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root/REPOS_ERICCA/magic/lib/mailleur/src/mailleur3d_data.cpp
Revision: 1158
Committed: Thu Jun 13 22:18:49 2024 UTC (10 months, 4 weeks ago) by francois
Original Path: magic/lib/mailleur_auto/src/mailleur3d_data.cpp
File size: 123241 byte(s)
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File Contents

# User Rev Content
1 francois 1158 //####//------------------------------------------------------------
2     //####//------------------------------------------------------------
3     //####// MAGiC
4     //####// Jean Christophe Cuilliere et Vincent FRANCOIS
5     //####// Departement de Genie Mecanique - UQTR
6     //####//------------------------------------------------------------
7     //####// MAGIC est un projet de recherche de l equipe ERICCA
8     //####// du departement de genie mecanique de l Universite du Quebec a Trois Rivieres
9     //####// http://www.uqtr.ca/ericca
10     //####// http://www.uqtr.ca/
11     //####//------------------------------------------------------------
12     //####//------------------------------------------------------------
13     //####//
14     //####// mailleur3d_data.cpp
15     //####//
16     //####//------------------------------------------------------------
17     //####//------------------------------------------------------------
18     //####// COPYRIGHT 2000-2024
19     //####// jeu 13 jun 2024 11:58:55 EDT
20     //####//------------------------------------------------------------
21     //####//------------------------------------------------------------
22 francois 35
23    
24     #include "gestionversion.h"
25 francois 287 #include "mailleur3d_optimisation.h"
26 francois 35
27    
28    
29    
30 francois 287 void MAILLEUR3D_OPTIMISATION::o3d_data(void)
31 francois 35 {
32     tab_solution[0][0][0]=0;tab_solution[0][0][1]=1;
33     tab_solution[0][1][0]=2;tab_solution[0][1][1]=3;
34     tab_face[0][0][0]=0;tab_face[0][0][1]=1;tab_face[0][0][2]=2;
35     tab_face[0][1][0]=0;tab_face[0][1][1]=2;tab_face[0][1][2]=3;
36     tab_face[0][2][0]=0;tab_face[0][2][1]=1;tab_face[0][2][2]=3;
37     tab_face[0][3][0]=1;tab_face[0][3][1]=2;tab_face[0][3][2]=3;
38     tab_solution[1][0][0]=0;tab_solution[1][0][1]=1;tab_solution[1][0][2]=2;
39     tab_solution[1][1][0]=0;tab_solution[1][1][1]=3;tab_solution[1][1][2]=4;
40     tab_solution[1][2][0]=5;tab_solution[1][2][1]=2;tab_solution[1][2][2]=6;
41     tab_solution[1][3][0]=7;tab_solution[1][3][1]=6;tab_solution[1][3][2]=8;
42     tab_solution[1][4][0]=7;tab_solution[1][4][1]=9;tab_solution[1][4][2]=4;
43     tab_face[1][0][0]=0;tab_face[1][0][1]=1;tab_face[1][0][2]=2;
44     tab_face[1][1][0]=0;tab_face[1][1][1]=2;tab_face[1][1][2]=3;
45     tab_face[1][2][0]=0;tab_face[1][2][1]=3;tab_face[1][2][2]=4;
46     tab_face[1][3][0]=0;tab_face[1][3][1]=2;tab_face[1][3][2]=4;
47     tab_face[1][4][0]=2;tab_face[1][4][1]=3;tab_face[1][4][2]=4;
48     tab_face[1][5][0]=0;tab_face[1][5][1]=1;tab_face[1][5][2]=3;
49     tab_face[1][6][0]=1;tab_face[1][6][1]=2;tab_face[1][6][2]=3;
50     tab_face[1][7][0]=0;tab_face[1][7][1]=1;tab_face[1][7][2]=4;
51     tab_face[1][8][0]=1;tab_face[1][8][1]=3;tab_face[1][8][2]=4;
52     tab_face[1][9][0]=1;tab_face[1][9][1]=2;tab_face[1][9][2]=4;
53     tab_solution[2][0][0]=0;tab_solution[2][0][1]=1;tab_solution[2][0][2]=2;tab_solution[2][0][3]=3;
54     tab_solution[2][1][0]=0;tab_solution[2][1][1]=1;tab_solution[2][1][2]=4;tab_solution[2][1][3]=5;
55     tab_solution[2][2][0]=0;tab_solution[2][2][1]=6;tab_solution[2][2][2]=3;tab_solution[2][2][3]=7;
56     tab_solution[2][3][0]=0;tab_solution[2][3][1]=8;tab_solution[2][3][2]=7;tab_solution[2][3][3]=9;
57     tab_solution[2][4][0]=0;tab_solution[2][4][1]=8;tab_solution[2][4][2]=10;tab_solution[2][4][3]=5;
58     tab_solution[2][5][0]=11;tab_solution[2][5][1]=2;tab_solution[2][5][2]=3;tab_solution[2][5][3]=12;
59     tab_solution[2][6][0]=11;tab_solution[2][6][1]=4;tab_solution[2][6][2]=12;tab_solution[2][6][3]=5;
60     tab_solution[2][7][0]=13;tab_solution[2][7][1]=3;tab_solution[2][7][2]=12;tab_solution[2][7][3]=14;
61     tab_solution[2][8][0]=15;tab_solution[2][8][1]=12;tab_solution[2][8][2]=14;tab_solution[2][8][3]=16;
62     tab_solution[2][9][0]=15;tab_solution[2][9][1]=12;tab_solution[2][9][2]=17;tab_solution[2][9][3]=5;
63     tab_solution[2][10][0]=13;tab_solution[2][10][1]=3;tab_solution[2][10][2]=18;tab_solution[2][10][3]=7;
64     tab_solution[2][11][0]=15;tab_solution[2][11][1]=18;tab_solution[2][11][2]=16;tab_solution[2][11][3]=7;
65     tab_solution[2][12][0]=15;tab_solution[2][12][1]=19;tab_solution[2][12][2]=7;tab_solution[2][12][3]=9;
66     tab_solution[2][13][0]=15;tab_solution[2][13][1]=19;tab_solution[2][13][2]=10;tab_solution[2][13][3]=5;
67     tab_face[2][0][0]=0;tab_face[2][0][1]=1;tab_face[2][0][2]=2;
68     tab_face[2][1][0]=0;tab_face[2][1][1]=2;tab_face[2][1][2]=3;
69     tab_face[2][2][0]=0;tab_face[2][2][1]=3;tab_face[2][2][2]=4;
70     tab_face[2][3][0]=0;tab_face[2][3][1]=4;tab_face[2][3][2]=5;
71     tab_face[2][4][0]=0;tab_face[2][4][1]=3;tab_face[2][4][2]=5;
72     tab_face[2][5][0]=3;tab_face[2][5][1]=4;tab_face[2][5][2]=5;
73     tab_face[2][6][0]=0;tab_face[2][6][1]=2;tab_face[2][6][2]=4;
74     tab_face[2][7][0]=2;tab_face[2][7][1]=3;tab_face[2][7][2]=4;
75     tab_face[2][8][0]=0;tab_face[2][8][1]=2;tab_face[2][8][2]=5;
76     tab_face[2][9][0]=2;tab_face[2][9][1]=4;tab_face[2][9][2]=5;
77     tab_face[2][10][0]=2;tab_face[2][10][1]=3;tab_face[2][10][2]=5;
78     tab_face[2][11][0]=0;tab_face[2][11][1]=1;tab_face[2][11][2]=3;
79     tab_face[2][12][0]=1;tab_face[2][12][1]=2;tab_face[2][12][2]=3;
80     tab_face[2][13][0]=0;tab_face[2][13][1]=1;tab_face[2][13][2]=4;
81     tab_face[2][14][0]=1;tab_face[2][14][1]=3;tab_face[2][14][2]=4;
82     tab_face[2][15][0]=0;tab_face[2][15][1]=1;tab_face[2][15][2]=5;
83     tab_face[2][16][0]=1;tab_face[2][16][1]=4;tab_face[2][16][2]=5;
84     tab_face[2][17][0]=1;tab_face[2][17][1]=3;tab_face[2][17][2]=5;
85     tab_face[2][18][0]=1;tab_face[2][18][1]=2;tab_face[2][18][2]=4;
86     tab_face[2][19][0]=1;tab_face[2][19][1]=2;tab_face[2][19][2]=5;
87     tab_solution[3][0][0]=0;tab_solution[3][0][1]=1;tab_solution[3][0][2]=2;tab_solution[3][0][3]=3;tab_solution[3][0][4]=4;
88     tab_solution[3][1][0]=0;tab_solution[3][1][1]=1;tab_solution[3][1][2]=2;tab_solution[3][1][3]=5;tab_solution[3][1][4]=6;
89     tab_solution[3][2][0]=0;tab_solution[3][2][1]=1;tab_solution[3][2][2]=7;tab_solution[3][2][3]=4;tab_solution[3][2][4]=8;
90     tab_solution[3][3][0]=0;tab_solution[3][3][1]=1;tab_solution[3][3][2]=9;tab_solution[3][3][3]=8;tab_solution[3][3][4]=10;
91     tab_solution[3][4][0]=0;tab_solution[3][4][1]=1;tab_solution[3][4][2]=9;tab_solution[3][4][3]=11;tab_solution[3][4][4]=6;
92     tab_solution[3][5][0]=0;tab_solution[3][5][1]=12;tab_solution[3][5][2]=3;tab_solution[3][5][3]=4;tab_solution[3][5][4]=13;
93     tab_solution[3][6][0]=0;tab_solution[3][6][1]=12;tab_solution[3][6][2]=5;tab_solution[3][6][3]=13;tab_solution[3][6][4]=6;
94     tab_solution[3][7][0]=0;tab_solution[3][7][1]=14;tab_solution[3][7][2]=4;tab_solution[3][7][3]=13;tab_solution[3][7][4]=15;
95     tab_solution[3][8][0]=0;tab_solution[3][8][1]=16;tab_solution[3][8][2]=13;tab_solution[3][8][3]=15;tab_solution[3][8][4]=17;
96     tab_solution[3][9][0]=0;tab_solution[3][9][1]=16;tab_solution[3][9][2]=13;tab_solution[3][9][3]=18;tab_solution[3][9][4]=6;
97     tab_solution[3][10][0]=0;tab_solution[3][10][1]=14;tab_solution[3][10][2]=4;tab_solution[3][10][3]=19;tab_solution[3][10][4]=8;
98     tab_solution[3][11][0]=0;tab_solution[3][11][1]=16;tab_solution[3][11][2]=19;tab_solution[3][11][3]=17;tab_solution[3][11][4]=8;
99     tab_solution[3][12][0]=0;tab_solution[3][12][1]=16;tab_solution[3][12][2]=20;tab_solution[3][12][3]=8;tab_solution[3][12][4]=10;
100     tab_solution[3][13][0]=0;tab_solution[3][13][1]=16;tab_solution[3][13][2]=20;tab_solution[3][13][3]=11;tab_solution[3][13][4]=6;
101     tab_solution[3][14][0]=21;tab_solution[3][14][1]=2;tab_solution[3][14][2]=3;tab_solution[3][14][3]=4;tab_solution[3][14][4]=22;
102     tab_solution[3][15][0]=21;tab_solution[3][15][1]=2;tab_solution[3][15][2]=5;tab_solution[3][15][3]=22;tab_solution[3][15][4]=6;
103     tab_solution[3][16][0]=21;tab_solution[3][16][1]=7;tab_solution[3][16][2]=4;tab_solution[3][16][3]=22;tab_solution[3][16][4]=8;
104     tab_solution[3][17][0]=21;tab_solution[3][17][1]=9;tab_solution[3][17][2]=22;tab_solution[3][17][3]=8;tab_solution[3][17][4]=10;
105     tab_solution[3][18][0]=21;tab_solution[3][18][1]=9;tab_solution[3][18][2]=22;tab_solution[3][18][3]=11;tab_solution[3][18][4]=6;
106     tab_solution[3][19][0]=23;tab_solution[3][19][1]=3;tab_solution[3][19][2]=4;tab_solution[3][19][3]=22;tab_solution[3][19][4]=24;
107     tab_solution[3][20][0]=23;tab_solution[3][20][1]=5;tab_solution[3][20][2]=22;tab_solution[3][20][3]=24;tab_solution[3][20][4]=6;
108     tab_solution[3][21][0]=25;tab_solution[3][21][1]=4;tab_solution[3][21][2]=22;tab_solution[3][21][3]=24;tab_solution[3][21][4]=26;
109     tab_solution[3][22][0]=27;tab_solution[3][22][1]=22;tab_solution[3][22][2]=24;tab_solution[3][22][3]=26;tab_solution[3][22][4]=28;
110     tab_solution[3][23][0]=27;tab_solution[3][23][1]=22;tab_solution[3][23][2]=24;tab_solution[3][23][3]=29;tab_solution[3][23][4]=6;
111     tab_solution[3][24][0]=25;tab_solution[3][24][1]=4;tab_solution[3][24][2]=22;tab_solution[3][24][3]=30;tab_solution[3][24][4]=8;
112     tab_solution[3][25][0]=27;tab_solution[3][25][1]=22;tab_solution[3][25][2]=30;tab_solution[3][25][3]=28;tab_solution[3][25][4]=8;
113     tab_solution[3][26][0]=27;tab_solution[3][26][1]=22;tab_solution[3][26][2]=31;tab_solution[3][26][3]=8;tab_solution[3][26][4]=10;
114     tab_solution[3][27][0]=27;tab_solution[3][27][1]=22;tab_solution[3][27][2]=31;tab_solution[3][27][3]=11;tab_solution[3][27][4]=6;
115     tab_solution[3][28][0]=23;tab_solution[3][28][1]=3;tab_solution[3][28][2]=4;tab_solution[3][28][3]=32;tab_solution[3][28][4]=13;
116     tab_solution[3][29][0]=23;tab_solution[3][29][1]=5;tab_solution[3][29][2]=32;tab_solution[3][29][3]=13;tab_solution[3][29][4]=6;
117     tab_solution[3][30][0]=25;tab_solution[3][30][1]=4;tab_solution[3][30][2]=32;tab_solution[3][30][3]=26;tab_solution[3][30][4]=13;
118     tab_solution[3][31][0]=27;tab_solution[3][31][1]=32;tab_solution[3][31][2]=26;tab_solution[3][31][3]=28;tab_solution[3][31][4]=13;
119     tab_solution[3][32][0]=27;tab_solution[3][32][1]=32;tab_solution[3][32][2]=29;tab_solution[3][32][3]=13;tab_solution[3][32][4]=6;
120     tab_solution[3][33][0]=25;tab_solution[3][33][1]=4;tab_solution[3][33][2]=33;tab_solution[3][33][3]=13;tab_solution[3][33][4]=15;
121     tab_solution[3][34][0]=27;tab_solution[3][34][1]=33;tab_solution[3][34][2]=28;tab_solution[3][34][3]=13;tab_solution[3][34][4]=15;
122     tab_solution[3][35][0]=27;tab_solution[3][35][1]=34;tab_solution[3][35][2]=13;tab_solution[3][35][3]=15;tab_solution[3][35][4]=17;
123     tab_solution[3][36][0]=27;tab_solution[3][36][1]=34;tab_solution[3][36][2]=13;tab_solution[3][36][3]=18;tab_solution[3][36][4]=6;
124     tab_solution[3][37][0]=25;tab_solution[3][37][1]=4;tab_solution[3][37][2]=33;tab_solution[3][37][3]=19;tab_solution[3][37][4]=8;
125     tab_solution[3][38][0]=27;tab_solution[3][38][1]=33;tab_solution[3][38][2]=28;tab_solution[3][38][3]=19;tab_solution[3][38][4]=8;
126     tab_solution[3][39][0]=27;tab_solution[3][39][1]=34;tab_solution[3][39][2]=19;tab_solution[3][39][3]=17;tab_solution[3][39][4]=8;
127     tab_solution[3][40][0]=27;tab_solution[3][40][1]=34;tab_solution[3][40][2]=20;tab_solution[3][40][3]=8;tab_solution[3][40][4]=10;
128     tab_solution[3][41][0]=27;tab_solution[3][41][1]=34;tab_solution[3][41][2]=20;tab_solution[3][41][3]=11;tab_solution[3][41][4]=6;
129     tab_face[3][0][0]=0;tab_face[3][0][1]=1;tab_face[3][0][2]=2;
130     tab_face[3][1][0]=0;tab_face[3][1][1]=2;tab_face[3][1][2]=3;
131     tab_face[3][2][0]=0;tab_face[3][2][1]=3;tab_face[3][2][2]=4;
132     tab_face[3][3][0]=0;tab_face[3][3][1]=4;tab_face[3][3][2]=5;
133     tab_face[3][4][0]=0;tab_face[3][4][1]=5;tab_face[3][4][2]=6;
134     tab_face[3][5][0]=0;tab_face[3][5][1]=4;tab_face[3][5][2]=6;
135     tab_face[3][6][0]=4;tab_face[3][6][1]=5;tab_face[3][6][2]=6;
136     tab_face[3][7][0]=0;tab_face[3][7][1]=3;tab_face[3][7][2]=5;
137     tab_face[3][8][0]=3;tab_face[3][8][1]=4;tab_face[3][8][2]=5;
138     tab_face[3][9][0]=0;tab_face[3][9][1]=3;tab_face[3][9][2]=6;
139     tab_face[3][10][0]=3;tab_face[3][10][1]=5;tab_face[3][10][2]=6;
140     tab_face[3][11][0]=3;tab_face[3][11][1]=4;tab_face[3][11][2]=6;
141     tab_face[3][12][0]=0;tab_face[3][12][1]=2;tab_face[3][12][2]=4;
142     tab_face[3][13][0]=2;tab_face[3][13][1]=3;tab_face[3][13][2]=4;
143     tab_face[3][14][0]=0;tab_face[3][14][1]=2;tab_face[3][14][2]=5;
144     tab_face[3][15][0]=2;tab_face[3][15][1]=4;tab_face[3][15][2]=5;
145     tab_face[3][16][0]=0;tab_face[3][16][1]=2;tab_face[3][16][2]=6;
146     tab_face[3][17][0]=2;tab_face[3][17][1]=5;tab_face[3][17][2]=6;
147     tab_face[3][18][0]=2;tab_face[3][18][1]=4;tab_face[3][18][2]=6;
148     tab_face[3][19][0]=2;tab_face[3][19][1]=3;tab_face[3][19][2]=5;
149     tab_face[3][20][0]=2;tab_face[3][20][1]=3;tab_face[3][20][2]=6;
150     tab_face[3][21][0]=0;tab_face[3][21][1]=1;tab_face[3][21][2]=3;
151     tab_face[3][22][0]=1;tab_face[3][22][1]=2;tab_face[3][22][2]=3;
152     tab_face[3][23][0]=0;tab_face[3][23][1]=1;tab_face[3][23][2]=4;
153     tab_face[3][24][0]=1;tab_face[3][24][1]=3;tab_face[3][24][2]=4;
154     tab_face[3][25][0]=0;tab_face[3][25][1]=1;tab_face[3][25][2]=5;
155     tab_face[3][26][0]=1;tab_face[3][26][1]=4;tab_face[3][26][2]=5;
156     tab_face[3][27][0]=0;tab_face[3][27][1]=1;tab_face[3][27][2]=6;
157     tab_face[3][28][0]=1;tab_face[3][28][1]=5;tab_face[3][28][2]=6;
158     tab_face[3][29][0]=1;tab_face[3][29][1]=4;tab_face[3][29][2]=6;
159     tab_face[3][30][0]=1;tab_face[3][30][1]=3;tab_face[3][30][2]=5;
160     tab_face[3][31][0]=1;tab_face[3][31][1]=3;tab_face[3][31][2]=6;
161     tab_face[3][32][0]=1;tab_face[3][32][1]=2;tab_face[3][32][2]=4;
162     tab_face[3][33][0]=1;tab_face[3][33][1]=2;tab_face[3][33][2]=5;
163     tab_face[3][34][0]=1;tab_face[3][34][1]=2;tab_face[3][34][2]=6;
164     tab_solution[4][0][0]=0;tab_solution[4][0][1]=1;tab_solution[4][0][2]=2;tab_solution[4][0][3]=3;tab_solution[4][0][4]=4;tab_solution[4][0][5]=5;
165     tab_solution[4][1][0]=0;tab_solution[4][1][1]=1;tab_solution[4][1][2]=2;tab_solution[4][1][3]=3;tab_solution[4][1][4]=6;tab_solution[4][1][5]=7;
166     tab_solution[4][2][0]=0;tab_solution[4][2][1]=1;tab_solution[4][2][2]=2;tab_solution[4][2][3]=8;tab_solution[4][2][4]=5;tab_solution[4][2][5]=9;
167     tab_solution[4][3][0]=0;tab_solution[4][3][1]=1;tab_solution[4][3][2]=2;tab_solution[4][3][3]=10;tab_solution[4][3][4]=9;tab_solution[4][3][5]=11;
168     tab_solution[4][4][0]=0;tab_solution[4][4][1]=1;tab_solution[4][4][2]=2;tab_solution[4][4][3]=10;tab_solution[4][4][4]=12;tab_solution[4][4][5]=7;
169     tab_solution[4][5][0]=0;tab_solution[4][5][1]=1;tab_solution[4][5][2]=13;tab_solution[4][5][3]=4;tab_solution[4][5][4]=5;tab_solution[4][5][5]=14;
170     tab_solution[4][6][0]=0;tab_solution[4][6][1]=1;tab_solution[4][6][2]=13;tab_solution[4][6][3]=6;tab_solution[4][6][4]=14;tab_solution[4][6][5]=7;
171     tab_solution[4][7][0]=0;tab_solution[4][7][1]=1;tab_solution[4][7][2]=15;tab_solution[4][7][3]=5;tab_solution[4][7][4]=14;tab_solution[4][7][5]=16;
172     tab_solution[4][8][0]=0;tab_solution[4][8][1]=1;tab_solution[4][8][2]=17;tab_solution[4][8][3]=14;tab_solution[4][8][4]=16;tab_solution[4][8][5]=18;
173     tab_solution[4][9][0]=0;tab_solution[4][9][1]=1;tab_solution[4][9][2]=17;tab_solution[4][9][3]=14;tab_solution[4][9][4]=19;tab_solution[4][9][5]=7;
174     tab_solution[4][10][0]=0;tab_solution[4][10][1]=1;tab_solution[4][10][2]=15;tab_solution[4][10][3]=5;tab_solution[4][10][4]=20;tab_solution[4][10][5]=9;
175     tab_solution[4][11][0]=0;tab_solution[4][11][1]=1;tab_solution[4][11][2]=17;tab_solution[4][11][3]=20;tab_solution[4][11][4]=18;tab_solution[4][11][5]=9;
