INFORMATION ON THE IMAGE IN PSL(2,Z) OF THE GROUP OF PURE MODULAR GROUP LIFTABLES UNDER ITS PULLBACK ACTION ON THE UPPER HALF-PLANE Index in PSL(2,Z): 2880 Minimal number of generators: 481 Number of equivalence classes of cusps: 90 Genus: 196 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -31/25 -31/26 0/1 1/1 31/27 31/24 31/23 31/22 155/109 3/2 31/20 93/59 31/19 155/91 31/18 93/52 31/17 2/1 15/7 124/57 31/14 93/41 62/27 217/92 31/13 155/64 5/2 155/61 31/12 186/71 124/47 62/23 93/34 31/11 3/1 62/19 124/37 155/46 186/55 31/9 7/2 18/5 62/17 310/83 248/65 31/8 4/1 21/5 124/29 30/7 13/3 31/7 9/2 14/3 62/13 24/5 29/6 5/1 31/6 26/5 21/4 16/3 27/5 11/2 28/5 62/11 17/3 23/4 29/5 6/1 31/5 25/4 19/3 13/2 20/3 27/4 7/1 22/3 37/5 15/2 23/3 31/4 8/1 17/2 9/1 19/2 10/1 11/1 12/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -10/1 -1/3 -9/28 -9/1 -7/24 -2/7 -17/2 -11/40 -8/1 -7/27 -1/4 -31/4 -1/4 -23/3 -1/4 -20/81 -38/5 -11/45 -21/86 -15/2 -1/4 -22/3 -1/4 -5/21 -7/1 -5/22 -2/9 -27/4 -7/32 -47/7 -3/14 -4/19 -20/3 -11/51 -3/14 -13/2 -5/24 -19/3 -7/34 -8/39 -6/1 -1/5 -5/26 -23/4 -3/16 -17/3 -11/60 -2/11 -28/5 -11/61 -9/50 -11/2 -5/28 -27/5 -7/40 -4/23 -16/3 -5/29 -1/6 -21/4 -17/100 -5/1 -1/6 -4/25 -29/6 -5/32 -24/5 -7/45 -9/58 -19/4 -11/72 -33/7 -3/20 -4/27 -14/3 -5/33 -3/20 -23/5 -3/20 -4/27 -32/7 -1/6 -1/7 -9/2 -7/48 -31/7 -1/7 -22/5 -1/7 -17/120 -35/8 -9/64 -48/11 -23/164 -15/107 -61/14 -47/336 -13/3 -5/36 -4/29 -30/7 -1/7 -3/22 -47/11 -4/29 -3/22 -17/4 -5/36 -21/5 -2/15 -1/8 -4/1 -3/23 -1/8 -31/8 -1/8 -27/7 -1/8 -20/161 -50/13 -13/105 -25/202 -23/6 -1/8 -42/11 -13/106 -19/155 -19/5 -9/74 -4/33 -34/9 -3/25 -5/42 -15/4 -1/8 -71/19 -1/8 -4/33 -56/15 -7/58 -3/25 -97/26 -1/8 -41/11 -1/8 -4/33 -26/7 -3/25 -5/42 -11/3 -5/42 -2/17 -40/11 -9/77 -7/60 -29/8 -7/60 -47/13 -3/26 -16/139 -112/31 -3/26 -1/9 -65/18 -5/44 -18/5 -1/8 -1/9 -61/17 -2/17 -3/26 -43/12 -7/60 -25/7 -3/26 -4/35 -57/16 -5/44 -32/9 -1/9 -1/10 -7/2 -5/44 -31/9 -1/9 -24/7 -1/9 -17/154 -65/19 -13/118 -12/109 -41/12 -29/264 -17/5 -7/64 -6/55 -61/18 -43/396 -44/13 -13/120 -17/157 -71/21 -4/37 -35/324 -27/8 -3/28 -91/27 -28/261 -3/28 -155/46 -3/28 -64/19 -3/28 -17/159 -37/11 -2/19 -1/10 -84/25 -1/9 -3/28 -47/14 -3/28 -57/17 -7/66 -2/19 -10/3 -1/9 -3/28 -33/10 -1/8 -23/7 -3/28 -8/75 -59/18 -3/28 -36/11 -5/47 -7/66 -13/4 -5/48 -29/9 -3/28 -2/19 -16/5 -3/29 -1/10 -19/6 -5/48 -41/13 -23/224 -4/39 -22/7 -5/49 -11/108 -3/1 -1/10 -2/21 -23/8 -3/32 -20/7 -9/97 -5/54 -57/20 -7/76 -37/13 -5/54 -6/65 -17/6 -11/120 -31/11 -1/11 -14/5 -1/11 -9/100 -25/9 -13/146 -4/45 -11/4 -1/12 -52/19 -3/35 -1/12 -93/34 -1/12 -41/15 -1/12 0/1 -71/26 -3/32 -30/11 -1/11 -3/34 -49/18 -1/12 -19/7 -4/45 -3/34 -46/17 -3/34 -11/125 -27/10 -7/80 -8/3 -1/11 -1/12 -45/17 -4/47 -1/12 -37/14 -5/56 -66/25 -7/80 -9/103 -29/11 -2/23 -9/104 -21/8 -13/152 -76/29 -15/176 -19/223 -55/21 -4/47 -25/294 -89/34 -1/12 -123/47 -4/47 -9/106 -34/13 -9/106 -5/59 -47/18 -1/12 -13/5 -8/95 -1/12 -31/12 -1/12 -18/7 -1/12 -11/133 -59/23 -8/97 -15/182 -41/16 -25/304 -64/25 -21/256 -5/61 -23/9 -1/12 -4/49 -74/29 -9/110 -13/159 -51/20 -1/12 -28/11 -11/135 -7/86 -61/24 -37/456 -33/13 -11/136 -8/99 -5/2 -1/12 -32/13 -7/90 -1/13 -59/24 -3/40 -27/11 -1/12 0/1 -22/9 -1/12 -3/37 -83/34 -17/212 -61/25 -2/25 -3/38 -100/41 -3/38 -1/13 -39/16 -1/12 -17/7 -2/25 -7/88 -63/26 -37/468 -109/45 -62/785 -3/38 -155/64 -3/38 -46/19 -3/38 -25/317 -29/12 -11/140 -12/5 -7/90 -1/13 -31/13 -1/13 -19/8 -11/144 -64/27 -7/92 -13/171 -45/19 -8/105 -7/92 -71/30 -31/408 -26/11 -5/66 -9/119 -59/25 -5/66 -4/53 -92/39 -1/13 -5/66 -33/14 -3/40 -40/17 -7/93 -3/40 -7/3 -2/27 -1/14 -30/13 -1/13 -1/14 -23/10 -3/40 -16/7 -1/13 -1/14 -41/18 -5/72 -25/11 -1/14 0/1 -59/26 -5/64 -93/41 -1/13 -34/15 -1/13 -5/66 -43/19 -7/94 -2/27 -9/4 -5/68 -47/21 -4/55 -1/14 -38/17 -3/41 -1/14 -29/13 -11/152 -6/83 -49/22 -13/180 -20/9 -11/153 -1/14 -31/14 -1/14 -11/5 -1/14 -6/85 -24/11 -3/43 -11/158 -37/17 -17/246 -2/29 -50/23 -9/131 -7/102 -13/6 -3/44 -15/7 -1/14 -2/29 -17/8 -3/44 -2/1 -1/15 -1/16 -17/9 -1/16 -2/33 -15/8 -1/16 -13/7 -1/16 -4/65 -63/34 -29/476 -50/27 -11/181 -13/214 -87/47 -37/610 -2/33 -124/67 -2/33 -37/20 -15/248 -24/13 -5/83 -3/50 -35/19 -1/16 -2/33 -11/6 -5/84 -31/17 -1/17 -20/11 -1/17 -9/154 -29/16 -3/52 -38/21 -11/190 -7/121 -47/26 -3/52 -9/5 -3/52 -2/35 -34/19 -9/161 -1/18 -93/52 -1/18 -59/33 -1/18 -12/217 -84/47 -5/91 -9/164 -25/14 -3/56 -66/37 -1/15 -1/16 -41/23 -1/16 0/1 -16/9 -1/18 -1/19 -39/22 -1/20 -62/35 0/1 -23/13 -1/16 0/1 -30/17 -3/50 -1/17 -7/4 -3/52 -33/19 -5/88 -8/141 -125/72 -53/936 -217/125 -3/53 -92/53 -3/53 -37/654 -59/34 -7/124 -26/15 -3/53 -1/18 -97/56 -7/124 -71/41 -4/71 -25/444 -45/26 -11/196 -64/37 -9/160 -5/89 -83/48 -35/624 -19/11 -8/143 -1/18 -31/18 -1/18 -12/7 -1/18 -5/91 -65/38 -9/164 -118/69 -15/274 -11/201 -53/31 -4/73 -7/128 -41/24 -17/312 -29/17 -2/37 -3/56 -46/27 -1/18 -3/55 -155/91 -3/55 -109/64 -5/92 -63/37 -1/18 -2/37 -17/10 -5/92 -39/23 -14/261 -3/56 -100/59 -29/542 -13/243 -61/36 -25/468 -83/49 -4/75 -29/544 -22/13 -7/132 -1/19 -27/16 -1/20 -59/35 -1/18 0/1 -32/19 -1/18 -1/19 -5/3 -1/18 0/1 -33/20 -3/56 -94/57 -1/18 -1/19 -155/94 -1/18 -61/37 -1/18 -2/37 -28/17 -1/18 -1/19 -23/14 -3/56 -64/39 -3/56 -13/243 -105/64 -25/468 -41/25 -4/75 -13/244 -59/36 -3/56 -18/11 -7/132 -1/19 -31/19 -1/19 -13/8 -5/96 -47/29 -4/77 -3/58 -34/21 -3/58 -11/213 -123/76 -47/912 -89/55 -26/505 -7/136 -55/34 -15/292 -186/115 -2/39 -131/81 -2/39 -29/566 -76/47 -9/176 -7/137 -97/60 -1/20 -21/13 -2/39 -1/20 -71/44 -5/96 -121/75 -2/39 -5/98 -50/31 -1/18 -1/19 -29/18 -7/136 -124/77 -2/39 -95/59 -2/39 -25/488 -66/41 -9/176 -7/137 -37/23 -2/39 -5/98 -45/28 -13/256 -8/5 -1/20 -1/21 -35/22 -1/24 -62/39 0/1 -27/17 -1/16 0/1 -46/29 -1/18 -1/19 -19/12 -1/20 -49/31 -2/37 -3/56 -30/19 -1/18 -1/19 -41/26 -11/208 -93/59 -1/19 -52/33 -1/19 -17/324 -63/40 -23/440 -11/7 -3/58 -2/39 -36/23 -1/19 -3/58 -97/62 -1/20 -61/39 -3/58 -2/39 -86/55 -1/19 -3/58 -25/16 -9/176 -64/41 -3/59 -13/256 -39/25 -2/39 -1/20 -14/9 -5/99 -1/20 -31/20 -1/20 -17/11 -1/20 -6/121 -37/24 -13/264 -20/13 -3/61 -5/102 -23/15 -1/20 0/1 -3/2 -1/20 -25/17 -5/106 -4/85 -22/15 -1/21 -3/64 -41/28 -13/280 -19/13 -1/22 0/1 -16/11 -5/109 -1/22 -29/20 -3/68 -13/9 -1/24 0/1 -62/43 0/1 -49/34 -1/12 -36/25 -1/17 -1/18 -59/41 -1/18 0/1 -23/16 -1/20 -56/39 -1/19 -3/58 -89/62 -1/20 -33/23 -1/20 -4/81 -43/30 -7/144 -10/7 -1/21 -3/64 -67/47 -7/150 -2/43 -124/87 -2/43 -57/40 -5/108 -104/73 -5/109 -1/22 -47/33 -1/22 0/1 -37/26 -1/24 -64/45 -5/104 -1/21 -155/109 -1/21 -91/64 -11/232 -27/19 -4/85 -3/64 -98/69 -7/150 -23/493 -71/50 -19/408 -186/131 -2/43 -115/81 -2/43 -29/624 -44/31 -5/108 -3/65 -61/43 -2/43 -1/22 -17/12 -5/108 -41/29 -7/152 -4/87 -65/46 -9/196 -89/63 -11/240 -6/131 -24/17 -7/153 -1/22 -31/22 -1/22 -7/5 -1/22 -2/45 -32/23 -1/22 -1/23 -57/41 -1/22 -2/45 -82/59 -1/22 -1/23 -25/18 -7/160 -93/67 -1/23 -68/49 -1/23 -19/438 -43/31 -7/162 -6/139 -104/75 -13/302 -17/395 -165/119 -4/93 -43/1000 -61/44 -17/396 -18/13 -3/71 -1/24 -65/47 -1/26 0/1 -112/81 -1/23 -3/70 -47/34 -1/24 -123/89 -1/26 0/1 -76/55 -1/23 -1/24 -29/21 -1/24 -2/49 -69/50 -1/28 -40/29 -1/27 -1/28 -51/37 -1/34 0/1 -62/45 0/1 -11/8 -1/20 -37/27 -7/150 -2/43 -100/73 -7/151 -19/410 -63/46 -17/368 -89/65 -7/152 -18/391 -26/19 -7/153 -1/22 -93/68 -1/22 -67/49 -1/22 -18/397 -41/30 -11/244 -97/71 -4/89 -7/156 -56/41 -1/22 -3/67 -183/134 -13/292 -310/227 -2/45 -127/93 -2/45 -7/158 -71/52 -1/24 -15/11 -1/22 -2/45 -34/25 -3/65 -1/22 -53/39 -9/200 -4/89 -72/53 -3/67 -17/380 -19/14 -3/68 -61/45 -1/22 -2/45 -103/76 -21/472 -248/183 -2/45 -145/107 -2/45 -35/788 -42/31 -7/158 -5/113 -23/17 -3/68 -4/91 -50/37 -9/205 -5/114 -77/57 -5/114 -16/365 -27/20 -7/160 -31/23 -1/23 -4/3 -1/23 -1/24 -25/19 -1/22 0/1 -21/16 -5/112 -17/13 -2/47 -1/24 -47/36 -1/24 -124/95 0/1 -77/59 -1/22 0/1 -30/23 -1/22 -1/23 -13/10 -1/24 -74/57 -7/165 -5/118 -61/47 -2/47 -5/118 -48/37 -1/23 -1/24 -83/64 -19/448 -35/27 -2/47 -1/24 -22/17 -5/119 -1/24 -31/24 -1/24 -9/7 -1/24 -2/49 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1/30 10/9 1/28 1/27 9/8 1/24 17/15 2/57 1/28 8/7 1/28 1/27 31/27 1/27 23/20 3/80 38/33 1/27 1/26 15/13 2/53 1/26 22/19 1/25 1/24 7/6 1/24 27/23 4/113 1/28 47/40 1/28 20/17 3/82 1/27 13/11 0/1 1/28 19/16 3/80 6/5 1/26 1/25 23/19 4/97 1/24 17/14 1/20 28/23 1/30 1/29 11/9 2/53 1/26 27/22 1/24 16/13 1/26 3/77 21/17 2/51 3/76 5/4 1/24 29/23 3/68 2/45 24/19 1/22 1/21 19/15 0/1 1/30 33/26 3/80 14/11 3/76 1/25 23/18 1/24 