F:=[]; F[1] := Graph<60 | {{59,52}, {37,49}, {17,39}, {24,8}, {36,39}, {58,38}, {23,47}, {14,4}, {59,53}, {29,52}, {56,43}, {56,50}, {12,31}, {18,42}, {34,13}, {34,53}, {42,54}, {47,42}, {33,43}, {1,5}, {57,47}, {35,52}, {12,27}, {35,14}, {23,7}, {44,57}, {16,41}, {59,51}, {59,60}, {26,51}, {22,6}, {1,2}, {40,20}, {5,21}, {15,28}, {12,4}, {24,18}, {24,40}, {58,60}, {28,41}, {33,14}, {55,51}, {11,3}, {1,3}, {50,31}, {34,10}, {23,45}, {33,45}, {28,8}, {34,49}, {22,46}, {26,48}, {13,3}, {57,41}, {35,54}, {25,53}, {51,30}, {48,20}, {3,9}, {15,5}, {7,20}, {46,17}, {25,50}, {25,9}, {22,48}, {1,4}, {38,42}, {57,60}, {56,39}, {44,37}, {19,43}, {26,43}, {14,32}, {33,9}, {46,58}, {6,19}, {49,31}, {45,30}, {24,49}, {11,19}, {45,16}, {13,32}, {27,53}, {8,32}, {44,20}, {22,21}, {15,37}, {29,41}, {39,30}, {12,36}, {23,21}, {2,6}, {16,6}, {21,32}, {18,29}, {11,30}, {17,10}, {2,8}, {15,27}, {29,9}, {55,50}, {13,36}, {28,54}, {46,37}, {44,55}, {47,19}, {16,38}, {2,7}, {56,60}, {5,18}, {26,10}, {55,38}, {58,40}, {25,54}, {17,7}, {11,35}, {52,31}, {27,40}, {4,10}, {36,48}}>; F[2] := Graph<70 | {{66,53}, {50,65}, {48,60}, {69,70}, {38,53}, {44,29}, {22,48}, {34,24}, {14,4}, {19,41}, {30,21}, {62,54}, {49,65}, {24,8}, {36,21}, {39,51}, {47,28}, {35,20}, {68,64}, {57,64}, {66,70}, {47,62}, {50,63}, {26,18}, {55,34}, {35,58}, {34,17}, {4,10}, {41,64}, {69,65}, {56,67}, {12,26}, {68,70}, {11,29}, {15,28}, {52,42}, {14,27}, {41,20}, {28,50}, {1,2}, {12,20}, {11,32}, {13,24}, {37,16}, {23,42}, {45,30}, {69,62}, {46,25}, {25,10}, {68,58}, {36,47}, {66,52}, {31,10}, {44,36}, {2,8}, {13,39}, {16,6}, {12,4}, {11,17}, {44,55}, {2,7}, {12,32}, {44,61}, {69,61}, {48,63}, {18,29}, {2,6}, {7,20}, {33,43}, {59,38}, {33,14}, {13,36}, {38,19}, {34,58}, {51,32}, {24,37}, {26,43}, {1,4}, {55,42}, {1,5}, {49,60}, {25,49}, {23,7}, {45,56}, {40,64}, {57,65}, {14,39}, {27,38}, {33,46}, {5,18}, {40,63}, {39,54}, {5,21}, {17,7}, {46,62}, {66,60}, {67,70}, {9,31}, {26,49}, {22,45}, {3,9}, {23,48}, {11,3}, {17,40}, {16,40}, {68,59}, {37,59}, {60,41}, {58,51}, {35,52}, {46,53}, {8,30}, {6,19}, {25,15}, {27,8}, {56,37}, {57,32}, {55,67}, {57,31}, {61,51}, {67,63}, {13,3}, {33,21}, {16,9}, {15,5}, {45,53}, {19,10}, {1,3}, {52,43}, {23,18}, {61,43}, {28,9}, {35,27}, {31,54}, {30,42}, {59,54}, {50,29}, {56,47}, {22,15}, {22,6}}>; F[3] := Graph<90 | {{68,75}, {78,72}, {28,9}, {71,41}, {78,31}, {45,85}, {82,8}, {49,71}, {52,75}, {48,18}, {42,75}, {67,53}, {69,17}, {55,46}, {56,2}, {20,65}, {77,67}, {88,69}, {14,39}, {58,21}, {48,27}, {24,74}, {1,32}, {45,3}, {40,20}, {33,45}, {26,10}, {34,17}, {13,57}, {69,70}, {70,72}, {3,64}, {66,27}, {3,58}, {80,81}, {22,83}, {28,32}, {78,82}, {34,7}, {12,35}, {83,42}, {17,21}, {55,71}, {67,60}, {23,90}, {23,4}, {88,50}, {82,7}, {72,18}, {2,64}, {84,87}, {47,6}, {58,63}, {11,38}, {19,54}, {29,9}, {24,16}, {25,76}, {19,30}, {22,55}, {53,86}, {35,57}, {8,41}, {12,46}, {80,82}, {67,39}, {44