176     tab_solution[4][12][0]=0;tab_solution[4][12][1]=1;tab_solution[4][12][2]=17;tab_solution[4][12][3]=21;tab_solution[4][12][4]=9;tab_solution[4][12][5]=11;
177     tab_solution[4][13][0]=0;tab_solution[4][13][1]=1;tab_solution[4][13][2]=17;tab_solution[4][13][3]=21;tab_solution[4][13][4]=12;tab_solution[4][13][5]=7;
178     tab_solution[4][14][0]=0;tab_solution[4][14][1]=22;tab_solution[4][14][2]=3;tab_solution[4][14][3]=4;tab_solution[4][14][4]=5;tab_solution[4][14][5]=23;
179     tab_solution[4][15][0]=0;tab_solution[4][15][1]=22;tab_solution[4][15][2]=3;tab_solution[4][15][3]=6;tab_solution[4][15][4]=23;tab_solution[4][15][5]=7;
180     tab_solution[4][16][0]=0;tab_solution[4][16][1]=22;tab_solution[4][16][2]=8;tab_solution[4][16][3]=5;tab_solution[4][16][4]=23;tab_solution[4][16][5]=9;
181     tab_solution[4][17][0]=0;tab_solution[4][17][1]=22;tab_solution[4][17][2]=10;tab_solution[4][17][3]=23;tab_solution[4][17][4]=9;tab_solution[4][17][5]=11;
182     tab_solution[4][18][0]=0;tab_solution[4][18][1]=22;tab_solution[4][18][2]=10;tab_solution[4][18][3]=23;tab_solution[4][18][4]=12;tab_solution[4][18][5]=7;
183     tab_solution[4][19][0]=0;tab_solution[4][19][1]=24;tab_solution[4][19][2]=4;tab_solution[4][19][3]=5;tab_solution[4][19][4]=23;tab_solution[4][19][5]=25;
184     tab_solution[4][20][0]=0;tab_solution[4][20][1]=24;tab_solution[4][20][2]=6;tab_solution[4][20][3]=23;tab_solution[4][20][4]=25;tab_solution[4][20][5]=7;
185     tab_solution[4][21][0]=0;tab_solution[4][21][1]=26;tab_solution[4][21][2]=5;tab_solution[4][21][3]=23;tab_solution[4][21][4]=25;tab_solution[4][21][5]=27;
186     tab_solution[4][22][0]=0;tab_solution[4][22][1]=28;tab_solution[4][22][2]=23;tab_solution[4][22][3]=25;tab_solution[4][22][4]=27;tab_solution[4][22][5]=29;
187     tab_solution[4][23][0]=0;tab_solution[4][23][1]=28;tab_solution[4][23][2]=23;tab_solution[4][23][3]=25;tab_solution[4][23][4]=30;tab_solution[4][23][5]=7;
188     tab_solution[4][24][0]=0;tab_solution[4][24][1]=26;tab_solution[4][24][2]=5;tab_solution[4][24][3]=23;tab_solution[4][24][4]=31;tab_solution[4][24][5]=9;
189     tab_solution[4][25][0]=0;tab_solution[4][25][1]=28;tab_solution[4][25][2]=23;tab_solution[4][25][3]=31;tab_solution[4][25][4]=29;tab_solution[4][25][5]=9;
190     tab_solution[4][26][0]=0;tab_solution[4][26][1]=28;tab_solution[4][26][2]=23;tab_solution[4][26][3]=32;tab_solution[4][26][4]=9;tab_solution[4][26][5]=11;
191     tab_solution[4][27][0]=0;tab_solution[4][27][1]=28;tab_solution[4][27][2]=23;tab_solution[4][27][3]=32;tab_solution[4][27][4]=12;tab_solution[4][27][5]=7;
192     tab_solution[4][28][0]=0;tab_solution[4][28][1]=24;tab_solution[4][28][2]=4;tab_solution[4][28][3]=5;tab_solution[4][28][4]=33;tab_solution[4][28][5]=14;
193     tab_solution[4][29][0]=0;tab_solution[4][29][1]=24;tab_solution[4][29][2]=6;tab_solution[4][29][3]=33;tab_solution[4][29][4]=14;tab_solution[4][29][5]=7;
194     tab_solution[4][30][0]=0;tab_solution[4][30][1]=26;tab_solution[4][30][2]=5;tab_solution[4][30][3]=33;tab_solution[4][30][4]=27;tab_solution[4][30][5]=14;
195     tab_solution[4][31][0]=0;tab_solution[4][31][1]=28;tab_solution[4][31][2]=33;tab_solution[4][31][3]=27;tab_solution[4][31][4]=29;tab_solution[4][31][5]=14;
196     tab_solution[4][32][0]=0;tab_solution[4][32][1]=28;tab_solution[4][32][2]=33;tab_solution[4][32][3]=30;tab_solution[4][32][4]=14;tab_solution[4][32][5]=7;
197     tab_solution[4][33][0]=0;tab_solution[4][33][1]=26;tab_solution[4][33][2]=5;tab_solution[4][33][3]=34;tab_solution[4][33][4]=14;tab_solution[4][33][5]=16;
198     tab_solution[4][34][0]=0;tab_solution[4][34][1]=28;tab_solution[4][34][2]=34;tab_solution[4][34][3]=29;tab_solution[4][34][4]=14;tab_solution[4][34][5]=16;
199     tab_solution[4][35][0]=0;tab_solution[4][35][1]=28;tab_solution[4][35][2]=35;tab_solution[4][35][3]=14;tab_solution[4][35][4]=16;tab_solution[4][35][5]=18;
200     tab_solution[4][36][0]=0;tab_solution[4][36][1]=28;tab_solution[4][36][2]=35;tab_solution[4][36][3]=14;tab_solution[4][36][4]=19;tab_solution[4][36][5]=7;
201     tab_solution[4][37][0]=0;tab_solution[4][37][1]=26;tab_solution[4][37][2]=5;tab_solution[4][37][3]=34;tab_solution[4][37][4]=20;tab_solution[4][37][5]=9;
202     tab_solution[4][38][0]=0;tab_solution[4][38][1]=28;tab_solution[4][38][2]=34;tab_solution[4][38][3]=29;tab_solution[4][38][4]=20;tab_solution[4][38][5]=9;
203     tab_solution[4][39][0]=0;tab_solution[4][39][1]=28;tab_solution[4][39][2]=35;tab_solution[4][39][3]=20;tab_solution[4][39][4]=18;tab_solution[4][39][5]=9;
204     tab_solution[4][40][0]=0;tab_solution[4][40][1]=28;tab_solution[4][40][2]=35;tab_solution[4][40][3]=21;tab_solution[4][40][4]=9;tab_solution[4][40][5]=11;
205     tab_solution[4][41][0]=0;tab_solution[4][41][1]=28;tab_solution[4][41][2]=35;tab_solution[4][41][3]=21;tab_solution[4][41][4]=12;tab_solution[4][41][5]=7;
206     tab_solution[4][42][0]=36;tab_solution[4][42][1]=2;tab_solution[4][42][2]=3;tab_solution[4][42][3]=4;tab_solution[4][42][4]=5;tab_solution[4][42][5]=37;
207     tab_solution[4][43][0]=36;tab_solution[4][43][1]=2;tab_solution[4][43][2]=3;tab_solution[4][43][3]=6;tab_solution[4][43][4]=37;tab_solution[4][43][5]=7;
208     tab_solution[4][44][0]=36;tab_solution[4][44][1]=2;tab_solution[4][44][2]=8;tab_solution[4][44][3]=5;tab_solution[4][44][4]=37;tab_solution[4][44][5]=9;
209     tab_solution[4][45][0]=36;tab_solution[4][45][1]=2;tab_solution[4][45][2]=10;tab_solution[4][45][3]=37;tab_solution[4][45][4]=9;tab_solution[4][45][5]=11;
210     tab_solution[4][46][0]=36;tab_solution[4][46][1]=2;tab_solution[4][46][2]=10;tab_solution[4][46][3]=37;tab_solution[4][46][4]=12;tab_solution[4][46][5]=7;
211     tab_solution[4][47][0]=36;tab_solution[4][47][1]=13;tab_solution[4][47][2]=4;tab_solution[4][47][3]=5;tab_solution[4][47][4]=37;tab_solution[4][47][5]=14;
212     tab_solution[4][48][0]=36;tab_solution[4][48][1]=13;tab_solution[4][48][2]=6;tab_solution[4][48][3]=37;tab_solution[4][48][4]=14;tab_solution[4][48][5]=7;
213     tab_solution[4][49][0]=36;tab_solution[4][49][1]=15;tab_solution[4][49][2]=5;tab_solution[4][49][3]=37;tab_solution[4][49][4]=14;tab_solution[4][49][5]=16;
214     tab_solution[4][50][0]=36;tab_solution[4][50][1]=17;tab_solution[4][50][2]=37;tab_solution[4][50][3]=14;tab_solution[4][50][4]=16;tab_solution[4][50][5]=18;
215     tab_solution[4][51][0]=36;tab_solution[4][51][1]=17;tab_solution[4][51][2]=37;tab_solution[4][51][3]=14;tab_solution[4][51][4]=19;tab_solution[4][51][5]=7;
216     tab_solution[4][52][0]=36;tab_solution[4][52][1]=15;tab_solution[4][52][2]=5;tab_solution[4][52][3]=37;tab_solution[4][52][4]=20;tab_solution[4][52][5]=9;
217     tab_solution[4][53][0]=36;tab_solution[4][53][1]=17;tab_solution[4][53][2]=37;tab_solution[4][53][3]=20;tab_solution[4][53][4]=18;tab_solution[4][53][5]=9;
218     tab_solution[4][54][0]=36;tab_solution[4][54][1]=17;tab_solution[4][54][2]=37;tab_solution[4][54][3]=21;tab_solution[4][54][4]=9;tab_solution[4][54][5]=11;
219     tab_solution[4][55][0]=36;tab_solution[4][55][1]=17;tab_solution[4][55][2]=37;tab_solution[4][55][3]=21;tab_solution[4][55][4]=12;tab_solution[4][55][5]=7;
220     tab_solution[4][56][0]=38;tab_solution[4][56][1]=3;tab_solution[4][56][2]=4;tab_solution[4][56][3]=5;tab_solution[4][56][4]=37;tab_solution[4][56][5]=39;
221     tab_solution[4][57][0]=38;tab_solution[4][57][1]=3;tab_solution[4][57][2]=6;tab_solution[4][57][3]=37;tab_solution[4][57][4]=39;tab_solution[4][57][5]=7;
222     tab_solution[4][58][0]=38;tab_solution[4][58][1]=8;tab_solution[4][58][2]=5;tab_solution[4][58][3]=37;tab_solution[4][58][4]=39;tab_solution[4][58][5]=9;
223     tab_solution[4][59][0]=38;tab_solution[4][59][1]=10;tab_solution[4][59][2]=37;tab_solution[4][59][3]=39;tab_solution[4][59][4]=9;tab_solution[4][59][5]=11;
224     tab_solution[4][60][0]=38;tab_solution[4][60][1]=10;tab_solution[4][60][2]=37;tab_solution[4][60][3]=39;tab_solution[4][60][4]=12;tab_solution[4][60][5]=7;
225     tab_solution[4][61][0]=40;tab_solution[4][61][1]=4;tab_solution[4][61][2]=5;tab_solution[4][61][3]=37;tab_solution[4][61][4]=39;tab_solution[4][61][5]=41;
226     tab_solution[4][62][0]=40;tab_solution[4][62][1]=6;tab_solution[4][62][2]=37;tab_solution[4][62][3]=39;tab_solution[4][62][4]=41;tab_solution[4][62][5]=7;
227     tab_solution[4][63][0]=42;tab_solution[4][63][1]=5;tab_solution[4][63][2]=37;tab_solution[4][63][3]=39;tab_solution[4][63][4]=41;tab_solution[4][63][5]=43;
228     tab_solution[4][64][0]=44;tab_solution[4][64][1]=37;tab_solution[4][64][2]=39;tab_solution[4][64][3]=41;tab_solution[4][64][4]=43;tab_solution[4][64][5]=45;
229     tab_solution[4][65][0]=44;tab_solution[4][65][1]=37;tab_solution[4][65][2]=39;tab_solution[4][65][3]=41;tab_solution[4][65][4]=46;tab_solution[4][65][5]=7;
230     tab_solution[4][66][0]=42;tab_solution[4][66][1]=5;tab_solution[4][66][2]=37;tab_solution[4][66][3]=39;tab_solution[4][66][4]=47;tab_solution[4][66][5]=9;
231     tab_solution[4][67][0]=44;tab_solution[4][67][1]=37;tab_solution[4][67][2]=39;tab_solution[4][67][3]=47;tab_solution[4][67][4]=45;tab_solution[4][67][5]=9;
232     tab_solution[4][68][0]=44;tab_solution[4][68][1]=37;tab_solution[4][68][2]=39;tab_solution[4][68][3]=48;tab_solution[4][68][4]=9;tab_solution[4][68][5]=11;
233     tab_solution[4][69][0]=44;tab_solution[4][69][1]=37;tab_solution[4][69][2]=39;tab_solution[4][69][3]=48;tab_solution[4][69][4]=12;tab_solution[4][69][5]=7;
234     tab_solution[4][70][0]=40;tab_solution[4][70][1]=4;tab_solution[4][70][2]=5;tab_solution[4][70][3]=37;tab_solution[4][70][4]=49;tab_solution[4][70][5]=14;
235     tab_solution[4][71][0]=40;tab_solution[4][71][1]=6;tab_solution[4][71][2]=37;tab_solution[4][71][3]=49;tab_solution[4][71][4]=14;tab_solution[4][71][5]=7;
236     tab_solution[4][72][0]=42;tab_solution[4][72][1]=5;tab_solution[4][72][2]=37;tab_solution[4][72][3]=49;tab_solution[4][72][4]=43;tab_solution[4][72][5]=14;
237     tab_solution[4][73][0]=44;tab_solution[4][73][1]=37;tab_solution[4][73][2]=49;tab_solution[4][73][3]=43;tab_solution[4][73][4]=45;tab_solution[4][73][5]=14;
238     tab_solution[4][74][0]=44;tab_solution[4][74][1]=37;tab_solution[4][74][2]=49;tab_solution[4][74][3]=46;tab_solution[4][74][4]=14;tab_solution[4][74][5]=7;
239     tab_solution[4][75][0]=42;tab_solution[4][75][1]=5;tab_solution[4][75][2]=37;tab_solution[4][75][3]=50;tab_solution[4][75][4]=14;tab_solution[4][75][5]=16;
240     tab_solution[4][76][0]=44;tab_solution[4][76][1]=37;tab_solution[4][76][2]=50;tab_solution[4][76][3]=45;tab_solution[4][76][4]=14;tab_solution[4][76][5]=16;
241     tab_solution[4][77][0]=44;tab_solution[4][77][1]=37;tab_solution[4][77][2]=51;tab_solution[4][77][3]=14;tab_solution[4][77][4]=16;tab_solution[4][77][5]=18;
242     tab_solution[4][78][0]=44;tab_solution[4][78][1]=37;tab_solution[4][78][2]=51;tab_solution[4][78][3]=14;tab_solution[4][78][4]=19;tab_solution[4][78][5]=7;
243     tab_solution[4][79][0]=42;tab_solution[4][79][1]=5;tab_solution[4][79][2]=37;tab_solution[4][79][3]=50;tab_solution[4][79][4]=20;tab_solution[4][79][5]=9;
244     tab_solution[4][80][0]=44;tab_solution[4][80][1]=37;tab_solution[4][80][2]=50;tab_solution[4][80][3]=45;tab_solution[4][80][4]=20;tab_solution[4][80][5]=9;
245     tab_solution[4][81][0]=44;tab_solution[4][81][1]=37;tab_solution[4][81][2]=51;tab_solution[4][81][3]=20;tab_solution[4][81][4]=18;tab_solution[4][81][5]=9;
246     tab_solution[4][82][0]=44;tab_solution[4][82][1]=37;tab_solution[4][82][2]=51;tab_solution[4][82][3]=21;tab_solution[4][82][4]=9;tab_solution[4][82][5]=11;
247     tab_solution[4][83][0]=44;tab_solution[4][83][1]=37;tab_solution[4][83][2]=51;tab_solution[4][83][3]=21;tab_solution[4][83][4]=12;tab_solution[4][83][5]=7;
248     tab_solution[4][84][0]=38;tab_solution[4][84][1]=3;tab_solution[4][84][2]=4;tab_solution[4][84][3]=5;tab_solution[4][84][4]=52;tab_solution[4][84][5]=23;
249     tab_solution[4][85][0]=38;tab_solution[4][85][1]=3;tab_solution[4][85][2]=6;tab_solution[4][85][3]=52;tab_solution[4][85][4]=23;tab_solution[4][85][5]=7;
250     tab_solution[4][86][0]=38;tab_solution[4][86][1]=8;tab_solution[4][86][2]=5;tab_solution[4][86][3]=52;tab_solution[4][86][4]=23;tab_solution[4][86][5]=9;
251     tab_solution[4][87][0]=38;tab_solution[4][87][1]=10;tab_solution[4][87][2]=52;tab_solution[4][87][3]=23;tab_solution[4][87][4]=9;tab_solution[4][87][5]=11;
252     tab_solution[4][88][0]=38;tab_solution[4][88][1]=10;tab_solution[4][88][2]=52;tab_solution[4][88][3]=23;tab_solution[4][88][4]=12;tab_solution[4][88][5]=7;
253     tab_solution[4][89][0]=40;tab_solution[4][89][1]=4;tab_solution[4][89][2]=5;tab_solution[4][89][3]=52;tab_solution[4][89][4]=41;tab_solution[4][89][5]=23;
254     tab_solution[4][90][0]=40;tab_solution[4][90][1]=6;tab_solution[4][90][2]=52;tab_solution[4][90][3]=41;tab_solution[4][90][4]=23;tab_solution[4][90][5]=7;
255     tab_solution[4][91][0]=42;tab_solution[4][91][1]=5;tab_solution[4][91][2]=52;tab_solution[4][91][3]=41;tab_solution[4][91][4]=43;tab_solution[4][91][5]=23;
256     tab_solution[4][92][0]=44;tab_solution[4][92][1]=52;tab_solution[4][92][2]=41;tab_solution[4][92][3]=43;tab_solution[4][92][4]=45;tab_solution[4][92][5]=23;
257     tab_solution[4][93][0]=44;tab_solution[4][93][1]=52;tab_solution[4][93][2]=41;tab_solution[4][93][3]=46;tab_solution[4][93][4]=23;tab_solution[4][93][5]=7;
258     tab_solution[4][94][0]=42;tab_solution[4][94][1]=5;tab_solution[4][94][2]=52;tab_solution[4][94][3]=47;tab_solution[4][94][4]=23;tab_solution[4][94][5]=9;
259     tab_solution[4][95][0]=44;tab_solution[4][95][1]=52;tab_solution[4][95][2]=47;tab_solution[4][95][3]=45;tab_solution[4][95][4]=23;tab_solution[4][95][5]=9;
260     tab_solution[4][96][0]=44;tab_solution[4][96][1]=52;tab_solution[4][96][2]=48;tab_solution[4][96][3]=23;tab_solution[4][96][4]=9;tab_solution[4][96][5]=11;
261     tab_solution[4][97][0]=44;tab_solution[4][97][1]=52;tab_solution[4][97][2]=48;tab_solution[4][97][3]=23;tab_solution[4][97][4]=12;tab_solution[4][97][5]=7;
262     tab_solution[4][98][0]=40;tab_solution[4][98][1]=4;tab_solution[4][98][2]=5;tab_solution[4][98][3]=53;tab_solution[4][98][4]=23;tab_solution[4][98][5]=25;
263     tab_solution[4][99][0]=40;tab_solution[4][99][1]=6;tab_solution[4][99][2]=53;tab_solution[4][99][3]=23;tab_solution[4][99][4]=25;tab_solution[4][99][5]=7;
264     tab_solution[4][100][0]=42;tab_solution[4][100][1]=5;tab_solution[4][100][2]=53;tab_solution[4][100][3]=43;tab_solution[4][100][4]=23;tab_solution[4][100][5]=25;
265     tab_solution[4][101][0]=44;tab_solution[4][101][1]=53;tab_solution[4][101][2]=43;tab_solution[4][101][3]=45;tab_solution[4][101][4]=23;tab_solution[4][101][5]=25;
266     tab_solution[4][102][0]=44;tab_solution[4][102][1]=53;tab_solution[4][102][2]=46;tab_solution[4][102][3]=23;tab_solution[4][102][4]=25;tab_solution[4][102][5]=7;
267     tab_solution[4][103][0]=42;tab_solution[4][103][1]=5;tab_solution[4][103][2]=54;tab_solution[4][103][3]=23;tab_solution[4][103][4]=25;tab_solution[4][103][5]=27;
268     tab_solution[4][104][0]=44;tab_solution[4][104][1]=54;tab_solution[4][104][2]=45;tab_solution[4][104][3]=23;tab_solution[4][104][4]=25;tab_solution[4][104][5]=27;
269     tab_solution[4][105][0]=44;tab_solution[4][105][1]=55;tab_solution[4][105][2]=23;tab_solution[4][105][3]=25;tab_solution[4][105][4]=27;tab_solution[4][105][5]=29;
270     tab_solution[4][106][0]=44;tab_solution[4][106][1]=55;tab_solution[4][106][2]=23;tab_solution[4][106][3]=25;tab_solution[4][106][4]=30;tab_solution[4][106][5]=7;
271     tab_solution[4][107][0]=42;tab_solution[4][107][1]=5;tab_solution[4][107][2]=54;tab_solution[4][107][3]=23;tab_solution[4][107][4]=31;tab_solution[4][107][5]=9;
272     tab_solution[4][108][0]=44;tab_solution[4][108][1]=54;tab_solution[4][108][2]=45;tab_solution[4][108][3]=23;tab_solution[4][108][4]=31;tab_solution[4][108][5]=9;
273     tab_solution[4][109][0]=44;tab_solution[4][109][1]=55;tab_solution[4][109][2]=23;tab_solution[4][109][3]=31;tab_solution[4][109][4]=29;tab_solution[4][109][5]=9;
274     tab_solution[4][110][0]=44;tab_solution[4][110][1]=55;tab_solution[4][110][2]=23;tab_solution[4][110][3]=32;tab_solution[4][110][4]=9;tab_solution[4][110][5]=11;
