\\"\\!\\(deltag\\)\\\" is similar to existing symbol \ +\\\"\\!\\(delta\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \ +ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \ +ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"], + +Cell[BoxData[ + \({3.31812593790298640021380815`12.64652029477573*^-762, + 4.4614016120484254842869789`12.687321319701741*^-687, + 7.40285831093370182453156288144`12.730598844333594*^-616, + 1.51592326208523767515646673839`12.77664003984028*^-548, + 3.8309339154680477978767359`12.825785070341132*^-485, + 1.194763004325061983640768253`12.878440976779723*^-425, + 4.598418938040483019090882`12.935100422514294*^-370, + 1.108299971957024105251672`8.701261990489872*^-322, \ +\(-2.2017241424907547`*^-275\), 6.770247368601252`*^-231, + 8.40949680366485`*^-192, \(-3.7140296944400025`*^-155\), + 3.579164317632001`*^-123, \(-2.4132589545124714`*^-95\), \ +\(-1.1562724012683659`*^-71\), 5.470964585510226`*^-51, + 2.866781203143937`*^-34, + 1.3124894187723741`*^-21, \(-1.9247289392344473`*^-13\), \ +\(-5.28220826193776`*^-9\), + 1.5885536344684148`*^-8, \(-2.0299520897548717`*^-8\), + 2.6615952905539864`*^-7, + 6.828038009998316`*^-8, \(-3.233066898089554`*^-7\), + 3.217453437009965`*^-7, + 2.0233646758072155`*^-8, \(-3.7284391807279604`*^-7\), + 2.10103599185274`*^-7, \(-3.1403680811337154`*^-7\), \ +\(-1.1938163285707404`*^-7\), \(-4.339258137531221`*^-7\), \ +\(-3.5629902658818047`*^-7\), 1.893898010640882`*^-9, + 1.189551449096854`*^-9, \(-1.2426002130028202`*^-8\), + 3.873893400160866`*^-8, \(-1.2892076273801671`*^-12\), + 1.4286507671703385`*^-19, 1.4417550150834637`*^-31, + 1.1783691461779928`*^-47, + 3.4084923190832974`*^-66, \(-3.99072115205994`*^-90\), + 2.5378481017484624`*^-117, \(-2.0860755847499245`*^-148\), + 2.1654569450646426`*^-184, + 1.2577392220877814`*^-222, \(-3.885286109817937`*^-266\), + 7.294295242195676639405698`11.32809656310601*^-313, + 1.95948861537025863117807039`13.038539328459446*^-359, + 3.07028251668769255877795475232`12.976671034386293*^-414, + 5.936952817084436335078539379`12.86685171355366*^-473, + 1.41676727957158448489122`12.728905306852868*^-535, + 4.172372764331453282294722`12.813765637653216*^-602}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(reldeltag = deltag/mmcaresg\)], "Input"], + +Cell[BoxData[ + RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \ +error: new symbol name \\\"\\!\\(reldeltag\\)\\\" is similar to existing \ +symbol \\\"\\!\\(reldelta\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \ +ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \ +ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"], + +Cell[BoxData[ + \({1.`12.345490299111749, 1.`12.38629132403776, 1.`12.429568848669613, + 0.9999999999999999999999999999`12.4756100441763, 1.`12.52475507467715, + 1.`12.577410981115742, 1.`12.634070426850313, + 0.0000507425578537562047899162`8.701239978069387, \ +\(-0.000017196966426103727`\), 0.00007310005747936448`, + 0.00001017086221548203`, \(-0.00004077162768423082`\), + 0.00002889811859829204`, \(-0.000011612278670920099`\), \ +\(-2.6868882930779023`*^-6\), 4.974845750104853`*^-6, 8.265836764888043`*^-6, + 9.723273723939278`*^-6, \(-2.9676545068542356`*^-6\), \ +\(-1.3450026268805583`*^-6\), + 1.8263957280166222`*^-7, \(-1.1717302345884969`*^-7\), + 2.295027404994183`*^-6, + 3.481222823103075`*^-7, \(-1.9980183159778714`*^-6\), + 8.090145421280729`*^-7, + 6.305359207427966`*^-8, \(-1.1351527960092073`*^-6\), + 5.520540304970907`*^-7, \(-1.0880907991460295`*^-6\), \ +\(-3.2753431396173036`*^-7\), \(-2.3506201686225517`*^-6\), \ +\(-1.856626845829065`*^-6\), 2.377443903755433`*^-8, + 3.2656110112819283`*^-7, \(-8.729136414113684`*^-7\), + 3.301021364722112`*^-6, \(-1.0797757206566903`*^-6\), + 9.53009280355914`*^-6, 6.2068781321229745`*^-6, + 2.6529199397064425`*^-6, + 0.00003251744930313891`, \(-0.000013072758642381501`\), + 0.00002313095319560679`, \(-0.000042866727242116665`\), + 8.12928894017625`*^-6, + 0.0000698966992868112`, \(-0.000025900160914003882`\), + 0.0000472635703078545352348646`11.32808629983085, + 1.`12.737509332795465, 1.`12.675641038722311, 1.`12.565821717889678, + 0.9999999999999999999999998509`12.427875311188886, + 0.9999999999999999999999996303`12.512735641989234}\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \(\(a = {mmcaresg, reldeltag} // Transpose;\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Sort[a, Abs[#1[\([2]\)]] < Abs[#2[\([2]\)]] &] // MatrixForm\)], "Input"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {"0.07966110189389801`", "2.377443903755433`*^-8"}, + {"0.3208960202336468`", "6.305359207427966`*^-8"}, + {"0.1732439797004791`", \(-1.1717302345884969`*^-7\)}, + {"0.08697751588553634`", "1.8263957280166222`*^-7"}, + {"0.003642661189551449`", "3.2656110112819283`*^-7"}, + {"0.3644858806183671`", \(-3.2753431396173036`*^-7\)}, + {"0.1961390682803801`", "3.481222823103075`*^-7"}, + {"0.3805852101035992`", "5.520540304970907`*^-7"}, + {"0.3977003217453437`", "8.090145421280729`*^-7"}, + {"0.01423508757399787`", \(-8.729136414113684`*^-7\)}, + {"1.1939587107923727`*^-6", \(-1.0797757206566903`*^-6\)}, + {"0.2886126859631919`", \(-1.0880907991460295`*^-6\)}, + {"0.3284526271560819`", \(-1.1351527960092073`*^-6\)}, + {"0.003927284717791738`", \(-1.3450026268805583`*^-6\)}, + {"0.1919066437009734`", \(-1.856626845829065`*^-6\)}, + {"0.1618136766933102`", \(-1.9980183159778714`*^-6\)}, + {"0.11597226615952906`", "2.295027404994183`*^-6"}, + {"0.18460056607418623`", \(-2.3506201686225517`*^-6\)}, + {"4.4417817836914616`*^-42", "2.6529199397064425`*^-6"}, + {"4.3033884372759873`*^-66", \(-2.6868882930779023`*^-6\)}, + {"6.485690752710608`*^-8", \(-2.9676545068542356`*^-6\)}, + {"0.011735438738934002`", "3.301021364722112`*^-6"}, + {"1.0997254709645855`*^-45", "4.974845750104853`*^-6"}, + {"2.3228344175501507`*^-26", "6.2068781321229745`*^-6"}, + {"2.6637716545694505`*^-179", "8.12928894017625`*^-6"}, + {"3.4682286678120317`*^-29", "8.265836764888043`*^-6"}, + {"1.4990942865076716`*^-14", "9.53009280355914`*^-6"}, + {"1.3498431248941878`*^-16", "9.723273723939278`*^-6"}, + {"8.268224094968037`*^-187", "0.00001017086221548203`"}, + {"2.0781958674104547`*^-90", \(-0.000011612278670920099`\)}, + {"3.052700092788479`*^-85", \(-0.000013072758642381501`\)}, + {"1.2802979827585752`*^-270", \(-0.000017196966426103727`\)}, + {"1.0971653784810175`*^-112", "0.00002313095319560679`"}, + {"1.500101147138902`*^-261", \(-0.000025900160914003882`\)}, + {"1.2385457916431764`*^-118", "0.00002889811859829204`"}, + {"1.0482040849231909`*^-61", "0.00003251744930313891`"}, + {"9.109348597030557`*^-151", \(-0.00004077162768423082`\)}, + {"4.866421392441525`*^-144", \(-0.000042866727242116665`\)}, + {"1.54332294295242189860257299541`15.954589770191005*^-308", + "0.0000472635703078545352348646`11.32808629983085"}, + {"2.1841626020336349382011398759`12.996367495344895*^-318", + "0.0000507425578537562047899162`8.701239978069387"}, + {"1.7994257739222088`*^-218", "0.0000698966992868112`"}, + {"9.26161702473686`*^-227", "0.00007310005747936448`"}, + {"4.172372764331453282294722`12.813765637653216*^-602", + "0.9999999999999999999999996303`12.512735641989234"}, + {"1.41676727957158448489122`12.728905306852868*^-535", + "0.9999999999999999999999998509`12.427875311188886"}, + {"5.936952817084436335078539379`12.86685171355366*^-473", + "1.`12.565821717889678"}, + {"3.07028251668769255877795475232`12.976671034386293*^-414", + "1.`12.675641038722311"}, + {"1.95948861537025863117807039`13.038539328459446*^-359", + "1.`12.737509332795465"}, + {"4.598418938040483019090882`12.935100422514294*^-370", + "1.`12.634070426850313"}, + {"1.194763004325061983640768253`12.878440976779723*^-425", + "1.`12.577410981115742"}, + {"3.8309339154680477978767359`12.825785070341132*^-485", + "1.`12.52475507467715"}, + {"1.51592326208523767515646673839`12.77664003984028*^-548", + "0.9999999999999999999999999999`12.4756100441763"}, + {"7.40285831093370182453156288144`12.730598844333594*^-616", + "1.`12.429568848669613"}, + {"4.4614016120484254842869789`12.687321319701741*^-687", + "1.`12.38629132403776"}, + {"3.31812593790298640021380815`12.64652029477573*^-762", + "1.`12.345490299111749"} + }], "\[NoBreak]", ")"}], + Function[ BoxForm`e$, + MatrixForm[ BoxForm`e$]]]], "Output"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[mmcaresg]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0176367 0.0147151 1.48002 [ +[.20018 .00222 -6 -9 ] +[.20018 .00222 6 0 ] +[.37654 .00222 -6 -9 ] +[.37654 .00222 6 0 ] +[.55291 .00222 -6 -9 ] +[.55291 .00222 6 0 ] +[.72928 .00222 -6 -9 ] +[.72928 .00222 6 0 ] +[.90564 .00222 -6 -9 ] +[.90564 .00222 6 0 ] +[.01131 .16272 -18 -4.5 ] +[.01131 .16272 0 4.5 ] +[.01131 .31072 -18 -4.5 ] +[.01131 .31072 0 4.5 ] +[.01131 .45872 -18 -4.5 ] +[.01131 .45872 0 4.5 ] +[.01131 .60672 -18 -4.5 ] +[.01131 .60672 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.20018 .01472 m +.20018 .02097 L +s +[(10)] .20018 .00222 0 1 Mshowa +.37654 .01472 m +.37654 .02097 L +s +[(20)] .37654 .00222 0 1 Mshowa +.55291 .01472 m +.55291 .02097 L +s +[(30)] .55291 .00222 0 1 Mshowa +.72928 .01472 m +.72928 .02097 L +s +[(40)] .72928 .00222 0 1 Mshowa +.90564 .01472 m +.90564 .02097 L +s +[(50)] .90564 .00222 0 1 Mshowa +.125 Mabswid +.05908 .01472 m +.05908 .01847 L +s +.09436 .01472 m +.09436 .01847 L +s +.12963 .01472 m +.12963 .01847 L +s +.1649 .01472 m +.1649 .01847 L +s +.23545 .01472 m +.23545 .01847 L +s +.27072 .01472 m +.27072 .01847 L +s +.306 .01472 m +.306 .01847 L +s +.34127 .01472 m +.34127 .01847 L +s +.41182 .01472 m +.41182 .01847 L +s +.44709 .01472 m +.44709 .01847 L +s +.48236 .01472 m +.48236 .01847 L +s +.51764 .01472 m +.51764 .01847 L +s +.58818 .01472 m +.58818 .01847 L +s +.62346 .01472 m +.62346 .01847 L +s +.65873 .01472 m +.65873 .01847 L +s +.694 .01472 m +.694 .01847 L +s +.76455 .01472 m +.76455 .01847 L +s +.79982 .01472 m +.79982 .01847 L +s +.8351 .01472 m +.8351 .01847 L +s +.87037 .01472 m +.87037 .01847 L +s +.94092 .01472 m +.94092 .01847 L +s +.97619 .01472 m +.97619 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .16272 m +.03006 .16272 L +s +[(0.1)] .01131 .16272 1 0 Mshowa +.02381 .31072 m +.03006 .31072 L +s +[(0.2)] .01131 .31072 1 0 Mshowa +.02381 .45872 m +.03006 .45872 L +s +[(0.3)] .01131 .45872 1 0 Mshowa +.02381 .60672 m +.03006 .60672 L +s +[(0.4)] .01131 .60672 1 0 Mshowa +.125 Mabswid +.02381 .04432 m +.02756 .04432 L +s +.02381 .07392 m +.02756 .07392 L +s +.02381 .10352 m +.02756 .10352 L +s +.02381 .13312 m +.02756 .13312 L +s +.02381 .19232 m +.02756 .19232 L +s +.02381 .22192 m +.02756 .22192 L +s +.02381 .25152 m +.02756 .25152 L +s +.02381 .28112 m +.02756 .28112 L +s +.02381 .34032 m +.02756 .34032 L +s +.02381 .36992 m +.02756 .36992 L +s +.02381 .39952 m +.02756 .39952 L +s +.02381 .42912 m +.02756 .42912 L +s +.02381 .48832 m +.02756 .48832 L +s +.02381 .51792 m +.02756 .51792 L +s +.02381 .54752 m +.02756 .54752 L +s +.02381 .57712 m +.02756 .57712 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.04145 .01472 Mdot +.05908 .01472 Mdot +.07672 .01472 Mdot +.09436 .01472 Mdot +.11199 .01472 Mdot +.12963 .01472 Mdot +.14727 .01472 Mdot +.1649 .01472 Mdot +.18254 .01472 Mdot +.20018 .01472 Mdot +.21781 .01472 Mdot +.23545 .01472 Mdot +.25309 .01472 Mdot +.27072 .01472 Mdot +.28836 .01472 Mdot +.306 .01472 Mdot +.32363 .01472 Mdot +.34127 .01472 Mdot +.35891 .01472 Mdot +.37654 .02053 Mdot +.39418 .14344 Mdot +.41182 .27112 Mdot +.42945 .18636 Mdot +.44709 .305 Mdot +.46473 .2542 Mdot +.48236 .60332 Mdot +.5 .48965 Mdot +.51764 .50083 Mdot +.53527 .57799 Mdot +.55291 .44187 Mdot +.57055 .55416 Mdot +.58818 .28793 Mdot +.60582 .29874 Mdot +.62346 .13261 Mdot +.64109 .02011 Mdot +.65873 .03578 Mdot +.67637 .03208 Mdot +.694 .01472 Mdot +.71164 .01472 Mdot +.72928 .01472 Mdot +.74691 .01472 Mdot +.76455 .01472 Mdot +.78219 .01472 Mdot +.79982 .01472 Mdot +.81746 .01472 Mdot +.8351 .01472 Mdot +.85273 .01472 Mdot +.87037 .01472 Mdot +.88801 .01472 Mdot +.90564 .01472 Mdot +.92328 .01472 Mdot +.94092 .01472 Mdot +.95855 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-4.66108, -0.0309363, \ +0.209716, 0.00249909}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[kderesg]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.0176367 0.0147151 1.48002 [ +[.20018 .00222 -6 -9 ] +[.20018 .00222 6 0 ] +[.37654 .00222 -6 -9 ] +[.37654 .00222 6 0 ] +[.55291 .00222 -6 -9 ] +[.55291 .00222 6 0 ] +[.72928 .00222 -6 -9 ] +[.72928 .00222 6 0 ] +[.90564 .00222 -6 -9 ] +[.90564 .00222 6 0 ] +[.01131 .16272 -18 -4.5 ] +[.01131 .16272 0 4.5 ] +[.01131 .31072 -18 -4.5 ] +[.01131 .31072 0 4.5 ] +[.01131 .45872 -18 -4.5 ] +[.01131 .45872 0 4.5 ] +[.01131 .60672 -18 -4.5 ] +[.01131 .60672 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.20018 .01472 m +.20018 .02097 L +s +[(10)] .20018 .00222 0 1 Mshowa +.37654 .01472 m +.37654 .02097 L +s +[(20)] .37654 .00222 0 1 Mshowa +.55291 .01472 m +.55291 .02097 L +s +[(30)] .55291 .00222 0 1 Mshowa +.72928 .01472 m +.72928 .02097 L +s +[(40)] .72928 .00222 0 1 Mshowa +.90564 .01472 m +.90564 .02097 L +s +[(50)] .90564 .00222 0 1 Mshowa +.125 Mabswid +.05908 .01472 m +.05908 .01847 L +s +.09436 .01472 m +.09436 .01847 L +s +.12963 .01472 m +.12963 .01847 L +s +.1649 .01472 m +.1649 .01847 L +s +.23545 .01472 m +.23545 .01847 L +s +.27072 .01472 m +.27072 .01847 L +s +.306 .01472 m +.306 .01847 L +s +.34127 .01472 m +.34127 .01847 L +s +.41182 .01472 m +.41182 .01847 L +s +.44709 .01472 m +.44709 .01847 L +s +.48236 .01472 m +.48236 .01847 L +s +.51764 .01472 m +.51764 .01847 L +s +.58818 .01472 m +.58818 .01847 L +s +.62346 .01472 m +.62346 .01847 L +s +.65873 .01472 m +.65873 .01847 L +s +.694 .01472 m +.694 .01847 L +s +.76455 .01472 m +.76455 .01847 L +s +.79982 .01472 m +.79982 .01847 L +s +.8351 .01472 m +.8351 .01847 L +s +.87037 .01472 m +.87037 .01847 L +s +.94092 .01472 m +.94092 .01847 L +s +.97619 .01472 m +.97619 .01847 L +s +.25 Mabswid +0 .01472 m +1 .01472 L +s +.02381 .16272 m +.03006 .16272 L +s +[(0.1)] .01131 .16272 1 0 Mshowa +.02381 .31072 m +.03006 .31072 L +s +[(0.2)] .01131 .31072 1 0 Mshowa +.02381 .45872 m +.03006 .45872 L +s +[(0.3)] .01131 .45872 1 0 Mshowa +.02381 .60672 m +.03006 .60672 L +s +[(0.4)] .01131 .60672 1 0 Mshowa +.125 Mabswid +.02381 .04432 m +.02756 .04432 L +s +.02381 .07392 m +.02756 .07392 L +s +.02381 .10352 m +.02756 .10352 L +s +.02381 .13312 m +.02756 .13312 L +s +.02381 .19232 m +.02756 .19232 L +s +.02381 .22192 m +.02756 .22192 L +s +.02381 .25152 m +.02756 .25152 L +s +.02381 .28112 m +.02756 .28112 L +s +.02381 .34032 m +.02756 .34032 L +s +.02381 .36992 m +.02756 .36992 L +s +.02381 .39952 m +.02756 .39952 L +s +.02381 .42912 m +.02756 .42912 L +s +.02381 .48832 m +.02756 .48832 L +s +.02381 .51792 m +.02756 .51792 L +s +.02381 .54752 m +.02756 .54752 L +s +.02381 .57712 m +.02756 .57712 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.04145 .01472 Mdot +.05908 .01472 Mdot +.07672 .01472 Mdot +.09436 .01472 Mdot +.11199 .01472 Mdot +.12963 .01472 Mdot +.14727 .01472 Mdot +.1649 .01472 Mdot +.18254 .01472 Mdot +.20018 .01472 Mdot +.21781 .01472 Mdot +.23545 .01472 Mdot +.25309 .01472 Mdot +.27072 .01472 Mdot +.28836 .01472 Mdot +.306 .01472 Mdot +.32363 .01472 Mdot +.34127 .01472 Mdot +.35891 .01472 Mdot +.37654 .02053 Mdot +.39418 .14344 Mdot +.41182 .27112 Mdot +.42945 .18636 Mdot +.44709 .305 Mdot +.46473 .2542 Mdot +.48236 .60332 Mdot +.5 .48965 Mdot +.51764 .50083 Mdot +.53527 .57799 Mdot +.55291 .44187 Mdot +.57055 .55416 Mdot +.58818 .28793 Mdot +.60582 .29874 Mdot +.62346 .13262 Mdot +.64109 .02011 Mdot +.65873 .03578 Mdot +.67637 .03208 Mdot +.694 .01472 Mdot +.71164 .01472 Mdot +.72928 .01472 Mdot +.74691 .01472 Mdot +.76455 .01472 Mdot +.78219 .01472 Mdot +.79982 .01472 Mdot +.81746 .01472 Mdot +.8351 .01472 Mdot +.85273 .01472 Mdot +.87037 .01472 Mdot +.88801 .01472 Mdot +.90564 .01472 Mdot +.92328 .01472 Mdot +.94092 .01472 Mdot +.95855 .01472 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-4.66108, -0.0309363, \ +0.209716, 0.00249909}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Max[Abs[reldeltag]]\)], "Input"], + +Cell[BoxData[ + \(1.`12.345490299111749\)], "Output"] +}, Open ]] +}, Closed]] +}, Open ]], + +Cell[CellGroupData[{ + +Cell["Checking the LSCV score", "Subsection"], + +Cell[CellGroupData[{ + +Cell["LSCV in Mathematica", "Subsubsection"], + +Cell[BoxData[ + \(lscvM1[kernel_, starkernel_, \ data_, + h_] := \((\[IndentingNewLine]n = + Length[data]; \[IndentingNewLine]m1starpart = + n^\((\(-2\))\)\ h^\((\(-1\))\) + Sum[starkernel[\ \((data[\([i]\)] - data[\([j]\)])\)/h\ ], {i, + n}, {j, n}]; \[IndentingNewLine]m1 = + m1starpart + + 2 n^\((\(-1\))\) h^\((\(-1\))\) + kernel[0]; \[IndentingNewLine]m1starpartiNEQj = + m1starpart - + n^\((\(-2\))\)\ h^\((\(-1\))\) starkernel[0] + n; \[IndentingNewLine]Return[{m1starpart, m1, + m1starpartiNEQj}];\[IndentingNewLine])\)\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(data = Range[0, 1, .1]\)], "Input"], + +Cell[BoxData[ + \({0, 0.1`, 0.2`, 0.30000000000000004`, 0.4`, 0.5`, 0.6000000000000001`, + 0.7000000000000001`, 0.8`, 0.9`, 1.`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(query = Range[ .02, .92, .1]\)], "Input"], + +Cell[BoxData[ + \({0.02`, 0.12000000000000001`, 0.22`, 0.32`, 0.42000000000000004`, + 0.52`, 0.62`, 0.7200000000000001`, 0.8200000000000001`, + 0.92`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(kde[#, data, gauss, 1] &\) /@ query\)], "Input"], + +Cell[BoxData[ + \({0.34228233929651136`, 0.35585240486256714`, 0.3666287491385173`, + 0.37433106698982427`, 0.37875559107266615`, 0.37978400643053845`, + 0.3773886820909718`, 0.3716338985555524`, 0.362672995495146`, + 0.35074161532506637`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussstar[x]\)], "Input"], + +Cell[BoxData[ + \(\(-\[ExponentialE]\^\(-\(x\^2\/2\)\)\)\ \@\(2\/\[Pi]\) + \ +\[ExponentialE]\^\(-\(x\^2\/4\)\)\/\(2\ \@\[Pi]\)\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvM1[gauss, gaussstar, data, 1]\)], "Input"], + +Cell[BoxData[ + \({\(-0.45791512551936225`\), \(-0.3853801654463745`\), \ +\(-0.41102514651672706`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(lscvM1[gauss, gaussstar, data, #] &\) /@ Range[1, 5, 1]\)], "Input"], + +Cell[BoxData[ + \({{\(-0.45791512551936225`\), \(-0.3853801654463745`\), \ +\(-0.41102514651672706`\)}, {\(-0.24994866360087614`\), \ +\(-0.21368118356438226`\), \(-0.22650367409955854`\)}, \ +{\(-0.1695325246081421`\), \(-0.14535420458381285`\), \(-0.15390253160726372`\ +\)}, {\(-0.1279295637591679`\), \(-0.10979582374092095`\), \ +\(-0.11620706900850909`\)}, {\(-0.10263525317135114`\), \ +\(-0.08812826115675358`\), \(-0.0932572573708241`\)}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa = Transpose[%]\)], "Input"], + +Cell[BoxData[ + \({{\(-0.45791512551936225`\), \(-0.24994866360087614`\), \ +\(-0.1695325246081421`\), \(-0.1279295637591679`\), \ +\(-0.10263525317135114`\)}, {\(-0.3853801654463745`\), \ +\(-0.21368118356438226`\), \(-0.14535420458381285`\), \(-0.10979582374092095`\ +\), \(-0.08812826115675358`\)}, {\(-0.41102514651672706`\), \ +\(-0.22650367409955854`\), \(-0.15390253160726372`\), \(-0.11620706900850909`\ +\), \(-0.0932572573708241`\)}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa // MatrixForm\)], "Input"], + +Cell[BoxData[ + TagBox[ + RowBox[{"(", "\[NoBreak]", GridBox[{ + {\(-0.45791512551936225`\), \(-0.24994866360087614`\), \ +\(-0.1695325246081421`\), \(-0.1279295637591679`\), \ +\(-0.10263525317135114`\)}, + {\(-0.3853801654463745`\), \(-0.21368118356438226`\), \ +\(-0.14535420458381285`\), \(-0.10979582374092095`\), \(-0.08812826115675358`\ +\)}, + {\(-0.41102514651672706`\), \(-0.22650367409955854`\), \ +\(-0.15390253160726372`\), \(-0.11620706900850909`\), \ +\(-0.0932572573708241`\)} + }], "\[NoBreak]", ")"}], + Function[ BoxForm`e$, + MatrixForm[ BoxForm`e$]]]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvM1[gauss, gaussstar, unifdata, .1]\)], "Input"], + +Cell[BoxData[ + \({\(-0.5464353655602736`\), \(-0.46664690947998705`\), \ +\(-0.4948563886573749`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvM1[gauss, gaussstar, gaussdata, .1]\)], "Input"], + +Cell[BoxData[ + \({\(-0.30679514524014173`\), \(-0.22700668915985517`\), \ +\(-0.25521616833724303`\)}\)], "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["LSCV with the KDE code", "Subsubsection"], + +Cell["This section is not yet polished", "Text"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Length[gaussdata]\)], "Input"], + +Cell[BoxData[ + \(100\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussdata[\([\(-1\)]\)]\)], "Input"], + +Cell[BoxData[ + \(1.3287459230145577`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(filebasename = checkdir <> "\"\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/AA_lscv_bw_"\)\ +], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(com = + kdedir <> "\" <> + checkdir <> "\" <> "\< -basename \>" <> + filebasename <> "\< -kernel gaussian_star -bwmin 0.1 -bwmax 0.8 \ +-numbws 8 -tau 0.01 -log\>"\)], "Input"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/AA_lscv_bw_ -kernel \ +gaussian_star -bwmin 0.1 -bwmax 0.8 -numbws 8 -tau 0.01 -log"\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Run[com]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(For[lscvscores = {}; bw = .1, bw < .9, + bw = bw + .1, \[IndentingNewLine]Print[ + bw]; \[IndentingNewLine]filebasename = + checkdir <> "\" <> ToString[bw]; \[IndentingNewLine]com = + kdedir <> "\" <> + checkdir <> "\" <> "\< -basename \>" <> + filebasename <> "\< -kernel gaussian_star -bw \>" <> + ToString[bw] <> "\< -tau 0.01 -log\>"; \[IndentingNewLine]Print[ + com]; \[IndentingNewLine]Run[com]; \[IndentingNewLine]AppendTo[ + lscvscores, + Import[filebasename <> "\<.plot_lscv\>", "\"]];\ +\[IndentingNewLine]]\)], "Input"], + +Cell[BoxData[ + \(0.1`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.1 -kernel \ +gaussian_star -bw 0.1 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.2`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.2 -kernel \ +gaussian_star -bw 0.2 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.30000000000000004`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.3 -kernel \ +gaussian_star -bw 0.3 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.4`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.4 -kernel \ +gaussian_star -bw 0.4 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.5`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.5 -kernel \ +gaussian_star -bw 0.5 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.6`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.6 -kernel \ +gaussian_star -bw 0.6 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.7`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.7 -kernel \ +gaussian_star -bw 0.7 -tau 0.01 -log"\)], "Print"], + +Cell[BoxData[ + \(0.7999999999999999`\)], "Print"], + +Cell[BoxData[ + \("~/Desktop/paps/kde/KDE-8.24.06-distribution/kde/kde -scaling none \ +-data ~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/gaussdata \ +-basename \ +~/Desktop/paps/kde/data_work/checks/8.24.06-distribution/lscv_bw_0.8 -kernel \ +gaussian_star -bw 0.8 -tau 0.01 -log"\)], "Print"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvscores\)], "Input"], + +Cell[BoxData[ + \({{0.1`, \(-0.257781`\)}, {0.2`, \(-0.259721`\)}, {0.3`, \ +\(-0.262226`\)}, {0.4`, \(-0.264274`\)}, {0.5`, \(-0.265196`\)}, {0.6`, \ +\(-0.264816`\)}, {0.7`, \(-0.263429`\)}, {0.8`, \(-0.261056`\)}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Range[ .1, .8, .1]\)], "Input"], + +Cell[BoxData[ + \({0.1`, 0.2`, 0.30000000000000004`, 0.4`, 0.5`, 0.6000000000000001`, + 0.7000000000000001`, 0.8`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvM1[gauss, gaussstar, gaussdata, .1]\)], "Input"], + +Cell[BoxData[ + \({\(-0.30679514524014173`\), \(-0.22700668915985517`\), \ +\(-0.25521616833724303`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussdata\)], "Input"], + +Cell[BoxData[ + \({\(-0.6169980118007002`\), 1.6955906823906228`, + 0.5431066434854619`, \(-0.20533246960081636`\), + 0.181469764304572`, \(-0.5367028635983366`\), \ +\(-0.34465917375901073`\), 1.058060402157121`, 1.9721750624796626`, + 0.302936048464906`, + 0.3392488691168319`, \(-0.986795883634302`\), \(-1.3261440579586576`\), \ +\(-0.6933887033645875`\), \(-0.8620789333221404`\), \(-0.6803004110175211`\), \ +\(-1.6883828986145821`\), 1.0512095526309604`, 0.2975741488269466`, + 1.326501625126569`, \(-0.3051531898064028`\), 0.007133028551092967`, + 1.3111298798721498`, \(-1.3778007342706964`\), 0.27074075608504855`, + 0.6931738987390306`, + 1.3620286760385272`, \(-0.6557993320682864`\), \ +\(-0.33952170388750585`\), + 0.28505505332964765`, \(-0.4867605535647063`\), \ +\(-0.5084226664018424`\), \(-0.4769586608176087`\), 0.5438433171190991`, + 0.8216443488545502`, \(-1.5936405980539434`\), + 0.30091857450998943`, \(-1.2393103015907634`\), 0.17614509081356727`, + 0.9058695081803309`, \(-1.100110229340965`\), 1.079005959245689`, + 1.649321430724801`, 0.047224076070171386`, + 1.0570826771924118`, \(-0.9894102546547043`\), 1.4584142927966381`, + 1.6231710847518115`, \(-0.37952093118217206`\), \ +\(-0.9502465736266855`\), 0.20031366062100125`, + 0.6881668254859709`, \(-0.2717920568076667`\), + 0.8244910455355178`, \(-0.10585040565312129`\), \(-0.05515780605429737`\ +\), 0.38501445173193927`, \(-0.16348071037996853`\), + 0.0029648162440817664`, \(-0.6820077444640611`\), 0.730701492752018`, + 0.9819388323590303`, \(-1.9475006961563488`\), \ +\(-0.3874825487463516`\), + 0.25614207834351455`, \(-1.8721543467285728`\), \(-0.49204808511554726`\ +\), \(-0.0833365755764169`\), + 0.4931226337016726`, \(-0.40079686102443907`\), \ +\(-0.5371088659025874`\), 0.42643462931771364`, 0.5147580168519634`, + 1.6494614689798972`, 1.0798004154134508`, 2.6435635312999413`, + 0.9046727760433636`, \(-0.6471240391823783`\), \ +\(-2.0836685064336566`\), \(-1.7644608949654044`\), + 0.9503890661374184`, \(-0.21191641884554174`\), + 1.0996986522926064`, \(-1.3101509419004425`\), + 0.7953798353002952`, \(-1.7793960805495783`\), \ +\(-1.0501846199123734`\), 1.91374485079015`, 0.18343921212436168`, + 0.053619544532642796`, 0.5799043180031914`, \(-1.6705706243163956`\), + 1.0785209725723228`, 1.56323023206134`, \(-1.113632856482571`\), + 0.7069777547648668`, 0.33592499276665905`, \(-0.10444303971170946`\), + 0.2388573095065958`, 1.3287459230145577`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(mmcascores = {Range[ .1, .8, .1], \(lscvM1[gauss, gaussstar, + gaussdata, #] &\) /@ Range[ .1, .8, .1]} // + Transpose\)], "Input"], + +Cell[BoxData[ + \({{0.1`, {\(-0.30679514524014173`\), \(-0.22700668915985517`\), \ +\(-0.25521616833724303`\)}}, {0.2`, {\(-0.2829249513048387`\), \ +\(-0.2430307232646954`\), \(-0.25713546285338934`\)}}, {0.30000000000000004`, \ +{\(-0.2769168939632166`\), \(-0.2503207419364544`\), \ +\(-0.2597239016622504`\)}}, {0.4`, {\(-0.27461726208651555`\), \ +\(-0.2546701480664439`\), \(-0.26172251786079087`\)}}, {0.5`, \ +{\(-0.2728648613536147`\), \(-0.2569071701375574`\), \ +\(-0.26254906597303496`\)}}, {0.6000000000000001`, \ +{\(-0.27079005072094703`\), \(-0.25749197470756596`\), \(-0.2621935545704639`\ +\)}}, {0.7000000000000001`, {\(-0.2681628928549154`\), \ +\(-0.25676454198630305`\), \(-0.26079446758307273`\)}}, {0.8`, \ +{\(-0.26489303274319637`\), \(-0.25491947573316054`\), \ +\(-0.25844566063033403`\)}}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvscores\)], "Input"], + +Cell[BoxData[ + \({{0.1`, \(-0.177187`\)}, {0.2`, \(-0.219424`\)}, {0.3`, \ +\(-0.235361`\)}, {0.4`, \(-0.244125`\)}, {0.5`, \(-0.249077`\)}, {0.6`, \ +\(-0.251383`\)}, {0.7`, \(-0.251915`\)}, {0.8`, \(-0.250982`\)}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(mmcascores[\([All, {\(2\)\(|\)}]\)]\)], "Input"], + +Cell[BoxData[ + \({{0.1`, {\(-0.30679514524014173`\), \(-0.22700668915985517`\), \ +\(-0.25521616833724303`\)}}, {0.2`, {\(-0.2829249513048387`\), \ +\(-0.2430307232646954`\), \(-0.25713546285338934`\)}}, {0.30000000000000004`, \ +{\(-0.2769168939632166`\), \(-0.2503207419364544`\), \ +\(-0.2597239016622504`\)}}, {0.4`, {\(-0.27461726208651555`\), \ +\(-0.2546701480664439`\), \(-0.26172251786079087`\)}}, {0.5`, \ +{\(-0.2728648613536147`\), \(-0.2569071701375574`\), \ +\(-0.26254906597303496`\)}}, {0.6000000000000001`, \ +{\(-0.27079005072094703`\), \(-0.25749197470756596`\), \(-0.2621935545704639`\ +\)}}, {0.7000000000000001`, {\(-0.2681628928549154`\), \ +\(-0.25676454198630305`\), \(-0.26079446758307273`\)}}, {0.8`, \ +{\(-0.26489303274319637`\), \(-0.25491947573316054`\), \ +\(-0.25844566063033403`\)}}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(\(MultipleListPlot[ + Transpose[{mmcascores[\([All, 1]\)], mmcascores[\([All, 2, #]\)]}], + lscvscores] &\) /@ {1, 2, 3}\)], "Input"], + +Cell[CellGroupData[{ + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 1.19048 5.22966 17.9468 [ +[.2619 .01259 -9 -9 ] +[.2619 .01259 9 0 ] +[.5 .01259 -9 -9 ] +[.5 .01259 9 0 ] +[.7381 .01259 -9 -9 ] +[.7381 .01259 9 0 ] +[.97619 .01259 -9 -9 ] +[.97619 .01259 9 0 ] +[.01131 .11483 -36 -4.5 ] +[.01131 .11483 0 4.5 ] +[.01131 .20456 -30 -4.5 ] +[.01131 .20456 0 4.5 ] +[.01131 .29429 -36 -4.5 ] +[.01131 .29429 0 4.5 ] +[.01131 .38403 -30 -4.5 ] +[.01131 .38403 0 4.5 ] +[.01131 .47376 -36 -4.5 ] +[.01131 .47376 0 4.5 ] +[.01131 .56349 -30 -4.5 ] +[.01131 .56349 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.2619 .02509 m +.2619 .03134 L +s +[(0.2)] .2619 .01259 0 1 Mshowa +.5 .02509 m +.5 .03134 L +s +[(0.4)] .5 .01259 0 1 Mshowa +.7381 .02509 m +.7381 .03134 L +s +[(0.6)] .7381 .01259 0 1 Mshowa +.97619 .02509 m +.97619 .03134 L +s +[(0.8)] .97619 .01259 0 1 Mshowa +.125 Mabswid +.08333 .02509 m +.08333 .02884 L +s +.14286 .02509 m +.14286 .02884 L +s +.20238 .02509 m +.20238 .02884 L +s +.32143 .02509 m +.32143 .02884 L +s +.38095 .02509 m +.38095 .02884 L +s +.44048 .02509 m +.44048 .02884 L +s +.55952 .02509 m +.55952 .02884 L +s +.61905 .02509 m +.61905 .02884 L +s +.67857 .02509 m +.67857 .02884 L +s +.79762 .02509 m +.79762 .02884 L +s +.85714 .02509 m +.85714 .02884 L +s +.91667 .02509 m +.91667 .02884 L +s +.25 Mabswid +0 .02509 m +1 .02509 L +s +.02381 .11483 m +.03006 .11483 L +s +[(-0.285)] .01131 .11483 1 0 Mshowa +.02381 .20456 m +.03006 .20456 L +s +[(-0.28)] .01131 .20456 1 0 Mshowa +.02381 .29429 m +.03006 .29429 L +s +[(-0.275)] .01131 .29429 1 0 Mshowa +.02381 .38403 m +.03006 .38403 L +s +[(-0.27)] .01131 .38403 1 0 Mshowa +.02381 .47376 m +.03006 .47376 L +s +[(-0.265)] .01131 .47376 1 0 Mshowa +.02381 .56349 m +.03006 .56349 L +s +[(-0.26)] .01131 .56349 1 0 Mshowa +.125 Mabswid +.02381 .04304 m +.02756 .04304 L +s +.02381 .06098 m +.02756 .06098 L +s +.02381 .07893 m +.02756 .07893 L +s +.02381 .09688 m +.02756 .09688 L +s +.02381 .13277 m +.02756 .13277 L +s +.02381 .15072 m +.02756 .15072 L +s +.02381 .16867 m +.02756 .16867 L +s +.02381 .18661 m +.02756 .18661 L +s +.02381 .22251 m +.02756 .22251 L +s +.02381 .24045 m +.02756 .24045 L +s +.02381 .2584 m +.02756 .2584 L +s +.02381 .27635 m +.02756 .27635 L +s +.02381 .31224 m +.02756 .31224 L +s +.02381 .33019 m +.02756 .33019 L +s +.02381 .34813 m +.02756 .34813 L +s +.02381 .36608 m +.02756 .36608 L +s +.02381 .40197 m +.02756 .40197 L +s +.02381 .41992 m +.02756 .41992 L +s +.02381 .43787 m +.02756 .43787 L +s +.02381 .45581 m +.02756 .45581 L +s +.02381 .49171 m +.02756 .49171 L +s +.02381 .50965 m +.02756 .50965 L +s +.02381 .5276 m +.02756 .5276 L +s +.02381 .54555 m +.02756 .54555 L +s +.02381 .00714 m +.02756 .00714 L +s +.02381 .58144 m +.02756 .58144 L +s +.02381 .59939 m +.02756 .59939 L +s +.02381 .61734 m +.02756 .61734 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.0001 w +.14286 -0.27633 -1.875 0 Mabsadd m +.14286 -0.27633 0 2.5 Mabsadd L +.14286 -0.27633 1.875 0 Mabsadd L +.14286 -0.27633 0 -2.5 Mabsadd L +.14286 -0.27633 -1.875 0 Mabsadd L closepath F +.2619 .15207 -1.875 0 Mabsadd m +.2619 .15207 0 2.5 Mabsadd L +.2619 .15207 1.875 0 Mabsadd L +.2619 .15207 0 -2.5 Mabsadd L +.2619 .15207 -1.875 0 Mabsadd L closepath F +.38095 .25989 -1.875 0 Mabsadd m +.38095 .25989 0 2.5 Mabsadd L +.38095 .25989 1.875 0 Mabsadd L +.38095 .25989 0 -2.5 Mabsadd L +.38095 .25989 -1.875 0 Mabsadd L closepath F +.5 .30116 -1.875 0 Mabsadd m +.5 .30116 0 2.5 Mabsadd L +.5 .30116 1.875 0 Mabsadd L +.5 .30116 0 -2.5 Mabsadd L +.5 .30116 -1.875 0 Mabsadd L closepath F +.61905 .33261 -1.875 0 Mabsadd m +.61905 .33261 0 2.5 Mabsadd L +.61905 .33261 1.875 0 Mabsadd L +.61905 .33261 0 -2.5 Mabsadd L +.61905 .33261 -1.875 0 Mabsadd L closepath F +.7381 .36985 -1.875 0 Mabsadd m +.7381 .36985 0 2.5 Mabsadd L +.7381 .36985 1.875 0 Mabsadd L +.7381 .36985 0 -2.5 Mabsadd L +.7381 .36985 -1.875 0 Mabsadd L closepath F +.85714 .417 -1.875 0 Mabsadd m +.85714 .417 0 2.5 Mabsadd L +.85714 .417 1.875 0 Mabsadd L +.85714 .417 0 -2.5 Mabsadd L +.85714 .417 -1.875 0 Mabsadd L closepath F +.97619 .47568 -1.875 0 Mabsadd m +.97619 .47568 0 2.5 Mabsadd L +.97619 .47568 1.875 0 Mabsadd L +.97619 .47568 0 -2.5 Mabsadd L +.97619 .47568 -1.875 0 Mabsadd L closepath F +.14286 .60332 0 2.5 Mabsadd m +.14286 .60332 -0.56518 .7779 Mabsadd L +.14286 .60332 -2.37764 .77254 Mabsadd L +.14286 .60332 -0.91448 -0.29713 Mabsadd L +.14286 .60332 -1.46946 -2.02254 Mabsadd L +.14286 .60332 0 -0.96154 Mabsadd L +.14286 .60332 1.46946 -2.02254 Mabsadd L +.14286 .60332 .91448 -0.29713 Mabsadd L +.14286 .60332 2.37764 .77254 Mabsadd L +.14286 .60332 .56518 .7779 Mabsadd L +.14286 .60332 0 2.5 Mabsadd L closepath F +.2619 .5685 0 2.5 Mabsadd m +.2619 .5685 -0.56518 .7779 Mabsadd L +.2619 .5685 -2.37764 .77254 Mabsadd L +.2619 .5685 -0.91448 -0.29713 Mabsadd L +.2619 .5685 -1.46946 -2.02254 Mabsadd L +.2619 .5685 0 -0.96154 Mabsadd L +.2619 .5685 1.46946 -2.02254 Mabsadd L +.2619 .5685 .91448 -0.29713 Mabsadd L +.2619 .5685 2.37764 .77254 Mabsadd L +.2619 .5685 .56518 .7779 Mabsadd L +.2619 .5685 0 2.5 Mabsadd L closepath F +.38095 .52355 0 2.5 Mabsadd m +.38095 .52355 -0.56518 .7779 Mabsadd L +.38095 .52355 -2.37764 .77254 Mabsadd L +.38095 .52355 -0.91448 -0.29713 Mabsadd L +.38095 .52355 -1.46946 -2.02254 Mabsadd L +.38095 .52355 0 -0.96154 Mabsadd L +.38095 .52355 1.46946 -2.02254 Mabsadd L +.38095 .52355 .91448 -0.29713 Mabsadd L +.38095 .52355 2.37764 .77254 Mabsadd L +.38095 .52355 .56518 .7779 Mabsadd L +.38095 .52355 0 2.5 Mabsadd L closepath F +.5 .48679 0 2.5 Mabsadd m +.5 .48679 -0.56518 .7779 Mabsadd L +.5 .48679 -2.37764 .77254 Mabsadd L +.5 .48679 -0.91448 -0.29713 Mabsadd L +.5 .48679 -1.46946 -2.02254 Mabsadd L +.5 .48679 0 -0.96154 Mabsadd L +.5 .48679 1.46946 -2.02254 Mabsadd L +.5 .48679 .91448 -0.29713 Mabsadd L +.5 .48679 2.37764 .77254 Mabsadd L +.5 .48679 .56518 .7779 Mabsadd L +.5 .48679 0 2.5 Mabsadd L closepath F +.61905 .47024 0 2.5 Mabsadd m +.61905 .47024 -0.56518 .7779 Mabsadd L +.61905 .47024 -2.37764 .77254 Mabsadd L +.61905 .47024 -0.91448 -0.29713 Mabsadd L +.61905 .47024 -1.46946 -2.02254 Mabsadd L +.61905 .47024 0 -0.96154 Mabsadd L +.61905 .47024 1.46946 -2.02254 Mabsadd L +.61905 .47024 .91448 -0.29713 Mabsadd L +.61905 .47024 2.37764 .77254 Mabsadd L +.61905 .47024 .56518 .7779 Mabsadd L +.61905 .47024 0 2.5 Mabsadd L closepath F +.7381 .47706 0 2.5 Mabsadd m +.7381 .47706 -0.56518 .7779 Mabsadd L +.7381 .47706 -2.37764 .77254 Mabsadd L +.7381 .47706 -0.91448 -0.29713 Mabsadd L +.7381 .47706 -1.46946 -2.02254 Mabsadd L +.7381 .47706 0 -0.96154 Mabsadd L +.7381 .47706 1.46946 -2.02254 Mabsadd L +.7381 .47706 .91448 -0.29713 Mabsadd L +.7381 .47706 2.37764 .77254 Mabsadd L +.7381 .47706 .56518 .7779 Mabsadd L +.7381 .47706 0 2.5 Mabsadd L closepath F +.85714 .50196 0 2.5 Mabsadd m +.85714 .50196 -0.56518 .7779 Mabsadd L +.85714 .50196 -2.37764 .77254 Mabsadd L +.85714 .50196 -0.91448 -0.29713 Mabsadd L +.85714 .50196 -1.46946 -2.02254 Mabsadd L +.85714 .50196 0 -0.96154 Mabsadd L +.85714 .50196 1.46946 -2.02254 Mabsadd L +.85714 .50196 .91448 -0.29713 Mabsadd L +.85714 .50196 2.37764 .77254 Mabsadd L +.85714 .50196 .56518 .7779 Mabsadd L +.85714 .50196 0 2.5 Mabsadd L closepath F +.97619 .54454 0 2.5 Mabsadd m +.97619 .54454 -0.56518 .7779 Mabsadd L +.97619 .54454 -2.37764 .77254 Mabsadd L +.97619 .54454 -0.91448 -0.29713 Mabsadd L +.97619 .54454 -1.46946 -2.02254 Mabsadd L +.97619 .54454 0 -0.96154 Mabsadd L +.97619 .54454 1.46946 -2.02254 Mabsadd L +.97619 .54454 .91448 -0.29713 Mabsadd L +.97619 .54454 2.37764 .77254 Mabsadd L +.97619 .54454 .56518 .7779 Mabsadd L +.97619 .54454 0 2.5 Mabsadd L closepath F +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg?oo0`00_?oo000Wool00`00ooooo`0fool4002l +ool002Ooo`03003ooooo03Ooo`800;goo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool0 +02Ooo`800?Ooo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool002Ooo`03003ooooo0?Ko +o`009ooo0P00mooo000Wool00`00ooooo`3fool002Ooo`03003ooooo0?Koo`003_oo0P001?oo00<0 +0?ooool00_oo10000ooo0P001Ooo00<00?ooool0m_oo000=ool01000ooooo`002?oo00<00?ooool0 +0ooo00@00?ooool000Coo`03003ooooo0?Koo`003Ooo00@00?ooool000Woo`03003ooooo00;oo`04 +003ooooo0004ool2003gool000Ooo`@000;oo`04003ooooo000:ool00`00ooooo`02ool20005ool0 +0`00ooooo`3fool000goo`04003ooooo000;ool01000ooooo`000_oo00<00?ooool00_oo00<00?oo +ool0m_oo000=ool01000ooooo`002?oo00@00?ooool000;oo`04003ooooo0004ool00`00ooooo`3f +ool000koo`8000[oo`8000Coo`8000Goo`800?Ooo`009ooo00<00?ooool0m_oo000Wool00`00oooo +o`3fool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool2003gool002Ooo`03003o +oooo0?Koo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`1Fool00`00ooooo`2Mool002Ooo`80 +05Koo`<009koo`009ooo00<00?ooool0E?oo1000W_oo000Wool00`00ooooo`1Eool2002Oool002Oo +o`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool2003gool002Ooo`03003ooooo0?Koo`00 +2?oo0P001?oo00<00?ooool00_oo10000ooo00<00?ooool00_oo0`001Ooo00<00?ooool0m_oo0007 +ool01000ooooo`002?oo00<00?ooool01?oo00<00?ooool01Ooo00<00?ooool00_oo00<00?ooool0 +m_oo0007ool01000ooooo`002Ooo00<00?ooool01?oo00<00?ooool01?oo00<00?ooool00_oo0P00 +MOoo00<00?ooool0Oooo00000ooo000000020002ool01000ooooo`002_oo00<00?ooool00ooo00@0 +0?ooooooo`<000Goo`03003ooooo07?oo`<0083oo`001ooo00@00?ooool000_oo`03003ooooo00?o +o`04003ooooo0007ool00`00ooooo`1bool40020ool000Ooo`04003ooooo0008ool01000ooooo`00 +0_oo00@00?ooool000;oo`03003ooooo00Goo`03003ooooo07?oo`80087oo`002?oo0P002_oo0P00 +0ooo10000_oo10001?oo00<00?ooool0m_oo000Wool2003gool002Ooo`03003ooooo0?Koo`009ooo +00<00?ooool0m_oo000Wool00`00ooooo`2Bool00`00ooooo`1Qool002Ooo`8009;oo`<006;oo`00 +9ooo00<00?ooool0T?oo1000H_oo000Wool00`00ooooo`2Aool2001Sool002Ooo`03003ooooo0?Ko +o`009ooo00<00?ooool0m_oo000Wool2003gool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0 +m_oo000Wool00`00ooooo`3fool002Ooo`800;3oo`8004Goo`009ooo00<00?ooool0[_oo1000A?oo +000Wool00`00ooooo`2_ool30014ool000koo`8000Coo`03003ooooo00;oo`@000?oo`03003ooooo +00Coo`03003ooooo0;3oo`03003ooooo04?oo`003Ooo00@00?ooool000Soo`03003ooooo00Coo`03 +003ooooo00Coo`03003ooooo0?Koo`003Ooo00@00?ooool000Woo`03003ooooo00Coo`03003ooooo +00?oo`800?Ooo`001ooo10000_oo00@00?ooool000[oo`03003ooooo00?oo`03003ooooo00?oo`03 +003ooooo0?Koo`003Ooo00@00?ooool000_oo`03003ooooo00?oo`03003ooooo00;oo`03003ooooo +0?Koo`003Ooo00@00?ooool000Soo`04003ooooo0002ool01000ooooo`001?oo00<00?ooool0m_oo +000>ool2000:ool20003ool40004ool2003gool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0 +m_oo000Wool00`00ooooo`3=ool2000Wool002Ooo`03003ooooo0ool00`00ooooo`0Uool002Ooo`03003ooooo0?Koo`009ooo00<0 +0?ooool0m_oo000Wool2003gool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool0 +0`00ooooo`3fool002Ooo`03003ooooo0?Koo`009ooo0P00mooo000Wool00`00ooooo`3fool000So +o`8000Coo`03003ooooo00;oo`@000?oo`8000?oo`<000Goo`03003ooooo097oo`8006?oo`001ooo +00@00?ooool000Soo`03003ooooo00?oo`04003ooooo0005ool00`00ooooo`02ool00`00ooooo`2A +ool2001Iool00`00ooooo`07ool000Ooo`04003ooooo0009ool00`00ooooo`02ool01000ooooo`00 +1Ooo00<00?ooool00_oo0P00TOoo10006ooo0P00>_oo0P002Ooo00000ooo000000020002ool01000 +ooooo`002_oo00@00?ooooooo`<000?oo`<000Goo`03003ooooo0:ooo`8003Woo`<000Woo`001ooo +00@00?ooool000_oo`04003ooooo0005ool00`00ooooo`05ool00`00ooooo`2]ool5000iool20009 +ool000Ooo`04003ooooo0008ool01000ooooo`000_oo00<00?ooool00ooo00<00?ooool01Ooo00<0 +0?ooool0Looo0P00POoo0008ool2000:ool20004ool30002ool40004ool00`00ooooo`1bool40020 +ool002Ooo`8007Goo`03003ooooo07ooo`009ooo00<00?ooool0cOoo0P009ooo000Wool00`00oooo +o`3=ool2000Wool002Ooo`03003ooooo0<_oo`D002Koo`009ooo0P00mooo000Wool00`00ooooo`3f +ool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0EOoo0P00Wooo000Wool00`00ooooo`1Eool3 +002Nool002Ooo`8005Goo`D009goo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool002Oo +o`03003ooooo0>_oo`8000Woo`009ooo0P00k?oo00<00?ooool02?oo000Wool00`00ooooo`3Yool5 +0008ool002Ooo`03003ooooo0?Koo`003_oo0P001?oo00<00?ooool00_oo10000ooo0P001Ooo00<0 +0?ooool0m_oo000=ool01000ooooo`002?oo00<00?ooool00ooo00@00?ooool000Coo`03003ooooo +0?Koo`003Ooo00@00?ooool000Woo`03003ooooo00;oo`04003ooooo0004ool2000hool3002lool0 +00Ooo`@000;oo`04003ooooo000:ool01000oooooooo0`001Ooo00<00?ooool0=ooo0P00_Ooo000= +ool01000ooooo`002ooo00@00?ooool000Ooo`03003ooooo03Koo`D00;_oo`003Ooo00@00?ooool0 +00Soo`04003ooooo0002ool00`00ooooo`05ool00`00ooooo`0hool00`00ooooo`2kool000koo`80 +00[oo`8000Coo`<000Coo`800?Ooo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool002Oo +o`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool2000Kool00`00ooooo`3Iool002Ooo`03 +003ooooo01Woo`<00=[oo`009ooo00<00?ooool06?oo1@00fOoo000Wool00`00ooooo`3fool002Oo +o`800?Ooo`00oooo8Ooo003ooolQool00?ooob7oo`00oooo8Ooo003ooolQool00?ooob7oo`00oooo +8Ooo003ooolQool00001\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.131075, -0.294483, \ +0.00334919, 0.000222165}}], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 1.19048 6.4362 24.2141 [ +[.2619 .12803 -9 -9 ] +[.2619 .12803 9 0 ] +[.5 .12803 -9 -9 ] +[.5 .12803 9 0 ] +[.7381 .12803 -9 -9 ] +[.7381 .12803 9 0 ] +[.97619 .12803 -9 -9 ] +[.97619 .12803 9 0 ] +[.01131 .01946 -36 -4.5 ] +[.01131 .01946 0 4.5 ] +[.01131 .2616 -36 -4.5 ] +[.01131 .2616 0 4.5 ] +[.01131 .38267 -30 -4.5 ] +[.01131 .38267 0 4.5 ] +[.01131 .50374 -36 -4.5 ] +[.01131 .50374 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.2619 .14053 m +.2619 .14678 L +s +[(0.2)] .2619 .12803 0 1 Mshowa +.5 .14053 m +.5 .14678 L +s +[(0.4)] .5 .12803 0 1 Mshowa +.7381 .14053 m +.7381 .14678 L +s +[(0.6)] .7381 .12803 0 1 Mshowa +.97619 .14053 m +.97619 .14678 L +s +[(0.8)] .97619 .12803 0 1 Mshowa +.125 Mabswid +.08333 .14053 m +.08333 .14428 L +s +.14286 .14053 m +.14286 .14428 L +s +.20238 .14053 m +.20238 .14428 L +s +.32143 .14053 m +.32143 .14428 L +s +.38095 .14053 m +.38095 .14428 L +s +.44048 .14053 m +.44048 .14428 L +s +.55952 .14053 m +.55952 .14428 L +s +.61905 .14053 m +.61905 .14428 L +s +.67857 .14053 m +.67857 .14428 L +s +.79762 .14053 m +.79762 .14428 L +s +.85714 .14053 m +.85714 .14428 L +s +.91667 .14053 m +.91667 .14428 L +s +.25 Mabswid +0 .14053 m +1 .14053 L +s +.02381 .01946 m +.03006 .01946 L +s +[(-0.265)] .01131 .01946 1 0 Mshowa +.02381 .2616 m +.03006 .2616 L +s +[(-0.255)] .01131 .2616 1 0 Mshowa +.02381 .38267 m +.03006 .38267 L +s +[(-0.25)] .01131 .38267 1 0 Mshowa +.02381 .50374 m +.03006 .50374 L +s +[(-0.245)] .01131 .50374 1 0 Mshowa +.125 Mabswid +.02381 .04368 m +.02756 .04368 L +s +.02381 .06789 m +.02756 .06789 L +s +.02381 .0921 m +.02756 .0921 L +s +.02381 .11632 m +.02756 .11632 L +s +.02381 .16475 m +.02756 .16475 L +s +.02381 .18896 m +.02756 .18896 L +s +.02381 .21317 m +.02756 .21317 L +s +.02381 .23739 m +.02756 .23739 L +s +.02381 .28582 m +.02756 .28582 L +s +.02381 .31003 m +.02756 .31003 L +s +.02381 .33424 m +.02756 .33424 L +s +.02381 .35846 m +.02756 .35846 L +s +.02381 .40689 m +.02756 .40689 L +s +.02381 .4311 m +.02756 .4311 L +s +.02381 .45531 m +.02756 .45531 L +s +.02381 .47953 m +.02756 .47953 L +s +.02381 .52796 m +.02756 .52796 L +s +.02381 .55217 m +.02756 .55217 L +s +.02381 .57639 m +.02756 .57639 L +s +.02381 .6006 m +.02756 .6006 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.0001 w +.14286 .93943 -1.875 0 Mabsadd m +.14286 .93943 0 2.5 Mabsadd L +.14286 .93943 1.875 0 Mabsadd L +.14286 .93943 0 -2.5 Mabsadd L +.14286 .93943 -1.875 0 Mabsadd L closepath F +.2619 .55143 -1.875 0 Mabsadd m +.2619 .55143 0 2.5 Mabsadd L +.2619 .55143 1.875 0 Mabsadd L +.2619 .55143 0 -2.5 Mabsadd L +.2619 .55143 -1.875 0 Mabsadd L closepath F +.38095 .37491 -1.875 0 Mabsadd m +.38095 .37491 0 2.5 Mabsadd L +.38095 .37491 1.875 0 Mabsadd L +.38095 .37491 0 -2.5 Mabsadd L +.38095 .37491 -1.875 0 Mabsadd L closepath F +.5 .26959 -1.875 0 Mabsadd m +.5 .26959 0 2.5 Mabsadd L +.5 .26959 1.875 0 Mabsadd L +.5 .26959 0 -2.5 Mabsadd L +.5 .26959 -1.875 0 Mabsadd L closepath F +.61905 .21542 -1.875 0 Mabsadd m +.61905 .21542 0 2.5 Mabsadd L +.61905 .21542 1.875 0 Mabsadd L +.61905 .21542 0 -2.5 Mabsadd L +.61905 .21542 -1.875 0 Mabsadd L closepath F +.7381 .20126 -1.875 0 Mabsadd m +.7381 .20126 0 2.5 Mabsadd L +.7381 .20126 1.875 0 Mabsadd L +.7381 .20126 0 -2.5 Mabsadd L +.7381 .20126 -1.875 0 Mabsadd L closepath F +.85714 .21888 -1.875 0 Mabsadd m +.85714 .21888 0 2.5 Mabsadd L +.85714 .21888 1.875 0 Mabsadd L +.85714 .21888 0 -2.5 Mabsadd L +.85714 .21888 -1.875 0 Mabsadd L closepath F +.97619 .26355 -1.875 0 Mabsadd m +.97619 .26355 0 2.5 Mabsadd L +.97619 .26355 1.875 0 Mabsadd L +.97619 .26355 0 -2.5 Mabsadd L +.97619 .26355 -1.875 0 Mabsadd L closepath F +.14286 .19426 0 2.5 Mabsadd m +.14286 .19426 -0.56518 .7779 Mabsadd L +.14286 .19426 -2.37764 .77254 Mabsadd L +.14286 .19426 -0.91448 -0.29713 Mabsadd L +.14286 .19426 -1.46946 -2.02254 Mabsadd L +.14286 .19426 0 -0.96154 Mabsadd L +.14286 .19426 1.46946 -2.02254 Mabsadd L +.14286 .19426 .91448 -0.29713 Mabsadd L +.14286 .19426 2.37764 .77254 Mabsadd L +.14286 .19426 .56518 .7779 Mabsadd L +.14286 .19426 0 2.5 Mabsadd L closepath F +.2619 .14729 0 2.5 Mabsadd m +.2619 .14729 -0.56518 .7779 Mabsadd L +.2619 .14729 -2.37764 .77254 Mabsadd L +.2619 .14729 -0.91448 -0.29713 Mabsadd L +.2619 .14729 -1.46946 -2.02254 Mabsadd L +.2619 .14729 0 -0.96154 Mabsadd L +.2619 .14729 1.46946 -2.02254 Mabsadd L +.2619 .14729 .91448 -0.29713 Mabsadd L +.2619 .14729 2.37764 .77254 Mabsadd L +.2619 .14729 .56518 .7779 Mabsadd L +.2619 .14729 0 2.5 Mabsadd L closepath F +.38095 .08663 0 2.5 Mabsadd m +.38095 .08663 -0.56518 .7779 Mabsadd L +.38095 .08663 -2.37764 .77254 Mabsadd L +.38095 .08663 -0.91448 -0.29713 Mabsadd L +.38095 .08663 -1.46946 -2.02254 Mabsadd L +.38095 .08663 0 -0.96154 Mabsadd L +.38095 .08663 1.46946 -2.02254 Mabsadd L +.38095 .08663 .91448 -0.29713 Mabsadd L +.38095 .08663 2.37764 .77254 Mabsadd L +.38095 .08663 .56518 .7779 Mabsadd L +.38095 .08663 0 2.5 Mabsadd L closepath F +.5 .03704 0 2.5 Mabsadd m +.5 .03704 -0.56518 .7779 Mabsadd L +.5 .03704 -2.37764 .77254 Mabsadd L +.5 .03704 -0.91448 -0.29713 Mabsadd L +.5 .03704 -1.46946 -2.02254 Mabsadd L +.5 .03704 0 -0.96154 Mabsadd L +.5 .03704 1.46946 -2.02254 Mabsadd L +.5 .03704 .91448 -0.29713 Mabsadd L +.5 .03704 2.37764 .77254 Mabsadd L +.5 .03704 .56518 .7779 Mabsadd L +.5 .03704 0 2.5 Mabsadd L closepath F +.61905 .01472 0 2.5 Mabsadd m +.61905 .01472 -0.56518 .7779 Mabsadd L +.61905 .01472 -2.37764 .77254 Mabsadd L +.61905 .01472 -0.91448 -0.29713 Mabsadd L +.61905 .01472 -1.46946 -2.02254 Mabsadd L +.61905 .01472 0 -0.96154 Mabsadd L +.61905 .01472 1.46946 -2.02254 Mabsadd L +.61905 .01472 .91448 -0.29713 Mabsadd L +.61905 .01472 2.37764 .77254 Mabsadd L +.61905 .01472 .56518 .7779 Mabsadd L +.61905 .01472 0 2.5 Mabsadd L closepath F +.7381 .02392 0 2.5 Mabsadd m +.7381 .02392 -0.56518 .7779 Mabsadd L +.7381 .02392 -2.37764 .77254 Mabsadd L +.7381 .02392 -0.91448 -0.29713 Mabsadd L +.7381 .02392 -1.46946 -2.02254 Mabsadd L +.7381 .02392 0 -0.96154 Mabsadd L +.7381 .02392 1.46946 -2.02254 Mabsadd L +.7381 .02392 .91448 -0.29713 Mabsadd L +.7381 .02392 2.37764 .77254 Mabsadd L +.7381 .02392 .56518 .7779 Mabsadd L +.7381 .02392 0 2.5 Mabsadd L closepath F +.85714 .0575 0 2.5 Mabsadd m +.85714 .0575 -0.56518 .7779 Mabsadd L +.85714 .0575 -2.37764 .77254 Mabsadd L +.85714 .0575 -0.91448 -0.29713 Mabsadd L +.85714 .0575 -1.46946 -2.02254 Mabsadd L +.85714 .0575 0 -0.96154 Mabsadd L +.85714 .0575 1.46946 -2.02254 Mabsadd L +.85714 .0575 .91448 -0.29713 Mabsadd L +.85714 .0575 2.37764 .77254 Mabsadd L +.85714 .0575 .56518 .7779 Mabsadd L +.85714 .0575 0 2.5 Mabsadd L closepath F +.97619 .11496 0 2.5 Mabsadd m +.97619 .11496 -0.56518 .7779 Mabsadd L +.97619 .11496 -2.37764 .77254 Mabsadd L +.97619 .11496 -0.91448 -0.29713 Mabsadd L +.97619 .11496 -1.46946 -2.02254 Mabsadd L +.97619 .11496 0 -0.96154 Mabsadd L +.97619 .11496 1.46946 -2.02254 Mabsadd L +.97619 .11496 .91448 -0.29713 Mabsadd L +.97619 .11496 2.37764 .77254 Mabsadd L +.97619 .11496 .56518 .7779 Mabsadd L +.97619 .11496 0 2.5 Mabsadd L closepath F +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHg?oo10009_oo000Wool00`00ooooo`2Aool2000jool3 +000Vool002Ooo`03003ooooo0"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.131075, -0.267609, \ +0.00334919, 0.000164662}}], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 1.19048 15.6558 58.9793 [ +[.2619 .30867 -9 -9 ] +[.2619 .30867 9 0 ] +[.5 .30867 -9 -9 ] +[.5 .30867 9 0 ] +[.7381 .30867 -9 -9 ] +[.7381 .30867 9 0 ] +[.97619 .30867 -9 -9 ] +[.97619 .30867 9 0 ] +[.01131 .08525 -36 -4.5 ] +[.01131 .08525 0 4.5 ] +[.01131 .20321 -36 -4.5 ] +[.01131 .20321 0 4.5 ] +[.01131 .43913 -36 -4.5 ] +[.01131 .43913 0 4.5 ] +[.01131 .55709 -36 -4.5 ] +[.01131 .55709 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.2619 .32117 m +.2619 .32742 L +s +[(0.2)] .2619 .30867 0 1 Mshowa +.5 .32117 m +.5 .32742 L +s +[(0.4)] .5 .30867 0 1 Mshowa +.7381 .32117 m +.7381 .32742 L +s +[(0.6)] .7381 .30867 0 1 Mshowa +.97619 .32117 m +.97619 .32742 L +s +[(0.8)] .97619 .30867 0 1 Mshowa +.125 Mabswid +.08333 .32117 m +.08333 .32492 L +s +.14286 .32117 m +.14286 .32492 L +s +.20238 .32117 m +.20238 .32492 L +s +.32143 .32117 m +.32143 .32492 L +s +.38095 .32117 m +.38095 .32492 L +s +.44048 .32117 m +.44048 .32492 L +s +.55952 .32117 m +.55952 .32492 L +s +.61905 .32117 m +.61905 .32492 L +s +.67857 .32117 m +.67857 .32492 L +s +.79762 .32117 m +.79762 .32492 L +s +.85714 .32117 m +.85714 .32492 L +s +.91667 .32117 m +.91667 .32492 L +s +.25 Mabswid +0 .32117 m +1 .32117 L +s +.02381 .08525 m +.03006 .08525 L +s +[(-0.264)] .01131 .08525 1 0 Mshowa +.02381 .20321 m +.03006 .20321 L +s +[(-0.262)] .01131 .20321 1 0 Mshowa +.02381 .43913 m +.03006 .43913 L +s +[(-0.258)] .01131 .43913 1 0 Mshowa +.02381 .55709 m +.03006 .55709 L +s +[(-0.256)] .01131 .55709 1 0 Mshowa +.125 Mabswid +.02381 .11474 m +.02756 .11474 L +s +.02381 .14423 m +.02756 .14423 L +s +.02381 .17372 m +.02756 .17372 L +s +.02381 .2327 m +.02756 .2327 L +s +.02381 .26219 m +.02756 .26219 L +s +.02381 .29168 m +.02756 .29168 L +s +.02381 .35066 m +.02756 .35066 L +s +.02381 .38015 m +.02756 .38015 L +s +.02381 .40964 m +.02756 .40964 L +s +.02381 .46862 m +.02756 .46862 L +s +.02381 .49811 m +.02756 .49811 L +s +.02381 .5276 m +.02756 .5276 L +s +.02381 .05576 m +.02756 .05576 L +s +.02381 .02628 m +.02756 .02628 L +s +.02381 .58658 m +.02756 .58658 L +s +.02381 .61607 m +.02756 .61607 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.0001 w +.14286 .60332 -1.875 0 Mabsadd m +.14286 .60332 0 2.5 Mabsadd L +.14286 .60332 1.875 0 Mabsadd L +.14286 .60332 0 -2.5 Mabsadd L +.14286 .60332 -1.875 0 Mabsadd L closepath F +.2619 .49012 -1.875 0 Mabsadd m +.2619 .49012 0 2.5 Mabsadd L +.2619 .49012 1.875 0 Mabsadd L +.2619 .49012 0 -2.5 Mabsadd L +.2619 .49012 -1.875 0 Mabsadd L closepath F +.38095 .33746 -1.875 0 Mabsadd m +.38095 .33746 0 2.5 Mabsadd L +.38095 .33746 1.875 0 Mabsadd L +.38095 .33746 0 -2.5 Mabsadd L +.38095 .33746 -1.875 0 Mabsadd L closepath F +.5 .21958 -1.875 0 Mabsadd m +.5 .21958 0 2.5 Mabsadd L +.5 .21958 1.875 0 Mabsadd L +.5 .21958 0 -2.5 Mabsadd L +.5 .21958 -1.875 0 Mabsadd L closepath F +.61905 .17083 -1.875 0 Mabsadd m +.61905 .17083 0 2.5 Mabsadd L +.61905 .17083 1.875 0 Mabsadd L +.61905 .17083 0 -2.5 Mabsadd L +.61905 .17083 -1.875 0 Mabsadd L closepath F +.7381 .1918 -1.875 0 Mabsadd m +.7381 .1918 0 2.5 Mabsadd L +.7381 .1918 1.875 0 Mabsadd L +.7381 .1918 0 -2.5 Mabsadd L +.7381 .1918 -1.875 0 Mabsadd L closepath F +.85714 .27431 -1.875 0 Mabsadd m +.85714 .27431 0 2.5 Mabsadd L +.85714 .27431 1.875 0 Mabsadd L +.85714 .27431 0 -2.5 Mabsadd L +.85714 .27431 -1.875 0 Mabsadd L closepath F +.97619 .41285 -1.875 0 Mabsadd m +.97619 .41285 0 2.5 Mabsadd L +.97619 .41285 1.875 0 Mabsadd L +.97619 .41285 0 -2.5 Mabsadd L +.97619 .41285 -1.875 0 Mabsadd L closepath F +.14286 .45205 0 2.5 Mabsadd m +.14286 .45205 -0.56518 .7779 Mabsadd L +.14286 .45205 -2.37764 .77254 Mabsadd L +.14286 .45205 -0.91448 -0.29713 Mabsadd L +.14286 .45205 -1.46946 -2.02254 Mabsadd L +.14286 .45205 0 -0.96154 Mabsadd L +.14286 .45205 1.46946 -2.02254 Mabsadd L +.14286 .45205 .91448 -0.29713 Mabsadd L +.14286 .45205 2.37764 .77254 Mabsadd L +.14286 .45205 .56518 .7779 Mabsadd L +.14286 .45205 0 2.5 Mabsadd L closepath F +.2619 .33763 0 2.5 Mabsadd m +.2619 .33763 -0.56518 .7779 Mabsadd L +.2619 .33763 -2.37764 .77254 Mabsadd L +.2619 .33763 -0.91448 -0.29713 Mabsadd L +.2619 .33763 -1.46946 -2.02254 Mabsadd L +.2619 .33763 0 -0.96154 Mabsadd L +.2619 .33763 1.46946 -2.02254 Mabsadd L +.2619 .33763 .91448 -0.29713 Mabsadd L +.2619 .33763 2.37764 .77254 Mabsadd L +.2619 .33763 .56518 .7779 Mabsadd L +.2619 .33763 0 2.5 Mabsadd L closepath F +.38095 .18988 0 2.5 Mabsadd m +.38095 .18988 -0.56518 .7779 Mabsadd L +.38095 .18988 -2.37764 .77254 Mabsadd L +.38095 .18988 -0.91448 -0.29713 Mabsadd L +.38095 .18988 -1.46946 -2.02254 Mabsadd L +.38095 .18988 0 -0.96154 Mabsadd L +.38095 .18988 1.46946 -2.02254 Mabsadd L +.38095 .18988 .91448 -0.29713 Mabsadd L +.38095 .18988 2.37764 .77254 Mabsadd L +.38095 .18988 .56518 .7779 Mabsadd L +.38095 .18988 0 2.5 Mabsadd L closepath F +.5 .06909 0 2.5 Mabsadd m +.5 .06909 -0.56518 .7779 Mabsadd L +.5 .06909 -2.37764 .77254 Mabsadd L +.5 .06909 -0.91448 -0.29713 Mabsadd L +.5 .06909 -1.46946 -2.02254 Mabsadd L +.5 .06909 0 -0.96154 Mabsadd L +.5 .06909 1.46946 -2.02254 Mabsadd L +.5 .06909 .91448 -0.29713 Mabsadd L +.5 .06909 2.37764 .77254 Mabsadd L +.5 .06909 .56518 .7779 Mabsadd L +.5 .06909 0 2.5 Mabsadd L closepath F +.61905 .01472 0 2.5 Mabsadd m +.61905 .01472 -0.56518 .7779 Mabsadd L +.61905 .01472 -2.37764 .77254 Mabsadd L +.61905 .01472 -0.91448 -0.29713 Mabsadd L +.61905 .01472 -1.46946 -2.02254 Mabsadd L +.61905 .01472 0 -0.96154 Mabsadd L +.61905 .01472 1.46946 -2.02254 Mabsadd L +.61905 .01472 .91448 -0.29713 Mabsadd L +.61905 .01472 2.37764 .77254 Mabsadd L +.61905 .01472 .56518 .7779 Mabsadd L +.61905 .01472 0 2.5 Mabsadd L closepath F +.7381 .03713 0 2.5 Mabsadd m +.7381 .03713 -0.56518 .7779 Mabsadd L +.7381 .03713 -2.37764 .77254 Mabsadd L +.7381 .03713 -0.91448 -0.29713 Mabsadd L +.7381 .03713 -1.46946 -2.02254 Mabsadd L +.7381 .03713 0 -0.96154 Mabsadd L +.7381 .03713 1.46946 -2.02254 Mabsadd L +.7381 .03713 .91448 -0.29713 Mabsadd L +.7381 .03713 2.37764 .77254 Mabsadd L +.7381 .03713 .56518 .7779 Mabsadd L +.7381 .03713 0 2.5 Mabsadd L closepath F +.85714 .11893 0 2.5 Mabsadd m +.85714 .11893 -0.56518 .7779 Mabsadd L +.85714 .11893 -2.37764 .77254 Mabsadd L +.85714 .11893 -0.91448 -0.29713 Mabsadd L +.85714 .11893 -1.46946 -2.02254 Mabsadd L +.85714 .11893 0 -0.96154 Mabsadd L +.85714 .11893 1.46946 -2.02254 Mabsadd L +.85714 .11893 .91448 -0.29713 Mabsadd L +.85714 .11893 2.37764 .77254 Mabsadd L +.85714 .11893 .56518 .7779 Mabsadd L +.85714 .11893 0 2.5 Mabsadd L closepath F +.97619 .25889 0 2.5 Mabsadd m +.97619 .25889 -0.56518 .7779 Mabsadd L +.97619 .25889 -2.37764 .77254 Mabsadd L +.97619 .25889 -0.91448 -0.29713 Mabsadd L +.97619 .25889 -1.46946 -2.02254 Mabsadd L +.97619 .25889 0 -0.96154 Mabsadd L +.97619 .25889 1.46946 -2.02254 Mabsadd L +.97619 .25889 .91448 -0.29713 Mabsadd L +.97619 .25889 2.37764 .77254 Mabsadd L +.97619 .25889 .56518 .7779 Mabsadd L +.97619 .25889 0 2.5 Mabsadd L closepath F +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgool2 +000Wool002Ooo`03003ooooo0_oo`03003ooooo00Soo`009ooo0P00j_oo1@002?oo000Wool00`00ooooo`3fool0 +02Ooo`03003ooooo0_oo`8000Woo`009ooo00<00?ooool0k?oo +00<00?ooool01ooo000Wool00`00ooooo`3fool002Ooo`03003ooooo0?Koo`002?oo0P001?oo00<0 +0?ooool00_oo10000_oo0`001?oo0P001Ooo00<00?ooool0m_oo0007ool01000ooooo`002?oo00<0 +0?ooool01_oo00@00?ooool000;oo`03003ooooo00;oo`03003ooooo0?Koo`001ooo00@00?ooool0 +00Woo`03003ooooo00Goo`04003ooooo0002ool00`00ooooo`02ool2003gool00003ool000000080 +00;oo`04003ooooo000:ool01000oooooooo0`001?oo0P001Ooo00<00?ooool0m_oo0007ool01000 +ooooo`002ooo00@00?ooool000Goo`04003ooooo0004ool00`00ooooo`0Jool2003Jool000Ooo`04 +003ooooo0008ool01000ooooo`000_oo00<00?ooool00ooo00@00?ooool000Coo`03003ooooo01[o +o`03003ooooo0=Woo`002?oo0P002_oo0P000ooo10000ooo0P001Ooo00<00?ooool06?oo1@00fOoo +000Wool00`00ooooo`3fool002Ooo`03003ooooo0?Koo`009ooo0P00mooo000Wool00`00ooooo`3f +ool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`0gool2002mool0 +02Ooo`03003ooooo03Koo`@00;coo`009ooo00<00?ooool0=ooo0`00_?oo000Wool2000iool00`00 +ooooo`2kool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool0 +02Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`3fool002Ooo`03003o +oooo0?Koo`009ooo0P00mooo000Wool00`00ooooo`3fool002Ooo`03003ooooo0?Koo`009ooo00<0 +0?ooool0m_oo000Wool00`00ooooo`3fool000Soo`8000Coo`03003ooooo00;oo`@000;oo`<000Co +o`8000Goo`03003ooooo0?Koo`001ooo00@00?ooool000Soo`03003ooooo00Koo`04003ooooo0002 +ool00`00ooooo`02ool00`00ooooo`3fool000Ooo`04003ooooo0009ool00`00ooooo`05ool01000 +ooooo`000_oo00<00?ooool00_oo0P00mooo00000ooo000000020002ool01000ooooo`002_oo00@0 +0?ooooooo`<000?oo`<000Goo`03003ooooo0?Koo`001ooo00@00?ooool000_oo`04003ooooo0005 +ool00`00ooooo`05ool00`00ooooo`3fool000Ooo`04003ooooo0008ool01000ooooo`000_oo00<0 +0?ooool00ooo00<00?ooool01Ooo00<00?ooool0m_oo0008ool2000:ool20003ool40003ool30004 +ool00`00ooooo`3fool002Ooo`03003ooooo0?Koo`009ooo00<00?ooool0m_oo000Wool00`00oooo +o`3fool002Ooo`800?Ooo`009ooo00<00?ooool0m_oo000Wool00`00ooooo`0Jool00`00ooooo`3I +ool002Ooo`03003ooooo01[oo`800=[oo`009ooo00<00?ooool06Ooo0`00f_oo000Wool00`00oooo +o`0Jool00`00ooooo`3Iool002Ooo`03003ooooo0?Koo`009ooo0P00mooo000Wool00`00ooooo`3f +ool00?ooob7oo`00oooo8Ooo003ooolQool00?ooob7oo`00oooo8Ooo003ooolQool00?ooob7oo`00 +oooo8Ooo003ooolQool00?ooob7oo`00\ +\>"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.131075, -0.266187, \ +0.00334919, 6.76025*^-5}}] +}, Open ]], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False], ",", + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False], ",", + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]}], "}"}]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvscores[\([All, 2]\)]\)], "Input"], + +Cell[BoxData[ + \({\(-0.257781`\), \(-0.259721`\), \(-0.262226`\), \(-0.264274`\), \ +\(-0.265196`\), \(-0.264816`\), \(-0.263429`\), \(-0.261056`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(mmcascores[\([All, 2, 3]\)]\)], "Input"], + +Cell[BoxData[ + \({\(-0.25521616833724303`\), \(-0.25713546285338934`\), \ +\(-0.2597239016622504`\), \(-0.26172251786079087`\), \ +\(-0.26254906597303496`\), \(-0.2621935545704639`\), \ +\(-0.26079446758307273`\), \(-0.25844566063033403`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(% - %%\)], "Input"], + +Cell[BoxData[ + \({0.00256483166275695`, 0.002585537146610639`, 0.002502098337749614`, + 0.002551482139209138`, 0.002646934026965031`, 0.002622445429536102`, + 0.0026345324169272932`, 0.0026103393696659816`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Run[%]\)], "Input"], + +Cell[BoxData[ + \(0\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(fromCcode = \(-{0.452128, \n0.249154, \n0.169293, \n0.127828, \n + 0.102583}\)\)], "Input"], + +Cell[BoxData[ + \({\(-0.452128`\), \(-0.249154`\), \(-0.169293`\), \(-0.127828`\), \ +\(-0.102583`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa[\([1]\)]\)], "Input"], + +Cell[BoxData[ + \({\(-0.45791512551936225`\), \(-0.24994866360087614`\), \ +\(-0.1695325246081421`\), \(-0.1279295637591679`\), \ +\(-0.10263525317135114`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa[\([1]\)] - fromCcode\)], "Input"], + +Cell[BoxData[ + \({\(-0.0057871255193622795`\), \(-0.0007946636008761554`\), \ +\(-0.00023952460814211096`\), \(-0.00010156375916789417`\), \ +\(-0.00005225317135114371`\)}\)], "Output"] +}, Open ]], + +Cell[BoxData[ + \({\)], "Input"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa[\([2]\)] - fromCcode\)], "Input"], + +Cell[BoxData[ + \({0.06674783455362548`, 0.03547281643561773`, 0.023938795416187153`, + 0.018032176259079047`, 0.014454738843246412`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \({1, 2, 3, 4, 5}*\((aaa[\([1]\)] - fromCcode)\)\)], "Input"], + +Cell[BoxData[ + \({\(-0.0057871255193622795`\), \(-0.0015893272017523108`\), \ +\(-0.0007185738244263329`\), \(-0.0004062550366715767`\), \ +\(-0.00026126585675571856`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \({1, 2, 3, 4, 5}*\((aaa[\([2]\)] - fromCcode)\)\)], "Input"], + +Cell[BoxData[ + \({0.06674783455362548`, 0.07094563287123545`, 0.07181638624856146`, + 0.07212870503631619`, 0.07227369421623206`}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Length[data]\)], "Input"], + +Cell[BoxData[ + \(11\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(2 \((gauss[0] // N)\)/Length[data]\)], "Input"], + +Cell[BoxData[ + \(0.07253496007298776`\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(aaa[\([1]\)] + %\)], "Input"], + +Cell[BoxData[ + \({{\(-0.3853801654463745`\), \(-0.17741370352788838`\), \ +\(-0.09699756453515435`\), \(-0.05539460368618013`\), \ +\(-0.030100293098363373`\)}, {\(-0.3128452053733867`\), \ +\(-0.1411462234913945`\), \(-0.07281924451082508`\), \(-0.037260863667933186`\ +\), \(-0.015593301083765818`\)}}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Integrate[ + star[gauss, x] + 2 gauss[x], {x, \(-Infinity\), Infinity}]\)], "Input"], + +Cell[BoxData[ + \(1\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Integrate[ + x^2 \((star[gauss, x] + 2 gauss[x])\), {x, \(-Infinity\), + Infinity}]\)], "Input"], + +Cell[BoxData[ + \(2\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(gaussstar[x]\)], "Input"], + +Cell[BoxData[ + \(\(-\[ExponentialE]\^\(-\(x\^2\/2\)\)\)\ \@\(2\/\[Pi]\) + \ +\[ExponentialE]\^\(-\(x\^2\/4\)\)\/\(2\ \@\[Pi]\)\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(lscvM1[gauss, gaussstar, data, 1]\)], "Input"], + +Cell[BoxData[ + \({\(-0.45791512551936225`\), \(-0.3853801654463745`\)}\)], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(MultipleListPlot[Transpose[%], PlotRange \[Rule] All]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.00437318 0.0194363 0.395216 0.0811476 [ +[.19874 .38272 -6 -9 ] +[.19874 .38272 6 0 ] +[.3931 .38272 -6 -9 ] +[.3931 .38272 6 0 ] +[.58746 .38272 -6 -9 ] +[.58746 .38272 6 0 ] +[.78183 .38272 -6 -9 ] +[.78183 .38272 6 0 ] +[.97619 .38272 -6 -9 ] +[.97619 .38272 6 0 ] +[-0.00813 .07063 -12 -4.5 ] +[-0.00813 .07063 0 4.5 ] +[-0.00813 .15177 -12 -4.5 ] +[-0.00813 .15177 0 4.5 ] +[-0.00813 .23292 -12 -4.5 ] +[-0.00813 .23292 0 4.5 ] +[-0.00813 .31407 -12 -4.5 ] +[-0.00813 .31407 0 4.5 ] +[-0.00813 .47636 -6 -4.5 ] +[-0.00813 .47636 0 4.5 ] +[-0.00813 .55751 -6 -4.5 ] +[-0.00813 .55751 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.19874 .39522 m +.19874 .40147 L +s +[(10)] .19874 .38272 0 1 Mshowa +.3931 .39522 m +.3931 .40147 L +s +[(20)] .3931 .38272 0 1 Mshowa +.58746 .39522 m +.58746 .40147 L +s +[(30)] .58746 .38272 0 1 Mshowa +.78183 .39522 m +.78183 .40147 L +s +[(40)] .78183 .38272 0 1 Mshowa +.97619 .39522 m +.97619 .40147 L +s +[(50)] .97619 .38272 0 1 Mshowa +.125 Mabswid +.04325 .39522 m +.04325 .39897 L +s +.08212 .39522 m +.08212 .39897 L +s +.12099 .39522 m +.12099 .39897 L +s +.15986 .39522 m +.15986 .39897 L +s +.23761 .39522 m +.23761 .39897 L +s +.27648 .39522 m +.27648 .39897 L +s +.31535 .39522 m +.31535 .39897 L +s +.35423 .39522 m +.35423 .39897 L +s +.43197 .39522 m +.43197 .39897 L +s +.47085 .39522 m +.47085 .39897 L +s +.50972 .39522 m +.50972 .39897 L +s +.54859 .39522 m +.54859 .39897 L +s +.62634 .39522 m +.62634 .39897 L +s +.66521 .39522 m +.66521 .39897 L +s +.70408 .39522 m +.70408 .39897 L +s +.74295 .39522 m +.74295 .39897 L +s +.8207 .39522 m +.8207 .39897 L +s +.85957 .39522 m +.85957 .39897 L +s +.89845 .39522 m +.89845 .39897 L +s +.93732 .39522 m +.93732 .39897 L +s +.25 Mabswid +0 .39522 m +1 .39522 L +s +.00437 .07063 m +.01062 .07063 L +s +[(-4)] -0.00813 .07063 1 0 Mshowa +.00437 .15177 m +.01062 .15177 L +s +[(-3)] -0.00813 .15177 1 0 Mshowa +.00437 .23292 m +.01062 .23292 L +s +[(-2)] -0.00813 .23292 1 0 Mshowa +.00437 .31407 m +.01062 .31407 L +s +[(-1)] -0.00813 .31407 1 0 Mshowa +.00437 .47636 m +.01062 .47636 L +s +[(1)] -0.00813 .47636 1 0 Mshowa +.00437 .55751 m +.01062 .55751 L +s +[(2)] -0.00813 .55751 1 0 Mshowa +.125 Mabswid +.00437 .08686 m +.00812 .08686 L +s +.00437 .10308 m +.00812 .10308 L +s +.00437 .11931 m +.00812 .11931 L +s +.00437 .13554 m +.00812 .13554 L +s +.00437 .168 m +.00812 .168 L +s +.00437 .18423 m +.00812 .18423 L +s +.00437 .20046 m +.00812 .20046 L +s +.00437 .21669 m +.00812 .21669 L +s +.00437 .24915 m +.00812 .24915 L +s +.00437 .26538 m +.00812 .26538 L +s +.00437 .28161 m +.00812 .28161 L +s +.00437 .29784 m +.00812 .29784 L +s +.00437 .3303 m +.00812 .3303 L +s +.00437 .34653 m +.00812 .34653 L +s +.00437 .36276 m +.00812 .36276 L +s +.00437 .37899 m +.00812 .37899 L +s +.00437 .41145 m +.00812 .41145 L +s +.00437 .42768 m +.00812 .42768 L +s +.00437 .4439 m +.00812 .4439 L +s +.00437 .46013 m +.00812 .46013 L +s +.00437 .49259 m +.00812 .49259 L +s +.00437 .50882 m +.00812 .50882 L +s +.00437 .52505 m +.00812 .52505 L +s +.00437 .54128 m +.00812 .54128 L +s +.00437 .0544 m +.00812 .0544 L +s +.00437 .03817 m +.00812 .03817 L +s +.00437 .02194 m +.00812 .02194 L +s +.00437 .00571 m +.00812 .00571 L +s +.00437 .57374 m +.00812 .57374 L +s +.00437 .58997 m +.00812 .58997 L +s +.00437 .6062 m +.00812 .6062 L +s +.25 Mabswid +.00437 0 m +.00437 .61803 L +s +.0001 w +.02381 .01472 -1.875 0 Mabsadd m +.02381 .01472 0 2.5 Mabsadd L +.02381 .01472 1.875 0 Mabsadd L +.02381 .01472 0 -2.5 Mabsadd L +.02381 .01472 -1.875 0 Mabsadd L closepath F +.04325 .32434 -1.875 0 Mabsadd m +.04325 .32434 0 2.5 Mabsadd L +.04325 .32434 1.875 0 Mabsadd L +.04325 .32434 0 -2.5 Mabsadd L +.04325 .32434 -1.875 0 Mabsadd L closepath F +.06268 .32775 -1.875 0 Mabsadd m +.06268 .32775 0 2.5 Mabsadd L +.06268 .32775 1.875 0 Mabsadd L +.06268 .32775 0 -2.5 Mabsadd L +.06268 .32775 -1.875 0 Mabsadd L closepath F +.08212 .33108 -1.875 0 Mabsadd m +.08212 .33108 0 2.5 Mabsadd L +.08212 .33108 1.875 0 Mabsadd L +.08212 .33108 0 -2.5 Mabsadd L +.08212 .33108 -1.875 0 Mabsadd L closepath F +.10155 .33489 -1.875 0 Mabsadd m +.10155 .33489 0 2.5 Mabsadd L +.10155 .33489 1.875 0 Mabsadd L +.10155 .33489 0 -2.5 Mabsadd L +.10155 .33489 -1.875 0 Mabsadd L closepath F +.12099 .33924 -1.875 0 Mabsadd m +.12099 .33924 0 2.5 Mabsadd L +.12099 .33924 1.875 0 Mabsadd L +.12099 .33924 0 -2.5 Mabsadd L +.12099 .33924 -1.875 0 Mabsadd L closepath F +.14043 .34371 -1.875 0 Mabsadd m +.14043 .34371 0 2.5 Mabsadd L +.14043 .34371 1.875 0 Mabsadd L +.14043 .34371 0 -2.5 Mabsadd L +.14043 .34371 -1.875 0 Mabsadd L closepath F +.15986 .34797 -1.875 0 Mabsadd m +.15986 .34797 0 2.5 Mabsadd L +.15986 .34797 1.875 0 Mabsadd L +.15986 .34797 0 -2.5 Mabsadd L +.15986 .34797 -1.875 0 Mabsadd L closepath F +.1793 .35185 -1.875 0 Mabsadd m +.1793 .35185 0 2.5 Mabsadd L +.1793 .35185 1.875 0 Mabsadd L +.1793 .35185 0 -2.5 Mabsadd L +.1793 .35185 -1.875 0 Mabsadd L closepath F +.19874 .3553 -1.875 0 Mabsadd m +.19874 .3553 0 2.5 Mabsadd L +.19874 .3553 1.875 0 Mabsadd L +.19874 .3553 0 -2.5 Mabsadd L +.19874 .3553 -1.875 0 Mabsadd L closepath F +.21817 .35834 -1.875 0 Mabsadd m +.21817 .35834 0 2.5 Mabsadd L +.21817 .35834 1.875 0 Mabsadd L +.21817 .35834 0 -2.5 Mabsadd L +.21817 .35834 -1.875 0 Mabsadd L closepath F +.23761 .36102 -1.875 0 Mabsadd m +.23761 .36102 0 2.5 Mabsadd L +.23761 .36102 1.875 0 Mabsadd L +.23761 .36102 0 -2.5 Mabsadd L +.23761 .36102 -1.875 0 Mabsadd L closepath F +.25705 .36338 -1.875 0 Mabsadd m +.25705 .36338 0 2.5 Mabsadd L +.25705 .36338 1.875 0 Mabsadd L +.25705 .36338 0 -2.5 Mabsadd L +.25705 .36338 -1.875 0 Mabsadd L closepath F +.27648 .36546 -1.875 0 Mabsadd m +.27648 .36546 0 2.5 Mabsadd L +.27648 .36546 1.875 0 Mabsadd L +.27648 .36546 0 -2.5 Mabsadd L +.27648 .36546 -1.875 0 Mabsadd L closepath F +.29592 .36731 -1.875 0 Mabsadd m +.29592 .36731 0 2.5 Mabsadd L +.29592 .36731 1.875 0 Mabsadd L +.29592 .36731 0 -2.5 Mabsadd L +.29592 .36731 -1.875 0 Mabsadd L closepath F +.31535 .36896 -1.875 0 Mabsadd m +.31535 .36896 0 2.5 Mabsadd L +.31535 .36896 1.875 0 Mabsadd L +.31535 .36896 0 -2.5 Mabsadd L +.31535 .36896 -1.875 0 Mabsadd L closepath F +.33479 .37043 -1.875 0 Mabsadd m +.33479 .37043 0 2.5 Mabsadd L +.33479 .37043 1.875 0 Mabsadd L +.33479 .37043 0 -2.5 Mabsadd L +.33479 .37043 -1.875 0 Mabsadd L closepath F +.35423 .37176 -1.875 0 Mabsadd m +.35423 .37176 0 2.5 Mabsadd L +.35423 .37176 1.875 0 Mabsadd L +.35423 .37176 0 -2.5 Mabsadd L +.35423 .37176 -1.875 0 Mabsadd L closepath F +.37366 .37296 -1.875 0 Mabsadd m +.37366 .37296 0 2.5 Mabsadd L +.37366 .37296 1.875 0 Mabsadd L +.37366 .37296 0 -2.5 Mabsadd L +.37366 .37296 -1.875 0 Mabsadd L closepath F +.3931 .37404 -1.875 0 Mabsadd m +.3931 .37404 0 2.5 Mabsadd L +.3931 .37404 1.875 0 Mabsadd L +.3931 .37404 0 -2.5 Mabsadd L +.3931 .37404 -1.875 0 Mabsadd L closepath F +.41254 .37503 -1.875 0 Mabsadd m +.41254 .37503 0 2.5 Mabsadd L +.41254 .37503 1.875 0 Mabsadd L +.41254 .37503 0 -2.5 Mabsadd L +.41254 .37503 -1.875 0 Mabsadd L closepath F +.43197 .37593 -1.875 0 Mabsadd m +.43197 .37593 0 2.5 Mabsadd L +.43197 .37593 1.875 0 Mabsadd L +.43197 .37593 0 -2.5 Mabsadd L +.43197 .37593 -1.875 0 Mabsadd L closepath F +.45141 .37676 -1.875 0 Mabsadd m +.45141 .37676 0 2.5 Mabsadd L +.45141 .37676 1.875 0 Mabsadd L +.45141 .37676 0 -2.5 Mabsadd L +.45141 .37676 -1.875 0 Mabsadd L closepath F +.47085 .37752 -1.875 0 Mabsadd m +.47085 .37752 0 2.5 Mabsadd L +.47085 .37752 1.875 0 Mabsadd L +.47085 .37752 0 -2.5 Mabsadd L +.47085 .37752 -1.875 0 Mabsadd L closepath F +.49028 .37822 -1.875 0 Mabsadd m +.49028 .37822 0 2.5 Mabsadd L +.49028 .37822 1.875 0 Mabsadd L +.49028 .37822 0 -2.5 Mabsadd L +.49028 .37822 -1.875 0 Mabsadd L closepath F +.50972 .37887 -1.875 0 Mabsadd m +.50972 .37887 0 2.5 Mabsadd L +.50972 .37887 1.875 0 Mabsadd L +.50972 .37887 0 -2.5 Mabsadd L +.50972 .37887 -1.875 0 Mabsadd L closepath F +.52915 .37947 -1.875 0 Mabsadd m +.52915 .37947 0 2.5 Mabsadd L +.52915 .37947 1.875 0 Mabsadd L +.52915 .37947 0 -2.5 Mabsadd L +.52915 .37947 -1.875 0 Mabsadd L closepath F +.54859 .38003 -1.875 0 Mabsadd m +.54859 .38003 0 2.5 Mabsadd L +.54859 .38003 1.875 0 Mabsadd L +.54859 .38003 0 -2.5 Mabsadd L +.54859 .38003 -1.875 0 Mabsadd L closepath F +.56803 .38056 -1.875 0 Mabsadd m +.56803 .38056 0 2.5 Mabsadd L +.56803 .38056 1.875 0 Mabsadd L +.56803 .38056 0 -2.5 Mabsadd L +.56803 .38056 -1.875 0 Mabsadd L closepath F +.58746 .38105 -1.875 0 Mabsadd m +.58746 .38105 0 2.5 Mabsadd L +.58746 .38105 1.875 0 Mabsadd L +.58746 .38105 0 -2.5 Mabsadd L +.58746 .38105 -1.875 0 Mabsadd L closepath F +.6069 .3815 -1.875 0 Mabsadd m +.6069 .3815 0 2.5 Mabsadd L +.6069 .3815 1.875 0 Mabsadd L +.6069 .3815 0 -2.5 Mabsadd L +.6069 .3815 -1.875 0 Mabsadd L closepath F +.62634 .38193 -1.875 0 Mabsadd m +.62634 .38193 0 2.5 Mabsadd L +.62634 .38193 1.875 0 Mabsadd L +.62634 .38193 0 -2.5 Mabsadd L +.62634 .38193 -1.875 0 Mabsadd L closepath F +.64577 .38234 -1.875 0 Mabsadd m +.64577 .38234 0 2.5 Mabsadd L +.64577 .38234 1.875 0 Mabsadd L +.64577 .38234 0 -2.5 Mabsadd L +.64577 .38234 -1.875 0 Mabsadd L closepath F +.66521 .38272 -1.875 0 Mabsadd m +.66521 .38272 0 2.5 Mabsadd L +.66521 .38272 1.875 0 Mabsadd L +.66521 .38272 0 -2.5 Mabsadd L +.66521 .38272 -1.875 0 Mabsadd L closepath F +.68465 .38307 -1.875 0 Mabsadd m +.68465 .38307 0 2.5 Mabsadd L +.68465 .38307 1.875 0 Mabsadd L +.68465 .38307 0 -2.5 Mabsadd L +.68465 .38307 -1.875 0 Mabsadd L closepath F +.70408 .38341 -1.875 0 Mabsadd m +.70408 .38341 0 2.5 Mabsadd L +.70408 .38341 1.875 0 Mabsadd L +.70408 .38341 0 -2.5 Mabsadd L +.70408 .38341 -1.875 0 Mabsadd L closepath F +.72352 .38373 -1.875 0 Mabsadd m +.72352 .38373 0 2.5 Mabsadd L +.72352 .38373 1.875 0 Mabsadd L +.72352 .38373 0 -2.5 Mabsadd L +.72352 .38373 -1.875 0 Mabsadd L closepath F +.74295 .38404 -1.875 0 Mabsadd m +.74295 .38404 0 2.5 Mabsadd L +.74295 .38404 1.875 0 Mabsadd L +.74295 .38404 0 -2.5 Mabsadd L +.74295 .38404 -1.875 0 Mabsadd L closepath F +.76239 .38433 -1.875 0 Mabsadd m +.76239 .38433 0 2.5 Mabsadd L +.76239 .38433 1.875 0 Mabsadd L +.76239 .38433 0 -2.5 Mabsadd L +.76239 .38433 -1.875 0 Mabsadd L closepath F +.78183 .3846 -1.875 0 Mabsadd m +.78183 .3846 0 2.5 Mabsadd L +.78183 .3846 1.875 0 Mabsadd L +.78183 .3846 0 -2.5 Mabsadd L +.78183 .3846 -1.875 0 Mabsadd L closepath F +.80126 .38486 -1.875 0 Mabsadd m +.80126 .38486 0 2.5 Mabsadd L +.80126 .38486 1.875 0 Mabsadd L +.80126 .38486 0 -2.5 Mabsadd L +.80126 .38486 -1.875 0 Mabsadd L closepath F +.8207 .38511 -1.875 0 Mabsadd m +.8207 .38511 0 2.5 Mabsadd L +.8207 .38511 1.875 0 Mabsadd L +.8207 .38511 0 -2.5 Mabsadd L +.8207 .38511 -1.875 0 Mabsadd L closepath F +.84014 .38535 -1.875 0 Mabsadd m +.84014 .38535 0 2.5 Mabsadd L +.84014 .38535 1.875 0 Mabsadd L +.84014 .38535 0 -2.5 Mabsadd L +.84014 .38535 -1.875 0 Mabsadd L closepath F +.85957 .38557 -1.875 0 Mabsadd m +.85957 .38557 0 2.5 Mabsadd L +.85957 .38557 1.875 0 Mabsadd L +.85957 .38557 0 -2.5 Mabsadd L +.85957 .38557 -1.875 0 Mabsadd L closepath F +.87901 .38579 -1.875 0 Mabsadd m +.87901 .38579 0 2.5 Mabsadd L +.87901 .38579 1.875 0 Mabsadd L +.87901 .38579 0 -2.5 Mabsadd L +.87901 .38579 -1.875 0 Mabsadd L closepath F +.89845 .38599 -1.875 0 Mabsadd m +.89845 .38599 0 2.5 Mabsadd L +.89845 .38599 1.875 0 Mabsadd L +.89845 .38599 0 -2.5 Mabsadd L +.89845 .38599 -1.875 0 Mabsadd L closepath F +.91788 .38619 -1.875 0 Mabsadd m +.91788 .38619 0 2.5 Mabsadd L +.91788 .38619 1.875 0 Mabsadd L +.91788 .38619 0 -2.5 Mabsadd L +.91788 .38619 -1.875 0 Mabsadd L closepath F +.93732 .38638 -1.875 0 Mabsadd m +.93732 .38638 0 2.5 Mabsadd L +.93732 .38638 1.875 0 Mabsadd L +.93732 .38638 0 -2.5 Mabsadd L +.93732 .38638 -1.875 0 Mabsadd L closepath F +.95675 .38656 -1.875 0 Mabsadd m +.95675 .38656 0 2.5 Mabsadd L +.95675 .38656 1.875 0 Mabsadd L +.95675 .38656 0 -2.5 Mabsadd L +.95675 .38656 -1.875 0 Mabsadd L closepath F +.97619 .38674 -1.875 0 Mabsadd m +.97619 .38674 0 2.5 Mabsadd L +.97619 .38674 1.875 0 Mabsadd L +.97619 .38674 0 -2.5 Mabsadd L +.97619 .38674 -1.875 0 Mabsadd L closepath F +.02381 .60332 0 2.5 Mabsadd m +.02381 .60332 -0.56518 .7779 Mabsadd L +.02381 .60332 -2.37764 .77254 Mabsadd L +.02381 .60332 -0.91448 -0.29713 Mabsadd L +.02381 .60332 -1.46946 -2.02254 Mabsadd L +.02381 .60332 0 -0.96154 Mabsadd L +.02381 .60332 1.46946 -2.02254 Mabsadd L +.02381 .60332 .91448 -0.29713 Mabsadd L +.02381 .60332 2.37764 .77254 Mabsadd L +.02381 .60332 .56518 .7779 Mabsadd L +.02381 .60332 0 2.5 Mabsadd L closepath F +.04325 .37785 0 2.5 Mabsadd m +.04325 .37785 -0.56518 .7779 Mabsadd L +.04325 .37785 -2.37764 .77254 Mabsadd L +.04325 .37785 -0.91448 -0.29713 Mabsadd L +.04325 .37785 -1.46946 -2.02254 Mabsadd L +.04325 .37785 0 -0.96154 Mabsadd L +.04325 .37785 1.46946 -2.02254 Mabsadd L +.04325 .37785 .91448 -0.29713 Mabsadd L +.04325 .37785 2.37764 .77254 Mabsadd L +.04325 .37785 .56518 .7779 Mabsadd L +.04325 .37785 0 2.5 Mabsadd L closepath F +.06268 .35578 0 2.5 Mabsadd m +.06268 .35578 -0.56518 .7779 Mabsadd L +.06268 .35578 -2.37764 .77254 Mabsadd L +.06268 .35578 -0.91448 -0.29713 Mabsadd L +.06268 .35578 -1.46946 -2.02254 Mabsadd L +.06268 .35578 0 -0.96154 Mabsadd L +.06268 .35578 1.46946 -2.02254 Mabsadd L +.06268 .35578 .91448 -0.29713 Mabsadd L +.06268 .35578 2.37764 .77254 Mabsadd L +.06268 .35578 .56518 .7779 Mabsadd L +.06268 .35578 0 2.5 Mabsadd L closepath F +.08212 .35007 0 2.5 Mabsadd m +.08212 .35007 -0.56518 .7779 Mabsadd L +.08212 .35007 -2.37764 .77254 Mabsadd L +.08212 .35007 -0.91448 -0.29713 Mabsadd L +.08212 .35007 -1.46946 -2.02254 Mabsadd L +.08212 .35007 0 -0.96154 Mabsadd L +.08212 .35007 1.46946 -2.02254 Mabsadd L +.08212 .35007 .91448 -0.29713 Mabsadd L +.08212 .35007 2.37764 .77254 Mabsadd L +.08212 .35007 .56518 .7779 Mabsadd L +.08212 .35007 0 2.5 Mabsadd L closepath F +.10155 .34925 0 2.5 Mabsadd m +.10155 .34925 -0.56518 .7779 Mabsadd L +.10155 .34925 -2.37764 .77254 Mabsadd L +.10155 .34925 -0.91448 -0.29713 Mabsadd L +.10155 .34925 -1.46946 -2.02254 Mabsadd L +.10155 .34925 0 -0.96154 Mabsadd L +.10155 .34925 1.46946 -2.02254 Mabsadd L +.10155 .34925 .91448 -0.29713 Mabsadd L +.10155 .34925 2.37764 .77254 Mabsadd L +.10155 .34925 .56518 .7779 Mabsadd L +.10155 .34925 0 2.5 Mabsadd L closepath F +.12099 .35078 0 2.5 Mabsadd m +.12099 .35078 -0.56518 .7779 Mabsadd L +.12099 .35078 -2.37764 .77254 Mabsadd L +.12099 .35078 -0.91448 -0.29713 Mabsadd L +.12099 .35078 -1.46946 -2.02254 Mabsadd L +.12099 .35078 0 -0.96154 Mabsadd L +.12099 .35078 1.46946 -2.02254 Mabsadd L +.12099 .35078 .91448 -0.29713 Mabsadd L +.12099 .35078 2.37764 .77254 Mabsadd L +.12099 .35078 .56518 .7779 Mabsadd L +.12099 .35078 0 2.5 Mabsadd L closepath F +.14043 .35336 0 2.5 Mabsadd m +.14043 .35336 -0.56518 .7779 Mabsadd L +.14043 .35336 -2.37764 .77254 Mabsadd L +.14043 .35336 -0.91448 -0.29713 Mabsadd L +.14043 .35336 -1.46946 -2.02254 Mabsadd L +.14043 .35336 0 -0.96154 Mabsadd L +.14043 .35336 1.46946 -2.02254 Mabsadd L +.14043 .35336 .91448 -0.29713 Mabsadd L +.14043 .35336 2.37764 .77254 Mabsadd L +.14043 .35336 .56518 .7779 Mabsadd L +.14043 .35336 0 2.5 Mabsadd L closepath F +.15986 .35626 0 2.5 Mabsadd m +.15986 .35626 -0.56518 .7779 Mabsadd L +.15986 .35626 -2.37764 .77254 Mabsadd L +.15986 .35626 -0.91448 -0.29713 Mabsadd L +.15986 .35626 -1.46946 -2.02254 Mabsadd L +.15986 .35626 0 -0.96154 Mabsadd L +.15986 .35626 1.46946 -2.02254 Mabsadd L +.15986 .35626 .91448 -0.29713 Mabsadd L +.15986 .35626 2.37764 .77254 Mabsadd L +.15986 .35626 .56518 .7779 Mabsadd L +.15986 .35626 0 2.5 Mabsadd L closepath F +.1793 .35912 0 2.5 Mabsadd m +.1793 .35912 -0.56518 .7779 Mabsadd L +.1793 .35912 -2.37764 .77254 Mabsadd L +.1793 .35912 -0.91448 -0.29713 Mabsadd L +.1793 .35912 -1.46946 -2.02254 Mabsadd L +.1793 .35912 0 -0.96154 Mabsadd L +.1793 .35912 1.46946 -2.02254 Mabsadd L +.1793 .35912 .91448 -0.29713 Mabsadd L +.1793 .35912 2.37764 .77254 Mabsadd L +.1793 .35912 .56518 .7779 Mabsadd L +.1793 .35912 0 2.5 Mabsadd L closepath F +.19874 .36177 0 2.5 Mabsadd m +.19874 .36177 -0.56518 .7779 Mabsadd L +.19874 .36177 -2.37764 .77254 Mabsadd L +.19874 .36177 -0.91448 -0.29713 Mabsadd L +.19874 .36177 -1.46946 -2.02254 Mabsadd L +.19874 .36177 0 -0.96154 Mabsadd L +.19874 .36177 1.46946 -2.02254 Mabsadd L +.19874 .36177 .91448 -0.29713 Mabsadd L +.19874 .36177 2.37764 .77254 Mabsadd L +.19874 .36177 .56518 .7779 Mabsadd L +.19874 .36177 0 2.5 Mabsadd L closepath F +.21817 .36417 0 2.5 Mabsadd m +.21817 .36417 -0.56518 .7779 Mabsadd L +.21817 .36417 -2.37764 .77254 Mabsadd L +.21817 .36417 -0.91448 -0.29713 Mabsadd L +.21817 .36417 -1.46946 -2.02254 Mabsadd L +.21817 .36417 0 -0.96154 Mabsadd L +.21817 .36417 1.46946 -2.02254 Mabsadd L +.21817 .36417 .91448 -0.29713 Mabsadd L +.21817 .36417 2.37764 .77254 Mabsadd L +.21817 .36417 .56518 .7779 Mabsadd L +.21817 .36417 0 2.5 Mabsadd L closepath F +.23761 .36633 0 2.5 Mabsadd m +.23761 .36633 -0.56518 .7779 Mabsadd L +.23761 .36633 -2.37764 .77254 Mabsadd L +.23761 .36633 -0.91448 -0.29713 Mabsadd L +.23761 .36633 -1.46946 -2.02254 Mabsadd L +.23761 .36633 0 -0.96154 Mabsadd L +.23761 .36633 1.46946 -2.02254 Mabsadd L +.23761 .36633 .91448 -0.29713 Mabsadd L +.23761 .36633 2.37764 .77254 Mabsadd L +.23761 .36633 .56518 .7779 Mabsadd L +.23761 .36633 0 2.5 Mabsadd L closepath F +.25705 .36825 0 2.5 Mabsadd m +.25705 .36825 -0.56518 .7779 Mabsadd L +.25705 .36825 -2.37764 .77254 Mabsadd L +.25705 .36825 -0.91448 -0.29713 Mabsadd L +.25705 .36825 -1.46946 -2.02254 Mabsadd L +.25705 .36825 0 -0.96154 Mabsadd L +.25705 .36825 1.46946 -2.02254 Mabsadd L +.25705 .36825 .91448 -0.29713 Mabsadd L +.25705 .36825 2.37764 .77254 Mabsadd L +.25705 .36825 .56518 .7779 Mabsadd L +.25705 .36825 0 2.5 Mabsadd L closepath F +.27648 .36996 0 2.5 Mabsadd m +.27648 .36996 -0.56518 .7779 Mabsadd L +.27648 .36996 -2.37764 .77254 Mabsadd L +.27648 .36996 -0.91448 -0.29713 Mabsadd L +.27648 .36996 -1.46946 -2.02254 Mabsadd L +.27648 .36996 0 -0.96154 Mabsadd L +.27648 .36996 1.46946 -2.02254 Mabsadd L +.27648 .36996 .91448 -0.29713 Mabsadd L +.27648 .36996 2.37764 .77254 Mabsadd L +.27648 .36996 .56518 .7779 Mabsadd L +.27648 .36996 0 2.5 Mabsadd L closepath F +.29592 .37149 0 2.5 Mabsadd m +.29592 .37149 -0.56518 .7779 Mabsadd L +.29592 .37149 -2.37764 .77254 Mabsadd L +.29592 .37149 -0.91448 -0.29713 Mabsadd L +.29592 .37149 -1.46946 -2.02254 Mabsadd L +.29592 .37149 0 -0.96154 Mabsadd L +.29592 .37149 1.46946 -2.02254 Mabsadd L +.29592 .37149 .91448 -0.29713 Mabsadd L +.29592 .37149 2.37764 .77254 Mabsadd L +.29592 .37149 .56518 .7779 Mabsadd L +.29592 .37149 0 2.5 Mabsadd L closepath F +.31535 .37286 0 2.5 Mabsadd m +.31535 .37286 -0.56518 .7779 Mabsadd L +.31535 .37286 -2.37764 .77254 Mabsadd L +.31535 .37286 -0.91448 -0.29713 Mabsadd L +.31535 .37286 -1.46946 -2.02254 Mabsadd L +.31535 .37286 0 -0.96154 Mabsadd L +.31535 .37286 1.46946 -2.02254 Mabsadd L +.31535 .37286 .91448 -0.29713 Mabsadd L +.31535 .37286 2.37764 .77254 Mabsadd L +.31535 .37286 .56518 .7779 Mabsadd L +.31535 .37286 0 2.5 Mabsadd L closepath F +.33479 .37409 0 2.5 Mabsadd m +.33479 .37409 -0.56518 .7779 Mabsadd L +.33479 .37409 -2.37764 .77254 Mabsadd L +.33479 .37409 -0.91448 -0.29713 Mabsadd L +.33479 .37409 -1.46946 -2.02254 Mabsadd L +.33479 .37409 0 -0.96154 Mabsadd L +.33479 .37409 1.46946 -2.02254 Mabsadd L +.33479 .37409 .91448 -0.29713 Mabsadd L +.33479 .37409 2.37764 .77254 Mabsadd L +.33479 .37409 .56518 .7779 Mabsadd L +.33479 .37409 0 2.5 Mabsadd L closepath F +.35423 .3752 0 2.5 Mabsadd m +.35423 .3752 -0.56518 .7779 Mabsadd L +.35423 .3752 -2.37764 .77254 Mabsadd L +.35423 .3752 -0.91448 -0.29713 Mabsadd L +.35423 .3752 -1.46946 -2.02254 Mabsadd L +.35423 .3752 0 -0.96154 Mabsadd L +.35423 .3752 1.46946 -2.02254 Mabsadd L +.35423 .3752 .91448 -0.29713 Mabsadd L +.35423 .3752 2.37764 .77254 Mabsadd L +.35423 .3752 .56518 .7779 Mabsadd L +.35423 .3752 0 2.5 Mabsadd L closepath F +.37366 .37621 0 2.5 Mabsadd m +.37366 .37621 -0.56518 .7779 Mabsadd L +.37366 .37621 -2.37764 .77254 Mabsadd L +.37366 .37621 -0.91448 -0.29713 Mabsadd L +.37366 .37621 -1.46946 -2.02254 Mabsadd L +.37366 .37621 0 -0.96154 Mabsadd L +.37366 .37621 1.46946 -2.02254 Mabsadd L +.37366 .37621 .91448 -0.29713 Mabsadd L +.37366 .37621 2.37764 .77254 Mabsadd L +.37366 .37621 .56518 .7779 Mabsadd L +.37366 .37621 0 2.5 Mabsadd L closepath F +.3931 .37712 0 2.5 Mabsadd m +.3931 .37712 -0.56518 .7779 Mabsadd L +.3931 .37712 -2.37764 .77254 Mabsadd L +.3931 .37712 -0.91448 -0.29713 Mabsadd L +.3931 .37712 -1.46946 -2.02254 Mabsadd L +.3931 .37712 0 -0.96154 Mabsadd L +.3931 .37712 1.46946 -2.02254 Mabsadd L +.3931 .37712 .91448 -0.29713 Mabsadd L +.3931 .37712 2.37764 .77254 Mabsadd L +.3931 .37712 .56518 .7779 Mabsadd L +.3931 .37712 0 2.5 Mabsadd L closepath F +.41254 .37796 0 2.5 Mabsadd m +.41254 .37796 -0.56518 .7779 Mabsadd L +.41254 .37796 -2.37764 .77254 Mabsadd L +.41254 .37796 -0.91448 -0.29713 Mabsadd L +.41254 .37796 -1.46946 -2.02254 Mabsadd L +.41254 .37796 0 -0.96154 Mabsadd L +.41254 .37796 1.46946 -2.02254 Mabsadd L +.41254 .37796 .91448 -0.29713 Mabsadd L +.41254 .37796 2.37764 .77254 Mabsadd L +.41254 .37796 .56518 .7779 Mabsadd L +.41254 .37796 0 2.5 Mabsadd L closepath F +.43197 .37872 0 2.5 Mabsadd m +.43197 .37872 -0.56518 .7779 Mabsadd L +.43197 .37872 -2.37764 .77254 Mabsadd L +.43197 .37872 -0.91448 -0.29713 Mabsadd L +.43197 .37872 -1.46946 -2.02254 Mabsadd L +.43197 .37872 0 -0.96154 Mabsadd L +.43197 .37872 1.46946 -2.02254 Mabsadd L +.43197 .37872 .91448 -0.29713 Mabsadd L +.43197 .37872 2.37764 .77254 Mabsadd L +.43197 .37872 .56518 .7779 Mabsadd L +.43197 .37872 0 2.5 Mabsadd L closepath F +.45141 .37942 0 2.5 Mabsadd m +.45141 .37942 -0.56518 .7779 Mabsadd L +.45141 .37942 -2.37764 .77254 Mabsadd L +.45141 .37942 -0.91448 -0.29713 Mabsadd L +.45141 .37942 -1.46946 -2.02254 Mabsadd L +.45141 .37942 0 -0.96154 Mabsadd L +.45141 .37942 1.46946 -2.02254 Mabsadd L +.45141 .37942 .91448 -0.29713 Mabsadd L +.45141 .37942 2.37764 .77254 Mabsadd L +.45141 .37942 .56518 .7779 Mabsadd L +.45141 .37942 0 2.5 Mabsadd L closepath F +.47085 .38007 0 2.5 Mabsadd m +.47085 .38007 -0.56518 .7779 Mabsadd L +.47085 .38007 -2.37764 .77254 Mabsadd L +.47085 .38007 -0.91448 -0.29713 Mabsadd L +.47085 .38007 -1.46946 -2.02254 Mabsadd L +.47085 .38007 0 -0.96154 Mabsadd L +.47085 .38007 1.46946 -2.02254 Mabsadd L +.47085 .38007 .91448 -0.29713 Mabsadd L +.47085 .38007 2.37764 .77254 Mabsadd L +.47085 .38007 .56518 .7779 Mabsadd L +.47085 .38007 0 2.5 Mabsadd L closepath F +.49028 .38066 0 2.5 Mabsadd m +.49028 .38066 -0.56518 .7779 Mabsadd L +.49028 .38066 -2.37764 .77254 Mabsadd L +.49028 .38066 -0.91448 -0.29713 Mabsadd L +.49028 .38066 -1.46946 -2.02254 Mabsadd L +.49028 .38066 0 -0.96154 Mabsadd L +.49028 .38066 1.46946 -2.02254 Mabsadd L +.49028 .38066 .91448 -0.29713 Mabsadd L +.49028 .38066 2.37764 .77254 Mabsadd L +.49028 .38066 .56518 .7779 Mabsadd L +.49028 .38066 0 2.5 Mabsadd L closepath F +.50972 .38122 0 2.5 Mabsadd m +.50972 .38122 -0.56518 .7779 Mabsadd L +.50972 .38122 -2.37764 .77254 Mabsadd L +.50972 .38122 -0.91448 -0.29713 Mabsadd L +.50972 .38122 -1.46946 -2.02254 Mabsadd L +.50972 .38122 0 -0.96154 Mabsadd L +.50972 .38122 1.46946 -2.02254 Mabsadd L +.50972 .38122 .91448 -0.29713 Mabsadd L +.50972 .38122 2.37764 .77254 Mabsadd L +.50972 .38122 .56518 .7779 Mabsadd L +.50972 .38122 0 2.5 Mabsadd L closepath F +.52915 .38173 0 2.5 Mabsadd m +.52915 .38173 -0.56518 .7779 Mabsadd L +.52915 .38173 -2.37764 .77254 Mabsadd L +.52915 .38173 -0.91448 -0.29713 Mabsadd L +.52915 .38173 -1.46946 -2.02254 Mabsadd L +.52915 .38173 0 -0.96154 Mabsadd L +.52915 .38173 1.46946 -2.02254 Mabsadd L +.52915 .38173 .91448 -0.29713 Mabsadd L +.52915 .38173 2.37764 .77254 Mabsadd L +.52915 .38173 .56518 .7779 Mabsadd L +.52915 .38173 0 2.5 Mabsadd L closepath F +.54859 .38221 0 2.5 Mabsadd m +.54859 .38221 -0.56518 .7779 Mabsadd L +.54859 .38221 -2.37764 .77254 Mabsadd L +.54859 .38221 -0.91448 -0.29713 Mabsadd L +.54859 .38221 -1.46946 -2.02254 Mabsadd L +.54859 .38221 0 -0.96154 Mabsadd L +.54859 .38221 1.46946 -2.02254 Mabsadd L +.54859 .38221 .91448 -0.29713 Mabsadd L +.54859 .38221 2.37764 .77254 Mabsadd L +.54859 .38221 .56518 .7779 Mabsadd L +.54859 .38221 0 2.5 Mabsadd L closepath F +.56803 .38265 0 2.5 Mabsadd m +.56803 .38265 -0.56518 .7779 Mabsadd L +.56803 .38265 -2.37764 .77254 Mabsadd L +.56803 .38265 -0.91448 -0.29713 Mabsadd L +.56803 .38265 -1.46946 -2.02254 Mabsadd L +.56803 .38265 0 -0.96154 Mabsadd L +.56803 .38265 1.46946 -2.02254 Mabsadd L +.56803 .38265 .91448 -0.29713 Mabsadd L +.56803 .38265 2.37764 .77254 Mabsadd L +.56803 .38265 .56518 .7779 Mabsadd L +.56803 .38265 0 2.5 Mabsadd L closepath F +.58746 .38307 0 2.5 Mabsadd m +.58746 .38307 -0.56518 .7779 Mabsadd L +.58746 .38307 -2.37764 .77254 Mabsadd L +.58746 .38307 -0.91448 -0.29713 Mabsadd L +.58746 .38307 -1.46946 -2.02254 Mabsadd L +.58746 .38307 0 -0.96154 Mabsadd L +.58746 .38307 1.46946 -2.02254 Mabsadd L +.58746 .38307 .91448 -0.29713 Mabsadd L +.58746 .38307 2.37764 .77254 Mabsadd L +.58746 .38307 .56518 .7779 Mabsadd L +.58746 .38307 0 2.5 Mabsadd L closepath F +.6069 .38346 0 2.5 Mabsadd m +.6069 .38346 -0.56518 .7779 Mabsadd L +.6069 .38346 -2.37764 .77254 Mabsadd L +.6069 .38346 -0.91448 -0.29713 Mabsadd L +.6069 .38346 -1.46946 -2.02254 Mabsadd L +.6069 .38346 0 -0.96154 Mabsadd L +.6069 .38346 1.46946 -2.02254 Mabsadd L +.6069 .38346 .91448 -0.29713 Mabsadd L +.6069 .38346 2.37764 .77254 Mabsadd L +.6069 .38346 .56518 .7779 Mabsadd L +.6069 .38346 0 2.5 Mabsadd L closepath F +.62634 .38383 0 2.5 Mabsadd m +.62634 .38383 -0.56518 .7779 Mabsadd L +.62634 .38383 -2.37764 .77254 Mabsadd L +.62634 .38383 -0.91448 -0.29713 Mabsadd L +.62634 .38383 -1.46946 -2.02254 Mabsadd L +.62634 .38383 0 -0.96154 Mabsadd L +.62634 .38383 1.46946 -2.02254 Mabsadd L +.62634 .38383 .91448 -0.29713 Mabsadd L +.62634 .38383 2.37764 .77254 Mabsadd L +.62634 .38383 .56518 .7779 Mabsadd L +.62634 .38383 0 2.5 Mabsadd L closepath F +.64577 .38417 0 2.5 Mabsadd m +.64577 .38417 -0.56518 .7779 Mabsadd L +.64577 .38417 -2.37764 .77254 Mabsadd L +.64577 .38417 -0.91448 -0.29713 Mabsadd L +.64577 .38417 -1.46946 -2.02254 Mabsadd L +.64577 .38417 0 -0.96154 Mabsadd L +.64577 .38417 1.46946 -2.02254 Mabsadd L +.64577 .38417 .91448 -0.29713 Mabsadd L +.64577 .38417 2.37764 .77254 Mabsadd L +.64577 .38417 .56518 .7779 Mabsadd L +.64577 .38417 0 2.5 Mabsadd L closepath F +.66521 .38449 0 2.5 Mabsadd m +.66521 .38449 -0.56518 .7779 Mabsadd L +.66521 .38449 -2.37764 .77254 Mabsadd L +.66521 .38449 -0.91448 -0.29713 Mabsadd L +.66521 .38449 -1.46946 -2.02254 Mabsadd L +.66521 .38449 0 -0.96154 Mabsadd L +.66521 .38449 1.46946 -2.02254 Mabsadd L +.66521 .38449 .91448 -0.29713 Mabsadd L +.66521 .38449 2.37764 .77254 Mabsadd L +.66521 .38449 .56518 .7779 Mabsadd L +.66521 .38449 0 2.5 Mabsadd L closepath F +.68465 .3848 0 2.5 Mabsadd m +.68465 .3848 -0.56518 .7779 Mabsadd L +.68465 .3848 -2.37764 .77254 Mabsadd L +.68465 .3848 -0.91448 -0.29713 Mabsadd L +.68465 .3848 -1.46946 -2.02254 Mabsadd L +.68465 .3848 0 -0.96154 Mabsadd L +.68465 .3848 1.46946 -2.02254 Mabsadd L +.68465 .3848 .91448 -0.29713 Mabsadd L +.68465 .3848 2.37764 .77254 Mabsadd L +.68465 .3848 .56518 .7779 Mabsadd L +.68465 .3848 0 2.5 Mabsadd L closepath F +.70408 .38509 0 2.5 Mabsadd m +.70408 .38509 -0.56518 .7779 Mabsadd L +.70408 .38509 -2.37764 .77254 Mabsadd L +.70408 .38509 -0.91448 -0.29713 Mabsadd L +.70408 .38509 -1.46946 -2.02254 Mabsadd L +.70408 .38509 0 -0.96154 Mabsadd L +.70408 .38509 1.46946 -2.02254 Mabsadd L +.70408 .38509 .91448 -0.29713 Mabsadd L +.70408 .38509 2.37764 .77254 Mabsadd L +.70408 .38509 .56518 .7779 Mabsadd L +.70408 .38509 0 2.5 Mabsadd L closepath F +.72352 .38536 0 2.5 Mabsadd m +.72352 .38536 -0.56518 .7779 Mabsadd L +.72352 .38536 -2.37764 .77254 Mabsadd L +.72352 .38536 -0.91448 -0.29713 Mabsadd L +.72352 .38536 -1.46946 -2.02254 Mabsadd L +.72352 .38536 0 -0.96154 Mabsadd L +.72352 .38536 1.46946 -2.02254 Mabsadd L +.72352 .38536 .91448 -0.29713 Mabsadd L +.72352 .38536 2.37764 .77254 Mabsadd L +.72352 .38536 .56518 .7779 Mabsadd L +.72352 .38536 0 2.5 Mabsadd L closepath F +.74295 .38562 0 2.5 Mabsadd m +.74295 .38562 -0.56518 .7779 Mabsadd L +.74295 .38562 -2.37764 .77254 Mabsadd L +.74295 .38562 -0.91448 -0.29713 Mabsadd L +.74295 .38562 -1.46946 -2.02254 Mabsadd L +.74295 .38562 0 -0.96154 Mabsadd L +.74295 .38562 1.46946 -2.02254 Mabsadd L +.74295 .38562 .91448 -0.29713 Mabsadd L +.74295 .38562 2.37764 .77254 Mabsadd L +.74295 .38562 .56518 .7779 Mabsadd L +.74295 .38562 0 2.5 Mabsadd L closepath F +.76239 .38587 0 2.5 Mabsadd m +.76239 .38587 -0.56518 .7779 Mabsadd L +.76239 .38587 -2.37764 .77254 Mabsadd L +.76239 .38587 -0.91448 -0.29713 Mabsadd L +.76239 .38587 -1.46946 -2.02254 Mabsadd L +.76239 .38587 0 -0.96154 Mabsadd L +.76239 .38587 1.46946 -2.02254 Mabsadd L +.76239 .38587 .91448 -0.29713 Mabsadd L +.76239 .38587 2.37764 .77254 Mabsadd L +.76239 .38587 .56518 .7779 Mabsadd L +.76239 .38587 0 2.5 Mabsadd L closepath F +.78183 .38611 0 2.5 Mabsadd m +.78183 .38611 -0.56518 .7779 Mabsadd L +.78183 .38611 -2.37764 .77254 Mabsadd L +.78183 .38611 -0.91448 -0.29713 Mabsadd L +.78183 .38611 -1.46946 -2.02254 Mabsadd L +.78183 .38611 0 -0.96154 Mabsadd L +.78183 .38611 1.46946 -2.02254 Mabsadd L +.78183 .38611 .91448 -0.29713 Mabsadd L +.78183 .38611 2.37764 .77254 Mabsadd L +.78183 .38611 .56518 .7779 Mabsadd L +.78183 .38611 0 2.5 Mabsadd L closepath F +.80126 .38633 0 2.5 Mabsadd m +.80126 .38633 -0.56518 .7779 Mabsadd L +.80126 .38633 -2.37764 .77254 Mabsadd L +.80126 .38633 -0.91448 -0.29713 Mabsadd L +.80126 .38633 -1.46946 -2.02254 Mabsadd L +.80126 .38633 0 -0.96154 Mabsadd L +.80126 .38633 1.46946 -2.02254 Mabsadd L +.80126 .38633 .91448 -0.29713 Mabsadd L +.80126 .38633 2.37764 .77254 Mabsadd L +.80126 .38633 .56518 .7779 Mabsadd L +.80126 .38633 0 2.5 Mabsadd L closepath F +.8207 .38654 0 2.5 Mabsadd m +.8207 .38654 -0.56518 .7779 Mabsadd L +.8207 .38654 -2.37764 .77254 Mabsadd L +.8207 .38654 -0.91448 -0.29713 Mabsadd L +.8207 .38654 -1.46946 -2.02254 Mabsadd L +.8207 .38654 0 -0.96154 Mabsadd L +.8207 .38654 1.46946 -2.02254 Mabsadd L +.8207 .38654 .91448 -0.29713 Mabsadd L +.8207 .38654 2.37764 .77254 Mabsadd L +.8207 .38654 .56518 .7779 Mabsadd L +.8207 .38654 0 2.5 Mabsadd L closepath F +.84014 .38674 0 2.5 Mabsadd m +.84014 .38674 -0.56518 .7779 Mabsadd L +.84014 .38674 -2.37764 .77254 Mabsadd L +.84014 .38674 -0.91448 -0.29713 Mabsadd L +.84014 .38674 -1.46946 -2.02254 Mabsadd L +.84014 .38674 0 -0.96154 Mabsadd L +.84014 .38674 1.46946 -2.02254 Mabsadd L +.84014 .38674 .91448 -0.29713 Mabsadd L +.84014 .38674 2.37764 .77254 Mabsadd L +.84014 .38674 .56518 .7779 Mabsadd L +.84014 .38674 0 2.5 Mabsadd L closepath F +.85957 .38694 0 2.5 Mabsadd m +.85957 .38694 -0.56518 .7779 Mabsadd L +.85957 .38694 -2.37764 .77254 Mabsadd L +.85957 .38694 -0.91448 -0.29713 Mabsadd L +.85957 .38694 -1.46946 -2.02254 Mabsadd L +.85957 .38694 0 -0.96154 Mabsadd L +.85957 .38694 1.46946 -2.02254 Mabsadd L +.85957 .38694 .91448 -0.29713 Mabsadd L +.85957 .38694 2.37764 .77254 Mabsadd L +.85957 .38694 .56518 .7779 Mabsadd L +.85957 .38694 0 2.5 Mabsadd L closepath F +.87901 .38712 0 2.5 Mabsadd m +.87901 .38712 -0.56518 .7779 Mabsadd L +.87901 .38712 -2.37764 .77254 Mabsadd L +.87901 .38712 -0.91448 -0.29713 Mabsadd L +.87901 .38712 -1.46946 -2.02254 Mabsadd L +.87901 .38712 0 -0.96154 Mabsadd L +.87901 .38712 1.46946 -2.02254 Mabsadd L +.87901 .38712 .91448 -0.29713 Mabsadd L +.87901 .38712 2.37764 .77254 Mabsadd L +.87901 .38712 .56518 .7779 Mabsadd L +.87901 .38712 0 2.5 Mabsadd L closepath F +.89845 .3873 0 2.5 Mabsadd m +.89845 .3873 -0.56518 .7779 Mabsadd L +.89845 .3873 -2.37764 .77254 Mabsadd L +.89845 .3873 -0.91448 -0.29713 Mabsadd L +.89845 .3873 -1.46946 -2.02254 Mabsadd L +.89845 .3873 0 -0.96154 Mabsadd L +.89845 .3873 1.46946 -2.02254 Mabsadd L +.89845 .3873 .91448 -0.29713 Mabsadd L +.89845 .3873 2.37764 .77254 Mabsadd L +.89845 .3873 .56518 .7779 Mabsadd L +.89845 .3873 0 2.5 Mabsadd L closepath F +.91788 .38747 0 2.5 Mabsadd m +.91788 .38747 -0.56518 .7779 Mabsadd L +.91788 .38747 -2.37764 .77254 Mabsadd L +.91788 .38747 -0.91448 -0.29713 Mabsadd L +.91788 .38747 -1.46946 -2.02254 Mabsadd L +.91788 .38747 0 -0.96154 Mabsadd L +.91788 .38747 1.46946 -2.02254 Mabsadd L +.91788 .38747 .91448 -0.29713 Mabsadd L +.91788 .38747 2.37764 .77254 Mabsadd L +.91788 .38747 .56518 .7779 Mabsadd L +.91788 .38747 0 2.5 Mabsadd L closepath F +.93732 .38763 0 2.5 Mabsadd m +.93732 .38763 -0.56518 .7779 Mabsadd L +.93732 .38763 -2.37764 .77254 Mabsadd L +.93732 .38763 -0.91448 -0.29713 Mabsadd L +.93732 .38763 -1.46946 -2.02254 Mabsadd L +.93732 .38763 0 -0.96154 Mabsadd L +.93732 .38763 1.46946 -2.02254 Mabsadd L +.93732 .38763 .91448 -0.29713 Mabsadd L +.93732 .38763 2.37764 .77254 Mabsadd L +.93732 .38763 .56518 .7779 Mabsadd L +.93732 .38763 0 2.5 Mabsadd L closepath F +.95675 .38779 0 2.5 Mabsadd m +.95675 .38779 -0.56518 .7779 Mabsadd L +.95675 .38779 -2.37764 .77254 Mabsadd L +.95675 .38779 -0.91448 -0.29713 Mabsadd L +.95675 .38779 -1.46946 -2.02254 Mabsadd L +.95675 .38779 0 -0.96154 Mabsadd L +.95675 .38779 1.46946 -2.02254 Mabsadd L +.95675 .38779 .91448 -0.29713 Mabsadd L +.95675 .38779 2.37764 .77254 Mabsadd L +.95675 .38779 .56518 .7779 Mabsadd L +.95675 .38779 0 2.5 Mabsadd L closepath F +.97619 .38794 0 2.5 Mabsadd m +.97619 .38794 -0.56518 .7779 Mabsadd L +.97619 .38794 -2.37764 .77254 Mabsadd L +.97619 .38794 -0.91448 -0.29713 Mabsadd L +.97619 .38794 -1.46946 -2.02254 Mabsadd L +.97619 .38794 0 -0.96154 Mabsadd L +.97619 .38794 1.46946 -2.02254 Mabsadd L +.97619 .38794 .91448 -0.29713 Mabsadd L +.97619 .38794 2.37764 .77254 Mabsadd L +.97619 .38794 .56518 .7779 Mabsadd L +.97619 .38794 0 2.5 Mabsadd L closepath F +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgCoo`003ooo0P004_oo0`000ooo0P000ooo0P000ooo0`000_oo0`00 +1?oo00<00?ooool0g_oo000?ool00`00ooooo`0Aool20004ool00`00ooooo`02ool20003ool20002 +ool40003ool30003ool00`00ooooo`3Iool000ooo`03003ooooo00coo`8000;oo`@00003ool00000 +00P000;oo`8000?oo`<000;oo`d002[oo`@000?oo`8002goo`8000Coo`8002koo`<000;oo`8002go +o`8000Coo`8000Coo`003ooo00<00?ooool02ooo10000ooo00<00?ooool00_oo00<00?ooool01_oo +10000_oo0P001?oo0P0000?oo`0000000`0000?oo`0000000P000ooo0P001?oo00<00?ooool07Ooo +00<00?ooool00ooo00@00?ooool002_oo`04003ooooo0002ool01000ooooo`00;_oo00@00?ooool0 +00;oo`03003ooooo02Woo`04003ooooo0002ool01000ooooo`000ooo000?ool00`00ooooo`0:ool5 +000Cool00`00ooooo`0;00001?oo000000000_oo0`000_oo0`000ooo0`000_oo0P001?oo00<00?oo +ool05?oo00<00?ooool00_oo00@00?ooool002goo`05003oooooool00002ool00`00ooooo`0Yool5 +00001Ooo003ooooo0000;_oo00@00?ooool000;oo`03003ooooo007oo`003ooo0P00"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-2.90692, -5.05898, \ +0.188614, 0.0451765}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(Plot[kde[x, data, gauss, 1], {x, 0, 1}]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.952381 -4.90498 14.5011 [ +[.21429 .01291 -9 -9 ] +[.21429 .01291 9 0 ] +[.40476 .01291 -9 -9 ] +[.40476 .01291 9 0 ] +[.59524 .01291 -9 -9 ] +[.59524 .01291 9 0 ] +[.78571 .01291 -9 -9 ] +[.78571 .01291 9 0 ] +[.97619 .01291 -3 -9 ] +[.97619 .01291 3 0 ] +[.01131 .17042 -24 -4.5 ] +[.01131 .17042 0 4.5 ] +[.01131 .31543 -24 -4.5 ] +[.01131 .31543 0 4.5 ] +[.01131 .46044 -24 -4.5 ] +[.01131 .46044 0 4.5 ] +[.01131 .60546 -24 -4.5 ] +[.01131 .60546 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.21429 .02541 m +.21429 .03166 L +s +[(0.2)] .21429 .01291 0 1 Mshowa +.40476 .02541 m +.40476 .03166 L +s +[(0.4)] .40476 .01291 0 1 Mshowa +.59524 .02541 m +.59524 .03166 L +s +[(0.6)] .59524 .01291 0 1 Mshowa +.78571 .02541 m +.78571 .03166 L +s +[(0.8)] .78571 .01291 0 1 Mshowa +.97619 .02541 m +.97619 .03166 L +s +[(1)] .97619 .01291 0 1 Mshowa +.125 Mabswid +.07143 .02541 m +.07143 .02916 L +s +.11905 .02541 m +.11905 .02916 L +s +.16667 .02541 m +.16667 .02916 L +s +.2619 .02541 m +.2619 .02916 L +s +.30952 .02541 m +.30952 .02916 L +s +.35714 .02541 m +.35714 .02916 L +s +.45238 .02541 m +.45238 .02916 L +s +.5 .02541 m +.5 .02916 L +s +.54762 .02541 m +.54762 .02916 L +s +.64286 .02541 m +.64286 .02916 L +s +.69048 .02541 m +.69048 .02916 L +s +.7381 .02541 m +.7381 .02916 L +s +.83333 .02541 m +.83333 .02916 L +s +.88095 .02541 m +.88095 .02916 L +s +.92857 .02541 m +.92857 .02916 L +s +.25 Mabswid +0 .02541 m +1 .02541 L +s +.02381 .17042 m +.03006 .17042 L +s +[(0.35)] .01131 .17042 1 0 Mshowa +.02381 .31543 m +.03006 .31543 L +s +[(0.36)] .01131 .31543 1 0 Mshowa +.02381 .46044 m +.03006 .46044 L +s +[(0.37)] .01131 .46044 1 0 Mshowa +.02381 .60546 m +.03006 .60546 L +s +[(0.38)] .01131 .60546 1 0 Mshowa +.125 Mabswid +.02381 .05441 m +.02756 .05441 L +s +.02381 .08341 m +.02756 .08341 L +s +.02381 .11242 m +.02756 .11242 L +s +.02381 .14142 m +.02756 .14142 L +s +.02381 .19942 m +.02756 .19942 L +s +.02381 .22843 m +.02756 .22843 L +s +.02381 .25743 m +.02756 .25743 L +s +.02381 .28643 m +.02756 .28643 L +s +.02381 .34444 m +.02756 .34444 L +s +.02381 .37344 m +.02756 .37344 L +s +.02381 .40244 m +.02756 .40244 L +s +.02381 .43144 m +.02756 .43144 L +s +.02381 .48945 m +.02756 .48945 L +s +.02381 .51845 m +.02756 .51845 L +s +.02381 .54745 m +.02756 .54745 L +s +.02381 .57645 m +.02756 .57645 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.5 Mabswid +.02381 .01472 m +.06244 .10206 L +.10458 .19042 L +.14415 .26648 L +.18221 .33298 L +.22272 .39628 L +.26171 .44966 L +.30316 .49799 L +.34309 .53615 L +.3815 .56491 L +.40095 .57646 L +.42237 .5868 L +.44268 .59431 L +.45178 .59694 L +.46172 .5993 L +.4671 .60035 L +.4721 .60118 L +.47727 .6019 L +.48196 .60243 L +.48658 .60283 L +.4887 .60297 L +.49093 .60309 L +.49332 .6032 L +.49438 .60323 L +.49552 .60326 L +.49675 .60329 L +.49789 .60331 L +.49859 .60331 L +.49925 .60332 L +.50049 .60332 L +.50163 .60331 L +.50286 .6033 L +.50401 .60328 L +.50508 .60325 L +.50754 .60316 L +.51014 .60304 L +.51268 .60288 L +.51504 .6027 L +.5204 .60218 L +.5293 .60096 L +.53882 .59919 L +.54906 .59672 L +.56016 .59339 L +.58032 .58564 L +.60019 .57584 L +.62123 .56313 L +.65912 .53426 L +.69946 .4952 L +.73829 .44966 L +.77956 .39293 L +Mistroke +.81932 .33043 L +.85757 .26332 L +.89827 .18469 L +.93745 .10229 L +.97619 .01472 L +Mfstroke +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHgcoo`03003ooooo00coo`006ooo00<00?ooool01?oo00<00?ooool0 +k?oo00<00?ooool03?oo000Kool00`00ooooo`04ool00`00ooooo`3/ool00`00ooooo`0[oo`03003ooooo00goo`006ooo00<00?ooool01Ooo00<00?ooool0j_oo +00<00?ooool03Ooo000Kool00`00ooooo`06ool00`00ooooo`3Xool00`00ooooo`0>ool001_oo`03 +003ooooo00Koo`03003ooooo0>Soo`03003ooooo00koo`006ooo00<00?ooool01ooo00<00?ooool0 +i_oo00<00?ooool03ooo000Kool00`00ooooo`07ool00`00ooooo`3Vool00`00ooooo`0?ool001_o +o`03003ooooo00Ooo`03003ooooo0>Goo`03003ooooo013oo`006ooo00<00?ooool02?oo00<00?oo +ool0i?oo00<00?ooool04?oo000Kool20009ool00`00ooooo`3Sool00`00ooooo`0Aool001_oo`03 +003ooooo00Woo`03003ooooo0>;oo`03003ooooo017oo`006ooo00<00?ooool02Ooo00<00?ooool0 +hOoo00<00?ooool04_oo000Kool00`00ooooo`0:ool00`00ooooo`3Pool00`00ooooo`0Bool001_o +o`03003ooooo00[oo`03003ooooo0=ooo`03003ooooo01?oo`006ooo00<00?ooool02ooo00<00?oo +ool0g_oo00<00?ooool04ooo000Kool00`00ooooo`0;ool00`00ooooo`3Mool00`00ooooo`0Dool0 +01_oo`03003ooooo00coo`03003ooooo0=coo`03003ooooo01Coo`006ooo0P003Ooo00<00?ooool0 +fooo00<00?ooool05Ooo000Kool00`00ooooo`0ool00`00ooooo`3Gool00`00ooooo`0Gool0 +00;oo`8000Coo`8000Coo`8000Coo`8000Goo`03003ooooo00koo`03003ooooo0=Ooo`03003ooooo +01Ooo`0000Goo`00ooooo`0000Soo`04003ooooo0002ool01000ooooo`001?oo00<00?ooool03ooo +00<00?ooool0eOoo00<00?ooool06?oo00001Ooo003ooooo00002_oo00<00?ooool01?oo00<00?oo +ool00_oo0P004?oo00<00?ooool0eOoo00<00?ooool06?oo00001Ooo003ooooo00002ooo00@00?oo +ooooo`8000Goo`03003ooooo013oo`03003ooooo0=?oo`03003ooooo01Woo`0000Goo`00ooooo`00 +00Soo`04003ooooo0003ool00`00ooooo`04ool00`00ooooo`0@ool00`00ooooo`3Cool00`00oooo +o`0Iool000;oo`8000[oo`8000Coo`<000Coo`03003ooooo017oo`03003ooooo0=7oo`03003ooooo +01[oo`006ooo00<00?ooool04Ooo00<00?ooool0dOoo00<00?ooool06_oo000Kool00`00ooooo`0B +ool00`00ooooo`3@ool00`00ooooo`0Jool001_oo`03003ooooo01;oo`03003ooooo0Ooo000Kool00`00ooooo`0cool00`00ooooo`2?ool00`00 +ooooo`0jool001_oo`8003Coo`03003ooooo08ooo`03003ooooo03[oo`006ooo00<00?ooool0=?oo +00<00?ooool0SOoo00<00?ooool0>ooo000Kool00`00ooooo`0eool00`00ooooo`2;ool00`00oooo +o`0lool001_oo`03003ooooo03Goo`03003ooooo08[oo`03003ooooo03goo`006ooo00<00?ooool0 +=_oo00<00?ooool0ROoo00<00?ooool0?Ooo000Kool00`00ooooo`0gool00`00ooooo`27ool00`00 +ooooo`0nool001_oo`03003ooooo03Ooo`03003ooooo08Koo`03003ooooo03ooo`006ooo00<00?oo +ool0>?oo00<00?ooool0Q?oo00<00?ooool0@?oo000Kool2000jool00`00ooooo`23ool00`00oooo +o`10ool001_oo`03003ooooo03Woo`03003ooooo08;oo`03003ooooo047oo`006ooo00<00?ooool0 +>_oo00<00?ooool0P?oo00<00?ooool0@_oo000Kool00`00ooooo`0kool00`00ooooo`1nool00`00 +ooooo`13ool001_oo`03003ooooo03_oo`03003ooooo07koo`03003ooooo04?oo`006ooo00<00?oo +ool0??oo00<00?ooool0O?oo00<00?ooool0A?oo0002ool20004ool20004ool20005ool00`00oooo +o`03ool00`00ooooo`0mool00`00ooooo`1jool00`00ooooo`15ool00005ool00?ooool00008ool0 +1000ooooo`001?oo00<00?ooool00ooo00<00?ooool0?