,12}, {83,84}, {50,42}, {16,52}, {11,22}, {11,44}, {80,37}, {59,10}, {2,59}, {6,85}, {55,6}, {47,4}, {6,63}, {4,21}, {89,60}, {13,87}, {25,41}, {70,20}, {4,87}, {18,73}, {88,76}, {26,37}, {89,29}, {68,72}, {23,35}, {15,41}, {15,50}, {24,76}, {2,65}, {5,18}, {79,31}, {49,43}, {35,81}, {68,87}, {84,31}, {37,28}, {44,48}, {66,70}, {88,32}, {68,51}, {13,36}, {85,43}, {37,39}, {61,62}, {86,43}, {43,76}, {22,14}, {56,50}, {42,54}, {19,63}, {57,25}, {81,38}, {44,69}, {61,10}, {66,38}, {73,65}, {63,65}, {34,39}, {57,53}, {60,20}, {36,58}, {90,86}, {8,85}, {27,32}, {33,77}, {13,62}, {47,64}, {66,46}, {89,25}, {56,16}, {48,40}, {5,60}, {89,90}, {23,79}, {29,73}, {15,86}, {77,9}, {79,75}, {7,9}, {1,47}, {78,49}, {26,51}, {14,52}, {40,31}, {40,51}, {77,83}, {59,81}, {11,45}, {7,10}, {17,74}, {38,62}, {27,74}, {16,84}, {51,8}, {56,30}, {59,54}, {33,52}, {12,61}, {73,53}, {5,19}, {61,30}, {5,64}, {3,71}, {80,30}, {1,34}, {90,62}, {26,49}, {28,21}, {24,54}, {33,46}, {1,36}, {14,29}, {15,74}, {79,36}}>; F[4] := Graph<180 | {{78,108}, {40,95}, {139,173}, {59,127}, {105,43}, {16,51}, {167,116}, {176,174}, {28,76}, {63,118}, {157,86}, {99,35}, {13,37}, {145,124}, {154,82}, {134,52}, {14,38}, {21,65}, {1,3}, {47,85}, {102,96}, {132,174}, {136,161}, {143,106}, {93,50}, {178,141}, {15,5}, {15,27}, {57,36}, {161,141}, {37,63}, {176,148}, {77,29}, {66,118}, {74,65}, {46,40}, {167,151}, {30,63}, {155,179}, {122,92}, {180,171}, {133,175}, {2,7}, {139,131}, {26,61}, {111,52}, {132,53}, {13,43}, {156,178}, {83,153}, {123,82}, {44,14}, {77,152}, {11,35}, {39,97}, {169,131}, {17,10}, {23,72}, {2,6}, {33,9}, {166,108}, {38,83}, {72,141}, {110,155}, {3,9}, {143,93}, {166,153}, {172,162}, {55,114}, {103,170}, {26,10}, {12,31}, {160,106}, {135,173}, {40,84}, {88,57}, {101,152}, {62,128}, {46,83}, {126,164}, {111,76}, {155,73}, {46,87}, {117,52}, {25,70}, {143,75}, {56,87}, {70,120}, {130,76}, {42,86}, {33,67}, {23,58}, {132,50}, {137,159}, {55,20}, {67,96}, {57,128}, {68,138}, {90,127}, {159,95}, {46,18}, {100,36}, {165,104}, {102,148}, {35,81}, {16,40}, {20,42}, {55,134}, {18,29}, {121,164}, {29,9}, {60,116}, {122,61}, {147,84}, {70,28}, {112,53}, {62,117}, {156,105}, {81,98}, {133,54}, {61,30}, {167,129}, {126,73}, {90,160}, {169,120}, {45,107}, {127,75}, {114,150}, {104,164}, {12,27}, {47,19}, {13,3}, {13,49}, {179,163}, {2,8}, {101,156}, {89,159}, {110,133}, {15,50}, {178,160}, {168,115}, {149,117}, {146,170}, {158,180}, {178,174}, {80,152}, {47,108}, {1,2}, {59,31}, {180,164}, {58,131}, {56,78}, {114,172}, {127,172}, {74,151}, {146,81}, {99,162}, {147,153}, {44,69}, {58,115}, {165,123}, {16,6}, {154,94}, {104,42}, {83,140}, {145,168}, {44,51}, {106,98}, {24,8}, {102,160}, {4,10}, {68,130}, {91,148}, {168,116}, {132,142}, {123,91}, {78,145}, {179,162}, {101,86}, {148,87}, {121,139}, {165,107}, {77,144}, {80,53}, {45,98}, {144,75}, {158,138}, {31,64}, {24,59}, {79,120}, {174,175}, {41,96}, {33,99}, {121,71}, {66,95}, {157,141}, {126,54}, {107,87}, {125,169}, {6,19}, {170,130}, {113,54}, {177,137}, {125,51}, {159,138}, {151,175}, {122,81}, {78,30}, {157,129}, {93,126}, {25,9}, {69,26}, {133,51}, {34,92}, {23,7}, {135,128}, {88,47}, {22,6}, {139,65}, {64,119}, {45,28}, {138,64}, {48,84}, {149,85}, {92,86}, {17,52}, {21,32}, {173,109}, {22,57}, {14,4}, {94,65}, {88,105}, {101,37}, {60,31}, {71,140}, {158,96}, {45,16}, {90,103}, {15,39}, {1,5}, {26,74}, {167,113}, {8,32}, {177,180}, {113,149}, {92,153}, {48,20}, {154,105}, {79,32}, {68,25}, {17,41}, {140,109}, {154,175}, {73,119}, {176,134}, {100,142}, {125,150}, {172,118}, {157,140}, {170,162}, {144,150}, {176,145}, {89,58}, {103,74}, {100,163}, {11,30}, {35,93}, {111,80}, {137,63}, {27,75}, {38,64}, {113,71}, {12,36}, {77,120}, {79,156}, {90,32}, {99,142}, {59,129}, {97,43}, {11,3}, {111,171}, {171,107}, {110,134}, {11,19}, {1,4}, {12,4}, {79,108}, {166,119}, {155,76}, {14,49}, {166,163}, {34,100}, {22,72}, {5,21}, {69,131}, {165,122}, {84,150}, {33,91}, {71,29}, {125,82}, {136,62}, {112,95}, {89,124}, {146,97}, {18,53}, {136,97}, {56,135}, {103,41}, {34,80}, {5,18}, {72,142}, {34,10}, {70,115}, {17,7}, {123,60}, {56,21}, {23,67}, {171,128}, {69,137}, {55,37}, {121,67}, {115,161}, {124,50}, {7,20}, {91,114}, {146,147}, {41,85}, {27,62}, {22,66}, {66,129}, {24,73}, {168,117}, {169,163}, {28,8}, {24,42}, {89,48}, {177,152}, {44,106}, {161,98}, {48,39}, {112,151}, {112,130}, {61,116}, {88,158}, {25,60}, {110,49}, {136,109}, {68,43}, {179,173}, {36,82}, {102,38}, {104,94}, {39,94}, {19,54}, {147,85}, {144,149}, {135,118}, {143,177}, {49,109}, {124,119}}>; F[5] := Graph<210 | {{187,169}, {27,65}, {156,85}, {121,107}, {140,197}, {91,51}, {198,189}, {88,189}, {127,193}, {182,87}, {155,73}, {104,182}, {46,17}, {167,65}, {78,131}, {5,17}, {12,4}, {68,171}, {135,196}, {187,166}, {89,180}, {125,138}, {46,120}, {38,61}, {66,166}, {1,2}, {144,87}, {166,64}, {182,97}, {56,149}, {94,185}, {68,142}, {49,131}, {191,151}, {135,109}, {132,90}, {13,41}, {89,50}, {130,185}, {77,143}, {1,4}, {121,104}, {110,72}, {88,129}, {46,128}, {143,71}, {194,129}, {6,20}, {124,39}, {104,50}, {113,39}, {123,128}, {7,21}, {66,170}, {102,169}, {179,95}, {194,131}, {14,4}, {123,82}, {123,64}, {96,142}, {172,76}, {157,75}, {103,49}, {146,196}, {83,31}, {194,208}, {79,152}, {11,28}, {90,81}, {102,48}, {177,81}, {55,137}, {210,204}, {106,86}, {112,38}, {57,139}, {24,8}, {12,36}, {22,58}, {145,54}, {100,180}, {14,40}, {182,120}, {183,109}, {14,42}, {122,63}, {92,183}, {106,52}, {110,127}, {18,43}, {60,129}, {12,29}, {67,168}, {55,19}, {149,98}, {36,95}, {144,70}, {209,203}, {113,70}, {123,52}, {205,162}, {27,8}, {55,148}, {179,84}, {147,54}, {105,51}, {180,206}, {16,9}, {143,200}, {25,10}, {73,140}, {145,202}, {26,8}, {57,150}, {33,96}, {133,51}, {100,41}, {190,106}, {89,93}, {157,116}, {204,139}, {199,170}, {187,168}, {166,108}, {99,36}, {154,72}, {199,138