275     tab_solution[4][111][0]=44;tab_solution[4][111][1]=55;tab_solution[4][111][2]=23;tab_solution[4][111][3]=32;tab_solution[4][111][4]=12;tab_solution[4][111][5]=7;
276     tab_solution[4][112][0]=40;tab_solution[4][112][1]=4;tab_solution[4][112][2]=5;tab_solution[4][112][3]=53;tab_solution[4][112][4]=33;tab_solution[4][112][5]=14;
277     tab_solution[4][113][0]=40;tab_solution[4][113][1]=6;tab_solution[4][113][2]=53;tab_solution[4][113][3]=33;tab_solution[4][113][4]=14;tab_solution[4][113][5]=7;
278     tab_solution[4][114][0]=42;tab_solution[4][114][1]=5;tab_solution[4][114][2]=53;tab_solution[4][114][3]=43;tab_solution[4][114][4]=33;tab_solution[4][114][5]=14;
279     tab_solution[4][115][0]=44;tab_solution[4][115][1]=53;tab_solution[4][115][2]=43;tab_solution[4][115][3]=45;tab_solution[4][115][4]=33;tab_solution[4][115][5]=14;
280     tab_solution[4][116][0]=44;tab_solution[4][116][1]=53;tab_solution[4][116][2]=46;tab_solution[4][116][3]=33;tab_solution[4][116][4]=14;tab_solution[4][116][5]=7;
281     tab_solution[4][117][0]=42;tab_solution[4][117][1]=5;tab_solution[4][117][2]=54;tab_solution[4][117][3]=33;tab_solution[4][117][4]=27;tab_solution[4][117][5]=14;
282     tab_solution[4][118][0]=44;tab_solution[4][118][1]=54;tab_solution[4][118][2]=45;tab_solution[4][118][3]=33;tab_solution[4][118][4]=27;tab_solution[4][118][5]=14;
283     tab_solution[4][119][0]=44;tab_solution[4][119][1]=55;tab_solution[4][119][2]=33;tab_solution[4][119][3]=27;tab_solution[4][119][4]=29;tab_solution[4][119][5]=14;
284     tab_solution[4][120][0]=44;tab_solution[4][120][1]=55;tab_solution[4][120][2]=33;tab_solution[4][120][3]=30;tab_solution[4][120][4]=14;tab_solution[4][120][5]=7;
285     tab_solution[4][121][0]=42;tab_solution[4][121][1]=5;tab_solution[4][121][2]=54;tab_solution[4][121][3]=34;tab_solution[4][121][4]=14;tab_solution[4][121][5]=16;
286     tab_solution[4][122][0]=44;tab_solution[4][122][1]=54;tab_solution[4][122][2]=45;tab_solution[4][122][3]=34;tab_solution[4][122][4]=14;tab_solution[4][122][5]=16;
287     tab_solution[4][123][0]=44;tab_solution[4][123][1]=55;tab_solution[4][123][2]=34;tab_solution[4][123][3]=29;tab_solution[4][123][4]=14;tab_solution[4][123][5]=16;
288     tab_solution[4][124][0]=44;tab_solution[4][124][1]=55;tab_solution[4][124][2]=35;tab_solution[4][124][3]=14;tab_solution[4][124][4]=16;tab_solution[4][124][5]=18;
289     tab_solution[4][125][0]=44;tab_solution[4][125][1]=55;tab_solution[4][125][2]=35;tab_solution[4][125][3]=14;tab_solution[4][125][4]=19;tab_solution[4][125][5]=7;
290     tab_solution[4][126][0]=42;tab_solution[4][126][1]=5;tab_solution[4][126][2]=54;tab_solution[4][126][3]=34;tab_solution[4][126][4]=20;tab_solution[4][126][5]=9;
291     tab_solution[4][127][0]=44;tab_solution[4][127][1]=54;tab_solution[4][127][2]=45;tab_solution[4][127][3]=34;tab_solution[4][127][4]=20;tab_solution[4][127][5]=9;
292     tab_solution[4][128][0]=44;tab_solution[4][128][1]=55;tab_solution[4][128][2]=34;tab_solution[4][128][3]=29;tab_solution[4][128][4]=20;tab_solution[4][128][5]=9;
293     tab_solution[4][129][0]=44;tab_solution[4][129][1]=55;tab_solution[4][129][2]=35;tab_solution[4][129][3]=20;tab_solution[4][129][4]=18;tab_solution[4][129][5]=9;
294     tab_solution[4][130][0]=44;tab_solution[4][130][1]=55;tab_solution[4][130][2]=35;tab_solution[4][130][3]=21;tab_solution[4][130][4]=9;tab_solution[4][130][5]=11;
295     tab_solution[4][131][0]=44;tab_solution[4][131][1]=55;tab_solution[4][131][2]=35;tab_solution[4][131][3]=21;tab_solution[4][131][4]=12;tab_solution[4][131][5]=7;
296     tab_face[4][0][0]=0;tab_face[4][0][1]=1;tab_face[4][0][2]=2;
297     tab_face[4][1][0]=0;tab_face[4][1][1]=2;tab_face[4][1][2]=3;
298     tab_face[4][2][0]=0;tab_face[4][2][1]=3;tab_face[4][2][2]=4;
299     tab_face[4][3][0]=0;tab_face[4][3][1]=4;tab_face[4][3][2]=5;
300     tab_face[4][4][0]=0;tab_face[4][4][1]=5;tab_face[4][4][2]=6;
301     tab_face[4][5][0]=0;tab_face[4][5][1]=6;tab_face[4][5][2]=7;
302     tab_face[4][6][0]=0;tab_face[4][6][1]=5;tab_face[4][6][2]=7;
303     tab_face[4][7][0]=5;tab_face[4][7][1]=6;tab_face[4][7][2]=7;
304     tab_face[4][8][0]=0;tab_face[4][8][1]=4;tab_face[4][8][2]=6;
305     tab_face[4][9][0]=4;tab_face[4][9][1]=5;tab_face[4][9][2]=6;
306     tab_face[4][10][0]=0;tab_face[4][10][1]=4;tab_face[4][10][2]=7;
307     tab_face[4][11][0]=4;tab_face[4][11][1]=6;tab_face[4][11][2]=7;
308     tab_face[4][12][0]=4;tab_face[4][12][1]=5;tab_face[4][12][2]=7;
309     tab_face[4][13][0]=0;tab_face[4][13][1]=3;tab_face[4][13][2]=5;
310     tab_face[4][14][0]=3;tab_face[4][14][1]=4;tab_face[4][14][2]=5;
311     tab_face[4][15][0]=0;tab_face[4][15][1]=3;tab_face[4][15][2]=6;
312     tab_face[4][16][0]=3;tab_face[4][16][1]=5;tab_face[4][16][2]=6;
313     tab_face[4][17][0]=0;tab_face[4][17][1]=3;tab_face[4][17][2]=7;
314     tab_face[4][18][0]=3;tab_face[4][18][1]=6;tab_face[4][18][2]=7;
315     tab_face[4][19][0]=3;tab_face[4][19][1]=5;tab_face[4][19][2]=7;
316     tab_face[4][20][0]=3;tab_face[4][20][1]=4;tab_face[4][20][2]=6;
317     tab_face[4][21][0]=3;tab_face[4][21][1]=4;tab_face[4][21][2]=7;
318     tab_face[4][22][0]=0;tab_face[4][22][1]=2;tab_face[4][22][2]=4;
319     tab_face[4][23][0]=2;tab_face[4][23][1]=3;tab_face[4][23][2]=4;
320     tab_face[4][24][0]=0;tab_face[4][24][1]=2;tab_face[4][24][2]=5;
321     tab_face[4][25][0]=2;tab_face[4][25][1]=4;tab_face[4][25][2]=5;
322     tab_face[4][26][0]=0;tab_face[4][26][1]=2;tab_face[4][26][2]=6;
323     tab_face[4][27][0]=2;tab_face[4][27][1]=5;tab_face[4][27][2]=6;
324     tab_face[4][28][0]=0;tab_face[4][28][1]=2;tab_face[4][28][2]=7;
325     tab_face[4][29][0]=2;tab_face[4][29][1]=6;tab_face[4][29][2]=7;
326     tab_face[4][30][0]=2;tab_face[4][30][1]=5;tab_face[4][30][2]=7;
327     tab_face[4][31][0]=2;tab_face[4][31][1]=4;tab_face[4][31][2]=6;
328     tab_face[4][32][0]=2;tab_face[4][32][1]=4;tab_face[4][32][2]=7;
329     tab_face[4][33][0]=2;tab_face[4][33][1]=3;tab_face[4][33][2]=5;
330     tab_face[4][34][0]=2;tab_face[4][34][1]=3;tab_face[4][34][2]=6;
331     tab_face[4][35][0]=2;tab_face[4][35][1]=3;tab_face[4][35][2]=7;
332     tab_face[4][36][0]=0;tab_face[4][36][1]=1;tab_face[4][36][2]=3;
333     tab_face[4][37][0]=1;tab_face[4][37][1]=2;tab_face[4][37][2]=3;
334     tab_face[4][38][0]=0;tab_face[4][38][1]=1;tab_face[4][38][2]=4;
335     tab_face[4][39][0]=1;tab_face[4][39][1]=3;tab_face[4][39][2]=4;
336     tab_face[4][40][0]=0;tab_face[4][40][1]=1;tab_face[4][40][2]=5;
337     tab_face[4][41][0]=1;tab_face[4][41][1]=4;tab_face[4][41][2]=5;
338     tab_face[4][42][0]=0;tab_face[4][42][1]=1;tab_face[4][42][2]=6;
339     tab_face[4][43][0]=1;tab_face[4][43][1]=5;tab_face[4][43][2]=6;
340     tab_face[4][44][0]=0;tab_face[4][44][1]=1;tab_face[4][44][2]=7;
341     tab_face[4][45][0]=1;tab_face[4][45][1]=6;tab_face[4][45][2]=7;
342     tab_face[4][46][0]=1;tab_face[4][46][1]=5;tab_face[4][46][2]=7;
343     tab_face[4][47][0]=1;tab_face[4][47][1]=4;tab_face[4][47][2]=6;
344     tab_face[4][48][0]=1;tab_face[4][48][1]=4;tab_face[4][48][2]=7;
345     tab_face[4][49][0]=1;tab_face[4][49][1]=3;tab_face[4][49][2]=5;
346     tab_face[4][50][0]=1;tab_face[4][50][1]=3;tab_face[4][50][2]=6;
347     tab_face[4][51][0]=1;tab_face[4][51][1]=3;tab_face[4][51][2]=7;
348     tab_face[4][52][0]=1;tab_face[4][52][1]=2;tab_face[4][52][2]=4;
349     tab_face[4][53][0]=1;tab_face[4][53][1]=2;tab_face[4][53][2]=5;
350     tab_face[4][54][0]=1;tab_face[4][54][1]=2;tab_face[4][54][2]=6;
351     tab_face[4][55][0]=1;tab_face[4][55][1]=2;tab_face[4][55][2]=7;
352     tab_solution[5][0][0]=0;tab_solution[5][0][1]=1;tab_solution[5][0][2]=2;tab_solution[5][0][3]=3;tab_solution[5][0][4]=4;tab_solution[5][0][5]=5;tab_solution[5][0][6]=6;
353     tab_solution[5][1][0]=0;tab_solution[5][1][1]=1;tab_solution[5][1][2]=2;tab_solution[5][1][3]=3;tab_solution[5][1][4]=4;tab_solution[5][1][5]=7;tab_solution[5][1][6]=8;
354     tab_solution[5][2][0]=0;tab_solution[5][2][1]=1;tab_solution[5][2][2]=2;tab_solution[5][2][3]=3;tab_solution[5][2][4]=9;tab_solution[5][2][5]=6;tab_solution[5][2][6]=10;
355     tab_solution[5][3][0]=0;tab_solution[5][3][1]=1;tab_solution[5][3][2]=2;tab_solution[5][3][3]=3;tab_solution[5][3][4]=11;tab_solution[5][3][5]=10;tab_solution[5][3][6]=12;
356     tab_solution[5][4][0]=0;tab_solution[5][4][1]=1;tab_solution[5][4][2]=2;tab_solution[5][4][3]=3;tab_solution[5][4][4]=11;tab_solution[5][4][5]=13;tab_solution[5][4][6]=8;
357     tab_solution[5][5][0]=0;tab_solution[5][5][1]=1;tab_solution[5][5][2]=2;tab_solution[5][5][3]=14;tab_solution[5][5][4]=5;tab_solution[5][5][5]=6;tab_solution[5][5][6]=15;
358     tab_solution[5][6][0]=0;tab_solution[5][6][1]=1;tab_solution[5][6][2]=2;tab_solution[5][6][3]=14;tab_solution[5][6][4]=7;tab_solution[5][6][5]=15;tab_solution[5][6][6]=8;
359     tab_solution[5][7][0]=0;tab_solution[5][7][1]=1;tab_solution[5][7][2]=2;tab_solution[5][7][3]=16;tab_solution[5][7][4]=6;tab_solution[5][7][5]=15;tab_solution[5][7][6]=17;
360     tab_solution[5][8][0]=0;tab_solution[5][8][1]=1;tab_solution[5][8][2]=2;tab_solution[5][8][3]=18;tab_solution[5][8][4]=15;tab_solution[5][8][5]=17;tab_solution[5][8][6]=19;
361     tab_solution[5][9][0]=0;tab_solution[5][9][1]=1;tab_solution[5][9][2]=2;tab_solution[5][9][3]=18;tab_solution[5][9][4]=15;tab_solution[5][9][5]=20;tab_solution[5][9][6]=8;
362     tab_solution[5][10][0]=0;tab_solution[5][10][1]=1;tab_solution[5][10][2]=2;tab_solution[5][10][3]=16;tab_solution[5][10][4]=6;tab_solution[5][10][5]=21;tab_solution[5][10][6]=10;
363     tab_solution[5][11][0]=0;tab_solution[5][11][1]=1;tab_solution[5][11][2]=2;tab_solution[5][11][3]=18;tab_solution[5][11][4]=21;tab_solution[5][11][5]=19;tab_solution[5][11][6]=10;
364     tab_solution[5][12][0]=0;tab_solution[5][12][1]=1;tab_solution[5][12][2]=2;tab_solution[5][12][3]=18;tab_solution[5][12][4]=22;tab_solution[5][12][5]=10;tab_solution[5][12][6]=12;
365     tab_solution[5][13][0]=0;tab_solution[5][13][1]=1;tab_solution[5][13][2]=2;tab_solution[5][13][3]=18;tab_solution[5][13][4]=22;tab_solution[5][13][5]=13;tab_solution[5][13][6]=8;
366     tab_solution[5][14][0]=0;tab_solution[5][14][1]=1;tab_solution[5][14][2]=23;tab_solution[5][14][3]=4;tab_solution[5][14][4]=5;tab_solution[5][14][5]=6;tab_solution[5][14][6]=24;
367     tab_solution[5][15][0]=0;tab_solution[5][15][1]=1;tab_solution[5][15][2]=23;tab_solution[5][15][3]=4;tab_solution[5][15][4]=7;tab_solution[5][15][5]=24;tab_solution[5][15][6]=8;
368     tab_solution[5][16][0]=0;tab_solution[5][16][1]=1;tab_solution[5][16][2]=23;tab_solution[5][16][3]=9;tab_solution[5][16][4]=6;tab_solution[5][16][5]=24;tab_solution[5][16][6]=10;
369     tab_solution[5][17][0]=0;tab_solution[5][17][1]=1;tab_solution[5][17][2]=23;tab_solution[5][17][3]=11;tab_solution[5][17][4]=24;tab_solution[5][17][5]=10;tab_solution[5][17][6]=12;
370     tab_solution[5][18][0]=0;tab_solution[5][18][1]=1;tab_solution[5][18][2]=23;tab_solution[5][18][3]=11;tab_solution[5][18][4]=24;tab_solution[5][18][5]=13;tab_solution[5][18][6]=8;
371     tab_solution[5][19][0]=0;tab_solution[5][19][1]=1;tab_solution[5][19][2]=25;tab_solution[5][19][3]=5;tab_solution[5][19][4]=6;tab_solution[5][19][5]=24;tab_solution[5][19][6]=26;
372     tab_solution[5][20][0]=0;tab_solution[5][20][1]=1;tab_solution[5][20][2]=25;tab_solution[5][20][3]=7;tab_solution[5][20][4]=24;tab_solution[5][20][5]=26;tab_solution[5][20][6]=8;
373     tab_solution[5][21][0]=0;tab_solution[5][21][1]=1;tab_solution[5][21][2]=27;tab_solution[5][21][3]=6;tab_solution[5][21][4]=24;tab_solution[5][21][5]=26;tab_solution[5][21][6]=28;
374     tab_solution[5][22][0]=0;tab_solution[5][22][1]=1;tab_solution[5][22][2]=29;tab_solution[5][22][3]=24;tab_solution[5][22][4]=26;tab_solution[5][22][5]=28;tab_solution[5][22][6]=30;
375     tab_solution[5][23][0]=0;tab_solution[5][23][1]=1;tab_solution[5][23][2]=29;tab_solution[5][23][3]=24;tab_solution[5][23][4]=26;tab_solution[5][23][5]=31;tab_solution[5][23][6]=8;
376     tab_solution[5][24][0]=0;tab_solution[5][24][1]=1;tab_solution[5][24][2]=27;tab_solution[5][24][3]=6;tab_solution[5][24][4]=24;tab_solution[5][24][5]=32;tab_solution[5][24][6]=10;
377     tab_solution[5][25][0]=0;tab_solution[5][25][1]=1;tab_solution[5][25][2]=29;tab_solution[5][25][3]=24;tab_solution[5][25][4]=32;tab_solution[5][25][5]=30;tab_solution[5][25][6]=10;
378     tab_solution[5][26][0]=0;tab_solution[5][26][1]=1;tab_solution[5][26][2]=29;tab_solution[5][26][3]=24;tab_solution[5][26][4]=33;tab_solution[5][26][5]=10;tab_solution[5][26][6]=12;
379     tab_solution[5][27][0]=0;tab_solution[5][27][1]=1;tab_solution[5][27][2]=29;tab_solution[5][27][3]=24;tab_solution[5][27][4]=33;tab_solution[5][27][5]=13;tab_solution[5][27][6]=8;
380     tab_solution[5][28][0]=0;tab_solution[5][28][1]=1;tab_solution[5][28][2]=25;tab_solution[5][28][3]=5;tab_solution[5][28][4]=6;tab_solution[5][28][5]=34;tab_solution[5][28][6]=15;
381     tab_solution[5][29][0]=0;tab_solution[5][29][1]=1;tab_solution[5][29][2]=25;tab_solution[5][29][3]=7;tab_solution[5][29][4]=34;tab_solution[5][29][5]=15;tab_solution[5][29][6]=8;
382     tab_solution[5][30][0]=0;tab_solution[5][30][1]=1;tab_solution[5][30][2]=27;tab_solution[5][30][3]=6;tab_solution[5][30][4]=34;tab_solution[5][30][5]=28;tab_solution[5][30][6]=15;
383     tab_solution[5][31][0]=0;tab_solution[5][31][1]=1;tab_solution[5][31][2]=29;tab_solution[5][31][3]=34;tab_solution[5][31][4]=28;tab_solution[5][31][5]=30;tab_solution[5][31][6]=15;
384     tab_solution[5][32][0]=0;tab_solution[5][32][1]=1;tab_solution[5][32][2]=29;tab_solution[5][32][3]=34;tab_solution[5][32][4]=31;tab_solution[5][32][5]=15;tab_solution[5][32][6]=8;
385     tab_solution[5][33][0]=0;tab_solution[5][33][1]=1;tab_solution[5][33][2]=27;tab_solution[5][33][3]=6;tab_solution[5][33][4]=35;tab_solution[5][33][5]=15;tab_solution[5][33][6]=17;
386     tab_solution[5][34][0]=0;tab_solution[5][34][1]=1;tab_solution[5][34][2]=29;tab_solution[5][34][3]=35;tab_solution[5][34][4]=30;tab_solution[5][34][5]=15;tab_solution[5][34][6]=17;
387     tab_solution[5][35][0]=0;tab_solution[5][35][1]=1;tab_solution[5][35][2]=29;tab_solution[5][35][3]=36;tab_solution[5][35][4]=15;tab_solution[5][35][5]=17;tab_solution[5][35][6]=19;
388     tab_solution[5][36][0]=0;tab_solution[5][36][1]=1;tab_solution[5][36][2]=29;tab_solution[5][36][3]=36;tab_solution[5][36][4]=15;tab_solution[5][36][5]=20;tab_solution[5][36][6]=8;
389     tab_solution[5][37][0]=0;tab_solution[5][37][1]=1;tab_solution[5][37][2]=27;tab_solution[5][37][3]=6;tab_solution[5][37][4]=35;tab_solution[5][37][5]=21;tab_solution[5][37][6]=10;
390     tab_solution[5][38][0]=0;tab_solution[5][38][1]=1;tab_solution[5][38][2]=29;tab_solution[5][38][3]=35;tab_solution[5][38][4]=30;tab_solution[5][38][5]=21;tab_solution[5][38][6]=10;
391     tab_solution[5][39][0]=0;tab_solution[5][39][1]=1;tab_solution[5][39][2]=29;tab_solution[5][39][3]=36;tab_solution[5][39][4]=21;tab_solution[5][39][5]=19;tab_solution[5][39][6]=10;
392     tab_solution[5][40][0]=0;tab_solution[5][40][1]=1;tab_solution[5][40][2]=29;tab_solution[5][40][3]=36;tab_solution[5][40][4]=22;tab_solution[5][40][5]=10;tab_solution[5][40][6]=12;
393     tab_solution[5][41][0]=0;tab_solution[5][41][1]=1;tab_solution[5][41][2]=29;tab_solution[5][41][3]=36;tab_solution[5][41][4]=22;tab_solution[5][41][5]=13;tab_solution[5][41][6]=8;
394     tab_solution[5][42][0]=0;tab_solution[5][42][1]=37;tab_solution[5][42][2]=3;tab_solution[5][42][3]=4;tab_solution[5][42][4]=5;tab_solution[5][42][5]=6;tab_solution[5][42][6]=38;
395     tab_solution[5][43][0]=0;tab_solution[5][43][1]=37;tab_solution[5][43][2]=3;tab_solution[5][43][3]=4;tab_solution[5][43][4]=7;tab_solution[5][43][5]=38;tab_solution[5][43][6]=8;
396     tab_solution[5][44][0]=0;tab_solution[5][44][1]=37;tab_solution[5][44][2]=3;tab_solution[5][44][3]=9;tab_solution[5][44][4]=6;tab_solution[5][44][5]=38;tab_solution[5][44][6]=10;
397     tab_solution[5][45][0]=0;tab_solution[5][45][1]=37;tab_solution[5][45][2]=3;tab_solution[5][45][3]=11;tab_solution[5][45][4]=38;tab_solution[5][45][5]=10;tab_solution[5][45][6]=12;