32/25 1/26 1/25 9/7 2/49 1/24 31/24 1/24 22/17 1/24 5/119 35/27 1/24 2/47 48/37 1/24 1/23 61/47 5/118 2/47 13/10 1/24 30/23 1/23 1/22 47/36 1/24 17/13 1/24 2/47 21/16 5/112 4/3 1/24 1/23 31/23 1/23 27/20 7/160 50/37 5/114 9/205 23/17 4/91 3/68 42/31 5/113 7/158 19/14 3/68 34/25 1/22 3/65 15/11 2/45 1/22 71/52 1/24 56/41 3/67 1/22 97/71 7/156 4/89 41/30 11/244 26/19 1/22 7/153 11/8 1/20 40/29 1/28 1/27 29/21 2/49 1/24 47/34 1/24 112/81 3/70 1/23 65/47 0/1 1/26 18/13 1/24 3/71 61/44 17/396 43/31 6/139 7/162 25/18 7/160 57/41 2/45 1/22 32/23 1/23 1/22 7/5 2/45 1/22 31/22 1/22 24/17 1/22 7/153 65/46 9/196 41/29 4/87 7/152 17/12 5/108 61/43 1/22 2/43 44/31 3/65 5/108 71/50 19/408 27/19 3/64 4/85 91/64 11/232 155/109 1/21 64/45 1/21 5/104 37/26 1/24 84/59 3/65 5/108 47/33 0/1 1/22 57/40 5/108 10/7 3/64 1/21 33/23 4/81 1/20 23/16 1/20 59/41 0/1 1/18 36/25 1/18 1/17 13/9 0/1 1/24 29/20 3/68 16/11 1/22 5/109 19/13 0/1 1/22 41/28 13/280 22/15 3/64 1/21 3/2 1/20 23/15 0/1 1/20 20/13 5/102 3/61 57/37 2/41 5/102 37/24 13/264 17/11 6/121 1/20 31/20 1/20 14/9 1/20 5/99 25/16 9/176 11/7 2/39 3/58 52/33 17/324 1/19 93/59 1/19 41/26 11/208 71/45 4/75 3/56 30/19 1/19 1/18 49/31 3/56 2/37 19/12 1/20 46/29 1/19 1/18 27/17 0/1 1/16 8/5 1/21 1/20 45/28 13/256 37/23 5/98 2/39 66/41 7/137 9/176 29/18 7/136 21/13 1/20 2/39 76/47 7/137 9/176 55/34 15/292 89/55 7/136 26/505 123/76 47/912 34/21 11/213 3/58 47/29 3/58 4/77 13/8 5/96 31/19 1/19 18/11 1/19 7/132 59/36 3/56 41/25 13/244 4/75 64/39 13/243 3/56 23/14 3/56 74/45 11/205 19/354 51/31 12/223 7/130 28/17 1/19 1/18 61/37 2/37 1/18 33/20 3/56 5/3 0/1 1/18 32/19 1/19 1/18 59/35 0/1 1/18 27/16 1/20 22/13 1/19 7/132 83/49 29/544 4/75 61/36 25/468 100/59 13/243 29/542 39/23 3/56 14/261 17/10 5/92 63/37 2/37 1/18 109/64 5/92 155/91 3/55 46/27 3/55 1/18 29/17 3/56 2/37 12/7 5/91 1/18 31/18 1/18 19/11 1/18 8/143 64/37 5/89 9/160 45/26 11/196 71/41 25/444 4/71 26/15 1/18 3/53 59/34 7/124 92/53 37/654 3/53 33/19 8/141 5/88 40/23 3/52 1/17 7/4 3/52 30/17 1/17 3/50 23/13 0/1 1/16 16/9 1/19 1/18 41/23 0/1 1/16 25/14 3/56 59/33 12/217 1/18 93/52 1/18 34/19 