}, {73,173}, {201,161}, {203,193}, {13,40}, {167,117}, {45,119}, {174,87}, {99,169}, {33,9}, {150,119}, {45,15}, {55,146}, {161,97}, {174,196}, {160,84}, {22,62}, {61,140}, {125,43}, {80,153}, {66,30}, {37,60}, {140,65}, {25,72}, {2,6}, {209,197}, {40,109}, {159,116}, {67,31}, {209,202}, {154,74}, {145,95}, {176,202}, {147,82}, {78,31}, {178,80}, {48,130}, {111,37}, {205,186}, {84,32}, {193,205}, {155,75}, {81,139}, {198,192}, {79,185}, {19,52}, {83,164}, {136,181}, {176,191}, {155,76}, {91,139}, {200,160}, {34,97}, {206,186}, {20,53}, {144,201}, {183,207}, {7,19}, {165,115}, {23,59}, {147,203}, {100,172}, {45,91}, {99,136}, {162,86}, {29,76}, {44,90}, {102,153}, {198,152}, {13,37}, {134,52}, {34,95}, {17,50}, {56,145}, {35,98}, {77,30}, {209,206}, {11,35}, {26,17}, {135,53}, {171,108}, {188,148}, {157,190}, {155,199}, {2,8}, {101,149}, {188,113}, {16,6}, {99,172}, {74,142}, {56,138}, {34,10}, {5,18}, {159,127}, {18,51}, {96,186}, {78,42}, {122,188}, {44,20}, {22,63}, {114,40}, {18,32}, {82,30}, {114,180}, {39,19}, {48,92}, {104,118}, {124,114}, {136,54}, {110,184}, {22,6}, {28,75}, {64,152}, {34,86}, {1,3}, {181,174}, {101,192}, {84,162}, {174,65}, {31,10}, {192,204}, {24,39}, {2,7}, {14,38}, {72,161}, {24,68}, {150,85}, {137,86}, {126,109}, {206,185}, {117,43}, {80,28}, {158,115}, {158,76}, {57,21}, {178,195}, {70,32}, {119,153}, {132,175}, {133,113}, {81,29}, {67,170}, {35,87}, {44,126}, {164,197}, {37,107}, {152,98}, {168,105}, {151,197}, {27,53}, {116,42}, {90,58}, {46,92}, {38,108}, {63,151}, {146,94}, {16,54}, {33,94}, {112,141}, {149,75}, {59,93}, {61,29}, {93,184}, {59,163}, {112,183}, {154,198}, {190,158}, {59,159}, {134,117}, {189,128}, {210,200}, {88,142}, {13,3}, {110,53}, {58,162}, {179,207}, {1,5}, {121,47}, {103,120}, {143,69}, {69,175}, {132,186}, {111,193}, {122,92}, {179,125}, {199,148}, {24,71}, {101,42}, {144,61}, {23,62}, {44,118}, {121,191}, {178,83}, {89,43}, {124,202}, {156,190}, {79,25}, {15,5}, {103,181}, {177,82}, {188,208}, {11,3}, {210,196}, {103,116}, {69,26}, {178,194}, {134,114}, {172,130}, {16,49}, {102,126}, {167,83}, {15,48}, {12,21}, {177,195}, {126,195}, {171,205}, {101,124}, {60,28}, {189,207}, {77,41}, {181,163}, {4,10}, {201,208}, {78,175}, {128,173}, {27,74}, {111,137}, {157,119}, {191,150}, {156,117}, {187,118}, {165,107}, {62,164}, {70,171}, {47,21}, {115,41}, {122,49}, {58,158}, {177,201}, {30,9}, {77,161}, {47,129}, {33,85}, {204,175}, {3,9}, {136,105}, {35,94}, {154,115}, {165,63}, {160,62}, {45,127}, {88,36}, {47,93}, {11,32}, {176,97}, {165,133}, {148,130}, {132,50}, {168,107}, {112,151}, {134,195}, {138,184}, {203,173}, {57,146}, {111,135}, {156,74}, {69,170}, {118,98}, {68,169}, {85,141}, {200,163}, {91,147}, {210,207}, {56,20}, {26,73}, {167,105}, {159,108}, {106,120}, {71,153}, {66,141}, {79,164}, {125,141}, {96,131}, {133,192}, {23,7}, {80,160}, {176,71}, {67,137}, {60,173}, {25,15}, {100,163}, {184,208}, {23,64}}>;