398     tab_solution[5][46][0]=0;tab_solution[5][46][1]=37;tab_solution[5][46][2]=3;tab_solution[5][46][3]=11;tab_solution[5][46][4]=38;tab_solution[5][46][5]=13;tab_solution[5][46][6]=8;
399     tab_solution[5][47][0]=0;tab_solution[5][47][1]=37;tab_solution[5][47][2]=14;tab_solution[5][47][3]=5;tab_solution[5][47][4]=6;tab_solution[5][47][5]=38;tab_solution[5][47][6]=15;
400     tab_solution[5][48][0]=0;tab_solution[5][48][1]=37;tab_solution[5][48][2]=14;tab_solution[5][48][3]=7;tab_solution[5][48][4]=38;tab_solution[5][48][5]=15;tab_solution[5][48][6]=8;
401     tab_solution[5][49][0]=0;tab_solution[5][49][1]=37;tab_solution[5][49][2]=16;tab_solution[5][49][3]=6;tab_solution[5][49][4]=38;tab_solution[5][49][5]=15;tab_solution[5][49][6]=17;
402     tab_solution[5][50][0]=0;tab_solution[5][50][1]=37;tab_solution[5][50][2]=18;tab_solution[5][50][3]=38;tab_solution[5][50][4]=15;tab_solution[5][50][5]=17;tab_solution[5][50][6]=19;
403     tab_solution[5][51][0]=0;tab_solution[5][51][1]=37;tab_solution[5][51][2]=18;tab_solution[5][51][3]=38;tab_solution[5][51][4]=15;tab_solution[5][51][5]=20;tab_solution[5][51][6]=8;
404     tab_solution[5][52][0]=0;tab_solution[5][52][1]=37;tab_solution[5][52][2]=16;tab_solution[5][52][3]=6;tab_solution[5][52][4]=38;tab_solution[5][52][5]=21;tab_solution[5][52][6]=10;
405     tab_solution[5][53][0]=0;tab_solution[5][53][1]=37;tab_solution[5][53][2]=18;tab_solution[5][53][3]=38;tab_solution[5][53][4]=21;tab_solution[5][53][5]=19;tab_solution[5][53][6]=10;
406     tab_solution[5][54][0]=0;tab_solution[5][54][1]=37;tab_solution[5][54][2]=18;tab_solution[5][54][3]=38;tab_solution[5][54][4]=22;tab_solution[5][54][5]=10;tab_solution[5][54][6]=12;
407     tab_solution[5][55][0]=0;tab_solution[5][55][1]=37;tab_solution[5][55][2]=18;tab_solution[5][55][3]=38;tab_solution[5][55][4]=22;tab_solution[5][55][5]=13;tab_solution[5][55][6]=8;
408     tab_solution[5][56][0]=0;tab_solution[5][56][1]=39;tab_solution[5][56][2]=4;tab_solution[5][56][3]=5;tab_solution[5][56][4]=6;tab_solution[5][56][5]=38;tab_solution[5][56][6]=40;
409     tab_solution[5][57][0]=0;tab_solution[5][57][1]=39;tab_solution[5][57][2]=4;tab_solution[5][57][3]=7;tab_solution[5][57][4]=38;tab_solution[5][57][5]=40;tab_solution[5][57][6]=8;
410     tab_solution[5][58][0]=0;tab_solution[5][58][1]=39;tab_solution[5][58][2]=9;tab_solution[5][58][3]=6;tab_solution[5][58][4]=38;tab_solution[5][58][5]=40;tab_solution[5][58][6]=10;
411     tab_solution[5][59][0]=0;tab_solution[5][59][1]=39;tab_solution[5][59][2]=11;tab_solution[5][59][3]=38;tab_solution[5][59][4]=40;tab_solution[5][59][5]=10;tab_solution[5][59][6]=12;
412     tab_solution[5][60][0]=0;tab_solution[5][60][1]=39;tab_solution[5][60][2]=11;tab_solution[5][60][3]=38;tab_solution[5][60][4]=40;tab_solution[5][60][5]=13;tab_solution[5][60][6]=8;
413     tab_solution[5][61][0]=0;tab_solution[5][61][1]=41;tab_solution[5][61][2]=5;tab_solution[5][61][3]=6;tab_solution[5][61][4]=38;tab_solution[5][61][5]=40;tab_solution[5][61][6]=42;
414     tab_solution[5][62][0]=0;tab_solution[5][62][1]=41;tab_solution[5][62][2]=7;tab_solution[5][62][3]=38;tab_solution[5][62][4]=40;tab_solution[5][62][5]=42;tab_solution[5][62][6]=8;
415     tab_solution[5][63][0]=0;tab_solution[5][63][1]=43;tab_solution[5][63][2]=6;tab_solution[5][63][3]=38;tab_solution[5][63][4]=40;tab_solution[5][63][5]=42;tab_solution[5][63][6]=44;
416     tab_solution[5][64][0]=0;tab_solution[5][64][1]=45;tab_solution[5][64][2]=38;tab_solution[5][64][3]=40;tab_solution[5][64][4]=42;tab_solution[5][64][5]=44;tab_solution[5][64][6]=46;
417     tab_solution[5][65][0]=0;tab_solution[5][65][1]=45;tab_solution[5][65][2]=38;tab_solution[5][65][3]=40;tab_solution[5][65][4]=42;tab_solution[5][65][5]=47;tab_solution[5][65][6]=8;
418     tab_solution[5][66][0]=0;tab_solution[5][66][1]=43;tab_solution[5][66][2]=6;tab_solution[5][66][3]=38;tab_solution[5][66][4]=40;tab_solution[5][66][5]=48;tab_solution[5][66][6]=10;
419     tab_solution[5][67][0]=0;tab_solution[5][67][1]=45;tab_solution[5][67][2]=38;tab_solution[5][67][3]=40;tab_solution[5][67][4]=48;tab_solution[5][67][5]=46;tab_solution[5][67][6]=10;
420     tab_solution[5][68][0]=0;tab_solution[5][68][1]=45;tab_solution[5][68][2]=38;tab_solution[5][68][3]=40;tab_solution[5][68][4]=49;tab_solution[5][68][5]=10;tab_solution[5][68][6]=12;
421     tab_solution[5][69][0]=0;tab_solution[5][69][1]=45;tab_solution[5][69][2]=38;tab_solution[5][69][3]=40;tab_solution[5][69][4]=49;tab_solution[5][69][5]=13;tab_solution[5][69][6]=8;
422     tab_solution[5][70][0]=0;tab_solution[5][70][1]=41;tab_solution[5][70][2]=5;tab_solution[5][70][3]=6;tab_solution[5][70][4]=38;tab_solution[5][70][5]=50;tab_solution[5][70][6]=15;
423     tab_solution[5][71][0]=0;tab_solution[5][71][1]=41;tab_solution[5][71][2]=7;tab_solution[5][71][3]=38;tab_solution[5][71][4]=50;tab_solution[5][71][5]=15;tab_solution[5][71][6]=8;
424     tab_solution[5][72][0]=0;tab_solution[5][72][1]=43;tab_solution[5][72][2]=6;tab_solution[5][72][3]=38;tab_solution[5][72][4]=50;tab_solution[5][72][5]=44;tab_solution[5][72][6]=15;
425     tab_solution[5][73][0]=0;tab_solution[5][73][1]=45;tab_solution[5][73][2]=38;tab_solution[5][73][3]=50;tab_solution[5][73][4]=44;tab_solution[5][73][5]=46;tab_solution[5][73][6]=15;
426     tab_solution[5][74][0]=0;tab_solution[5][74][1]=45;tab_solution[5][74][2]=38;tab_solution[5][74][3]=50;tab_solution[5][74][4]=47;tab_solution[5][74][5]=15;tab_solution[5][74][6]=8;
427     tab_solution[5][75][0]=0;tab_solution[5][75][1]=43;tab_solution[5][75][2]=6;tab_solution[5][75][3]=38;tab_solution[5][75][4]=51;tab_solution[5][75][5]=15;tab_solution[5][75][6]=17;
428     tab_solution[5][76][0]=0;tab_solution[5][76][1]=45;tab_solution[5][76][2]=38;tab_solution[5][76][3]=51;tab_solution[5][76][4]=46;tab_solution[5][76][5]=15;tab_solution[5][76][6]=17;
429     tab_solution[5][77][0]=0;tab_solution[5][77][1]=45;tab_solution[5][77][2]=38;tab_solution[5][77][3]=52;tab_solution[5][77][4]=15;tab_solution[5][77][5]=17;tab_solution[5][77][6]=19;
430     tab_solution[5][78][0]=0;tab_solution[5][78][1]=45;tab_solution[5][78][2]=38;tab_solution[5][78][3]=52;tab_solution[5][78][4]=15;tab_solution[5][78][5]=20;tab_solution[5][78][6]=8;
431     tab_solution[5][79][0]=0;tab_solution[5][79][1]=43;tab_solution[5][79][2]=6;tab_solution[5][79][3]=38;tab_solution[5][79][4]=51;tab_solution[5][79][5]=21;tab_solution[5][79][6]=10;
432     tab_solution[5][80][0]=0;tab_solution[5][80][1]=45;tab_solution[5][80][2]=38;tab_solution[5][80][3]=51;tab_solution[5][80][4]=46;tab_solution[5][80][5]=21;tab_solution[5][80][6]=10;
433     tab_solution[5][81][0]=0;tab_solution[5][81][1]=45;tab_solution[5][81][2]=38;tab_solution[5][81][3]=52;tab_solution[5][81][4]=21;tab_solution[5][81][5]=19;tab_solution[5][81][6]=10;
434     tab_solution[5][82][0]=0;tab_solution[5][82][1]=45;tab_solution[5][82][2]=38;tab_solution[5][82][3]=52;tab_solution[5][82][4]=22;tab_solution[5][82][5]=10;tab_solution[5][82][6]=12;
435     tab_solution[5][83][0]=0;tab_solution[5][83][1]=45;tab_solution[5][83][2]=38;tab_solution[5][83][3]=52;tab_solution[5][83][4]=22;tab_solution[5][83][5]=13;tab_solution[5][83][6]=8;
436     tab_solution[5][84][0]=0;tab_solution[5][84][1]=39;tab_solution[5][84][2]=4;tab_solution[5][84][3]=5;tab_solution[5][84][4]=6;tab_solution[5][84][5]=53;tab_solution[5][84][6]=24;
437     tab_solution[5][85][0]=0;tab_solution[5][85][1]=39;tab_solution[5][85][2]=4;tab_solution[5][85][3]=7;tab_solution[5][85][4]=53;tab_solution[5][85][5]=24;tab_solution[5][85][6]=8;
438     tab_solution[5][86][0]=0;tab_solution[5][86][1]=39;tab_solution[5][86][2]=9;tab_solution[5][86][3]=6;tab_solution[5][86][4]=53;tab_solution[5][86][5]=24;tab_solution[5][86][6]=10;
439     tab_solution[5][87][0]=0;tab_solution[5][87][1]=39;tab_solution[5][87][2]=11;tab_solution[5][87][3]=53;tab_solution[5][87][4]=24;tab_solution[5][87][5]=10;tab_solution[5][87][6]=12;
440     tab_solution[5][88][0]=0;tab_solution[5][88][1]=39;tab_solution[5][88][2]=11;tab_solution[5][88][3]=53;tab_solution[5][88][4]=24;tab_solution[5][88][5]=13;tab_solution[5][88][6]=8;
441     tab_solution[5][89][0]=0;tab_solution[5][89][1]=41;tab_solution[5][89][2]=5;tab_solution[5][89][3]=6;tab_solution[5][89][4]=53;tab_solution[5][89][5]=42;tab_solution[5][89][6]=24;
442     tab_solution[5][90][0]=0;tab_solution[5][90][1]=41;tab_solution[5][90][2]=7;tab_solution[5][90][3]=53;tab_solution[5][90][4]=42;tab_solution[5][90][5]=24;tab_solution[5][90][6]=8;
443     tab_solution[5][91][0]=0;tab_solution[5][91][1]=43;tab_solution[5][91][2]=6;tab_solution[5][91][3]=53;tab_solution[5][91][4]=42;tab_solution[5][91][5]=44;tab_solution[5][91][6]=24;
444     tab_solution[5][92][0]=0;tab_solution[5][92][1]=45;tab_solution[5][92][2]=53;tab_solution[5][92][3]=42;tab_solution[5][92][4]=44;tab_solution[5][92][5]=46;tab_solution[5][92][6]=24;
445     tab_solution[5][93][0]=0;tab_solution[5][93][1]=45;tab_solution[5][93][2]=53;tab_solution[5][93][3]=42;tab_solution[5][93][4]=47;tab_solution[5][93][5]=24;tab_solution[5][93][6]=8;
446     tab_solution[5][94][0]=0;tab_solution[5][94][1]=43;tab_solution[5][94][2]=6;tab_solution[5][94][3]=53;tab_solution[5][94][4]=48;tab_solution[5][94][5]=24;tab_solution[5][94][6]=10;
447     tab_solution[5][95][0]=0;tab_solution[5][95][1]=45;tab_solution[5][95][2]=53;tab_solution[5][95][3]=48;tab_solution[5][95][4]=46;tab_solution[5][95][5]=24;tab_solution[5][95][6]=10;
448     tab_solution[5][96][0]=0;tab_solution[5][96][1]=45;tab_solution[5][96][2]=53;tab_solution[5][96][3]=49;tab_solution[5][96][4]=24;tab_solution[5][96][5]=10;tab_solution[5][96][6]=12;
449     tab_solution[5][97][0]=0;tab_solution[5][97][1]=45;tab_solution[5][97][2]=53;tab_solution[5][97][3]=49;tab_solution[5][97][4]=24;tab_solution[5][97][5]=13;tab_solution[5][97][6]=8;
450     tab_solution[5][98][0]=0;tab_solution[5][98][1]=41;tab_solution[5][98][2]=5;tab_solution[5][98][3]=6;tab_solution[5][98][4]=54;tab_solution[5][98][5]=24;tab_solution[5][98][6]=26;
451     tab_solution[5][99][0]=0;tab_solution[5][99][1]=41;tab_solution[5][99][2]=7;tab_solution[5][99][3]=54;tab_solution[5][99][4]=24;tab_solution[5][99][5]=26;tab_solution[5][99][6]=8;
452     tab_solution[5][100][0]=0;tab_solution[5][100][1]=43;tab_solution[5][100][2]=6;tab_solution[5][100][3]=54;tab_solution[5][100][4]=44;tab_solution[5][100][5]=24;tab_solution[5][100][6]=26;
453     tab_solution[5][101][0]=0;tab_solution[5][101][1]=45;tab_solution[5][101][2]=54;tab_solution[5][101][3]=44;tab_solution[5][101][4]=46;tab_solution[5][101][5]=24;tab_solution[5][101][6]=26;
454     tab_solution[5][102][0]=0;tab_solution[5][102][1]=45;tab_solution[5][102][2]=54;tab_solution[5][102][3]=47;tab_solution[5][102][4]=24;tab_solution[5][102][5]=26;tab_solution[5][102][6]=8;
455     tab_solution[5][103][0]=0;tab_solution[5][103][1]=43;tab_solution[5][103][2]=6;tab_solution[5][103][3]=55;tab_solution[5][103][4]=24;tab_solution[5][103][5]=26;tab_solution[5][103][6]=28;
456     tab_solution[5][104][0]=0;tab_solution[5][104][1]=45;tab_solution[5][104][2]=55;tab_solution[5][104][3]=46;tab_solution[5][104][4]=24;tab_solution[5][104][5]=26;tab_solution[5][104][6]=28;
457     tab_solution[5][105][0]=0;tab_solution[5][105][1]=45;tab_solution[5][105][2]=56;tab_solution[5][105][3]=24;tab_solution[5][105][4]=26;tab_solution[5][105][5]=28;tab_solution[5][105][6]=30;
458     tab_solution[5][106][0]=0;tab_solution[5][106][1]=45;tab_solution[5][106][2]=56;tab_solution[5][106][3]=24;tab_solution[5][106][4]=26;tab_solution[5][106][5]=31;tab_solution[5][106][6]=8;
459     tab_solution[5][107][0]=0;tab_solution[5][107][1]=43;tab_solution[5][107][2]=6;tab_solution[5][107][3]=55;tab_solution[5][107][4]=24;tab_solution[5][107][5]=32;tab_solution[5][107][6]=10;
460     tab_solution[5][108][0]=0;tab_solution[5][108][1]=45;tab_solution[5][108][2]=55;tab_solution[5][108][3]=46;tab_solution[5][108][4]=24;tab_solution[5][108][5]=32;tab_solution[5][108][6]=10;
461     tab_solution[5][109][0]=0;tab_solution[5][109][1]=45;tab_solution[5][109][2]=56;tab_solution[5][109][3]=24;tab_solution[5][109][4]=32;tab_solution[5][109][5]=30;tab_solution[5][109][6]=10;
462     tab_solution[5][110][0]=0;tab_solution[5][110][1]=45;tab_solution[5][110][2]=56;tab_solution[5][110][3]=24;tab_solution[5][110][4]=33;tab_solution[5][110][5]=10;tab_solution[5][110][6]=12;
463     tab_solution[5][111][0]=0;tab_solution[5][111][1]=45;tab_solution[5][111][2]=56;tab_solution[5][111][3]=24;tab_solution[5][111][4]=33;tab_solution[5][111][5]=13;tab_solution[5][111][6]=8;
464     tab_solution[5][112][0]=0;tab_solution[5][112][1]=41;tab_solution[5][112][2]=5;tab_solution[5][112][3]=6;tab_solution[5][112][4]=54;tab_solution[5][112][5]=34;tab_solution[5][112][6]=15;
465     tab_solution[5][113][0]=0;tab_solution[5][113][1]=41;tab_solution[5][113][2]=7;tab_solution[5][113][3]=54;tab_solution[5][113][4]=34;tab_solution[5][113][5]=15;tab_solution[5][113][6]=8;
466     tab_solution[5][114][0]=0;tab_solution[5][114][1]=43;tab_solution[5][114][2]=6;tab_solution[5][114][3]=54;tab_solution[5][114][4]=44;tab_solution[5][114][5]=34;tab_solution[5][114][6]=15;
467     tab_solution[5][115][0]=0;tab_solution[5][115][1]=45;tab_solution[5][115][2]=54;tab_solution[5][115][3]=44;tab_solution[5][115][4]=46;tab_solution[5][115][5]=34;tab_solution[5][115][6]=15;
468     tab_solution[5][116][0]=0;tab_solution[5][116][1]=45;tab_solution[5][116][2]=54;tab_solution[5][116][3]=47;tab_solution[5][116][4]=34;tab_solution[5][116][5]=15;tab_solution[5][116][6]=8;
469     tab_solution[5][117][0]=0;tab_solution[5][117][1]=43;tab_solution[5][117][2]=6;tab_solution[5][117][3]=55;tab_solution[5][117][4]=34;tab_solution[5][117][5]=28;tab_solution[5][117][6]=15;
470     tab_solution[5][118][0]=0;tab_solution[5][118][1]=45;tab_solution[5][118][2]=55;tab_solution[5][118][3]=46;tab_solution[5][118][4]=34;tab_solution[5][118][5]=28;tab_solution[5][118][6]=15;
471     tab_solution[5][119][0]=0;tab_solution[5][119][1]=45;tab_solution[5][119][2]=56;tab_solution[5][119][3]=34;tab_solution[5][119][4]=28;tab_solution[5][119][5]=30;tab_solution[5][119][6]=15;
472     tab_solution[5][120][0]=0;tab_solution[5][120][1]=45;tab_solution[5][120][2]=56;tab_solution[5][120][3]=34;tab_solution[5][120][4]=31;tab_solution[5][120][5]=15;tab_solution[5][120][6]=8;
473     tab_solution[5][121][0]=0;tab_solution[5][121][1]=43;tab_solution[5][121][2]=6;tab_solution[5][121][3]=55;tab_solution[5][121][4]=35;tab_solution[5][121][5]=15;tab_solution[5][121][6]=17;
474     tab_solution[5][122][0]=0;tab_solution[5][122][1]=45;tab_solution[5][122][2]=55;tab_solution[5][122][3]=46;tab_solution[5][122][4]=35;tab_solution[5][122][5]=15;tab_solution[5][122][6]=17;
475     tab_solution[5][123][0]=0;tab_solution[5][123][1]=45;tab_solution[5][123][2]=56;tab_solution[5][123][3]=35;tab_solution[5][123][4]=30;tab_solution[5][123][5]=15;tab_solution[5][123][6]=17;
476     tab_solution[5][124][0]=0;tab_solution[5][124][1]=45;tab_solution[5][124][2]=56;tab_solution[5][124][3]=36;tab_solution[5][124][4]=15;tab_solution[5][124][5]=17;tab_solution[5][124][6]=19;
477     tab_solution[5][125][0]=0;tab_solution[5][125][1]=45;tab_solution[5][125][2]=56;tab_solution[5][125][3]=36;tab_solution[5][125][4]=15;tab_solution[5][125][5]=20;tab_solution[5][125][6]=8;
478     tab_solution[5][126][0]=0;tab_solution[5][126][1]=43;tab_solution[5][126][2]=6;tab_solution[5][126][3]=55;tab_solution[5][126][4]=35;tab_solution[5][126][5]=21;tab_solution[5][126][6]=10;
479     tab_solution[5][127][0]=0;tab_solution[5][127][1]=45;tab_solution[5][127][2]=55;tab_solution[5][127][3]=46;tab_solution[5][127][4]=35;tab_solution[5][127][5]=21;tab_solution[5][127][6]=10;
480     tab_solution[5][128][0]=0;tab_solution[5][128][1]=45;tab_solution[5][128][2]=56;tab_solution[5][128][3]=35;tab_solution[5][128][4]=30;tab_solution[5][128][5]=21;tab_solution[5][128][6]=10;
481     tab_solution[5][129][0]=0;tab_solution[5][129][1]=45;tab_solution[5][129][2]=56;tab_solution[5][129][3]=36;tab_solution[5][129][4]=21;tab_solution[5][129][5]=19;tab_solution[5][129][6]=10;
482     tab_solution[5][130][0]=0;tab_solution[5][130][1]=45;tab_solution[5][130][2]=56;tab_solution[5][130][3]=36;tab_solution[5][130][4]=22;tab_solution[5][130][5]=10;tab_solution[5][130][6]=12;