_oo00<00?ooool0N?oo00<00?ooool0A_oo +00001Ooo003ooooo00002_oo00<00?ooool00ooo00<00?ooool00ooo0P00@?oo00<00?ooool0M_oo +00<00?ooool0Aooo00001Ooo003ooooo00002ooo00<00?ooool00ooo00<00?ooool00_oo00<00?oo +ool0?ooo00<00?ooool0M_oo00<00?ooool0Aooo00001Ooo003ooooo00002?oo00@00?ooool000;o +o`04003ooooo0004ool00`00ooooo`10ool00`00ooooo`1dool00`00ooooo`18ool000;oo`8000[o +o`8000?oo`@000Coo`03003ooooo047oo`03003ooooo07;oo`03003ooooo04Woo`006ooo00<00?oo +ool0@_oo00<00?ooool0L?oo00<00?ooool0B_oo000Kool00`00ooooo`13ool00`00ooooo`1^ool0 +0`00ooooo`1;ool001_oo`03003ooooo04Coo`03003ooooo06coo`03003ooooo04coo`006ooo0P00 +AOoo00<00?ooool0K?oo00<00?ooool0C?oo000Kool00`00ooooo`15ool00`00ooooo`1Zool00`00 +ooooo`1=ool001_oo`03003ooooo04Koo`03003ooooo06Soo`03003ooooo04koo`006ooo00<00?oo +ool0Aooo00<00?ooool0I_oo00<00?ooool0Cooo000Kool00`00ooooo`18ool00`00ooooo`1Tool0 +0`00ooooo`1@ool001_oo`03003ooooo04Woo`03003ooooo06;oo`03003ooooo057oo`006ooo00<0 +0?ooool0B_oo00<00?ooool0H?oo00<00?ooool0D_oo000Kool00`00ooooo`1;ool00`00ooooo`1M +ool2001Eool001_oo`8004goo`8005coo`03003ooooo05Goo`006ooo00<00?ooool0C_oo00<00?oo +ool0F?oo00<00?ooool0E_oo000Kool00`00ooooo`1?ool00`00ooooo`1Fool00`00ooooo`1Gool0 +01_oo`03003ooooo053oo`03003ooooo05Coo`03003ooooo05Soo`006ooo00<00?ooool0DOoo00<0 +0?ooool0D_oo00<00?ooool0FOoo000Kool00`00ooooo`1Bool00`00ooooo`1@ool00`00ooooo`1J +ool001_oo`03003ooooo05?oo`8004koo`8005goo`006ooo00<00?ooool0EOoo00<00?ooool0B_oo +00<00?ooool0GOoo000Kool2001Gool00`00ooooo`18ool00`00ooooo`1Nool001_oo`03003ooooo +05Ooo`8004Ooo`03003ooooo05ooo`006ooo00<00?ooool0FOoo00<00?ooool0@_oo0P00H_oo000K +ool00`00ooooo`1Jool20011ool00`00ooooo`1Rool001_oo`03003ooooo05coo`03003ooooo03go +o`03003ooooo06?oo`006ooo00<00?ooool0GOoo0P00>ooo0P00I_oo000Kool00`00ooooo`1Oool2 +000gool2001Xool001_oo`8006;oo`03003ooooo03;oo`8006[oo`006ooo00<00?ooool0H_oo0P00 +"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-0.107864, 0.336052, \ +0.00394728, 0.000259243}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(ListPlot[\(kde[#, data, gauss, 1] &\) /@ Range[0, 1, .01]]\)], "Input"], + +Cell[GraphicsData["PostScript", "\<\ +%! +%%Creator: Mathematica +%%AspectRatio: .61803 +MathPictureStart +/Mabs { +Mgmatrix idtransform +Mtmatrix dtransform +} bind def +/Mabsadd { Mabs +3 -1 roll add +3 1 roll add +exch } bind def +%% Graphics +%%IncludeResource: font Courier +%%IncludeFont: Courier +/Courier findfont 10 scalefont setfont +% Scaling calculations +0.0238095 0.00942951 -2.17248 7.02024 [ +[.2124 .06149 -6 -9 ] +[.2124 .06149 6 0 ] +[.40099 .06149 -6 -9 ] +[.40099 .06149 6 0 ] +[.58958 .06149 -6 -9 ] +[.58958 .06149 6 0 ] +[.77817 .06149 -6 -9 ] +[.77817 .06149 6 0 ] +[.96676 .06149 -9 -9 ] +[.96676 .06149 9 0 ] +[.01131 .2144 -24 -4.5 ] +[.01131 .2144 0 4.5 ] +[.01131 .3548 -24 -4.5 ] +[.01131 .3548 0 4.5 ] +[.01131 .49521 -24 -4.5 ] +[.01131 .49521 0 4.5 ] +[ 0 0 0 0 ] +[ 1 .61803 0 0 ] +] MathScale +% Start of Graphics +1 setlinecap +1 setlinejoin +newpath +0 g +.25 Mabswid +[ ] 0 setdash +.2124 .07399 m +.2124 .08024 L +s +[(20)] .2124 .06149 0 1 Mshowa +.40099 .07399 m +.40099 .08024 L +s +[(40)] .40099 .06149 0 1 Mshowa +.58958 .07399 m +.58958 .08024 L +s +[(60)] .58958 .06149 0 1 Mshowa +.77817 .07399 m +.77817 .08024 L +s +[(80)] .77817 .06149 0 1 Mshowa +.96676 .07399 m +.96676 .08024 L +s +[(100)] .96676 .06149 0 1 Mshowa +.125 Mabswid +.07096 .07399 m +.07096 .07774 L +s +.1181 .07399 m +.1181 .07774 L +s +.16525 .07399 m +.16525 .07774 L +s +.25955 .07399 m +.25955 .07774 L +s +.30669 .07399 m +.30669 .07774 L +s +.35384 .07399 m +.35384 .07774 L +s +.44814 .07399 m +.44814 .07774 L +s +.49529 .07399 m +.49529 .07774 L +s +.54243 .07399 m +.54243 .07774 L +s +.63673 .07399 m +.63673 .07774 L +s +.68388 .07399 m +.68388 .07774 L +s +.73102 .07399 m +.73102 .07774 L +s +.82532 .07399 m +.82532 .07774 L +s +.87247 .07399 m +.87247 .07774 L +s +.91961 .07399 m +.91961 .07774 L +s +.25 Mabswid +0 .07399 m +1 .07399 L +s +.02381 .2144 m +.03006 .2144 L +s +[(0.34)] .01131 .2144 1 0 Mshowa +.02381 .3548 m +.03006 .3548 L +s +[(0.36)] .01131 .3548 1 0 Mshowa +.02381 .49521 m +.03006 .49521 L +s +[(0.38)] .01131 .49521 1 0 Mshowa +.125 Mabswid +.02381 .10909 m +.02756 .10909 L +s +.02381 .14419 m +.02756 .14419 L +s +.02381 .1793 m +.02756 .1793 L +s +.02381 .2495 m +.02756 .2495 L +s +.02381 .2846 m +.02756 .2846 L +s +.02381 .3197 m +.02756 .3197 L +s +.02381 .3899 m +.02756 .3899 L +s +.02381 .425 m +.02756 .425 L +s +.02381 .46011 m +.02756 .46011 L +s +.02381 .03889 m +.02756 .03889 L +s +.02381 .00379 m +.02756 .00379 L +s +.02381 .53031 m +.02756 .53031 L +s +.02381 .56541 m +.02756 .56541 L +s +.02381 .60051 m +.02756 .60051 L +s +.25 Mabswid +.02381 0 m +.02381 .61803 L +s +0 0 m +1 0 L +1 .61803 L +0 .61803 L +closepath +clip +newpath +.008 w +.03324 .48064 Mdot +.04267 .48842 Mdot +.0521 .49597 Mdot +.06153 .50328 Mdot +.07096 .51034 Mdot +.08039 .51716 Mdot +.08982 .52373 Mdot +.09925 .53005 Mdot +.10868 .53612 Mdot +.1181 .54194 Mdot +.12753 .5475 Mdot +.13696 .55281 Mdot +.14639 .55786 Mdot +.15582 .56264 Mdot +.16525 .56717 Mdot +.17468 .57144 Mdot +.18411 .57544 Mdot +.19354 .57918 Mdot +.20297 .58265 Mdot +.2124 .58586 Mdot +.22183 .5888 Mdot +.23126 .59147 Mdot +.24069 .59387 Mdot +.25012 .596 Mdot +.25955 .59786 Mdot +.26898 .59945 Mdot +.27841 .60077 Mdot +.28784 .60181 Mdot +.29727 .60259 Mdot +.30669 .60309 Mdot +.31612 .60332 Mdot +.32555 .60328 Mdot +.33498 .60296 Mdot +.34441 .60237 Mdot +.35384 .60151 Mdot +.36327 .60038 Mdot +.3727 .59897 Mdot +.38213 .5973 Mdot +.39156 .59535 Mdot +.40099 .59313 Mdot +.41042 .59064 Mdot +.41985 .58789 Mdot +.42928 .58486 Mdot +.43871 .58157 Mdot +.44814 .57801 Mdot +.45757 .57419 Mdot +.467 .57011 Mdot +.47643 .56576 Mdot +.48586 .56114 Mdot +.49529 .55627 Mdot +.50471 .55114 Mdot +.51414 .54575 Mdot +.52357 .54011 Mdot +.533 .53421 Mdot +.54243 .52806 Mdot +.55186 .52166 Mdot +.56129 .51501 Mdot +.57072 .50811 Mdot +.58015 .50097 Mdot +.58958 .49359 Mdot +.59901 .48596 Mdot +.60844 .4781 Mdot +.61787 .47 Mdot +.6273 .46166 Mdot +.63673 .4531 Mdot +.64616 .4443 Mdot +.65559 .43528 Mdot +.66502 .42604 Mdot +.67445 .41657 Mdot +.68388 .40688 Mdot +.69331 .39698 Mdot +.70273 .38686 Mdot +.71216 .37654 Mdot +.72159 .366 Mdot +.73102 .35526 Mdot +.74045 .34432 Mdot +.74988 .33318 Mdot +.75931 .32185 Mdot +.76874 .31032 Mdot +.77817 .2986 Mdot +.7876 .2867 Mdot +.79703 .27461 Mdot +.80646 .26235 Mdot +.81589 .2499 Mdot +.82532 .23729 Mdot +.83475 .2245 Mdot +.84418 .21155 Mdot +.85361 .19843 Mdot +.86304 .18516 Mdot +.87247 .17173 Mdot +.8819 .15814 Mdot +.89132 .14441 Mdot +.90075 .13053 Mdot +.91018 .11651 Mdot +.91961 .10236 Mdot +.92904 .08806 Mdot +.93847 .07364 Mdot +.9479 .05909 Mdot +.95733 .04442 Mdot +.96676 .02962 Mdot +.97619 .01472 Mdot +% End of Graphics +MathPictureEnd +\ +\>"], "Graphics", + ImageSize->{288, 177.938}, + ImageMargins->{{43, 0}, {0, 0}}, + ImageRegion->{{0, 1}, {0, 1}}, + ImageCache->GraphicsData["Bitmap", "\<\ +CF5dJ6E]HGAYHf4PAg9QL6QYHggoo`03003ooooo01;oo`006ooo00<00?ooool0oooo +0ooo000Kool00`00ooooo`3oool3ool001_oo`03003ooooo0>[oo`03003ooooo01Goo`006ooo00<0 +0?ooool0j_oo00<00?ooool05Ooo000Kool2003oool4ool001_oo`03003ooooo0>Soo`03003ooooo +01Ooo`006ooo00<00?ooool0j?oo00<00?ooool05ooo000Kool00`00ooooo`3oool3ool001_oo`03 +003ooooo0?ooo`?oo`006ooo00<00?ooool0iOoo00<00?ooool06_oo000Kool00`00ooooo`3Uool0 +0`00ooooo`0Jool001_oo`03003ooooo0?ooo`?oo`006ooo00<00?ooool0oooo0ooo000Kool2003T +ool00`00ooooo`0Lool001_oo`03003ooooo0>?oo`03003ooooo01coo`006ooo00<00?ooool0oooo +0ooo000Kool00`00ooooo`3Pool00`00ooooo`0Oool001_oo`03003ooooo0>3oo`03003ooooo01oo +o`006ooo00<00?ooool0oooo0ooo000Kool00`00ooooo`3oool3ool001_oo`03003ooooo0=koo`03 +003ooooo027oo`006ooo00<00?ooool0g_oo00<00?ooool08Ooo000Kool00`00ooooo`3oool3ool0 +01_oo`800?ooo`Coo`006ooo00<00?ooool0fooo00<00?ooool09?oo000Kool00`00ooooo`3Kool0 +0`00ooooo`0Tool001_oo`03003ooooo0?ooo`?oo`006ooo00<00?ooool0fOoo00<00?ooool09_oo +000Kool00`00ooooo`3Iool00`00ooooo`0Vool001_oo`03003ooooo0?ooo`?oo`000_oo0P001?oo +0P001?oo0P001Ooo0`000ooo00<00?ooool0oooo0ooo00001Ooo003ooooo00002?oo00@00?ooool0 +00Goo`03003ooooo00;oo`03003ooooo0=Koo`03003ooooo02Woo`0000Goo`00ooooo`0000[oo`04 +003oooooool50003ool2003Gool00`00ooooo`0Yool00005ool00?ooool0000;ool01000ooooo`00 +0_oo00<00?ooool00_oo00<00?ooool0oooo0ooo00001Ooo003ooooo00002?oo00@00?ooool000?o +o`03003oo`0000Coo`03003ooooo0=Coo`03003ooooo02_oo`000_oo0P002_oo0P001Ooo0P001?oo +00<00?ooool0e?oo00<00?ooool0:ooo000Kool00`00ooooo`3oool3ool001_oo`03003ooooo0?oo +o`?oo`006ooo00<00?ooool0dOoo00<00?ooool0;_oo000Kool00`00ooooo`3Aool00`00ooooo`0^ +ool001_oo`03003ooooo0?ooo`?oo`006ooo0P00d?oo00<00?ooool0ool001_oo`03003ooooo0;7oo`03003ooooo04koo`006ooo0P00oooo1?oo000Kool0 +0`00ooooo`2^ool00`00ooooo`1Aool001_oo`03003ooooo0:koo`03003ooooo057oo`006ooo00<0 +0?ooool0oooo0ooo000Kool00`00ooooo`2/ool00`00ooooo`1Cool001_oo`03003ooooo0:coo`03 +003ooooo05?oo`006ooo00<00?ooool0ZOoo00<00?ooool0E_oo000Kool00`00ooooo`2Yool00`00 +ooooo`1Fool001_oo`03003ooooo0?ooo`?oo`006ooo0P00Z?oo00<00?ooool0F?oo000Kool00`00 +ooooo`2Wool00`00ooooo`1Hool001_oo`03003ooooo0:Coo`03003ooooo05_oo`006ooo00<00?oo +ool0Y?oo00<00?ooool0Fooo000Kool00`00ooooo`3oool3ool001_oo`03003ooooo0:;oo`03003o +oooo05goo`006ooo00<00?ooool0X_oo00<00?ooool0GOoo000Kool00`00ooooo`2Oool00`00oooo +o`1Pool001_oo`03003ooooo09ooo`03003ooooo063oo`006ooo0P00W_oo00<00?ooool0H_oo000K +ool00`00ooooo`2Mool00`00ooooo`1Rool001_oo`03003ooooo09[oo`03003ooooo06Goo`006ooo +00<00?ooool0V_oo00<00?ooool0IOoo000Kool00`00ooooo`3oool3ool001_oo`03003oo`0009So +o`03003ooooo06Ooo`006ooo00<00?oo0000V?oo00<00?ooool0Iooo000Kool01@00oooooooo0000 +Tooo00<00?ooool0J_oo0002ool20004ool20004ool20004ool20005ool01@00oooooooo0000Tooo +00<00?ooool0J_oo00001Ooo003ooooo00002?oo00@00?ooool000;oo`04003ooooo0004ool00`00 +ooooo`04ool00`00ooooo`2ool00`00ooooo`1hool00`00ooooo`1f +ool001_oo`03003ooooo00koo`03003oo`0007Goo`03003ooooo07Woo`006ooo0P004Ooo00<00?oo +ool0LOoo00<00?oo0000Nooo000Kool00`00ooooo`0Cool00`00ooooo`1^ool00`00ooooo`1kool0 +01_oo`03003ooooo01?oo`03003ooooo06_oo`03003ooooo07koo`006ooo00<00?ooool05Ooo00<0 +0?ooool0JOoo00<00?ooool0O_oo000Kool00`00ooooo`0Eool01000ooooo`00I_oo00<00?ooool0 +P?oo000Kool00`00ooooo`0Hool00`00ool0001Qool01000ooooo`00P_oo000Kool00`00ooooo`0J +ool00`00ooooo`1Mool00`00ool00025ool001_oo`03003ooooo01goo`03003ooooo05[oo`03003o +oooo08Goo`006ooo00<00?ooool07Ooo00<00?oo0000Eooo00<00?ooool0R?oo000Kool2000Pool0 +1000ooooo`00D_oo00<00?oo0000R_oo000Kool00`00ooooo`0Rool00`00ool0001=ool01000oooo +o`00S?oo000Kool00`00ooooo`0Tool01000ooooo`00B?oo00<00?oo0000Sooo000Kool00`00oooo +o`0Wool00`00ool00013ool01000ooooo`00TOoo000Kool00`00ooooo`0Yool01000ooooo`00?_oo +00<00?oo0000U?oo000Kool00`00ooooo`0/ool00`00ool0000iool01000ooooo`00U_oo000Kool0 +0`00ooooo`0^ool01000ooooo`00"], + ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-10.9002, 0.306073, \ +0.398923, 0.00053583}}], + +Cell[BoxData[ + TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\), + False, + Editable->False]], "Output"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + \(kde[#, data, gauss, 1]\)], "Input"], + +Cell[BoxData[ + \(1\/6\ \((\[ExponentialE]\^\(\(-\(1\/2\)\)\ \((\(\(0.1`\)\(\ +\[InvisibleSpace]\)\) - #1)\)\^2\)\/\@\(2\ \[Pi]\) + \ +\[ExponentialE]\^\(\(-\(1\/2\)\)\ \((\(\(0.2`\)\(\[InvisibleSpace]\)\) - \ +#1)\)\^2\)\/\@\(2\ \[Pi]\) + \[ExponentialE]\^\(\(-\(1\/2\)\)\ \((\(\(0.25`\)\ +\(\[InvisibleSpace]\)\) - #1)\)\^2\)\/\@\(2\ \[Pi]\) + \[ExponentialE]\^\(\(-\ +\(1\/2\)\)\ \((\(\(0.37`\)\(\[InvisibleSpace]\)\) - #1)\)\^2\)\/\@\(2\ \ +\[Pi]\) + \[ExponentialE]\^\(\(-\(1\/2\)\)\ \ +\((\(\(0.4`\)\(\[InvisibleSpace]\)\) - #1)\)\^2\)\/\@\(2\ \[Pi]\) + \ +\[ExponentialE]\^\(\(-\(1\/2\)\)\ \((\(\(0.5`\)\(\[InvisibleSpace]\)\) - \ +#1)\)\^2\)\/\@\(2\ \[Pi]\))\)\)], "Output"] +}, Open ]] +}, Closed]] +}, Open ]] +}, +FrontEndVersion->"5.0 for X", +ScreenRectangle->{{0, 1280}, {0, 1024}}, +WindowSize->{520, 600}, +WindowMargins->{{150, Automatic}, {Automatic, 52}} +] + +(******************************************************************* +Cached data follows. If you edit this Notebook file directly, not +using Mathematica, you must remove the line containing CacheID at +the top of the file. The cache data will then be recreated when +you save this file from within Mathematica. +*******************************************************************) + +(*CellTagsOutline +CellTagsIndex->{} +*) + +(*CellTagsIndex +CellTagsIndex->{} +*) + +(*NotebookFileOutline +Notebook[{ +Cell[1754, 51, 213, 4, 68, "Text"], + +Cell[CellGroupData[{ +Cell[1992, 59, 30, 0, 28, "Subsubsection"], +Cell[2025, 61, 54, 1, 27, "Input"], +Cell[2082, 64, 62, 1, 27, "Input"], +Cell[2147, 67, 71, 1, 27, "Input"], +Cell[2221, 70, 103, 2, 43, "Input"], +Cell[2327, 74, 106, 2, 43, "Input"], +Cell[2436, 78, 106, 2, 43, "Input"], +Cell[2545, 82, 88, 1, 27, "Input"], +Cell[2636, 85, 238, 6, 91, "Input"], +Cell[2877, 93, 114, 2, 59, "Input"], +Cell[2994, 97, 103, 2, 27, "Input"], +Cell[3100, 101, 26069, 363, 23483, "Input"], +Cell[29172, 466, 26069, 363, 23483, "Input"], +Cell[55244, 831, 26069, 363, 23483, "Input"] +}, Closed]], + +Cell[CellGroupData[{ +Cell[81350, 1199, 39, 0, 22, "Subsubsection"], +Cell[81392, 1201, 193, 4, 59, "Input"], +Cell[81588, 1207, 138, 2, 43, "Input"], +Cell[81729, 1211, 126, 2, 43, "Input"], + +Cell[CellGroupData[{ +Cell[81880, 1217, 210, 4, 75, "Input"], +Cell[82093, 1223, 356, 5, 46, "Message"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[82486, 1233, 127, 3, 43, "Input"], +Cell[82616, 1238, 83, 1, 60, "Output"] +}, Open ]], +Cell[82714, 1242, 128, 2, 43, "Input"], + +Cell[CellGroupData[{ +Cell[82867, 1248, 45, 1, 27, "Input"], +Cell[82915, 1251, 142, 2, 60, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[83094, 1258, 68, 2, 27, "Input", + Evaluatable->False], +Cell[83165, 1262, 407, 7, 163, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[83609, 1274, 68, 2, 27, "Input", + Evaluatable->False], +Cell[83680, 1278, 229, 4, 80, "Output"] +}, Open ]], +Cell[83924, 1285, 45, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[83994, 1289, 63, 1, 27, "Input"], +Cell[84060, 1292, 14991, 430, 186, 4042, 290, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[99054, 1724, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[99221, 1732, 74, 1, 27, "Input"], +Cell[99298, 1735, 16941, 545, 186, 5633, 401, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[116242, 2282, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[116409, 2290, 62, 1, 27, "Input"], +Cell[116474, 2293, 21416, 835, 186, 10447, 695, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[137893, 3130, 130, 3, 27, "Output"] +}, Open ]], +Cell[138038, 3136, 56, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[138119, 3140, 122, 2, 43, "Input"], +Cell[138244, 3144, 43, 1, 27, "Output"] +}, Open ]], +Cell[138302, 3148, 71, 0, 32, "Text"] +}, Closed]], + +Cell[CellGroupData[{ +Cell[138410, 3153, 62, 0, 30, "Subsection"], + +Cell[CellGroupData[{ +Cell[138497, 3157, 134, 3, 44, "Subsubsection"], + +Cell[CellGroupData[{ +Cell[138656, 3164, 54, 1, 27, "Input"], +Cell[138713, 3167, 46, 1, 44, "Output"] +}, Open ]], +Cell[138774, 3171, 277, 5, 75, "Input"], +Cell[139054, 3178, 46, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[139125, 3182, 74, 1, 27, "Input"], +Cell[139202, 3185, 38, 1, 44, "Output"] +}, Open ]], +Cell[139255, 3189, 51, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[139331, 3193, 74, 1, 27, "Input"], +Cell[139408, 3196, 39, 1, 44, "Output"] +}, Open ]], +Cell[139462, 3200, 72, 0, 32, "Text"] +}, Closed]], + +Cell[CellGroupData[{ +Cell[139571, 3205, 77, 0, 22, "Subsubsection"], +Cell[139651, 3207, 48, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[139724, 3212, 102, 2, 43, "Input"], +Cell[139829, 3216, 53, 1, 27, "Output"] +}, Open ]], +Cell[139897, 3220, 79, 1, 27, "Input"], +Cell[139979, 3223, 75, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[140079, 3228, 153, 2, 43, "Input"], +Cell[140235, 3232, 81, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[140353, 3238, 51, 1, 27, "Input"], +Cell[140407, 3241, 38, 1, 44, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[140482, 3247, 47, 1, 27, "Input"], +Cell[140532, 3250, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[140604, 3256, 114, 2, 43, "Input"], +Cell[140721, 3260, 53, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[140811, 3266, 109, 2, 43, "Input"], +Cell[140923, 3270, 54, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[141014, 3276, 110, 2, 27, "Input"], +Cell[141127, 3280, 37610, 831, 186, 4818, 422, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[178740, 4113, 130, 3, 27, "Output"] +}, Open ]], +Cell[178885, 4119, 74, 1, 27, "Input"], +Cell[178962, 4122, 77, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[179064, 4127, 154, 2, 43, "Input"], +Cell[179221, 4131, 81, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[179339, 4137, 52, 1, 27, "Input"], +Cell[179394, 4140, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[179466, 4146, 48, 1, 27, "Input"], +Cell[179517, 4149, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[179589, 4155, 113, 2, 43, "Input"], +Cell[179705, 4159, 53, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[179795, 4165, 110, 2, 43, "Input"], +Cell[179908, 4169, 54, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[179999, 4175, 111, 2, 27, "Input"], +Cell[180113, 4179, 65677, 1518, 186, 10186, 828, "GraphicsData", \ +"PostScript", "Graphics"], +Cell[245793, 5699, 130, 3, 27, "Output"] +}, Open ]], +Cell[245938, 5705, 30, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[245993, 5709, 108, 2, 27, "Input"], +Cell[246104, 5713, 103, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[246244, 5720, 110, 2, 27, "Input"], +Cell[246357, 5724, 104, 2, 27, "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ +Cell[246510, 5732, 45, 0, 22, "Subsubsection"], +Cell[246558, 5734, 71, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[246654, 5739, 110, 2, 27, "Input"], +Cell[246767, 5743, 104, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[246908, 5750, 67, 1, 27, "Input"], +Cell[246978, 5753, 12719, 416, 186, 4640, 312, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[259700, 6171, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[259867, 6179, 52, 1, 27, "Input"], +Cell[259922, 6182, 36, 1, 27, "Output"] +}, Open ]], +Cell[259973, 6186, 72, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[260070, 6191, 69, 1, 27, "Input"], +Cell[260142, 6194, 11752, 372, 186, 4036, 272, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[271897, 6568, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[272064, 6576, 112, 2, 27, "Input"], +Cell[272179, 6580, 105, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[272321, 6587, 53, 1, 27, "Input"], +Cell[272377, 6590, 36, 1, 27, "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ +Cell[272462, 6597, 67, 0, 22, "Subsubsection"], + +Cell[CellGroupData[{ +Cell[272554, 6601, 41, 1, 27, "Input"], +Cell[272598, 6604, 38, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[272673, 6610, 138, 3, 27, "Input"], +Cell[272814, 6615, 1747, 27, 99, "Output"], +Cell[274564, 6644, 1767, 28, 99, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[276368, 6677, 141, 3, 27, "Input"], +Cell[276512, 6682, 2079, 32, 119, "Output"], +Cell[278594, 6716, 2098, 33, 119, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[280729, 6754, 65, 1, 27, "Input"], +Cell[280797, 6757, 13605, 457, 186, 5144, 348, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[294405, 7216, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[294572, 7224, 66, 1, 27, "Input"], +Cell[294641, 7227, 11615, 370, 186, 4045, 272, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[306259, 7599, 130, 3, 27, "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ +Cell[306438, 7608, 45, 0, 22, "Subsubsection"], +Cell[306486, 7610, 26, 0, 27, "Input"], + +Cell[CellGroupData[{ +Cell[306537, 7614, 101, 2, 27, "Input"], +Cell[306641, 7618, 110, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[306788, 7625, 270, 5, 43, "Input"], +Cell[307061, 7632, 380, 6, 59, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[307478, 7643, 39, 1, 27, "Input"], +Cell[307520, 7646, 35, 1, 27, "Output"] +}, Open ]], +Cell[307570, 7650, 121, 2, 27, "Input"], + +Cell[CellGroupData[{ +Cell[307716, 7656, 58, 1, 27, "Input"], +Cell[307777, 7659, 987, 14, 115, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[308801, 7678, 55, 1, 27, "Input"], +Cell[308859, 7681, 1651, 26, 99, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[310547, 7712, 112, 2, 27, "Input"], +Cell[310662, 7716, 38, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[310737, 7722, 76, 1, 27, "Input"], +Cell[310816, 7725, 923, 13, 99, "Output"] +}, Open ]], +Cell[311754, 7741, 70, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[311849, 7746, 66, 1, 27, "Input"], +Cell[311918, 7749, 74501, 1690, 723, 40284, 1263, "GraphicsData", \ +"PostScript", "Graphics"], +Cell[386422, 9441, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[386589, 9449, 57, 1, 27, "Input"], +Cell[386649, 9452, 1907, 33, 119, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[388593, 9490, 46, 1, 27, "Input"], +Cell[388642, 9493, 46, 1, 44, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[388725, 9499, 57, 1, 27, "Input"], +Cell[388785, 9502, 1859, 33, 119, "Output"] +}, Open ]], +Cell[390659, 9538, 74, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[390758, 9543, 93, 1, 27, "Input"], +Cell[390854, 9546, 4296, 66, 1227, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[395187, 9617, 50, 1, 27, "Input"], +Cell[395240, 9620, 13605, 457, 186, 5144, 348, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[408848, 10079, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[409015, 10087, 49, 1, 27, "Input"], +Cell[409067, 10090, 13604, 457, 186, 5143, 348, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[422674, 10549, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[422841, 10557, 51, 1, 27, "Input"], +Cell[422895, 10560, 55, 1, 27, "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ +Cell[422999, 10567, 57, 0, 22, "Subsubsection"], + +Cell[CellGroupData[{ +Cell[423081, 10571, 102, 2, 27, "Input"], +Cell[423186, 10575, 111, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[423334, 10582, 272, 5, 43, "Input"], +Cell[423609, 10589, 383, 