// 14 14 14 0 1 2 6 G_14_14_14_0 := Group; G_14_14_14_1 := Group; G_14_14_14_2 := Group; G_14_14_14_6 := Group; // 14 14 16 0 1 4 5 G_14_14_16_0 := Group; G_14_14_16_1 := Group; G_14_14_16_4 := Group; G_14_14_16_5 := Group; // 14 14 18 0 4 G_14_14_18_0 := Group; G_14_14_18_4 := Group; // 14 14 24 0 1 4 5 G_14_14_24_0 := Group; G_14_14_24_1 := Group; G_14_14_24_4 := Group; G_14_14_24_5 := Group; // 14 14 26 0 1 3 4 5 7 G_14_14_26_0 := Group; G_14_14_26_1 := Group; G_14_14_26_3 := Group; G_14_14_26_4 := Group; G_14_14_26_5 := Group; G_14_14_26_7 := Group; // 14 16 16 0 1 G_14_16_16_0 := Group; G_14_16_16_1 := Group; // 14 16 18 0 G_14_16_18_0 := Group; // 14 16 24 0 1 G_14_16_24_0 := Group; G_14_16_24_1 := Group; // 14 16 26 0 1 3 7 G_14_16_26_0 := Group; G_14_16_26_1 := Group; G_14_16_26_3 := Group; G_14_16_26_7 := Group; // 14 18 18 0 G_14_18_18_0 := Group; // 14 18 24 0 G_14_18_24_0 := Group; // 14 18 26 0 3 G_14_18_26_0 := Group; G_14_18_26_3 := Group; // 14 24 24 0 1 G_14_24_24_0 := Group; G_14_24_24_1 := Group; // 14 24 26 0 1 3 7 G_14_24_26_0 := Group; G_14_24_26_1 := Group; G_14_24_26_3 := Group; G_14_24_26_7 := Group; // 14 26 26 0 1 3 4 5 15 G_14_26_26_0 := Group; G_14_26_26_1 := Group; G_14_26_26_3 := Group; G_14_26_26_4 := Group; G_14_26_26_5 := Group; G_14_26_26_15 := Group; // 16 16 16 0 1 G_16_16_16_0 := Group; G_16_16_16_1 := Group; // 16 16 18 0 G_16_16_18_0 := Group; // 16 16 24 0 1 G_16_16_24_0 := Group; G_16_16_24_1 := Group; // 16 16 26 0 1 G_16_16_26_0 := Group; G_16_16_26_1 := Group; // 16 18 18 0 G_16_18_18_0 := Group; // 16 18 24 0 G_16_18_24_0 := Group; // 16 18 26 0 G_16_18_26_0 := Group; // 16 24 24 0 1 G_16_24_24_0 := Group; G_16_24_24_1 := Group; // 16 24 26 0 1 G_16_24_26_0 := Group; G_16_24_26_1 := Group; // 16 26 26 0 1 3 5 G_16_26_26_0 := Group; G_16_26_26_1 := Group; G_16_26_26_3 := Group; G_16_26_26_5 := Group; // 18 18 18 0 G_18_18_18_0 := Group; // 18 18 24 0 G_18_18_24_0 := Group; // 18 18 26 0 G_18_18_26_0 := Group; // 18 24 24 0 G_18_24_24_0 := Group; // 18 24 26 0 G_18_24_26_0 := Group; // 18 26 26 0 1 G_18_26_26_0 := Group; G_18_26_26_1 := Group; // 24 24 24 0 1 G_24_24_24_0 := Group; G_24_24_24_1 := Group; // 24 24 26 0 1 G_24_24_26_0 := Group; G_24_24_26_1 := Group; // 24 26 26 0 1 3 5 G_24_26_26_0 := Group; G_24_26_26_1 := Group; G_24_26_26_3 := Group; G_24_26_26_5 := Group; // 26 26 26 0 1 5 21 G_26_26_26_0 := Group; G_26_26_26_1 := Group; G_26_26_26_5 := Group; G_26_26_26_21 := Group;