483     tab_solution[5][131][0]=0;tab_solution[5][131][1]=45;tab_solution[5][131][2]=56;tab_solution[5][131][3]=36;tab_solution[5][131][4]=22;tab_solution[5][131][5]=13;tab_solution[5][131][6]=8;
484     tab_solution[5][132][0]=57;tab_solution[5][132][1]=2;tab_solution[5][132][2]=3;tab_solution[5][132][3]=4;tab_solution[5][132][4]=5;tab_solution[5][132][5]=6;tab_solution[5][132][6]=58;
485     tab_solution[5][133][0]=57;tab_solution[5][133][1]=2;tab_solution[5][133][2]=3;tab_solution[5][133][3]=4;tab_solution[5][133][4]=7;tab_solution[5][133][5]=58;tab_solution[5][133][6]=8;
486     tab_solution[5][134][0]=57;tab_solution[5][134][1]=2;tab_solution[5][134][2]=3;tab_solution[5][134][3]=9;tab_solution[5][134][4]=6;tab_solution[5][134][5]=58;tab_solution[5][134][6]=10;
487     tab_solution[5][135][0]=57;tab_solution[5][135][1]=2;tab_solution[5][135][2]=3;tab_solution[5][135][3]=11;tab_solution[5][135][4]=58;tab_solution[5][135][5]=10;tab_solution[5][135][6]=12;
488     tab_solution[5][136][0]=57;tab_solution[5][136][1]=2;tab_solution[5][136][2]=3;tab_solution[5][136][3]=11;tab_solution[5][136][4]=58;tab_solution[5][136][5]=13;tab_solution[5][136][6]=8;
489     tab_solution[5][137][0]=57;tab_solution[5][137][1]=2;tab_solution[5][137][2]=14;tab_solution[5][137][3]=5;tab_solution[5][137][4]=6;tab_solution[5][137][5]=58;tab_solution[5][137][6]=15;
490     tab_solution[5][138][0]=57;tab_solution[5][138][1]=2;tab_solution[5][138][2]=14;tab_solution[5][138][3]=7;tab_solution[5][138][4]=58;tab_solution[5][138][5]=15;tab_solution[5][138][6]=8;
491     tab_solution[5][139][0]=57;tab_solution[5][139][1]=2;tab_solution[5][139][2]=16;tab_solution[5][139][3]=6;tab_solution[5][139][4]=58;tab_solution[5][139][5]=15;tab_solution[5][139][6]=17;
492     tab_solution[5][140][0]=57;tab_solution[5][140][1]=2;tab_solution[5][140][2]=18;tab_solution[5][140][3]=58;tab_solution[5][140][4]=15;tab_solution[5][140][5]=17;tab_solution[5][140][6]=19;
493     tab_solution[5][141][0]=57;tab_solution[5][141][1]=2;tab_solution[5][141][2]=18;tab_solution[5][141][3]=58;tab_solution[5][141][4]=15;tab_solution[5][141][5]=20;tab_solution[5][141][6]=8;
494     tab_solution[5][142][0]=57;tab_solution[5][142][1]=2;tab_solution[5][142][2]=16;tab_solution[5][142][3]=6;tab_solution[5][142][4]=58;tab_solution[5][142][5]=21;tab_solution[5][142][6]=10;
495     tab_solution[5][143][0]=57;tab_solution[5][143][1]=2;tab_solution[5][143][2]=18;tab_solution[5][143][3]=58;tab_solution[5][143][4]=21;tab_solution[5][143][5]=19;tab_solution[5][143][6]=10;
496     tab_solution[5][144][0]=57;tab_solution[5][144][1]=2;tab_solution[5][144][2]=18;tab_solution[5][144][3]=58;tab_solution[5][144][4]=22;tab_solution[5][144][5]=10;tab_solution[5][144][6]=12;
497     tab_solution[5][145][0]=57;tab_solution[5][145][1]=2;tab_solution[5][145][2]=18;tab_solution[5][145][3]=58;tab_solution[5][145][4]=22;tab_solution[5][145][5]=13;tab_solution[5][145][6]=8;
498     tab_solution[5][146][0]=57;tab_solution[5][146][1]=23;tab_solution[5][146][2]=4;tab_solution[5][146][3]=5;tab_solution[5][146][4]=6;tab_solution[5][146][5]=58;tab_solution[5][146][6]=24;
499     tab_solution[5][147][0]=57;tab_solution[5][147][1]=23;tab_solution[5][147][2]=4;tab_solution[5][147][3]=7;tab_solution[5][147][4]=58;tab_solution[5][147][5]=24;tab_solution[5][147][6]=8;
500     tab_solution[5][148][0]=57;tab_solution[5][148][1]=23;tab_solution[5][148][2]=9;tab_solution[5][148][3]=6;tab_solution[5][148][4]=58;tab_solution[5][148][5]=24;tab_solution[5][148][6]=10;
501     tab_solution[5][149][0]=57;tab_solution[5][149][1]=23;tab_solution[5][149][2]=11;tab_solution[5][149][3]=58;tab_solution[5][149][4]=24;tab_solution[5][149][5]=10;tab_solution[5][149][6]=12;
502     tab_solution[5][150][0]=57;tab_solution[5][150][1]=23;tab_solution[5][150][2]=11;tab_solution[5][150][3]=58;tab_solution[5][150][4]=24;tab_solution[5][150][5]=13;tab_solution[5][150][6]=8;
503     tab_solution[5][151][0]=57;tab_solution[5][151][1]=25;tab_solution[5][151][2]=5;tab_solution[5][151][3]=6;tab_solution[5][151][4]=58;tab_solution[5][151][5]=24;tab_solution[5][151][6]=26;
504     tab_solution[5][152][0]=57;tab_solution[5][152][1]=25;tab_solution[5][152][2]=7;tab_solution[5][152][3]=58;tab_solution[5][152][4]=24;tab_solution[5][152][5]=26;tab_solution[5][152][6]=8;
505     tab_solution[5][153][0]=57;tab_solution[5][153][1]=27;tab_solution[5][153][2]=6;tab_solution[5][153][3]=58;tab_solution[5][153][4]=24;tab_solution[5][153][5]=26;tab_solution[5][153][6]=28;
506     tab_solution[5][154][0]=57;tab_solution[5][154][1]=29;tab_solution[5][154][2]=58;tab_solution[5][154][3]=24;tab_solution[5][154][4]=26;tab_solution[5][154][5]=28;tab_solution[5][154][6]=30;
507     tab_solution[5][155][0]=57;tab_solution[5][155][1]=29;tab_solution[5][155][2]=58;tab_solution[5][155][3]=24;tab_solution[5][155][4]=26;tab_solution[5][155][5]=31;tab_solution[5][155][6]=8;
508     tab_solution[5][156][0]=57;tab_solution[5][156][1]=27;tab_solution[5][156][2]=6;tab_solution[5][156][3]=58;tab_solution[5][156][4]=24;tab_solution[5][156][5]=32;tab_solution[5][156][6]=10;
509     tab_solution[5][157][0]=57;tab_solution[5][157][1]=29;tab_solution[5][157][2]=58;tab_solution[5][157][3]=24;tab_solution[5][157][4]=32;tab_solution[5][157][5]=30;tab_solution[5][157][6]=10;
510     tab_solution[5][158][0]=57;tab_solution[5][158][1]=29;tab_solution[5][158][2]=58;tab_solution[5][158][3]=24;tab_solution[5][158][4]=33;tab_solution[5][158][5]=10;tab_solution[5][158][6]=12;
511     tab_solution[5][159][0]=57;tab_solution[5][159][1]=29;tab_solution[5][159][2]=58;tab_solution[5][159][3]=24;tab_solution[5][159][4]=33;tab_solution[5][159][5]=13;tab_solution[5][159][6]=8;
512     tab_solution[5][160][0]=57;tab_solution[5][160][1]=25;tab_solution[5][160][2]=5;tab_solution[5][160][3]=6;tab_solution[5][160][4]=58;tab_solution[5][160][5]=34;tab_solution[5][160][6]=15;
513     tab_solution[5][161][0]=57;tab_solution[5][161][1]=25;tab_solution[5][161][2]=7;tab_solution[5][161][3]=58;tab_solution[5][161][4]=34;tab_solution[5][161][5]=15;tab_solution[5][161][6]=8;
514     tab_solution[5][162][0]=57;tab_solution[5][162][1]=27;tab_solution[5][162][2]=6;tab_solution[5][162][3]=58;tab_solution[5][162][4]=34;tab_solution[5][162][5]=28;tab_solution[5][162][6]=15;
515     tab_solution[5][163][0]=57;tab_solution[5][163][1]=29;tab_solution[5][163][2]=58;tab_solution[5][163][3]=34;tab_solution[5][163][4]=28;tab_solution[5][163][5]=30;tab_solution[5][163][6]=15;
516     tab_solution[5][164][0]=57;tab_solution[5][164][1]=29;tab_solution[5][164][2]=58;tab_solution[5][164][3]=34;tab_solution[5][164][4]=31;tab_solution[5][164][5]=15;tab_solution[5][164][6]=8;
517     tab_solution[5][165][0]=57;tab_solution[5][165][1]=27;tab_solution[5][165][2]=6;tab_solution[5][165][3]=58;tab_solution[5][165][4]=35;tab_solution[5][165][5]=15;tab_solution[5][165][6]=17;
518     tab_solution[5][166][0]=57;tab_solution[5][166][1]=29;tab_solution[5][166][2]=58;tab_solution[5][166][3]=35;tab_solution[5][166][4]=30;tab_solution[5][166][5]=15;tab_solution[5][166][6]=17;
519     tab_solution[5][167][0]=57;tab_solution[5][167][1]=29;tab_solution[5][167][2]=58;tab_solution[5][167][3]=36;tab_solution[5][167][4]=15;tab_solution[5][167][5]=17;tab_solution[5][167][6]=19;
520     tab_solution[5][168][0]=57;tab_solution[5][168][1]=29;tab_solution[5][168][2]=58;tab_solution[5][168][3]=36;tab_solution[5][168][4]=15;tab_solution[5][168][5]=20;tab_solution[5][168][6]=8;
521     tab_solution[5][169][0]=57;tab_solution[5][169][1]=27;tab_solution[5][169][2]=6;tab_solution[5][169][3]=58;tab_solution[5][169][4]=35;tab_solution[5][169][5]=21;tab_solution[5][169][6]=10;
522     tab_solution[5][170][0]=57;tab_solution[5][170][1]=29;tab_solution[5][170][2]=58;tab_solution[5][170][3]=35;tab_solution[5][170][4]=30;tab_solution[5][170][5]=21;tab_solution[5][170][6]=10;
523     tab_solution[5][171][0]=57;tab_solution[5][171][1]=29;tab_solution[5][171][2]=58;tab_solution[5][171][3]=36;tab_solution[5][171][4]=21;tab_solution[5][171][5]=19;tab_solution[5][171][6]=10;
524     tab_solution[5][172][0]=57;tab_solution[5][172][1]=29;tab_solution[5][172][2]=58;tab_solution[5][172][3]=36;tab_solution[5][172][4]=22;tab_solution[5][172][5]=10;tab_solution[5][172][6]=12;
525     tab_solution[5][173][0]=57;tab_solution[5][173][1]=29;tab_solution[5][173][2]=58;tab_solution[5][173][3]=36;tab_solution[5][173][4]=22;tab_solution[5][173][5]=13;tab_solution[5][173][6]=8;
526     tab_solution[5][174][0]=59;tab_solution[5][174][1]=3;tab_solution[5][174][2]=4;tab_solution[5][174][3]=5;tab_solution[5][174][4]=6;tab_solution[5][174][5]=58;tab_solution[5][174][6]=60;
527     tab_solution[5][175][0]=59;tab_solution[5][175][1]=3;tab_solution[5][175][2]=4;tab_solution[5][175][3]=7;tab_solution[5][175][4]=58;tab_solution[5][175][5]=60;tab_solution[5][175][6]=8;
528     tab_solution[5][176][0]=59;tab_solution[5][176][1]=3;tab_solution[5][176][2]=9;tab_solution[5][176][3]=6;tab_solution[5][176][4]=58;tab_solution[5][176][5]=60;tab_solution[5][176][6]=10;
529     tab_solution[5][177][0]=59;tab_solution[5][177][1]=3;tab_solution[5][177][2]=11;tab_solution[5][177][3]=58;tab_solution[5][177][4]=60;tab_solution[5][177][5]=10;tab_solution[5][177][6]=12;
530     tab_solution[5][178][0]=59;tab_solution[5][178][1]=3;tab_solution[5][178][2]=11;tab_solution[5][178][3]=58;tab_solution[5][178][4]=60;tab_solution[5][178][5]=13;tab_solution[5][178][6]=8;
531     tab_solution[5][179][0]=59;tab_solution[5][179][1]=14;tab_solution[5][179][2]=5;tab_solution[5][179][3]=6;tab_solution[5][179][4]=58;tab_solution[5][179][5]=60;tab_solution[5][179][6]=15;
532     tab_solution[5][180][0]=59;tab_solution[5][180][1]=14;tab_solution[5][180][2]=7;tab_solution[5][180][3]=58;tab_solution[5][180][4]=60;tab_solution[5][180][5]=15;tab_solution[5][180][6]=8;
533     tab_solution[5][181][0]=59;tab_solution[5][181][1]=16;tab_solution[5][181][2]=6;tab_solution[5][181][3]=58;tab_solution[5][181][4]=60;tab_solution[5][181][5]=15;tab_solution[5][181][6]=17;
534     tab_solution[5][182][0]=59;tab_solution[5][182][1]=18;tab_solution[5][182][2]=58;tab_solution[5][182][3]=60;tab_solution[5][182][4]=15;tab_solution[5][182][5]=17;tab_solution[5][182][6]=19;
535     tab_solution[5][183][0]=59;tab_solution[5][183][1]=18;tab_solution[5][183][2]=58;tab_solution[5][183][3]=60;tab_solution[5][183][4]=15;tab_solution[5][183][5]=20;tab_solution[5][183][6]=8;
536     tab_solution[5][184][0]=59;tab_solution[5][184][1]=16;tab_solution[5][184][2]=6;tab_solution[5][184][3]=58;tab_solution[5][184][4]=60;tab_solution[5][184][5]=21;tab_solution[5][184][6]=10;
537     tab_solution[5][185][0]=59;tab_solution[5][185][1]=18;tab_solution[5][185][2]=58;tab_solution[5][185][3]=60;tab_solution[5][185][4]=21;tab_solution[5][185][5]=19;tab_solution[5][185][6]=10;
538     tab_solution[5][186][0]=59;tab_solution[5][186][1]=18;tab_solution[5][186][2]=58;tab_solution[5][186][3]=60;tab_solution[5][186][4]=22;tab_solution[5][186][5]=10;tab_solution[5][186][6]=12;
539     tab_solution[5][187][0]=59;tab_solution[5][187][1]=18;tab_solution[5][187][2]=58;tab_solution[5][187][3]=60;tab_solution[5][187][4]=22;tab_solution[5][187][5]=13;tab_solution[5][187][6]=8;
540     tab_solution[5][188][0]=61;tab_solution[5][188][1]=4;tab_solution[5][188][2]=5;tab_solution[5][188][3]=6;tab_solution[5][188][4]=58;tab_solution[5][188][5]=60;tab_solution[5][188][6]=62;
541     tab_solution[5][189][0]=61;tab_solution[5][189][1]=4;tab_solution[5][189][2]=7;tab_solution[5][189][3]=58;tab_solution[5][189][4]=60;tab_solution[5][189][5]=62;tab_solution[5][189][6]=8;
542     tab_solution[5][190][0]=61;tab_solution[5][190][1]=9;tab_solution[5][190][2]=6;tab_solution[5][190][3]=58;tab_solution[5][190][4]=60;tab_solution[5][190][5]=62;tab_solution[5][190][6]=10;
543     tab_solution[5][191][0]=61;tab_solution[5][191][1]=11;tab_solution[5][191][2]=58;tab_solution[5][191][3]=60;tab_solution[5][191][4]=62;tab_solution[5][191][5]=10;tab_solution[5][191][6]=12;
544     tab_solution[5][192][0]=61;tab_solution[5][192][1]=11;tab_solution[5][192][2]=58;tab_solution[5][192][3]=60;tab_solution[5][192][4]=62;tab_solution[5][192][5]=13;tab_solution[5][192][6]=8;
545     tab_solution[5][193][0]=63;tab_solution[5][193][1]=5;tab_solution[5][193][2]=6;tab_solution[5][193][3]=58;tab_solution[5][193][4]=60;tab_solution[5][193][5]=62;tab_solution[5][193][6]=64;
546     tab_solution[5][194][0]=63;tab_solution[5][194][1]=7;tab_solution[5][194][2]=58;tab_solution[5][194][3]=60;tab_solution[5][194][4]=62;tab_solution[5][194][5]=64;tab_solution[5][194][6]=8;
547     tab_solution[5][195][0]=65;tab_solution[5][195][1]=6;tab_solution[5][195][2]=58;tab_solution[5][195][3]=60;tab_solution[5][195][4]=62;tab_solution[5][195][5]=64;tab_solution[5][195][6]=66;
548     tab_solution[5][196][0]=67;tab_solution[5][196][1]=58;tab_solution[5][196][2]=60;tab_solution[5][196][3]=62;tab_solution[5][196][4]=64;tab_solution[5][196][5]=66;tab_solution[5][196][6]=68;
549     tab_solution[5][197][0]=67;tab_solution[5][197][1]=58;tab_solution[5][197][2]=60;tab_solution[5][197][3]=62;tab_solution[5][197][4]=64;tab_solution[5][197][5]=69;tab_solution[5][197][6]=8;
550     tab_solution[5][198][0]=65;tab_solution[5][198][1]=6;tab_solution[5][198][2]=58;tab_solution[5][198][3]=60;tab_solution[5][198][4]=62;tab_solution[5][198][5]=70;tab_solution[5][198][6]=10;
551     tab_solution[5][199][0]=67;tab_solution[5][199][1]=58;tab_solution[5][199][2]=60;tab_solution[5][199][3]=62;tab_solution[5][199][4]=70;tab_solution[5][199][5]=68;tab_solution[5][199][6]=10;
552     tab_solution[5][200][0]=67;tab_solution[5][200][1]=58;tab_solution[5][200][2]=60;tab_solution[5][200][3]=62;tab_solution[5][200][4]=71;tab_solution[5][200][5]=10;tab_solution[5][200][6]=12;
553     tab_solution[5][201][0]=67;tab_solution[5][201][1]=58;tab_solution[5][201][2]=60;tab_solution[5][201][3]=62;tab_solution[5][201][4]=71;tab_solution[5][201][5]=13;tab_solution[5][201][6]=8;
554     tab_solution[5][202][0]=63;tab_solution[5][202][1]=5;tab_solution[5][202][2]=6;tab_solution[5][202][3]=58;tab_solution[5][202][4]=60;tab_solution[5][202][5]=72;tab_solution[5][202][6]=15;
555     tab_solution[5][203][0]=63;tab_solution[5][203][1]=7;tab_solution[5][203][2]=58;tab_solution[5][203][3]=60;tab_solution[5][203][4]=72;tab_solution[5][203][5]=15;tab_solution[5][203][6]=8;
556     tab_solution[5][204][0]=65;tab_solution[5][204][1]=6;tab_solution[5][204][2]=58;tab_solution[5][204][3]=60;tab_solution[5][204][4]=72;tab_solution[5][204][5]=66;tab_solution[5][204][6]=15;
557     tab_solution[5][205][0]=67;tab_solution[5][205][1]=58;tab_solution[5][205][2]=60;tab_solution[5][205][3]=72;tab_solution[5][205][4]=66;tab_solution[5][205][5]=68;tab_solution[5][205][6]=15;
558     tab_solution[5][206][0]=67;tab_solution[5][206][1]=58;tab_solution[5][206][2]=60;tab_solution[5][206][3]=72;tab_solution[5][206][4]=69;tab_solution[5][206][5]=15;tab_solution[5][206][6]=8;
559     tab_solution[5][207][0]=65;tab_solution[5][207][1]=6;tab_solution[5][207][2]=58;tab_solution[5][207][3]=60;tab_solution[5][207][4]=73;tab_solution[5][207][5]=15;tab_solution[5][207][6]=17;
560     tab_solution[5][208][0]=67;tab_solution[5][208][1]=58;tab_solution[5][208][2]=60;tab_solution[5][208][3]=73;tab_solution[5][208][4]=68;tab_solution[5][208][5]=15;tab_solution[5][208][6]=17;
561     tab_solution[5][209][0]=67;tab_solution[5][209][1]=58;tab_solution[5][209][2]=60;tab_solution[5][209][3]=74;tab_solution[5][209][4]=15;tab_solution[5][209][5]=17;tab_solution[5][209][6]=19;
562     tab_solution[5][210][0]=67;tab_solution[5][210][1]=58;tab_solution[5][210][2]=60;tab_solution[5][210][3]=74;tab_solution[5][210][4]=15;tab_solution[5][210][5]=20;tab_solution[5][210][6]=8;
563     tab_solution[5][211][0]=65;tab_solution[5][211][1]=6;tab_solution[5][211][2]=58;tab_solution[5][211][3]=60;tab_solution[5][211][4]=73;tab_solution[5][211][5]=21;tab_solution[5][211][6]=10;
564     tab_solution[5][212][0]=67;tab_solution[5][212][1]=58;tab_solution[5][212][2]=60;tab_solution[5][212][3]=73;tab_solution[5][212][4]=68;tab_solution[5][212][5]=21;tab_solution[5][212][6]=10;