6, 59, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[424029, 10600, 39, 1, 27, "Input"], +Cell[424071, 10603, 35, 1, 27, "Output"] +}, Open ]], +Cell[424121, 10607, 170, 3, 27, "Input"], + +Cell[CellGroupData[{ +Cell[424316, 10614, 59, 1, 27, "Input"], +Cell[424378, 10617, 770, 11, 99, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[425185, 10633, 56, 1, 27, "Input"], +Cell[425244, 10636, 1979, 31, 119, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[427260, 10672, 113, 2, 27, "Input"], +Cell[427376, 10676, 38, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[427451, 10682, 78, 1, 27, "Input"], +Cell[427532, 10685, 361, 5, 20, "Message"], +Cell[427896, 10692, 705, 10, 83, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[428638, 10707, 72, 1, 27, "Input"], +Cell[428713, 10710, 363, 5, 20, "Message"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[429113, 10720, 68, 1, 27, "Input"], +Cell[429184, 10723, 66662, 1476, 694, 35117, 1082, "GraphicsData", \ +"PostScript", "Graphics"], +Cell[495849, 12201, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[496016, 12209, 60, 1, 27, "Input"], +Cell[496079, 12212, 359, 5, 20, "Message"], +Cell[496441, 12219, 2126, 37, 119, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[498604, 12261, 60, 1, 27, "Input"], +Cell[498667, 12264, 365, 5, 20, "Message"], +Cell[499035, 12271, 1746, 30, 117, "Output"] +}, Open ]], +Cell[500796, 12304, 76, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[500897, 12309, 93, 1, 27, "Input"], +Cell[500993, 12312, 4594, 73, 1102, "Output"] +}, Closed]], + +Cell[CellGroupData[{ +Cell[505624, 12390, 51, 1, 24, "Input"], +Cell[505678, 12393, 11615, 370, 186, 4045, 272, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[517296, 12765, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[517463, 12773, 50, 1, 27, "Input"], +Cell[517516, 12776, 11615, 370, 186, 4045, 272, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[529134, 13148, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[529301, 13156, 52, 1, 27, "Input"], +Cell[529356, 13159, 55, 1, 27, "Output"] +}, Open ]] +}, Closed]] +}, Open ]], + +Cell[CellGroupData[{ +Cell[529472, 13167, 45, 0, 38, "Subsection"], + +Cell[CellGroupData[{ +Cell[529542, 13171, 44, 0, 28, "Subsubsection"], +Cell[529589, 13173, 671, 13, 123, "Input"], + +Cell[CellGroupData[{ +Cell[530285, 13190, 56, 1, 27, "Input"], +Cell[530344, 13193, 149, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[530530, 13200, 63, 1, 27, "Input"], +Cell[530596, 13203, 176, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[530809, 13211, 70, 1, 27, "Input"], +Cell[530882, 13214, 270, 4, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[531189, 13223, 45, 1, 27, "Input"], +Cell[531237, 13226, 142, 2, 60, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[531416, 13233, 66, 1, 27, "Input"], +Cell[531485, 13236, 116, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[531638, 13243, 90, 1, 27, "Input"], +Cell[531731, 13246, 457, 7, 43, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[532225, 13258, 51, 1, 27, "Input"], +Cell[532279, 13261, 453, 7, 43, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[532769, 13273, 50, 1, 27, "Input"], +Cell[532822, 13276, 634, 14, 63, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[533493, 13295, 72, 1, 27, "Input"], +Cell[533568, 13298, 115, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[533720, 13305, 73, 1, 27, "Input"], +Cell[533796, 13308, 117, 2, 27, "Output"] +}, Open ]] +}, Closed]], + +Cell[CellGroupData[{ +Cell[533962, 13316, 47, 0, 22, "Subsubsection"], +Cell[534012, 13318, 48, 0, 32, "Text"], + +Cell[CellGroupData[{ +Cell[534085, 13322, 50, 1, 27, "Input"], +Cell[534138, 13325, 37, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[534212, 13331, 56, 1, 27, "Input"], +Cell[534271, 13334, 53, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[534361, 13340, 77, 1, 27, "Input"], +Cell[534441, 13343, 106, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[534584, 13350, 254, 5, 43, "Input"], +Cell[534841, 13357, 331, 5, 43, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[535209, 13367, 41, 1, 27, "Input"], +Cell[535253, 13370, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[535325, 13376, 681, 12, 155, "Input"], +Cell[536009, 13390, 37, 1, 23, "Print"], +Cell[536049, 13393, 306, 5, 39, "Print"], +Cell[536358, 13400, 37, 1, 23, "Print"], +Cell[536398, 13403, 306, 5, 39, "Print"], +Cell[536707, 13410, 53, 1, 23, "Print"], +Cell[536763, 13413, 306, 5, 39, "Print"], +Cell[537072, 13420, 37, 1, 23, "Print"], +Cell[537112, 13423, 306, 5, 39, "Print"], +Cell[537421, 13430, 37, 1, 23, "Print"], +Cell[537461, 13433, 306, 5, 39, "Print"], +Cell[537770, 13440, 37, 1, 23, "Print"], +Cell[537810, 13443, 306, 5, 39, "Print"], +Cell[538119, 13450, 37, 1, 23, "Print"], +Cell[538159, 13453, 306, 5, 39, "Print"], +Cell[538468, 13460, 52, 1, 23, "Print"], +Cell[538523, 13463, 306, 5, 39, "Print"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[538866, 13473, 43, 1, 27, "Input"], +Cell[538912, 13476, 230, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[539179, 13484, 53, 1, 27, "Input"], +Cell[539235, 13487, 135, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[539407, 13494, 73, 1, 27, "Input"], +Cell[539483, 13497, 117, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[539637, 13504, 42, 1, 27, "Input"], +Cell[539682, 13507, 2609, 43, 123, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[542328, 13555, 177, 3, 27, "Input"], +Cell[542508, 13560, 822, 13, 43, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[543367, 13578, 43, 1, 27, "Input"], +Cell[543413, 13581, 230, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[543680, 13589, 68, 1, 27, "Input"], +Cell[543751, 13592, 822, 13, 43, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[544610, 13610, 170, 3, 27, "Input"], + +Cell[CellGroupData[{ +Cell[544805, 13617, 15531, 457, 186, 7893, 358, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[560339, 14076, 14423, 413, 186, 7377, 322, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[574765, 14491, 14582, 405, 186, 7256, 310, "GraphicsData", "PostScript", \ +"Graphics"] +}, Open ]], +Cell[589362, 14899, 432, 11, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[589831, 14915, 57, 1, 27, "Input"], +Cell[589891, 14918, 164, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[590092, 14925, 60, 1, 27, "Input"], +Cell[590155, 14928, 254, 4, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[590446, 14937, 39, 1, 27, "Input"], +Cell[590488, 14940, 233, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[590758, 14948, 39, 1, 27, "Input"], +Cell[590800, 14951, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[590872, 14957, 119, 2, 91, "Input"], +Cell[590994, 14961, 116, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[591147, 14968, 45, 1, 27, "Input"], +Cell[591195, 14971, 171, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[591403, 14979, 57, 1, 27, "Input"], +Cell[591463, 14982, 186, 3, 27, "Output"] +}, Open ]], +Cell[591664, 14988, 34, 1, 27, "Input"], + +Cell[CellGroupData[{ +Cell[591723, 14993, 57, 1, 27, "Input"], +Cell[591783, 14996, 154, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[591974, 15003, 79, 1, 27, "Input"], +Cell[592056, 15006, 184, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[592277, 15014, 79, 1, 27, "Input"], +Cell[592359, 15017, 151, 2, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[592547, 15024, 45, 1, 27, "Input"], +Cell[592595, 15027, 36, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[592668, 15033, 67, 1, 27, "Input"], +Cell[592738, 15036, 54, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[592829, 15042, 49, 1, 27, "Input"], +Cell[592881, 15045, 316, 5, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[593234, 15055, 109, 2, 27, "Input"], +Cell[593346, 15059, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[593418, 15065, 128, 3, 27, "Input"], +Cell[593549, 15070, 35, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[593621, 15076, 45, 1, 27, "Input"], +Cell[593669, 15079, 142, 2, 60, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[593848, 15086, 66, 1, 27, "Input"], +Cell[593917, 15089, 87, 1, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[594041, 15095, 86, 1, 27, "Input"], +Cell[594130, 15098, 42278, 1182, 186, 33516, 1069, "GraphicsData", \ +"PostScript", "Graphics"], +Cell[636411, 16282, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[636578, 16290, 72, 1, 27, "Input"], +Cell[636653, 16293, 14553, 393, 186, 3688, 254, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[651209, 16688, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[651376, 16696, 92, 1, 27, "Input"], +Cell[651471, 16699, 13252, 399, 186, 4485, 286, "GraphicsData", "PostScript", \ +"Graphics"], +Cell[664726, 17100, 130, 3, 27, "Output"] +}, Open ]], + +Cell[CellGroupData[{ +Cell[664893, 17108, 55, 1, 27, "Input"], +Cell[664951, 17111, 675, 10, 62, "Output"] +}, Open ]] +}, Closed]] +}, Open ]] +} +] +*) + + + +(******************************************************************* +End of Mathematica Notebook file. +*******************************************************************) + diff --git a/fastlib/u/gmravi/regression/kg.m b/fastlib/u/gmravi/regression/kg.m new file mode 100644 index 0000000000..59554ec696 --- /dev/null +++ b/fastlib/u/gmravi/regression/kg.m @@ -0,0 +1,3 @@ +function k=kg(x) +k=exp(-x .* x ./2)/sqrt(2*pi); +end diff --git a/fastlib/u/gmravi/regression/lscvscore.m b/fastlib/u/gmravi/regression/lscvscore.m new file mode 100644 index 0000000000..9e250da622 --- /dev/null +++ b/fastlib/u/gmravi/regression/lscvscore.m @@ -0,0 +1,16 @@ +function moh=lscvscore(x,h) +% x is the input data +% h is the bandwidth +n=length(x); +sqterm=0; +xterm=0; +for i=1:n + sqterm=sqterm+sum(kg((x-x(i))/(sqrt(2)*h)))/sqrt(2); + % The sqrt(2) factors are for the K(2) term which is + % equivalent to a kernel with variance of 2 that is the convolution of 2 + % gaussian kernels. + xterm=xterm+sum(kg((x-x(i))/h)); +end; +sqterm=sqterm/(n*n*h); +xterm=2*(xterm/(n*n)-kg(0)/n)/h; +moh=sqterm-xterm; diff --git a/fastlib/u/gmravi/regression/main b/fastlib/u/gmravi/regression/main new file mode 120000 index 0000000000..f68a8e2e47 --- /dev/null +++ b/fastlib/u/gmravi/regression/main @@ -0,0 +1 @@ +/net/hc295/gmravi/home/fastlib/fastlib/bin/x86_64_Linux_debug_gcc_/u/gmravi/regression/main \ No newline at end of file diff --git a/fastlib/u/gmravi/regression/main.cc b/fastlib/u/gmravi/regression/main.cc new file mode 100644 index 0000000000..8945ac981b --- /dev/null +++ b/fastlib/u/gmravi/regression/main.cc @@ -0,0 +1,103 @@ +#include "fastlib/fastlib_int.h" +#include "regression.h" +#define MAXDOUBLE 32768.0 + +int +main (int argc, char *argv[]) +{ + fx_init (argc, argv); + + const char *algorithm = fx_param_str_req (NULL, "method"); + bool do_naive = fx_param_exists (NULL, "do_naive"); + + Matrix query_dataset; + Matrix reference_dataset; + Vector rset_weights; + ArrayList fast_kde_results; + FastKde fast_kde; + if (!strcmp (algorithm, "fast")) + { + if (!strcmp (fx_param_str (NULL, "kernel", "gaussian"), "gaussian")) + { + // printf("will do fast kde with gaussian kernel....\n"); + ArrayList fast_kde_results; + + printf ("O(p^D) expansion KDE\n"); + + fast_kde.Init (); + fast_kde.Compute (fx_param_double (NULL, "tau", 0.1)); + //default value is 0.1 + + printf("all computations done......"); + if (fx_param_exists (NULL, "fast_kde_output")) { + fast_kde.PrintDebug (); + } + printf("Size of reference datset is %d\n",fast_kde.get_reference_dataset().n_cols()); + fast_kde_results.Init(fast_kde.get_query_dataset().n_cols()); + + for(int i=0;i naive_kde; + naive_kde.Init (query_dataset, reference_dataset); + + naive_kde.Compute (); + + if (fx_param_exists (NULL, "naive_kde_output")) + { + naive_kde.PrintDebug (); + } + printf("Naive KDE done...\n"); + printf("Fast kde results length is %d\n",fast_kde_results.size()); + naive_kde.ComputeMaximumRelativeError(fast_kde_results); + } + } + //Do fastkde wih epanechnikov kernel + else + { + /* if (!strcmp (fx_param_str (NULL, "kernel", "epan"), "epan")) + { + FastKde < EpanKernel > fast_kde; + fast_kde.Init (); + fast_kde.Compute (fx_param_double (NULL, "tau", 0.1)); + + if (fx_param_exists (NULL, "fast_kde_output")) + { + fast_kde.PrintDebug (); + } + + Vector fast_kde_results; + fast_kde_results.Alias (fast_kde.get_density_estimates ()); + + if (do_naive) + { + NaiveKde < EpanKernel > naive_kde; + naive_kde.Init (fast_kde.get_query_dataset (), + fast_kde.get_reference_dataset ()); + naive_kde.Compute (); + + if (fx_param_exists (NULL, "naive_kde_output")) + { + naive_kde.PrintDebug (); + } + naive_kde.ComputeMaximumRelativeError (fast_kde_results); + } + }*/ + printf("do nothing..............\n"); + + fx_done (); + return 0; + } +} diff --git a/fastlib/u/gmravi/regression/naive_kde_output.txt b/fastlib/u/gmravi/regression/naive_kde_output.txt new file mode 100644 index 0000000000..e629709e2e --- /dev/null +++ b/fastlib/u/gmravi/regression/naive_kde_output.txt @@ -0,0 +1,20 @@ +0.002586 +0.002679 +0.002586 +0.002617 +0.002550 +0.002548 +0.002544 +0.002548 +0.002540 +0.002540 +0.002540 +0.002540 +0.002540 +0.002540 +0.002540 +0.002540 +0.002597 +0.002569 +0.002612 +0.002580 diff --git a/fastlib/u/gmravi/regression/query_file.csv b/fastlib/u/gmravi/regression/query_file.csv new file mode 100644 index 0000000000..ebd746b3d7 --- /dev/null +++ b/fastlib/u/gmravi/regression/query_file.csv @@ -0,0 +1,5 @@ +1.0, 2.0, 3.0 +4.0, 5.0, 6.0 +7.0, 8.0, 9.0 +-1.0,-2.0,-12.0 +3.0,2.0,5.0 diff --git a/fastlib/u/gmravi/regression/regression.h b/fastlib/u/gmravi/regression/regression.h new file mode 100644 index 0000000000..c7e96f697d --- /dev/null +++ b/fastlib/u/gmravi/regression/regression.h @@ -0,0 +1,1191 @@ +#ifndef KDE_H +#define KDE_H +#define MAXDOUBLE 32768.0 +#include "fastlib/fastlib_int.h" + + +template < typename TKernel > class NaiveKde +{ + +private: + + /** query dataset */ + Matrix qset_; + + /** reference dataset */ + Matrix rset_; + + /** kernel */ + TKernel kernel_; + + /** computed densities */ + ArrayList < Vector > densities_; + + /**Reference weights*/ + Vector rset_weights_; + +public: + void Compute () + { + + printf ("\nStarting naive KDE computations...\n"); + fx_timer_start (NULL, "naive_kde_compute"); + + for (int i = 0; i < rset_.n_cols (); i++) + { + printf ("weight is %f\n", rset_weights_[i]); + } + + // compute unnormalized sum + for (index_t q = 0; q < qset_.n_cols (); q++) //for each query point + { + const double *q_col = qset_.GetColumnPtr (q); + for (index_t d = 0; d < rset_.n_rows () + 1; d++) //along each direction + { + + for (index_t r = 0; r < rset_.n_cols (); r++) //for each reference point + { + + if (d == 0) + { + + const double *r_col = rset_.GetColumnPtr (r); + double dsqd = + la::DistanceSqEuclidean (qset_.n_rows (), q_col, r_col); + double val = kernel_.EvalUnnormOnSq (dsqd); + val *= rset_weights_[r]; + printf ("weight is %f\n", rset_weights_[r]); + printf ("initial densities q,d is %f\n", + densities_[q][d]); + printf ("val to be added is %f\n", val); + densities_[q][d] += val; + } + else + { + + const double *r_col = rset_.GetColumnPtr (r); + double dsqd = + la::DistanceSqEuclidean (qset_.n_rows (), q_col, r_col); + double val = kernel_.EvalUnnormOnSq (dsqd); + val *= rset_weights_[r]; + val *= rset_.get (d - 1, r); + /*printf("weight is %f\n",rset_weights_[r]); + printf("val to be added is %f\n",val); + printf("Initial densities q,d is %f\n",densities_[q][d]); */ + densities_[q][d] += val; + } + } + printf ("denisty q ,d is %f\n", densities_[q][d]); + } + } + + // then normalize it + + double norm_const = kernel_.CalcNormConstant (qset_.n_rows ()) * + rset_.n_cols (); + for (index_t q = 0; q < qset_.n_cols (); q++) //for each query point + { + for (index_t d = 0; d < rset_.n_rows () + 1; d++) //along each dimension + { + float weight_of_dimension = 0; + for (index_t r = 0; r < rset_.n_cols (); r++) + { + if (d != 0) + { + weight_of_dimension += + rset_.get (d - 1, q) * rset_weights_[r]; + } + else + { + weight_of_dimension += rset_weights_[r]; + } + } + densities_[q][d] /= (norm_const * weight_of_dimension); + } + } + } + + void Init () + { + printf ("In the init function of Naivekde.....\n"); + densities_.Init (qset_.n_cols ()); + for (index_t i = 0; i < qset_.n_cols (); i++) + { + densities_[i].Init (rset_.n_rows () + 1); + densities_[i].SetAll (0); + } + } + + void Init (Matrix & qset, Matrix & rset) + { + printf ("In the init function which takes arguments of naive KDE..\n"); + // get datasets + qset_.Alias (qset); + rset_.Alias (rset); + printf ("qset and rsets have been aliased....\n"); + // get bandwidth + kernel_.Init (fx_param_double_req (NULL, "bandwidth")); + printf ("Kernel initializesd......\n"); + + // allocate density storage + printf ("Number of coulmns are ....\n"); + printf ("%d\n", qset_.n_cols ()); + densities_.Init (qset_.n_cols ()); + printf ("density initialized as a 1-d array..\n"); + for (index_t i = 0; i < qset_.n_cols (); i++) + { + densities_[i].Init (rset_.n_rows () + 1); + densities_[i].SetZero (); + } + + printf ("densitites initialized...\n"); + + // read the reference weights. + char *rwfname = NULL; + + if (fx_param_exists (NULL, "dwgts")) + { + //rwfname is the filename having the refernece weights + rwfname = (char *) fx_param_str (NULL, "dwgts", NULL); + } + + if (rwfname != NULL) + { + Dataset ref_weights; + ref_weights.InitFromFile (rwfname); + rset_weights_.Copy (ref_weights.matrix ().GetColumnPtr (0), ref_weights.matrix ().n_rows ()); //Note rset_weights_ is a vector of weights + } + + else + { + rset_weights_.Init (rset_.n_cols ()); + rset_weights_.SetAll (1); + + } + + } + + void PrintDebug () + { + + FILE *fp; + const char *fname; + + if (fx_param_exists (NULL, "naive_kde_output")) + { + fname = fx_param_str (NULL, "naive_kde_output", NULL); + fp = fopen (fname, "w+"); + } + for (index_t q = 0; q < qset_.n_cols (); q++) + { + for (index_t d = 0; d < rset_.n_rows () + 1; d++) + { + printf ("density q,d is %f\n", densities_[q][d]); + fprintf (fp, "%f\n", densities_[q][d]); + } + } + } + + void ComputeMaximumRelativeError (ArrayList < Vector > density_estimate) + { + printf ("Came to compute maximum relative error...\n"); + double max_rel_err = 0; + for (index_t q = 0; q < qset_.n_cols (); q++) + { + for (index_t d = 0; d < rset_.n_rows () + 1; d++) + { + printf ("The values being compared are ...\n"); + printf ("density estimate is %f and density is %f\n", + density_estimate[q][d], densities_[q][d]); + double rel_err = + fabs (density_estimate[q][d] - + densities_[q][d]) / densities_[q][d]; + + if (rel_err > max_rel_err) + { + max_rel_err = rel_err; + } + } + } + + fx_format_result (NULL, "maxium_relative_error_for_fast_KDE", "%g", + max_rel_err); + } + +}; //Class NaiveKDE ends........ + + +template < typename TKernel > class FastKde +{ +public: + + + // forward declaration of KdeStat class + class KdeStat; + + // our tree type using the KdeStat + typedef BinarySpaceTree < DHrectBound < 2 >, Matrix, KdeStat > Tree; + + class KdeStat + { + + public: + + /** This is the weights dimension wise. $\sum (x_{ij}y_{i})$. It is a D+1 dimensional array */ + + Vector weight_of_dimension; + + /** lower bound on the densities for the query points owned by this node . Realise that now it is a 1-D vector + */ + Vector mass_l; + + /** + * additional offset for the lower bound on the densities for the query + * points owned by this node (for leaf nodes only). Realise that now it is a 1-D vector + */ + Vector more_l; + + /** + * lower bound offset passed from above. Realise that now it is a 1-D vector + */ + Vector owed_l; + + /** stores the portion pruned by finite difference. Realise that now it is a 1-D vector + */ + Vector mass_e; + + /** upper bound on the densities for the query points owned by this node. Realise that now it is a 1-D vector + */ + Vector mass_u; + + /** + * additional offset for the upper bound on the densities for the query + * points owned by this node (for leaf nodes only). Realise that now it is a 1-D vector + */ + Vector more_u; + + /** + * upper bound offset passed from above. Realise that now it is a 1-D vector + */ + Vector owed_u; + + + //These are the Init functions of KdeStat + void Init () + { + + } + + void Init (const Matrix & dataset, index_t & start, index_t & count) + { + + Init (); + } + + void Init (const Matrix & dataset, index_t & start, index_t & count, + const KdeStat & left_stat, const KdeStat & right_stat) + { + Init (); + } + + void MergeChildBounds (KdeStat & left_stat, KdeStat & right_stat, + index_t dim) + { + // improve lower and upper bound + for (index_t i = 0; i < dim; i++) + { + mass_l[i] = + max (mass_l[i], min (left_stat.mass_l[i], right_stat.mass_l[i])); + mass_u[i] = + min (mass_u[i], max (left_stat.mass_u[i], right_stat.mass_u[i])); + } + } + + KdeStat () + { + } + + ~KdeStat () + { + } + + }; //WITH THIS CLASS KDESTAT COMES TO AN END + + //Private member of FastKde +private: + + //total sum of weights + double total_sum_of_weights_; + + /** query dataset */ + Matrix qset_; + + /**reference dataset */ + Matrix rset_; + + /** query tree */ + Tree *qroot_; + + + /** reference tree */ + Tree *rroot_; + + /** reference weights */ + Vector rset_weights_; + + /** list of kernels to evaluate */ + TKernel kernel_; + + /** lower bound on the densities.This will now be a 2-D vector*/ + ArrayList < Vector > densities_l_; + + /** densities computed .This will now be a 2-D vector*/ + ArrayList < Vector > densities_e_; + + /** upper bound on the densities.This will now be a 2-D vector */ + ArrayList < Vector > densities_u_; + + /** accuracy parameter */ + double tau_; + + + //Get a particular element from the reference set + /* double get_element_from_reference_dataset (int row, int column) + { + return rset_.get (row, column); + } */ + + // preprocessing: scaling the dataset; this has to be moved to the dataset + // module + /* scales each attribute to 0-1 using the min/max values */ + void scale_data_by_minmax () + { + int num_dims = rset_.n_rows (); + DHrectBound < 2 > qset_bound; + DHrectBound < 2 > rset_bound; + qset_bound.Init (qset_.n_rows ()); + rset_bound.Init (qset_.n_rows ()); + + // go through each query/reference point to find out the bounds + for (index_t r = 0; r < rset_.n_cols (); r++) + { + Vector ref_vector; + rset_.MakeColumnVector (r, &ref_vector); + rset_bound |= ref_vector; + } + for (index_t q = 0; q < qset_.n_cols (); q++) + { + Vector query_vector; + qset_.MakeColumnVector (q, &query_vector); + qset_bound |= query_vector; + } + + for (index_t i = 0; i < num_dims; i++) + { + DRange qset_range = qset_bound.get (i); + DRange rset_range = rset_bound.get (i); + double min_coord = min (qset_range.lo, rset_range.lo); + double max_coord = max (qset_range.hi, rset_range.hi); + double width = max_coord - min_coord; + + printf ("Dimension %d range: [%g, %g]\n", i, min_coord, max_coord); + + for (index_t j = 0; j < rset_.n_cols (); j++) + { + rset_.set (i, j, (rset_.get (i, j) - min_coord) / width); + } + + if (strcmp (fx_param_str (NULL, "query", NULL), + fx_param_str_req (NULL, "data"))) + { + for (index_t j = 0; j < qset_.n_cols (); j++) + { + qset_.set (i, j, (qset_.get (i, j) - min_coord) / width); + } + } + } + } + + // member functions + + /** Initialize the statistics */ + + void PreProcess (Tree * node) + { + + //more_l,more_u, owed_l,owed_u are all vectors now + node->stat ().mass_l.Init (rset_.n_rows () + 1); + + + node->stat ().owed_l.Init (rset_.n_rows () + 1); + node->stat ().owed_u.Init (rset_.n_rows () + 1); + node->stat ().weight_of_dimension.Init (rset_.n_rows () + 1); + + + // initialize lower bound to 0 + + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + node->stat ().mass_l[i] = 0; + node->stat ().owed_l[i] = 0; + node->stat ().owed_u[i] = 0; + } + //BAse CAse..... + + if (node->is_leaf ()) + { + + //This is a leaf node....................... + node->stat ().more_l.Init (rset_.n_rows () + 1); + node->stat ().more_u.Init (rset_.n_rows () + 1); + node->stat ().more_l.SetAll (0); + node->stat ().more_u.SetAll (0); + + node->stat ().weight_of_dimension.Init (rset_.n_rows () + 1); + node->stat ().weight_of_dimension.SetZero (); + + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + for (int j = node->begin (); j < node->end (); j++) //loping over all the points + { + if (i != 0) + { + node->stat ().weight_of_dimension[i] += + rset_.get (i - 1, j) * rset_weights_[j]; + + } + else + { + node->stat ().weight_of_dimension[i] += rset_weights_[j]; + + } + } + } + printf ("THE WEIGHT VECTOR I WILL BE RETURNING IS ...\n"); + for (int i = 0; i < rset_.n_rows () + 1; i++) + printf ("weight is %f\n", node->stat ().weight_of_dimension[i]); + + + } + + // for non-leaf node, recurse + else + { + + + printf ("This is not a leaf node...\n"); + + PreProcess (node->left ()); + PreProcess (node->right ()); + printf ("weight of dimension received is...\n"); + for (int i = 0; i < node->stat ().weight_of_dimension.length (); i++) + { + printf ("weight of dimension left is %f\n", + node->left ()->stat ().weight_of_dimension[i]); + printf ("weight of dimension right is %f\n", + node->right ()->stat ().weight_of_dimension[i]); + } + + for (int count = 0; count < rset_.n_rows () + 1; count++) + { + + node->stat ().weight_of_dimension[count] = + node->left ()->stat ().weight_of_dimension[count] + + node->right ()->stat ().weight_of_dimension[count]; + } + + } + + + } + + void UpdateBounds (Tree * qnode, Vector dl, Vector du) + { + + + // query self statistics + KdeStat & qstat = qnode->stat (); + + // Changes the upper and lower bounds. + + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + //printf("Will add dl=%f and du=%f\n",dl[i],du[i]); + qstat.mass_l[i] += dl[i]; + qstat.mass_u[i] += du[i]; + } + + // for a leaf node, incorporate the lower and upper bound changes into + // its additional offset + + if (qnode->is_leaf ()) + { + + for (int t = 0; t < rset_.n_rows () + 1; t++) + { + qstat.more_l[t] += dl[t]; //Why are we doing this. Why dowe maintain a field called qstat.more_l_ for a leaf node + qstat.more_u[t] += du[t]; + } + } + + // otherwise, incorporate the bound changes into the owed slots of + // the immediate descendants + else + { + + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + //transmission of the owed values to the children + qnode->left ()->stat ().owed_l[i] += dl[i]; + qnode->left ()->stat ().owed_u[i] += du[i]; + + qnode->right ()->stat ().owed_l[i] += dl[i]; + qnode->right ()->stat ().owed_u[i] += du[i]; + } + + } + //Since owed_l and owed_u have already been incorporated into + for (int i = 0; i < qstat.owed_l.length (); i++) + qstat.owed_l[i] = qstat.owed_u[i] = 0; + } + + /** exhaustive base KDE case */ + void FKdeBase (Tree * qnode, Tree * rnode) + { + printf ("In FKdeBas ...\n"); + + + // compute unnormalized sum + for (index_t q = qnode->begin (); q < qnode->end (); q++) + { + + // get query point + const double *q_col = qset_.GetColumnPtr (q); + + for (index_t i = 0; i < rset_.n_rows () + 1; i++) //Along all dimensions + { + for (index_t r = rnode->begin (); r < rnode->end (); r++) + { + // get reference point + const double *r_col = rset_.GetColumnPtr (r); + + // pairwise distance and kernel value + double dsqd = + la::DistanceSqEuclidean (qset_.n_rows (), q_col, r_col); + double ker_value = kernel_.EvalUnnormOnSq (dsqd); + if (i != 0) + { + densities_l_[q][i] += + ker_value * rset_weights_[r] * rset_.get (i - 1, r); + densities_u_[q][i] += + ker_value * rset_weights_[r] * rset_.get (i - 1, r); + } + else + { + densities_l_[q][i] += ker_value * rset_weights_[r]; + densities_u_[q][i] += ker_value * rset_weights_[r]; + + } + } + } + } + + + // get a tighter lower and upper bound for every dimension by looping over each query point + // in the current query leaf node + + Vector min_l; + min_l.Init (rset_.n_rows () + 1); + + Vector max_u; + max_u.Init (rset_.n_rows () + 1); + min_l.SetAll (MAXDOUBLE); + max_u.SetAll (-MAXDOUBLE); + + for (index_t t = 0; t < rset_.n_rows () + 1; t++) + { + for (index_t q = qnode->begin (); q < qnode->end (); q++) + { + if (densities_l_[q][t] < min_l[t]) + { + min_l[t] = densities_l_[q][t]; + } + if (densities_u_[q][t] > max_u[t]) + { + max_u[t] = densities_u_[q][t]; + } + } + } + + // subtract the contribution accounted by the exhaustive computation + for (index_t i = 0; i < rset_.n_rows () + 1; i++) + { + qnode->stat ().more_u[i] -= rroot_->stat ().weight_of_dimension[i]; + printf ("WILL BE SUBTRCTING FROM MORE_U A VALUE OF %f\n", + rroot_->stat ().weight_of_dimension[i]); + } + + // tighten lower and upper bound + for (index_t i = 0; i < rset_.n_rows () + 1; i++) + { + qnode->stat ().mass_l[i] = min_l[i] + qnode->stat ().more_l[i]; + qnode->stat ().mass_u[i] = max_u[i] + qnode->stat ().more_u[i]; + } + } + + + /** + * checking for prunability of the query and the reference pair using + * four types of pruning methods + */ + + /** checking for prunability of the query and the reference pair */ + int Prunable (Tree * qnode, Tree * rnode, DRange & dsqd_range, + DRange & kernel_value_range, Vector dl, Vector du) + { + + // query node stat + KdeStat & stat = qnode->stat (); + + + + // try pruning after bound refinement: first compute distance/kernel + // value bounds + dsqd_range.lo = qnode->bound ().MinDistanceSq (rnode->bound ()); + dsqd_range.hi = qnode->bound ().MaxDistanceSq (rnode->bound ()); + kernel_value_range = kernel_.RangeUnnormOnSq (dsqd_range); + + // the new lower bound after incorporating new info for each dimension + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + dl[i] = rnode->stat ().weight_of_dimension[i] * kernel_value_range.lo; + du[i] = + -1 * rnode->stat ().weight_of_dimension[i] * (1 - + kernel_value_range. + hi); + } + + // refine the lower bound using the new lower bound info + + Vector new_mass_l; + new_mass_l.Init (rset_.n_rows () + 1); + new_mass_l.SetAll (0); + + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + new_mass_l[i] = stat.mass_l[i] + dl[i]; + double allowed_err = tau_ * new_mass_l[i] * + ((double) (rnode->stat ().weight_of_dimension[i]) / + ((double) rroot_->stat ().weight_of_dimension[i])); + + // this is error per each query/reference pair for a fixed query + double m = 0.5 * (kernel_value_range.hi - kernel_value_range.lo); + + // this is total maximumn error for each query point + double error = m * rnode->stat ().weight_of_dimension[i]; + // check pruning condition + if (error > allowed_err) + { + dl.SetAll (0); + du.SetAll (0); + return 0; + } + } + return 1; + } + + /** determine which of the node to expand first */ + void BestNodePartners (Tree * nd, Tree * nd1, Tree * nd2, Tree ** partner1, + Tree ** partner2) + { + + double d1 = nd->bound ().MinDistanceSq (nd1->bound ()); + double d2 = nd->bound ().MinDistanceSq (nd2->bound ()); + + if (d1 <= d2) + { + *partner1 = nd1; + *partner2 = nd2; + } + else + { + *partner1 = nd2; + *partner2 = nd1; + } + } + + /** canonical fast KDE case */ + void FKde (Tree * qnode, Tree * rnode) + { + printf ("start FKde code.......\n"); + /** temporary variable for storing lower bound change */ + Vector dl; + dl.Init (rset_.n_rows () + 1); + Vector du; + du.Init (rset_.n_rows () + 1); + dl.SetAll (0); + du.SetAll (0); + + // temporary variable for holding distance/kernel value bounds + DRange dsqd_range; + DRange kernel_value_range; + + // query node statistics + KdeStat & stat = qnode->stat (); + + // left child and right child of query node statistics + KdeStat *left_stat = NULL; + KdeStat *right_stat = NULL; + printf ("will call update bounds\n"); + // process density bound changes sent from the ancestor query nodes, + if (qnode == qroot_ && rnode == rroot_) + { + printf ("Yeah the root\n"); + } + /*printf("debug stmts\n"); + printf("Length is %d \n",qnode->stat().owed_l.length()); + printf("Length is %d \n",qnode->stat().owed_u.length()); + + for(int i=0;istat().owed_l.length();i++) + { + printf("%f\n",stat.owed_l[i]); + printf("%f\n",stat.owed_u[i]); + } */ + + UpdateBounds (qnode, qnode->stat ().owed_l, qnode->stat ().owed_u); + + if (!qnode->is_leaf ()) + { + left_stat = &(qnode->left ()->stat ()); + right_stat = &(qnode->right ()->stat ()); + stat.MergeChildBounds (*left_stat, *right_stat, rset_.n_rows () + 1); + } + + // try finite difference pruning first + if (Prunable (qnode, rnode, dsqd_range, kernel_value_range, dl, du)) + { + UpdateBounds (qnode, dl, du); + return; + } + + // for leaf query node + if (qnode->is_leaf ()) + { + + // for leaf pairs, go exhaustive + if (rnode->is_leaf ()) + { + FKdeBase (qnode, rnode); + return; + } + + // for non-leaf reference, expand reference node + else + { + Tree *rnode_first = NULL, *rnode_second = NULL; + BestNodePartners (qnode, rnode->left (), rnode->right (), + &rnode_first, &rnode_second); + FKde (qnode, rnode_first); + FKde (qnode, rnode_second); + return; + } + } + + // for non-leaf query node + else + { + + // for a leaf reference node, expand query node + if (rnode->is_leaf ()) + { + Tree *qnode_first = NULL, *qnode_second = NULL; + + //stat.PushDownTokens(*left_stat, *right_stat, NULL, NULL,&stat.mass_t_); + BestNodePartners (rnode, qnode->left (), qnode->right (), + &qnode_first, &qnode_second); + FKde (qnode_first, rnode); + FKde (qnode_second, rnode); + return; + } + + // for non-leaf reference node, expand both query and reference nodes + else + { + Tree *rnode_first = NULL, *rnode_second = NULL; + //stat.PushDownTokens(*left_stat, *right_stat, NULL, NULL,&stat.mass_t_); + + BestNodePartners (qnode->left (), rnode->left (), rnode->right (), + &rnode_first, &rnode_second); + FKde (qnode->left (), rnode_first); + FKde (qnode->left (), rnode_second); + + BestNodePartners (qnode->right (), rnode->left (), + rnode->right (), &rnode_first, &rnode_second); + FKde (qnode->right (), rnode_first); + FKde (qnode->right (), rnode_second); + return; + } + } + } + + /** post processing step */ + void PostProcess (Tree * qnode) + { + + KdeStat & stat = qnode->stat (); + + // for leaf query node + if (qnode->is_leaf ()) + { + UpdateBounds (qnode, qnode->stat ().owed_l, qnode->stat ().owed_u); + for (index_t q = qnode->begin (); q < qnode->end (); q++) + { + for (int i = 0; i < rset_.n_rows () + 1; i++) //Along each dimension + { + /*printf("densities are as follows..\n"); + printf("density lower estimate is %f..\n",densities_l_[q][i]); + printf("density upper estimate is %f..\n",densities_u_[q][i]); + printf("more l estimate is %f..\n",qnode->stat().more_l[i]); + printf("more u estimate is %f..\n",qnode->stat().more_u[i]); */ + + + densities_e_[q][i] = + (densities_l_[q][i] + qnode->stat ().more_l[i] + + densities_u_[q][i] + qnode->stat ().more_u[i]) / 2.0; + } + } + } + else + { + //It is a non-leaf node + UpdateBounds (qnode, stat.owed_l, stat.owed_u); + PostProcess (qnode->left ()); + PostProcess (qnode->right ()); + } + } + + void NormalizeDensities (Tree * rnode) + { + printf ("In normalize densities...\n"); + + for (int i = 0; i < rnode->stat ().weight_of_dimension.length (); i++) + printf ("weight of dimension[%d]=%f\n", i, + rnode->stat ().weight_of_dimension[i]); + + for (index_t q = 0; q < qset_.n_cols (); q++) + { + for (index_t i = 0; i < rset_.n_rows () + 1; i++) //this is the dimension + { + double norm_const = + kernel_.CalcNormConstant (qset_.n_rows ()) * + rnode->stat ().weight_of_dimension[i]; + + densities_l_[q][i] /= norm_const; + densities_e_[q][i] /= norm_const; + densities_u_[q][i] /= norm_const; + } + } + } + +public: + + // constructor/destructor + FastKde () + { + } + + ~FastKde () + { + printf ("Have come to destructor of fastkde...\n"); + /* if (qroot_ != rroot_) + { + delete qroot_; + delete rroot_; + } + else + { + delete rroot_; + } */ + + } + + // getters and setters + + void set_total_sum_of_weights (Vector rset_weights_) + { + double total_sum_of_weights_ = 0; + for (int i = 0; i < rset_weights_.length (); i++) + { + total_sum_of_weights_ += rset_weights_[i]; + } + } + + void set_total_sum_of_weights (index_t value) + { + total_sum_of_weights_ = value; + } + /**get the reference weights*/ + + Vector get_reference_weights () + { + return rset_weights_; + } + + /** get the reference dataset */ + Matrix & get_reference_dataset () + { + return rset_; + } + + /** get the query dataset */ + Matrix & get_query_dataset () + { + return qset_; + } + + /** get the density estimate */ + const Vector & get_density_estimates (int i) + { + return densities_e_[i]; + } + + // interesting functions....... + + + void SetUpperBoundOfDensity (Tree * qnode) + { + if (qnode->is_leaf ()) + { + printf ("will set up the upper bounds of mass_u..\n"); + qnode->stat ().mass_u.Init (rset_.n_rows () + 1); + //Initialize the value + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + qnode->stat ().mass_u[i] = qnode->stat ().weight_of_dimension[i]; + } + return; + } + //initialize the size + printf ("will set up the upper bounds of mass_u..\n"); + qnode->stat ().mass_u.Init (rset_.n_rows () + 1); + //Initialize the value + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + qnode->stat ().mass_u[i] = qnode->stat ().weight_of_dimension[i]; + } + SetUpperBoundOfDensity (qnode->left ()); + SetUpperBoundOfDensity (qnode->right ()); + } + + + void Compute (double tau) + { + printf ("Came to compute function...\n"); + // set accuracy parameter + tau_ = tau; + + //num_finite_difference_prunes_ = num_farfield_to_local_prunes_ =num_farfield_prunes_ = num_local_prunes_ = 0; + + // fx_timer_start(NULL, "fast_kde_compute"); + + printf ("Will call FKde....\n"); + printf ("Will preprocess now....\n"); + if (qroot_ == rroot_) + { + printf ("Both are thee same trees..\n"); + exit (0); + } + else + { + printf + ("tested if the pointer are the same or not and found they are not...\n"); + } + //PreProcess first..... + PreProcess (qroot_); + printf ("done with preprocessing of the query tree.....\n"); + //Here some kind of optimization can be done. this is being called because the ref tree wil have the weight_of_dimension + + if (qroot_ == rroot_) + { + printf ("Both are the same trees..\n"); + } + + PreProcess (rroot_); + if (qroot_ == rroot_) + { + printf ("Both are thee same trees..\n"); + } + printf ("Preprocessing complete....\n"); + + //Initialize all the densities properly + + densities_l_.Init (qset_.n_cols ()); + densities_u_.Init (qset_.n_cols ()); + densities_e_.Init (qset_.n_cols ()); + + for (int i = 0; i < qset_.n_cols (); i++) + { + densities_l_[i].Init (rset_.n_rows () + 1); //size is number of dimensions+1 + densities_l_[i].SetAll (0); + + densities_e_[i].Init (rset_.n_rows () + 1); + densities_e_[i].SetAll (0); + } + printf ("lower and estimate bounds of densities set...\n"); + + for (int i = 0; i < qset_.n_cols (); i++) //for every point + { + densities_u_[i].Init (rset_.n_rows () + 1); + for (int j = 0; j < rset_.n_rows () + 1; j++) //for every dimension + { + densities_u_[i][j] = rroot_->stat ().weight_of_dimension[j]; + } + } + printf ("estimates are also initalized....\n"); + printf ("will now have to initialize mass_u...\n"); + SetUpperBoundOfDensity (qroot_); + printf ("Upper bounds completely set.....\n"); + + + printf ("will print upper bounds on densities at different levels..\n"); + for (int i = 0; i < rset_.n_rows () + 1; i++) + { + + printf ("mass_u is %f\n", qroot_->stat ().mass_u[i]); + printf ("The weight is %f\n", rroot_->stat ().weight_of_dimension[i]); + } + + // call main routine + FKde (qroot_, rroot_); + printf ("will now postprocess..\n"); + + // postprocessing step for finalizing the sums + PostProcess (qroot_); + + /**normalize densities*/ + + NormalizeDensities (rroot_); + printf ("\nFast KDE completed...hogaya bey hogaya\n"); + } + + void Init () //This is the Init function of FastKde + { + + Dataset ref_dataset; + + // read in the number of points owned by a leaf + int leaflen = fx_param_int (NULL, "leaflen", 10); + + // read the datasets + const char *rfname = fx_param_str_req (NULL, "data"); + const char *qfname = fx_param_str (NULL, "query", rfname); + + printf ("the reference file is %s....\n", rfname); + printf ("the query file is %s...\n", qfname); + + // read reference dataset + ref_dataset.InitFromFile (rfname); + rset_.Own (&(ref_dataset.matrix ())); + + // read the reference weights. + char *rwfname = NULL; + + if (fx_param_exists (NULL, "dwgts")) + { + //rwfname is the filename having the refernece weights + rwfname = (char *) fx_param_str (NULL, "dwgts", NULL); + } + + if (rwfname != NULL) + { + Dataset ref_weights; + ref_weights.InitFromFile (rwfname); + rset_weights_.Copy (ref_weights.matrix ().GetColumnPtr (0), ref_weights.matrix ().n_rows ()); //Note rset_weights_ is a vector of weights + set_total_sum_of_weights (rset_weights_); + } + + else + { + rset_weights_.Init (rset_.n_cols ()); + rset_weights_.SetAll (1); + set_total_sum_of_weights (rset_.n_cols ()); + } + printf ("Printing all weights....\n"); + + for (int i = 0; i < rset_weights_.length (); i++) + printf ("%f\n", rset_weights_[i]); + + if (!strcmp (qfname, rfname)) + { + qset_.Alias (rset_); + } + else + { + Dataset query_dataset; + query_dataset.InitFromFile (qfname); + qset_.Own (&(query_dataset.matrix ())); + } + + printf ("will get scaling parameter................................"); + // scale dataset if the user wants to. NOTE: THIS HAS TO BE VERIFIED..... + + if (!strcmp (fx_param_str (NULL, "scaling", NULL), "range")) + { + scale_data_by_minmax (); + } + + // construct query and reference trees. This also fills up the statistics in the reference tree + fx_timer_start (NULL, "tree_d"); + rroot_ = tree::MakeKdTreeMidpoint < Tree > (rset_, leaflen); + if (!strcmp (qfname, rfname)) + { + qroot_ = rroot_; + } + else + { + qroot_ = tree::MakeKdTreeMidpoint < Tree > (qset_, leaflen); + } + qroot_ = tree::MakeKdTreeMidpoint < Tree > (qset_, leaflen); + + + fx_timer_stop (NULL, "tree_d"); + + // initialize the kernel + kernel_.Init (fx_param_double_req (NULL, "bandwidth")); + Print (rset_weights_); + } + + void Print (Vector rset_weights_) + { + /* printf("the weights are....\n"); + for(int i=0;i