565     tab_solution[5][213][0]=67;tab_solution[5][213][1]=58;tab_solution[5][213][2]=60;tab_solution[5][213][3]=74;tab_solution[5][213][4]=21;tab_solution[5][213][5]=19;tab_solution[5][213][6]=10;
566     tab_solution[5][214][0]=67;tab_solution[5][214][1]=58;tab_solution[5][214][2]=60;tab_solution[5][214][3]=74;tab_solution[5][214][4]=22;tab_solution[5][214][5]=10;tab_solution[5][214][6]=12;
567     tab_solution[5][215][0]=67;tab_solution[5][215][1]=58;tab_solution[5][215][2]=60;tab_solution[5][215][3]=74;tab_solution[5][215][4]=22;tab_solution[5][215][5]=13;tab_solution[5][215][6]=8;
568     tab_solution[5][216][0]=61;tab_solution[5][216][1]=4;tab_solution[5][216][2]=5;tab_solution[5][216][3]=6;tab_solution[5][216][4]=58;tab_solution[5][216][5]=75;tab_solution[5][216][6]=24;
569     tab_solution[5][217][0]=61;tab_solution[5][217][1]=4;tab_solution[5][217][2]=7;tab_solution[5][217][3]=58;tab_solution[5][217][4]=75;tab_solution[5][217][5]=24;tab_solution[5][217][6]=8;
570     tab_solution[5][218][0]=61;tab_solution[5][218][1]=9;tab_solution[5][218][2]=6;tab_solution[5][218][3]=58;tab_solution[5][218][4]=75;tab_solution[5][218][5]=24;tab_solution[5][218][6]=10;
571     tab_solution[5][219][0]=61;tab_solution[5][219][1]=11;tab_solution[5][219][2]=58;tab_solution[5][219][3]=75;tab_solution[5][219][4]=24;tab_solution[5][219][5]=10;tab_solution[5][219][6]=12;
572     tab_solution[5][220][0]=61;tab_solution[5][220][1]=11;tab_solution[5][220][2]=58;tab_solution[5][220][3]=75;tab_solution[5][220][4]=24;tab_solution[5][220][5]=13;tab_solution[5][220][6]=8;
573     tab_solution[5][221][0]=63;tab_solution[5][221][1]=5;tab_solution[5][221][2]=6;tab_solution[5][221][3]=58;tab_solution[5][221][4]=75;tab_solution[5][221][5]=64;tab_solution[5][221][6]=24;
574     tab_solution[5][222][0]=63;tab_solution[5][222][1]=7;tab_solution[5][222][2]=58;tab_solution[5][222][3]=75;tab_solution[5][222][4]=64;tab_solution[5][222][5]=24;tab_solution[5][222][6]=8;
575     tab_solution[5][223][0]=65;tab_solution[5][223][1]=6;tab_solution[5][223][2]=58;tab_solution[5][223][3]=75;tab_solution[5][223][4]=64;tab_solution[5][223][5]=66;tab_solution[5][223][6]=24;
576     tab_solution[5][224][0]=67;tab_solution[5][224][1]=58;tab_solution[5][224][2]=75;tab_solution[5][224][3]=64;tab_solution[5][224][4]=66;tab_solution[5][224][5]=68;tab_solution[5][224][6]=24;
577     tab_solution[5][225][0]=67;tab_solution[5][225][1]=58;tab_solution[5][225][2]=75;tab_solution[5][225][3]=64;tab_solution[5][225][4]=69;tab_solution[5][225][5]=24;tab_solution[5][225][6]=8;
578     tab_solution[5][226][0]=65;tab_solution[5][226][1]=6;tab_solution[5][226][2]=58;tab_solution[5][226][3]=75;tab_solution[5][226][4]=70;tab_solution[5][226][5]=24;tab_solution[5][226][6]=10;
579     tab_solution[5][227][0]=67;tab_solution[5][227][1]=58;tab_solution[5][227][2]=75;tab_solution[5][227][3]=70;tab_solution[5][227][4]=68;tab_solution[5][227][5]=24;tab_solution[5][227][6]=10;
580     tab_solution[5][228][0]=67;tab_solution[5][228][1]=58;tab_solution[5][228][2]=75;tab_solution[5][228][3]=71;tab_solution[5][228][4]=24;tab_solution[5][228][5]=10;tab_solution[5][228][6]=12;
581     tab_solution[5][229][0]=67;tab_solution[5][229][1]=58;tab_solution[5][229][2]=75;tab_solution[5][229][3]=71;tab_solution[5][229][4]=24;tab_solution[5][229][5]=13;tab_solution[5][229][6]=8;
582     tab_solution[5][230][0]=63;tab_solution[5][230][1]=5;tab_solution[5][230][2]=6;tab_solution[5][230][3]=58;tab_solution[5][230][4]=76;tab_solution[5][230][5]=24;tab_solution[5][230][6]=26;
583     tab_solution[5][231][0]=63;tab_solution[5][231][1]=7;tab_solution[5][231][2]=58;tab_solution[5][231][3]=76;tab_solution[5][231][4]=24;tab_solution[5][231][5]=26;tab_solution[5][231][6]=8;
584     tab_solution[5][232][0]=65;tab_solution[5][232][1]=6;tab_solution[5][232][2]=58;tab_solution[5][232][3]=76;tab_solution[5][232][4]=66;tab_solution[5][232][5]=24;tab_solution[5][232][6]=26;
585     tab_solution[5][233][0]=67;tab_solution[5][233][1]=58;tab_solution[5][233][2]=76;tab_solution[5][233][3]=66;tab_solution[5][233][4]=68;tab_solution[5][233][5]=24;tab_solution[5][233][6]=26;
586     tab_solution[5][234][0]=67;tab_solution[5][234][1]=58;tab_solution[5][234][2]=76;tab_solution[5][234][3]=69;tab_solution[5][234][4]=24;tab_solution[5][234][5]=26;tab_solution[5][234][6]=8;
587     tab_solution[5][235][0]=65;tab_solution[5][235][1]=6;tab_solution[5][235][2]=58;tab_solution[5][235][3]=77;tab_solution[5][235][4]=24;tab_solution[5][235][5]=26;tab_solution[5][235][6]=28;
588     tab_solution[5][236][0]=67;tab_solution[5][236][1]=58;tab_solution[5][236][2]=77;tab_solution[5][236][3]=68;tab_solution[5][236][4]=24;tab_solution[5][236][5]=26;tab_solution[5][236][6]=28;
589     tab_solution[5][237][0]=67;tab_solution[5][237][1]=58;tab_solution[5][237][2]=78;tab_solution[5][237][3]=24;tab_solution[5][237][4]=26;tab_solution[5][237][5]=28;tab_solution[5][237][6]=30;
590     tab_solution[5][238][0]=67;tab_solution[5][238][1]=58;tab_solution[5][238][2]=78;tab_solution[5][238][3]=24;tab_solution[5][238][4]=26;tab_solution[5][238][5]=31;tab_solution[5][238][6]=8;
591     tab_solution[5][239][0]=65;tab_solution[5][239][1]=6;tab_solution[5][239][2]=58;tab_solution[5][239][3]=77;tab_solution[5][239][4]=24;tab_solution[5][239][5]=32;tab_solution[5][239][6]=10;
592     tab_solution[5][240][0]=67;tab_solution[5][240][1]=58;tab_solution[5][240][2]=77;tab_solution[5][240][3]=68;tab_solution[5][240][4]=24;tab_solution[5][240][5]=32;tab_solution[5][240][6]=10;
593     tab_solution[5][241][0]=67;tab_solution[5][241][1]=58;tab_solution[5][241][2]=78;tab_solution[5][241][3]=24;tab_solution[5][241][4]=32;tab_solution[5][241][5]=30;tab_solution[5][241][6]=10;
594     tab_solution[5][242][0]=67;tab_solution[5][242][1]=58;tab_solution[5][242][2]=78;tab_solution[5][242][3]=24;tab_solution[5][242][4]=33;tab_solution[5][242][5]=10;tab_solution[5][242][6]=12;
595     tab_solution[5][243][0]=67;tab_solution[5][243][1]=58;tab_solution[5][243][2]=78;tab_solution[5][243][3]=24;tab_solution[5][243][4]=33;tab_solution[5][243][5]=13;tab_solution[5][243][6]=8;
596     tab_solution[5][244][0]=63;tab_solution[5][244][1]=5;tab_solution[5][244][2]=6;tab_solution[5][244][3]=58;tab_solution[5][244][4]=76;tab_solution[5][244][5]=34;tab_solution[5][244][6]=15;
597     tab_solution[5][245][0]=63;tab_solution[5][245][1]=7;tab_solution[5][245][2]=58;tab_solution[5][245][3]=76;tab_solution[5][245][4]=34;tab_solution[5][245][5]=15;tab_solution[5][245][6]=8;
598     tab_solution[5][246][0]=65;tab_solution[5][246][1]=6;tab_solution[5][246][2]=58;tab_solution[5][246][3]=76;tab_solution[5][246][4]=66;tab_solution[5][246][5]=34;tab_solution[5][246][6]=15;
599     tab_solution[5][247][0]=67;tab_solution[5][247][1]=58;tab_solution[5][247][2]=76;tab_solution[5][247][3]=66;tab_solution[5][247][4]=68;tab_solution[5][247][5]=34;tab_solution[5][247][6]=15;
600     tab_solution[5][248][0]=67;tab_solution[5][248][1]=58;tab_solution[5][248][2]=76;tab_solution[5][248][3]=69;tab_solution[5][248][4]=34;tab_solution[5][248][5]=15;tab_solution[5][248][6]=8;
601     tab_solution[5][249][0]=65;tab_solution[5][249][1]=6;tab_solution[5][249][2]=58;tab_solution[5][249][3]=77;tab_solution[5][249][4]=34;tab_solution[5][249][5]=28;tab_solution[5][249][6]=15;
602     tab_solution[5][250][0]=67;tab_solution[5][250][1]=58;tab_solution[5][250][2]=77;tab_solution[5][250][3]=68;tab_solution[5][250][4]=34;tab_solution[5][250][5]=28;tab_solution[5][250][6]=15;
603     tab_solution[5][251][0]=67;tab_solution[5][251][1]=58;tab_solution[5][251][2]=78;tab_solution[5][251][3]=34;tab_solution[5][251][4]=28;tab_solution[5][251][5]=30;tab_solution[5][251][6]=15;
604     tab_solution[5][252][0]=67;tab_solution[5][252][1]=58;tab_solution[5][252][2]=78;tab_solution[5][252][3]=34;tab_solution[5][252][4]=31;tab_solution[5][252][5]=15;tab_solution[5][252][6]=8;
605     tab_solution[5][253][0]=65;tab_solution[5][253][1]=6;tab_solution[5][253][2]=58;tab_solution[5][253][3]=77;tab_solution[5][253][4]=35;tab_solution[5][253][5]=15;tab_solution[5][253][6]=17;
606     tab_solution[5][254][0]=67;tab_solution[5][254][1]=58;tab_solution[5][254][2]=77;tab_solution[5][254][3]=68;tab_solution[5][254][4]=35;tab_solution[5][254][5]=15;tab_solution[5][254][6]=17;
607     tab_solution[5][255][0]=67;tab_solution[5][255][1]=58;tab_solution[5][255][2]=78;tab_solution[5][255][3]=35;tab_solution[5][255][4]=30;tab_solution[5][255][5]=15;tab_solution[5][255][6]=17;
608     tab_solution[5][256][0]=67;tab_solution[5][256][1]=58;tab_solution[5][256][2]=78;tab_solution[5][256][3]=36;tab_solution[5][256][4]=15;tab_solution[5][256][5]=17;tab_solution[5][256][6]=19;
609     tab_solution[5][257][0]=67;tab_solution[5][257][1]=58;tab_solution[5][257][2]=78;tab_solution[5][257][3]=36;tab_solution[5][257][4]=15;tab_solution[5][257][5]=20;tab_solution[5][257][6]=8;
610     tab_solution[5][258][0]=65;tab_solution[5][258][1]=6;tab_solution[5][258][2]=58;tab_solution[5][258][3]=77;tab_solution[5][258][4]=35;tab_solution[5][258][5]=21;tab_solution[5][258][6]=10;
611     tab_solution[5][259][0]=67;tab_solution[5][259][1]=58;tab_solution[5][259][2]=77;tab_solution[5][259][3]=68;tab_solution[5][259][4]=35;tab_solution[5][259][5]=21;tab_solution[5][259][6]=10;
612     tab_solution[5][260][0]=67;tab_solution[5][260][1]=58;tab_solution[5][260][2]=78;tab_solution[5][260][3]=35;tab_solution[5][260][4]=30;tab_solution[5][260][5]=21;tab_solution[5][260][6]=10;
613     tab_solution[5][261][0]=67;tab_solution[5][261][1]=58;tab_solution[5][261][2]=78;tab_solution[5][261][3]=36;tab_solution[5][261][4]=21;tab_solution[5][261][5]=19;tab_solution[5][261][6]=10;
614     tab_solution[5][262][0]=67;tab_solution[5][262][1]=58;tab_solution[5][262][2]=78;tab_solution[5][262][3]=36;tab_solution[5][262][4]=22;tab_solution[5][262][5]=10;tab_solution[5][262][6]=12;
615     tab_solution[5][263][0]=67;tab_solution[5][263][1]=58;tab_solution[5][263][2]=78;tab_solution[5][263][3]=36;tab_solution[5][263][4]=22;tab_solution[5][263][5]=13;tab_solution[5][263][6]=8;
616     tab_solution[5][264][0]=59;tab_solution[5][264][1]=3;tab_solution[5][264][2]=4;tab_solution[5][264][3]=5;tab_solution[5][264][4]=6;tab_solution[5][264][5]=79;tab_solution[5][264][6]=38;
617     tab_solution[5][265][0]=59;tab_solution[5][265][1]=3;tab_solution[5][265][2]=4;tab_solution[5][265][3]=7;tab_solution[5][265][4]=79;tab_solution[5][265][5]=38;tab_solution[5][265][6]=8;
618     tab_solution[5][266][0]=59;tab_solution[5][266][1]=3;tab_solution[5][266][2]=9;tab_solution[5][266][3]=6;tab_solution[5][266][4]=79;tab_solution[5][266][5]=38;tab_solution[5][266][6]=10;
619     tab_solution[5][267][0]=59;tab_solution[5][267][1]=3;tab_solution[5][267][2]=11;tab_solution[5][267][3]=79;tab_solution[5][267][4]=38;tab_solution[5][267][5]=10;tab_solution[5][267][6]=12;
620     tab_solution[5][268][0]=59;tab_solution[5][268][1]=3;tab_solution[5][268][2]=11;tab_solution[5][268][3]=79;tab_solution[5][268][4]=38;tab_solution[5][268][5]=13;tab_solution[5][268][6]=8;
621     tab_solution[5][269][0]=59;tab_solution[5][269][1]=14;tab_solution[5][269][2]=5;tab_solution[5][269][3]=6;tab_solution[5][269][4]=79;tab_solution[5][269][5]=38;tab_solution[5][269][6]=15;
622     tab_solution[5][270][0]=59;tab_solution[5][270][1]=14;tab_solution[5][270][2]=7;tab_solution[5][270][3]=79;tab_solution[5][270][4]=38;tab_solution[5][270][5]=15;tab_solution[5][270][6]=8;
623     tab_solution[5][271][0]=59;tab_solution[5][271][1]=16;tab_solution[5][271][2]=6;tab_solution[5][271][3]=79;tab_solution[5][271][4]=38;tab_solution[5][271][5]=15;tab_solution[5][271][6]=17;
624     tab_solution[5][272][0]=59;tab_solution[5][272][1]=18;tab_solution[5][272][2]=79;tab_solution[5][272][3]=38;tab_solution[5][272][4]=15;tab_solution[5][272][5]=17;tab_solution[5][272][6]=19;
625     tab_solution[5][273][0]=59;tab_solution[5][273][1]=18;tab_solution[5][273][2]=79;tab_solution[5][273][3]=38;tab_solution[5][273][4]=15;tab_solution[5][273][5]=20;tab_solution[5][273][6]=8;
626     tab_solution[5][274][0]=59;tab_solution[5][274][1]=16;tab_solution[5][274][2]=6;tab_solution[5][274][3]=79;tab_solution[5][274][4]=38;tab_solution[5][274][5]=21;tab_solution[5][274][6]=10;
627     tab_solution[5][275][0]=59;tab_solution[5][275][1]=18;tab_solution[5][275][2]=79;tab_solution[5][275][3]=38;tab_solution[5][275][4]=21;tab_solution[5][275][5]=19;tab_solution[5][275][6]=10;
628     tab_solution[5][276][0]=59;tab_solution[5][276][1]=18;tab_solution[5][276][2]=79;tab_solution[5][276][3]=38;tab_solution[5][276][4]=22;tab_solution[5][276][5]=10;tab_solution[5][276][6]=12;
629     tab_solution[5][277][0]=59;tab_solution[5][277][1]=18;tab_solution[5][277][2]=79;tab_solution[5][277][3]=38;tab_solution[5][277][4]=22;tab_solution[5][277][5]=13;tab_solution[5][277][6]=8;
630     tab_solution[5][278][0]=61;tab_solution[5][278][1]=4;tab_solution[5][278][2]=5;tab_solution[5][278][3]=6;tab_solution[5][278][4]=79;tab_solution[5][278][5]=62;tab_solution[5][278][6]=38;
631     tab_solution[5][279][0]=61;tab_solution[5][279][1]=4;tab_solution[5][279][2]=7;tab_solution[5][279][3]=79;tab_solution[5][279][4]=62;tab_solution[5][279][5]=38;tab_solution[5][279][6]=8;
632     tab_solution[5][280][0]=61;tab_solution[5][280][1]=9;tab_solution[5][280][2]=6;tab_solution[5][280][3]=79;tab_solution[5][280][4]=62;tab_solution[5][280][5]=38;tab_solution[5][280][6]=10;
633     tab_solution[5][281][0]=61;tab_solution[5][281][1]=11;tab_solution[5][281][2]=79;tab_solution[5][281][3]=62;tab_solution[5][281][4]=38;tab_solution[5][281][5]=10;tab_solution[5][281][6]=12;
634     tab_solution[5][282][0]=61;tab_solution[5][282][1]=11;tab_solution[5][282][2]=79;tab_solution[5][282][3]=62;tab_solution[5][282][4]=38;tab_solution[5][282][5]=13;tab_solution[5][282][6]=8;
635     tab_solution[5][283][0]=63;tab_solution[5][283][1]=5;tab_solution[5][283][2]=6;tab_solution[5][283][3]=79;tab_solution[5][283][4]=62;tab_solution[5][283][5]=64;tab_solution[5][283][6]=38;
636     tab_solution[5][284][0]=63;tab_solution[5][284][1]=7;tab_solution[5][284][2]=79;tab_solution[5][284][3]=62;tab_solution[5][284][4]=64;tab_solution[5][284][5]=38;tab_solution[5][284][6]=8;
637     tab_solution[5][285][0]=65;tab_solution[5][285][1]=6;tab_solution[5][285][2]=79;tab_solution[5][285][3]=62;tab_solution[5][285][4]=64;tab_solution[5][285][5]=66;tab_solution[5][285][6]=38;
638     tab_solution[5][286][0]=67;tab_solution[5][286][1]=79;tab_solution[5][286][2]=62;tab_solution[5][286][3]=64;tab_solution[5][286][4]=66;tab_solution[5][286][5]=68;tab_solution[5][286][6]=38;
639     tab_solution[5][287][0]=67;tab_solution[5][287][1]=79;tab_solution[5][287][2]=62;tab_solution[5][287][3]=64;tab_solution[5][287][4]=69;tab_solution[5][287][5]=38;tab_solution[5][287][6]=8;
640     tab_solution[5][288][0]=65;tab_solution[5][288][1]=6;tab_solution[5][288][2]=79;tab_solution[5][288][3]=62;tab_solution[5][288][4]=70;tab_solution[5][288][5]=38;tab_solution[5][288][6]=10;
641     tab_solution[5][289][0]=67;tab_solution[5][289][1]=79;tab_solution[5][289][2]=62;tab_solution[5][289][3]=70;tab_solution[5][289][4]=68;tab_solution[5][289][5]=38;tab_solution[5][289][6]=10;
642     tab_solution[5][290][0]=67;tab_solution[5][290][1]=79;tab_solution[5][290][2]=62;tab_solution[5][290][3]=71;tab_solution[5][290][4]=38;tab_solution[5][290][5]=10;tab_solution[5][290][6]=12;
643     tab_solution[5][291][0]=67;tab_solution[5][291][1]=79;tab_solution[5][291][2]=62;tab_solution[5][291][3]=71;tab_solution[5][291][4]=38;tab_solution[5][291][5]=13;tab_solution[5][291][6]=8;
644     tab_solution[5][292][0]=63;tab_solution[5][292][1]=5;tab_solution[5][292][2]=6;tab_solution[5][292][3]=79;tab_solution[5][292][4]=72;tab_solution[5][292][5]=38;tab_solution[5][292][6]=15;
645     tab_solution[5][293][0]=63;tab_solution[5][293][1]=7;tab_solution[5][293][2]=79;tab_solution[5][293][3]=72;tab_solution[5][293][4]=38;tab_solution[5][293][5]=15;tab_solution[5][293][6]=8;
646     tab_solution[5][294][0]=65;tab_solution[5][294][1]=6;tab_solution[5][294][2]=79;tab_solution[5][294][3]=72;tab_solution[5][294][4]=66;tab_solution[5][294][5]=38;tab_solution[5][294][6]=15;
647     tab_solution[5][295][0]=67;tab_solution[5][295][1]=79;tab_solution[5][295][2]=72;tab_solution[5][295][3]=66;tab_solution[5][295][4]=68;tab_solution[5][295][5]=38;tab_solution[5][295][6]=15;
648     tab_solution[5][296][0]=67;tab_solution[5][296][1]=79;tab_solution[5][296][2]=72;tab_solution[5][296][3]=69;tab_solution[5][296][4]=38;tab_solution[5][296][5]=15;tab_solution[5][296][6]=8;
649     tab_solution[5][297][0]=65;tab_solution[5][297][1]=6;tab_solution[5][297][2]=79;tab_solution[5][297][3]=73;tab_solution[5][297][4]=38;tab_solution[5][297][5]=15;tab_solution[5][297][6]=17;
650     tab_solution[5][298][0]=67;tab_solution[5][298][1]=79;tab_solution[5][298][2]=73;tab_solution[5][298][3]=68;tab_solution[5][298][4]=38;tab_solution[5][298][5]=15;tab_solution[5][298][6]=17;
651     tab_solution[5][299][0]=67;tab_solution[5][299][1]=79;tab_solution[5][299][2]=74;tab_solution[5][299][3]=38;tab_solution[5][299][4]=15;tab_solution[5][299][5]=17;tab_solution[5][299][6]=19;
652     tab_solution[5][300][0]=67;tab_solution[5][300][1]=79;tab_solution[5][300][2]=74;tab_solution[5][300][3]=38;tab_solution[5][300][4]=15;tab_solution[5][300][5]=20;tab_solution[5][300][6]=8;
653     tab_solution[5][301][0]=65;tab_solution[5][301][1]=6;tab_solution[5][301][2]=79;tab_solution[5][301][3]=73;tab_solution[5][301][4]=38;tab_solution[5][301][5]=21;tab_solution[5][301][6]=10;
654     tab_solution[5][302][0]=67;tab_solution[5][302][1]=79;tab_solution[5][302][2]=73;tab_solution[5][302][3]=68;tab_solution[5][302][4]=38;tab_solution[5][302][5]=21;tab_solution[5][302][6]=10;
655     tab_solution[5][303][0]=67;tab_solution[5][303][1]=79;tab_solution[5][303][2]=74;tab_solution[5][303][3]=38;tab_solution[5][303][4]=21;tab_solution[5][303][5]=19;tab_solution[5][303][6]=10;
656     tab_solution[5][304][0]=67;tab_solution[5][304][1]=79;tab_solution[5][304][2]=74;tab_solution[5][304][3]=38;tab_solution[5][304][4]=22;tab_solution[5][304][5]=10;tab_solution[5][304][6]=12;
657     tab_solution[5][305][0]=67;tab_solution[5][305][1]=79;tab_solution[5][305][2]=74;tab_solution[5][305][3]=38;tab_solution[5][305][4]=22;tab_solution[5][305][5]=13;tab_solution[5][305][6]=8;
658     tab_solution[5][306][0]=61;tab_solution[5][306][1]=4;tab_solution[5][306][2]=5;tab_solution[5][306][3]=6;tab_solution[5][306][4]=80;tab_solution[5][306][5]=38;tab_solution[5][306][6]=40;
659     tab_solution[5][307][0]=61;tab_solution[5][307][1]=4;tab_solution[5][307][2]=7;tab_solution[5][307][3]=80;tab_solution[5][307][4]=38;tab_solution[5][307][5]=40;tab_solution[5][307][6]=8;
660     tab_solution[5][308][0]=61;tab_solution[5][308][1]=9;tab_solution[5][308][2]=6;tab_solution[5][308][3]=80;tab_solution[5][308][4]=38;tab_solution[5][308][5]=40;tab_solution[5][308][6]=10;
661     tab_solution[5][309][0]=61;tab_solution[5][309][1]=11;tab_solution[5][309][2]=80;tab_solution[5][309][3]=38;tab_solution[5][309][4]=40;tab_solution[5][309][5]=10;tab_solution[5][309][6]=12;
662     tab_solution[5][310][0]=61;tab_solution[5][310][1]=11;tab_solution[5][310][2]=80;tab_solution[5][310][3]=38;tab_solution[5][310][4]=40;tab_solution[5][310][5]=13;tab_solution[5][310][6]=8;
663     tab_solution[5][311][0]=63;tab_solution[5][311][1]=5;tab_solution[5][311][2]=6;tab_solution[5][311][3]=80;tab_solution[5][311][4]=64;tab_solution[5][311][5]=38;tab_solution[5][311][6]=40;
664     tab_solution[5][312][0]=63;tab_solution[5][312][1]=7;tab_solution[5][312][2]=80;tab_solution[5][312][3]=64;tab_solution[5][312][4]=38;tab_solution[5][312][5]=40;tab_solution[5][312][6]=8;
665     tab_solution[5][313][0]=65;tab_solution[5][313][1]=6;tab_solution[5][313][2]=80;tab_solution[5][313][3]=64;tab_solution[5][313][4]=66;tab_solution[5][313][5]=38;tab_solution[5][313][6]=40;
666     tab_solution[5][314][0]=67;tab_solution[5][314][1]=80;tab_solution[5][314][2]=64;tab_solution[5][314][3]=66;tab_solution[5][314][4]=68;tab_solution[5][314][5]=38;tab_solution[5][314][6]=40;
667     tab_solution[5][315][0]=67;tab_solution[5][315][1]=80;tab_solution[5][315][2]=64;tab_solution[5][315][3]=69;tab_solution[5][315][4]=38;tab_solution[5][315][5]=40;tab_solution[5][315][6]=8;
668     tab_solution[5][316][0]=65;tab_solution[5][316][1]=6;tab_solution[5][316][2]=80;tab_solution[5][316][3]=70;tab_solution[5][316][4]=38;tab_solution[5][316][5]=40;tab_solution[5][316][6]=10;
669     tab_solution[5][317][0]=67;tab_solution[5][317][1]=80;tab_solution[5][317][2]=70;tab_solution[5][317][3]=68;tab_solution[5][317][4]=38;tab_solution[5][317][5]=40;tab_solution[5][317][6]=10;
670     tab_solution[5][318][0]=67;tab_solution[5][318][1]=80;tab_solution[5][318][2]=71;tab_solution[5][318][3]=38;tab_solution[5][318][4]=40;tab_solution[5][318][5]=10;tab_solution[5][318][6]=12;
671     tab_solution[5][319][0]=67;tab_solution[5][319][1]=80;tab_solution[5][319][2]=71;tab_solution[5][319][3]=38;tab_solution[5][319][4]=40;tab_solution[5][319][5]=13;tab_solution[5][319][6]=8;
672     tab_solution[5][320][0]=63;tab_solution[5][320][1]=5;tab_solution[5][320][2]=6;tab_solution[5][320][3]=81;tab_solution[5][320][4]=38;tab_solution[5][320][5]=40;tab_solution[5][320][6]=42;
673     tab_solution[5][321][0]=63;tab_solution[5][321][1]=7;tab_solution[5][321][2]=81;tab_solution[5][321][3]=38;tab_solution[5][321][4]=40;tab_solution[5][321][5]=42;tab_solution[5][321][6]=8;
674     tab_solution[5][322][0]=65;tab_solution[5][322][1]=6;tab_solution[5][322][2]=81;tab_solution[5][322][3]=66;tab_solution[5][322][4]=38;tab_solution[5][322][5]=40;tab_solution[5][322][6]=42;
675     tab_solution[5][323][0]=67;tab_solution[5][323][1]=81;tab_solution[5][323][2]=66;tab_solution[5][323][3]=68;tab_solution[5][323][4]=38;tab_solution[5][323][5]=40;tab_solution[5][323][6]=42;
676     tab_solution[5][324][0]=67;tab_solution[5][324][1]=81;tab_solution[5][324][2]=69;tab_solution[5][324][3]=38;tab_solution[5][324][4]=40;tab_solution[5][324][5]=42;tab_solution[5][324][6]=8;
677     tab_solution[5][325][0]=65;tab_solution[5][325][1]=6;tab_solution[5][325][2]=82;tab_solution[5][325][3]=38;tab_solution[5][325][4]=40;tab_solution[5][325][5]=42;tab_solution[5][325][6]=44;
678     tab_solution[5][326][0]=67;tab_solution[5][326][1]=82;tab_solution[5][326][2]=68;tab_solution[5][326][3]=38;tab_solution[5][326][4]=40;tab_solution[5][326][5]=42;tab_solution[5][326][6]=44;
679     tab_solution[5][327][0]=67;tab_solution[5][327][1]=83;tab_solution[5][327][2]=38;tab_solution[5][327][3]=40;tab_solution[5][327][4]=42;tab_solution[5][327][5]=44;tab_solution[5][327][6]=46;
680     tab_solution[5][328][0]=67;tab_solution[5][328][1]=83;tab_solution[5][328][2]=38;tab_solution[5][328][3]=40;tab_solution[5][328][4]=42;tab_solution[5][328][5]=47;tab_solution[5][328][6]=8;
681     tab_solution[5][329][0]=65;tab_solution[5][329][1]=6;tab_solution[5][329][2]=82;tab_solution[5][329][3]=38;tab_solution[5][329][4]=40;tab_solution[5][329][5]=48;tab_solution[5][329][6]=10;
682     tab_solution[5][330][0]=67;tab_solution[5][330][1]=82;tab_solution[5][330][2]=68;tab_solution[5][330][3]=38;tab_solution[5][330][4]=40;tab_solution[5][330][5]=48;tab_solution[5][330][6]=10;
683     tab_solution[5][331][0]=67;tab_solution[5][331][1]=83;tab_solution[5][331][2]=38;tab_solution[5][331][3]=40;tab_solution[5][331][4]=48;tab_solution[5][331][5]=46;tab_solution[5][331][6]=10;
684     tab_solution[5][332][0]=67;tab_solution[5][332][1]=83;tab_solution[5][332][2]=38;tab_solution[5][332][3]=40;tab_solution[5][332][4]=49;tab_solution[5][332][5]=10;tab_solution[5][332][6]=12;
685     tab_solution[5][333][0]=67;tab_solution[5][333][1]=83;tab_solution[5][333][2]=38;tab_solution[5][333][3]=40;tab_solution[5][333][4]=49;tab_solution[5][333][5]=13;tab_solution[5][333][6]=8;
686     tab_solution[5][334][0]=63;tab_solution[5][334][1]=5;tab_solution[5][334][2]=6;tab_solution[5][334][3]=81;tab_solution[5][334][4]=38;tab_solution[5][334][5]=50;tab_solution[5][334][6]=15;
687     tab_solution[5][335][0]=63;tab_solution[5][335][1]=7;tab_solution[5][335][2]=81;tab_solution[5][335][3]=38;tab_solution[5][335][4]=50;tab_solution[5][335][5]=15;tab_solution[5][335][6]=8;
688     tab_solution[5][336][0]=65;tab_solution[5][336][1]=6;tab_solution[5][336][2]=81;tab_solution[5][336][3]=66;tab_solution[5][336][4]=38;tab_solution[5][336][5]=50;tab_solution[5][336][6]=15;
689     tab_solution[5][337][0]=67;tab_solution[5][337][1]=81;tab_solution[5][337][2]=66;tab_solution[5][337][3]=68;tab_solution[5][337][4]=38;tab_solution[5][337][5]=50;tab_solution[5][337][6]=15;
690     tab_solution[5][338][0]=67;tab_solution[5][338][1]=81;tab_solution[5][338][2]=69;tab_solution[5][338][3]=38;tab_solution[5][338][4]=50;tab_solution[5][338][5]=15;tab_solution[5][338][6]=8;
691     tab_solution[5][339][0]=65;tab_solution[5][339][1]=6;tab_solution[5][339][2]=82;tab_solution[5][339][3]=38;tab_solution[5][339][4]=50;tab_solution[5][339][5]=44;tab_solution[5][339][6]=15;
692     tab_solution[5][340][0]=67;tab_solution[5][340][1]=82;tab_solution[5][340][2]=68;tab_solution[5][340][3]=38;tab_solution[5][340][4]=50;tab_solution[5][340][5]=44;tab_solution[5][340][6]=15;
693     tab_solution[5][341][0]=67;tab_solution[5][341][1]=83;tab_solution[5][341][2]=38;tab_solution[5][341][3]=50;tab_solution[5][341][4]=44;tab_solution[5][341][5]=46;tab_solution[5][341][6]=15;
694     tab_solution[5][342][0]=67;tab_solution[5][342][1]=83;tab_solution[5][342][2]=38;tab_solution[5][342][3]=50;tab_solution[5][342][4]=47;tab_solution[5][342][5]=15;tab_solution[5][342][6]=8;
695     tab_solution[5][343][0]=65;tab_solution[5][343][1]=6;tab_solution[5][343][2]=82;tab_solution[5][343][3]=38;tab_solution[5][343][4]=51;tab_solution[5][343][5]=15;tab_solution[5][343][6]=17;
696     tab_solution[5][344][0]=67;tab_solution[5][344][1]=82;tab_solution[5][344][2]=68;tab_solution[5][344][3]=38;tab_solution[5][344][4]=51;tab_solution[5][344][5]=15;tab_solution[5][344][6]=17;
697     tab_solution[5][345][0]=67;tab_solution[5][345][1]=83;tab_solution[5][345][2]=38;tab_solution[5][345][3]=51;tab_solution[5][345][4]=46;tab_solution[5][345][5]=15;tab_solution[5][345][6]=17;
698     tab_solution[5][346][0]=67;tab_solution[5][346][1]=83;tab_solution[5][346][2]=38;tab_solution[5][346][3]=52;tab_solution[5][346][4]=15;tab_solution[5][346][5]=17;tab_solution[5][346][6]=19;
699     tab_solution[5][347][0]=67;tab_solution[5][347][1]=83;tab_solution[5][347][2]=38;tab_solution[5][347][3]=52;tab_solution[5][347][4]=15;tab_solution[5][347][5]=20;tab_solution[5][347][6]=8;
700     tab_solution[5][348][0]=65;tab_solution[5][348][1]=6;tab_solution[5][348][2]=82;tab_solution[5][348][3]=38;tab_solution[5][348][4]=51;tab_solution[5][348][5]=21;tab_solution[5][348][6]=10;
701     tab_solution[5][349][0]=67;tab_solution[5][349][1]=82;tab_solution[5][349][2]=68;tab_solution[5][349][3]=38;tab_solution[5][349][4]=51;tab_solution[5][349][5]=21;tab_solution[5][349][6]=10;
702     tab_solution[5][350][0]=67;tab_solution[5][350][1]=83;tab_solution[5][350][2]=38;tab_solution[5][350][3]=51;tab_solution[5][350][4]=46;tab_solution[5][350][5]=21;tab_solution[5][350][6]=10;
703     tab_solution[5][351][0]=67;tab_solution[5][351][1]=83;tab_solution[5][351][2]=38;tab_solution[5][351][3]=52;tab_solution[5][351][4]=21;tab_solution[5][351][5]=19;tab_solution[5][351][6]=10;
704     tab_solution[5][352][0]=67;tab_solution[5][352][1]=83;tab_solution[5][352][2]=38;tab_solution[5][352][3]=52;tab_solution[5][352][4]=22;tab_solution[5][352][5]=10;tab_solution[5][352][6]=12;
705     tab_solution[5][353][0]=67;tab_solution[5][353][1]=83;tab_solution[5][353][2]=38;tab_solution[5][353][3]=52;tab_solution[5][353][4]=22;tab_solution[5][353][5]=13;tab_solution[5][353][6]=8;
706     tab_solution[5][354][0]=61;tab_solution[5][354][1]=4;tab_solution[5][354][2]=5;tab_solution[5][354][3]=6;tab_solution[5][354][4]=80;tab_solution[5][354][5]=53;tab_solution[5][354][6]=24;
707     tab_solution[5][355][0]=61;tab_solution[5][355][1]=4;tab_solution[5][355][2]=7;tab_solution[5][355][3]=80;tab_solution[5][355][4]=53;tab_solution[5][355][5]=24;tab_solution[5][355][6]=8;
708     tab_solution[5][356][0]=61;tab_solution[5][356][1]=9;tab_solution[5][356][2]=6;tab_solution[5][356][3]=80;tab_solution[5][356][4]=53;tab_solution[5][356][5]=24;tab_solution[5][356][6]=10;
709     tab_solution[5][357][0]=61;tab_solution[5][357][1]=11;tab_solution[5][357][2]=80;tab_solution[5][357][3]=53;tab_solution[5][357][4]=24;tab_solution[5][357][5]=10;tab_solution[5][357][6]=12;
710     tab_solution[5][358][0]=61;tab_solution[5][358][1]=11;tab_solution[5][358][2]=80;tab_solution[5][358][3]=53;tab_solution[5][358][4]=24;tab_solution[5][358][5]=13;tab_solution[5][358][6]=8;
711     tab_solution[5][359][0]=63;tab_solution[5][359][1]=5;tab_solution[5][359][2]=6;tab_solution[5][359][3]=80;tab_solution[5][359][4]=64;tab_solution[5][359][5]=53;tab_solution[5][359][6]=24;
712     tab_solution[5][360][0]=63;tab_solution[5][360][1]=7;tab_solution[5][360][2]=80;tab_solution[5][360][3]=64;tab_solution[5][360][4]=53;tab_solution[5][360][5]=24;tab_solution[5][360][6]=8;
713     tab_solution[5][361][0]=65;tab_solution[5][361][1]=6;tab_solution[5][361][2]=80;tab_solution[5][361][3]=64;tab_solution[5][361][4]=66;tab_solution[5][361][5]=53;tab_solution[5][361][6]=24;
714     tab_solution[5][362][0]=67;tab_solution[5][362][1]=80;tab_solution[5][362][2]=64;tab_solution[5][362][3]=66;tab_solution[5][362][4]=68;tab_solution[5][362][5]=53;tab_solution[5][362][6]=24;
715     tab_solution[5][363][0]=67;tab_solution[5][363][1]=80;tab_solution[5][363][2]=64;tab_solution[5][363][3]=69;tab_solution[5][363][4]=53;tab_solution[5][363][5]=24;tab_solution[5][363][6]=8;
716     tab_solution[5][364][0]=65;tab_solution[5][364][1]=6;tab_solution[5][364][2]=80;tab_solution[5][364][3]=70;tab_solution[5][364][4]=53;tab_solution[5][364][5]=24;tab_solution[5][364][6]=10;
717     tab_solution[5][365][0]=67;tab_solution[5][365][1]=80;tab_solution[5][365][2]=70;tab_solution[5][365][3]=68;tab_solution[5][365][4]=53;tab_solution[5][365][5]=24;tab_solution[5][365][6]=10;
718     tab_solution[5][366][0]=67;tab_solution[5][366][1]=80;tab_solution[5][366][2]=71;tab_solution[5][366][3]=53;tab_solution[5][366][4]=24;tab_solution[5][366][5]=10;tab_solution[5][366][6]=12;
719     tab_solution[5][367][0]=67;tab_solution[5][367][1]=80;tab_solution[5][367][2]=71;tab_solution[5][367][3]=53;tab_solution[5][367][4]=24;tab_solution[5][367][5]=13;tab_solution[5][367][6]=8;
720     tab_solution[5][368][0]=63;tab_solution[5][368][1]=5;tab_solution[5][368][2]=6;tab_solution[5][368][3]=81;tab_solution[5][368][4]=53;tab_solution[5][368][5]=42;tab_solution[5][368][6]=24;
721     tab_solution[5][369][0]=63;tab_solution[5][369][1]=7;tab_solution[5][369][2]=81;tab_solution[5][369][3]=53;tab_solution[5][369][4]=42;tab_solution[5][369][5]=24;tab_solution[5][369][6]=8;
722     tab_solution[5][370][0]=65;tab_solution[5][370][1]=6;tab_solution[5][370][2]=81;tab_solution[5][370][3]=66;tab_solution[5][370][4]=53;tab_solution[5][370][5]=42;tab_solution[5][370][6]=24;
723     tab_solution[5][371][0]=67;tab_solution[5][371][1]=81;tab_solution[5][371][2]=66;tab_solution[5][371][3]=68;tab_solution[5][371][4]=53;tab_solution[5][371][5]=42;tab_solution[5][371][6]=24;
724     tab_solution[5][372][0]=67;tab_solution[5][372][1]=81;tab_solution[5][372][2]=69;tab_solution[5][372][3]=53;tab_solution[5][372][4]=42;tab_solution[5][372][5]=24;tab_solution[5][372][6]=8;
725     tab_solution[5][373][0]=65;tab_solution[5][373][1]=6;tab_solution[5][373][2]=82;tab_solution[5][373][3]=53;tab_solution[5][373][4]=42;tab_solution[5][373][5]=44;tab_solution[5][373][6]=24;
726     tab_solution[5][374][0]=67;tab_solution[5][374][1]=82;tab_solution[5][374][2]=68;tab_solution[5][374][3]=53;tab_solution[5][374][4]=42;tab_solution[5][374][5]=44;tab_solution[5][374][6]=24;
727     tab_solution[5][375][0]=67;tab_solution[5][375][1]=83;tab_solution[5][375][2]=53;tab_solution[5][375][3]=42;tab_solution[5][375][4]=44;tab_solution[5][375][5]=46;tab_solution[5][375][6]=24;
728     tab_solution[5][376][0]=67;tab_solution[5][376][1]=83;tab_solution[5][376][2]=53;tab_solution[5][376][3]=42;tab_solution[5][376][4]=47;tab_solution[5][376][5]=24;tab_solution[5][376][6]=8;
729     tab_solution[5][377][0]=65;tab_solution[5][377][1]=6;tab_solution[5][377][2]=82;tab_solution[5][377][3]=53;tab_solution[5][377][4]=48;tab_solution[5][377][5]=24;tab_solution[5][377][6]=10;
730     tab_solution[5][378][0]=67;tab_solution[5][378][1]=82;tab_solution[5][378][2]=68;tab_solution[5][378][3]=53;tab_solution[5][378][4]=48;tab_solution[5][378][5]=24;tab_solution[5][378][6]=10;
731     tab_solution[5][379][0]=67;tab_solution[5][379][1]=83;tab_solution[5][379][2]=53;tab_solution[5][379][3]=48;tab_solution[5][379][4]=46;tab_solution[5][379][5]=24;tab_solution[5][379][6]=10;
732     tab_solution[5][380][0]=67;tab_solution[5][380][1]=83;tab_solution[5][380][2]=53;tab_solution[5][380][3]=49;tab_solution[5][380][4]=24;tab_solution[5][380][5]=10;tab_solution[5][380][6]=12;
733     tab_solution[5][381][0]=67;tab_solution[5][381][1]=83;tab_solution[5][381][2]=53;tab_solution[5][381][3]=49;tab_solution[5][381][4]=24;tab_solution[5][381][5]=13;tab_solution[5][381][6]=8;
734     tab_solution[5][382][0]=63;tab_solution[5][382][1]=5;tab_solution[5][382][2]=6;tab_solution[5][382][3]=81;tab_solution[5][382][4]=54;tab_solution[5][382][5]=24;tab_solution[5][382][6]=26;
735     tab_solution[5][383][0]=63;tab_solution[5][383][1]=7;tab_solution[5][383][2]=81;tab_solution[5][383][3]=54;tab_solution[5][383][4]=24;tab_solution[5][383][5]=26;tab_solution[5][383][6]=8;
736     tab_solution[5][384][0]=65;tab_solution[5][384][1]=6;tab_solution[5][384][2]=81;tab_solution[5][384][3]=66;tab_solution[5][384][4]=54;tab_solution[5][384][5]=24;tab_solution[5][384][6]=26;
737     tab_solution[5][385][0]=67;tab_solution[5][385][1]=81;tab_solution[5][385][2]=66;tab_solution[5][385][3]=68;tab_solution[5][385][4]=54;tab_solution[5][385][5]=24;tab_solution[5][385][6]=26;
738     tab_solution[5][386][0]=67;tab_solution[5][386][1]=81;tab_solution[5][386][2]=69;tab_solution[5][386][3]=54;tab_solution[5][386][4]=24;tab_solution[5][386][5]=26;tab_solution[5][386][6]=8;
739     tab_solution[5][387][0]=65;tab_solution[5][387][1]=6;tab_solution[5][387][2]=82;tab_solution[5][387][3]=54;tab_solution[5][387][4]=44;tab_solution[5][387][5]=24;tab_solution[5][387][6]=26;
740     tab_solution[5][388][0]=67;tab_solution[5][388][1]=82;tab_solution[5][388][2]=68;tab_solution[5][388][3]=54;tab_solution[5][388][4]=44;tab_solution[5][388][5]=24;tab_solution[5][388][6]=26;
741     tab_solution[5][389][0]=67;tab_solution[5][389][1]=83;tab_solution[5][389][2]=54;tab_solution[5][389][3]=44;tab_solution[5][389][4]=46;tab_solution[5][389][5]=24;tab_solution[5][389][6]=26;
742     tab_solution[5][390][0]=67;tab_solution[5][390][1]=83;tab_solution[5][390][2]=54;tab_solution[5][390][3]=47;tab_solution[5][390][4]=24;tab_solution[5][390][5]=26;tab_solution[5][390][6]=8;
743     tab_solution[5][391][0]=65;tab_solution[5][391][1]=6;tab_solution[5][391][2]=82;tab_solution[5][391][3]=55;tab_solution[5][391][4]=24;tab_solution[5][391][5]=26;tab_solution[5][391][6]=28;
744     tab_solution[5][392][0]=67;tab_solution[5][392][1]=82;tab_solution[5][392][2]=68;tab_solution[5][392][3]=55;tab_solution[5][392][4]=24;tab_solution[5][392][5]=26;tab_solution[5][392][6]=28;
745     tab_solution[5][393][0]=67;tab_solution[5][393][1]=83;tab_solution[5][393][2]=55;tab_solution[5][393][3]=46;tab_solution[5][393][4]=24;tab_solution[5][393][5]=26;tab_solution[5][393][6]=28;
746     tab_solution[5][394][0]=67;tab_solution[5][394][1]=83;tab_solution[5][394][2]=56;tab_solution[5][394][3]=24;tab_solution[5][394][4]=26;tab_solution[5][394][5]=28;tab_solution[5][394][6]=30;
747     tab_solution[5][395][0]=67;tab_solution[5][395][1]=83;tab_solution[5][395][2]=56;tab_solution[5][395][3]=24;tab_solution[5][395][4]=26;tab_solution[5][395][5]=31;tab_solution[5][395][6]=8;
748     tab_solution[5][396][0]=65;tab_solution[5][396][1]=6;tab_solution[5][396][2]=82;tab_solution[5][396][3]=55;tab_solution[5][396][4]=24;tab_solution[5][396][5]=32;tab_solution[5][396][6]=10;
749     tab_solution[5][397][0]=67;tab_solution[5][397][1]=82;tab_solution[5][397][2]=68;tab_solution[5][397][3]=55;tab_solution[5][397][4]=24;tab_solution[5][397][5]=32;tab_solution[5][397][6]=10;
750     tab_solution[5][398][0]=67;tab_solution[5][398][1]=83;tab_solution[5][398][2]=55;tab_solution[5][398][3]=46;tab_solution[5][398][4]=24;tab_solution[5][398][5]=32;tab_solution[5][398][6]=10;
751     tab_solution[5][399][0]=67;tab_solution[5][399][1]=83;tab_solution[5][399][2]=56;tab_solution[5][399][3]=24;tab_solution[5][399][4]=32;tab_solution[5][399][5]=30;tab_solution[5][399][6]=10;
752     tab_solution[5][400][0]=67;tab_solution[5][400][1]=83;tab_solution[5][400][2]=56;tab_solution[5][400][3]=24;tab_solution[5][400][4]=33;tab_solution[5][400][5]=10;tab_solution[5][400][6]=12;
753     tab_solution[5][401][0]=67;tab_solution[5][401][1]=83;tab_solution[5][401][2]=56;tab_solution[5][401][3]=24;tab_solution[5][401][4]=33;tab_solution[5][401][5]=13;tab_solution[5][401][6]=8;
754     tab_solution[5][402][0]=63;tab_solution[5][402][1]=5;tab_solution[5][402][2]=6;tab_solution[5][402][3]=81;tab_solution[5][402][4]=54;tab_solution[5][402][5]=34;tab_solution[5][402][6]=15;
755     tab_solution[5][403][0]=63;tab_solution[5][403][1]=7;tab_solution[5][403][2]=81;tab_solution[5][403][3]=54;tab_solution[5][403][4]=34;tab_solution[5][403][5]=15;tab_solution[5][403][6]=8;
756     tab_solution[5][404][0]=65;tab_solution[5][404][1]=6;tab_solution[5][404][2]=81;tab_solution[5][404][3]=66;tab_solution[5][404][4]=54;tab_solution[5][404][5]=34;tab_solution[5][404][6]=15;
757     tab_solution[5][405][0]=67;tab_solution[5][405][1]=81;tab_solution[5][405][2]=66;tab_solution[5][405][3]=68;tab_solution[5][405][4]=54;tab_solution[5][405][5]=34;tab_solution[5][405][6]=15;
758     tab_solution[5][406][0]=67;tab_solution[5][406][1]=81;tab_solution[5][406][2]=69;tab_solution[5][406][3]=54;tab_solution[5][406][4]=34;tab_solution[5][406][5]=15;tab_solution[5][406][6]=8;
759     tab_solution[5][407][0]=65;tab_solution[5][407][1]=6;tab_solution[5][407][2]=82;tab_solution[5][407][3]=54;tab_solution[5][407][4]=44;tab_solution[5][407][5]=34;tab_solution[5][407][6]=15;
760     tab_solution[5][408][0]=67;tab_solution[5][408][1]=82;tab_solution[5][408][2]=68;tab_solution[5][408][3]=54;tab_solution[5][408][4]=44;tab_solution[5][408][5]=34;tab_solution[5][408][6]=15;
761     tab_solution[5][409][0]=67;tab_solution[5][409][1]=83;tab_solution[5][409][2]=54;tab_solution[5][409][3]=44;tab_solution[5][409][4]=46;tab_solution[5][409][5]=34;tab_solution[5][409][6]=15;
762     tab_solution[5][410][0]=67;tab_solution[5][410][1]=83;tab_solution[5][410][2]=54;tab_solution[5][410][3]=47;tab_solution[5][410][4]=34;tab_solution[5][410][5]=15;tab_solution[5][410][6]=8;
763     tab_solution[5][411][0]=65;tab_solution[5][411][1]=6;tab_solution[5][411][2]=82;tab_solution[5][411][3]=55;tab_solution[5][411][4]=34;tab_solution[5][411][5]=28;tab_solution[5][411][6]=15;
764     tab_solution[5][412][0]=67;tab_solution[5][412][1]=82;tab_solution[5][412][2]=68;tab_solution[5][412][3]=55;tab_solution[5][412][4]=34;tab_solution[5][412][5]=28;tab_solution[5][412][6]=15;
765     tab_solution[5][413][0]=67;tab_solution[5][413][1]=83;tab_solution[5][413][2]=55;tab_solution[5][413][3]=46;tab_solution[5][413][4]=34;tab_solution[5][413][5]=28;tab_solution[5][413][6]=15;
766     tab_solution[5][414][0]=67;tab_solution[5][414][1]=83;tab_solution[5][414][2]=56;tab_solution[5][414][3]=34;tab_solution[5][414][4]=28;tab_solution[5][414][5]=30;tab_solution[5][414][6]=15;
767     tab_solution[5][415][0]=67;tab_solution[5][415][1]=83;tab_solution[5][415][2]=56;tab_solution[5][415][3]=34;tab_solution[5][415][4]=31;tab_solution[5][415][5]=15;tab_solution[5][415][6]=8;
768     tab_solution[5][416][0]=65;tab_solution[5][416][1]=6;tab_solution[5][416][2]=82;tab_solution[5][416][3]=55;tab_solution[5][416][4]=35;tab_solution[5][416][5]=15;tab_solution[5][416][6]=17;
769     tab_solution[5][417][0]=67;tab_solution[5][417][1]=82;tab_solution[5][417][2]=68;tab_solution[5][417][3]=55;tab_solution[5][417][4]=35;tab_solution[5][417][5]=15;tab_solution[5][417][6]=17;
770     tab_solution[5][418][0]=67;tab_solution[5][418][1]=83;tab_solution[5][418][2]=55;tab_solution[5][418][3]=46;tab_solution[5][418][4]=35;tab_solution[5][418][5]=15;tab_solution[5][418][6]=17;
771     tab_solution[5][419][0]=67;tab_solution[5][419][1]=83;tab_solution[5][419][2]=56;tab_solution[5][419][3]=35;tab_solution[5][419][4]=30;tab_solution[5][419][5]=15;tab_solution[5][419][6]=17;
772     tab_solution[5][420][0]=67;tab_solution[5][420][1]=83;tab_solution[5][420][2]=56;tab_solution[5][420][3]=36;tab_solution[5][420][4]=15;tab_solution[5][420][5]=17;tab_solution[5][420][6]=19;
773     tab_solution[5][421][0]=67;tab_solution[5][421][1]=83;tab_solution[5][421][2]=56;tab_solution[5][421][3]=36;tab_solution[5][421][4]=15;tab_solution[5][421][5]=20;tab_solution[5][421][6]=8;
774     tab_solution[5][422][0]=65;tab_solution[5][422][1]=6;tab_solution[5][422][2]=82;tab_solution[5][422][3]=55;tab_solution[5][422][4]=35;tab_solution[5][422][5]=21;tab_solution[5][422][6]=10;
775     tab_solution[5][423][0]=67;tab_solution[5][423][1]=82;tab_solution[5][423][2]=68;tab_solution[5][423][3]=55;tab_solution[5][423][4]=35;tab_solution[5][423][5]=21;tab_solution[5][423][6]=10;
776     tab_solution[5][424][0]=67;tab_solution[5][424][1]=83;tab_solution[5][424][2]=55;tab_solution[5][424][3]=46;tab_solution[5][424][4]=35;tab_solution[5][424][5]=21;tab_solution[5][424][6]=10;
777     tab_solution[5][425][0]=67;tab_solution[5][425][1]=83;tab_solution[5][425][2]=56;tab_solution[5][425][3]=35;tab_solution[5][425][4]=30;tab_solution[5][425][5]=21;tab_solution[5][425][6]=10;
778     tab_solution[5][426][0]=67;tab_solution[5][426][1]=83;tab_solution[5][426][2]=56;tab_solution[5][426][3]=36;tab_solution[5][426][4]=21;tab_solution[5][426][5]=19;tab_solution[5][426][6]=10;
779     tab_solution[5][427][0]=67;tab_solution[5][427][1]=83;tab_solution[5][427][2]=56;tab_solution[5][427][3]=36;tab_solution[5][427][4]=22;tab_solution[5][427][5]=10;tab_solution[5][427][6]=12;
780     tab_solution[5][428][0]=67;tab_solution[5][428][1]=83;tab_solution[5][428][2]=56;tab_solution[5][428][3]=36;tab_solution[5][428][4]=22;tab_solution[5][428][5]=13;tab_solution[5][428][6]=8;
781     tab_face[5][0][0]=0;tab_face[5][0][1]=1;tab_face[5][0][2]=2;
782     tab_face[5][1][0]=0;tab_face[5][1][1]=2;tab_face[5][1][2]=3;
783     tab_face[5][2][0]=0;tab_face[5][2][1]=3;tab_face[5][2][2]=4;
784     tab_face[5][3][0]=0;tab_face[5][3][1]=4;tab_face[5][3][2]=5;
785     tab_face[5][4][0]=0;tab_face[5][4][1]=5;tab_face[5][4][2]=6;
786     tab_face[5][5][0]=0;tab_face[5][5][1]=6;tab_face[5][5][2]=7;
787     tab_face[5][6][0]=0;tab_face[5][6][1]=7;tab_face[5][6][2]=8;
788     tab_face[5][7][0]=0;tab_face[5][7][1]=6;tab_face[5][7][2]=8;
789     tab_face[5][8][0]=6;tab_face[5][8][1]=7;tab_face[5][8][2]=8;
790     tab_face[5][9][0]=0;tab_face[5][9][1]=5;tab_face[5][9][2]=7;
791     tab_face[5][10][0]=5;tab_face[5][10][1]=6;tab_face[5][10][2]=7;
792     tab_face[5][11][0]=0;tab_face[5][11][1]=5;tab_face[5][11][2]=8;
793     tab_face[5][12][0]=5;tab_face[5][12][1]=7;tab_face[5][12][2]=8;
794     tab_face[5][13][0]=5;tab_face[5][13][1]=6;tab_face[5][13][2]=8;
795     tab_face[5][14][0]=0;tab_face[5][14][1]=4;tab_face[5][14][2]=6;
796     tab_face[5][15][0]=4;tab_face[5][15][1]=5;tab_face[5][15][2]=6;
797     tab_face[5][16][0]=0;tab_face[5][16][1]=4;tab_face[5][16][2]=7;
798     tab_face[5][17][0]=4;tab_face[5][17][1]=6;tab_face[5][17][2]=7;
799     tab_face[5][18][0]=0;tab_face[5][18][1]=4;tab_face[5][18][2]=8;
800     tab_face[5][19][0]=4;tab_face[5][19][1]=7;tab_face[5][19][2]=8;
801     tab_face[5][20][0]=4;tab_face[5][20][1]=6;tab_face[5][20][2]=8;
802     tab_face[5][21][0]=4;tab_face[5][21][1]=5;tab_face[5][21][2]=7;
803     tab_face[5][22][0]=4;tab_face[5][22][1]=5;tab_face[5][22][2]=8;
804     tab_face[5][23][0]=0;tab_face[5][23][1]=3;tab_face[5][23][2]=5;
805     tab_face[5][24][0]=3;tab_face[5][24][1]=4;tab_face[5][24][2]=5;
806     tab_face[5][25][0]=0;tab_face[5][25][1]=3;tab_face[5][25][2]=6;
807     tab_face[5][26][0]=3;tab_face[5][26][1]=5;tab_face[5][26][2]=6;
808     tab_face[5][27][0]=0;tab_face[5][27][1]=3;tab_face[5][27][2]=7;
809     tab_face[5][28][0]=3;tab_face[5][28][1]=6;tab_face[5][28][2]=7;
810     tab_face[5][29][0]=0;tab_face[5][29][1]=3;tab_face[5][29][2]=8;
811     tab_face[5][30][0]=3;tab_face[5][30][1]=7;tab_face[5][30][2]=8;
812     tab_face[5][31][0]=3;tab_face[5][31][1]=6;tab_face[5][31][2]=8;
813     tab_face[5][32][0]=3;tab_face[5][32][1]=5;tab_face[5][32][2]=7;
814     tab_face[5][33][0]=3;tab_face[5][33][1]=5;tab_face[5][33][2]=8;
815     tab_face[5][34][0]=3;tab_face[5][34][1]=4;tab_face[5][34][2]=6;
816     tab_face[5][35][0]=3;tab_face[5][35][1]=4;tab_face[5][35][2]=7;
817     tab_face[5][36][0]=3;tab_face[5][36][1]=4;tab_face[5][36][2]=8;
818     tab_face[5][37][0]=0;tab_face[5][37][1]=2;tab_face[5][37][2]=4;
819     tab_face[5][38][0]=2;tab_face[5][38][1]=3;tab_face[5][38][2]=4;
820     tab_face[5][39][0]=0;tab_face[5][39][1]=2;tab_face[5][39][2]=5;
821     tab_face[5][40][0]=2;tab_face[5][40][1]=4;tab_face[5][40][2]=5;
822     tab_face[5][41][0]=0;tab_face[5][41][1]=2;tab_face[5][41][2]=6;
823     tab_face[5][42][0]=2;tab_face[5][42][1]=5;tab_face[5][42][2]=6;
824     tab_face[5][43][0]=0;tab_face[5][43][1]=2;tab_face[5][43][2]=7;
825     tab_face[5][44][0]=2;tab_face[5][44][1]=6;tab_face[5][44][2]=7;
826     tab_face[5][45][0]=0;tab_face[5][45][1]=2;tab_face[5][45][2]=8;
827     tab_face[5][46][0]=2;tab_face[5][46][1]=7;tab_face[5][46][2]=8;
828     tab_face[5][47][0]=2;tab_face[5][47][1]=6;tab_face[5][47][2]=8;
829     tab_face[5][48][0]=2;tab_face[5][48][1]=5;tab_face[5][48][2]=7;
830     tab_face[5][49][0]=2;tab_face[5][49][1]=5;tab_face[5][49][2]=8;
831     tab_face[5][50][0]=2;tab_face[5][50][1]=4;tab_face[5][50][2]=6;
832     tab_face[5][51][0]=2;tab_face[5][51][1]=4;tab_face[5][51][2]=7;
833     tab_face[5][52][0]=2;tab_face[5][52][1]=4;tab_face[5][52][2]=8;
834     tab_face[5][53][0]=2;tab_face[5][53][1]=3;tab_face[5][53][2]=5;
835     tab_face[5][54][0]=2;tab_face[5][54][1]=3;tab_face[5][54][2]=6;
836     tab_face[5][55][0]=2;tab_face[5][55][1]=3;tab_face[5][55][2]=7;
837     tab_face[5][56][0]=2;tab_face[5][56][1]=3;tab_face[5][56][2]=8;
838     tab_face[5][57][0]=0;tab_face[5][57][1]=1;tab_face[5][57][2]=3;
839     tab_face[5][58][0]=1;tab_face[5][58][1]=2;tab_face[5][58][2]=3;
840     tab_face[5][59][0]=0;tab_face[5][59][1]=1;tab_face[5][59][2]=4;
841     tab_face[5][60][0]=1;tab_face[5][60][1]=3;tab_face[5][60][2]=4;
842     tab_face[5][61][0]=0;tab_face[5][61][1]=1;tab_face[5][61][2]=5;
843     tab_face[5][62][0]=1;tab_face[5][62][1]=4;tab_face[5][62][2]=5;
844     tab_face[5][63][0]=0;tab_face[5][63][1]=1;tab_face[5][63][2]=6;
845     tab_face[5][64][0]=1;tab_face[5][64][1]=5;tab_face[5][64][2]=6;
846     tab_face[5][65][0]=0;tab_face[5][65][1]=1;tab_face[5][65][2]=7;
847     tab_face[5][66][0]=1;tab_face[5][66][1]=6;tab_face[5][66][2]=7;
848     tab_face[5][67][0]=0;tab_face[5][67][1]=1;tab_face[5][67][2]=8;
849     tab_face[5][68][0]=1;tab_face[5][68][1]=7;tab_face[5][68][2]=8;
850     tab_face[5][69][0]=1;tab_face[5][69][1]=6;tab_face[5][69][2]=8;
851     tab_face[5][70][0]=1;tab_face[5][70][1]=5;tab_face[5][70][2]=7;
852     tab_face[5][71][0]=1;tab_face[5][71][1]=5;tab_face[5][71][2]=8;
853     tab_face[5][72][0]=1;tab_face[5][72][1]=4;tab_face[5][72][2]=6;
854     tab_face[5][73][0]=1;tab_face[5][73][1]=4;tab_face[5][73][2]=7;
855     tab_face[5][74][0]=1;tab_face[5][74][1]=4;tab_face[5][74][2]=8;
856     tab_face[5][75][0]=1;tab_face[5][75][1]=3;tab_face[5][75][2]=5;
857     tab_face[5][76][0]=1;tab_face[5][76][1]=3;tab_face[5][76][2]=6;
858     tab_face[5][77][0]=1;tab_face[5][77][1]=3;tab_face[5][77][2]=7;
859     tab_face[5][78][0]=1;tab_face[5][78][1]=3;tab_face[5][78][2]=8;
860     tab_face[5][79][0]=1;tab_face[5][79][1]=2;tab_face[5][79][2]=4;
861     tab_face[5][80][0]=1;tab_face[5][80][1]=2;tab_face[5][80][2]=5;
862     tab_face[5][81][0]=1;tab_face[5][81][1]=2;tab_face[5][81][2]=6;
863     tab_face[5][82][0]=1;tab_face[5][82][1]=2;tab_face[5][82][2]=7;
864     tab_face[5][83][0]=1;tab_face[5][83][1]=2;tab_face[5][83][2]=8;
865     }
866    
867    
868