1/18 9/161 43/24 9/160 9/5 2/35 3/52 47/26 3/52 38/21 7/121 11/190 29/16 3/52 49/27 6/103 7/120 20/11 9/154 1/17 31/17 1/17 11/6 5/84 24/13 3/50 5/83 37/20 15/248 50/27 13/214 11/181 13/7 4/65 1/16 15/8 1/16 17/9 2/33 1/16 2/1 1/16 1/15 17/8 3/44 15/7 2/29 1/14 13/6 3/44 63/29 7/102 2/29 50/23 7/102 9/131 87/40 35/508 124/57 2/29 37/17 2/29 17/246 24/11 11/158 3/43 35/16 7/100 11/5 6/85 1/14 31/14 1/14 20/9 1/14 11/153 29/13 6/83 11/152 38/17 1/14 3/41 47/21 1/14 4/55 9/4 5/68 34/15 5/66 1/13 93/41 1/13 59/26 5/64 84/37 1/13 1/12 25/11 0/1 1/14 66/29 1/16 1/15 41/18 5/72 16/7 1/14 1/13 39/17 5/68 2/27 62/27 2/27 23/10 3/40 30/13 1/14 1/13 7/3 1/14 2/27 33/14 3/40 125/53 4/53 5/66 217/92 5/66 92/39 5/66 1/13 59/25 4/53 5/66 26/11 9/119 5/66 97/41 17/224 40/527 71/30 31/408 45/19 7/92 8/105 64/27 13/171 7/92 83/35 39/512 8/105 19/8 11/144 31/13 1/13 12/5 1/13 7/90 65/27 13/166 4/51 118/49 7/89 3/38 53/22 1/12 41/17 5/64 4/51 29/12 11/140 46/19 25/317 3/38 155/64 3/38 109/45 3/38 62/785 63/26 37/468 17/7 7/88 2/25 39/16 1/12 100/41 1/13 3/38 61/25 3/38 2/25 83/34 17/212 22/9 3/37 1/12 27/11 0/1 1/12 59/24 3/40 32/13 1/13 7/90 5/2 1/12 33/13 8/99 11/136 94/37 53/654 3/37 155/61 3/37 61/24 37/456 28/11 7/86 11/135 23/9 4/49 1/12 64/25 5/61 21/256 105/41 11/134 28/341 41/16 25/304 59/23 15/182 8/97 18/7 11/133 1/12 31/12 1/12 13/5 1/12 8/95 47/18 1/12 34/13 5/59 9/106 123/47 9/106 4/47 89/34 1/12 55/21 25/294 4/47 186/71 4/47 131/50 63/740 76/29 19/223 15/176 97/37 4/47 15/176 21/8 13/152 71/27 11/128 8/93 121/46 21/244 50/19 13/151 5/58 29/11 9/104 2/23 124/47 2/23 95/36 23/264 66/25 9/103 7/80 37/14 5/56 45/17 1/12 4/47 8/3 1/12 1/11 35/13 9/104 2/23 62/23 2/23 27/10 7/80 46/17 11/125 3/34 19/7 3/34 4/45 49/18 1/12 30/11 3/34 1/11 41/15 0/1 1/12 93/34 1/12 52/19 1/12 3/35 63/23 2/23 3/34 11/4 1/12 36/13 3/34 19/215 97/35 44/497 17/192 61/22 39/440 86/31 41/462 15/169 25/9 4/45 13/146 64/23 5/56 21/235 39/14 5/56 14/5 9/100 1/11 31/11 1/11 17/6 11/120 37/13 6/65 5/54 20/7 5/54 9/97 23/8 3/32 3/1 2/21 1/10 25/8 17/168 22/7 11/108 5/49 41/13 4/39 23/224 19/6 5/48 16/5 1/10 3/29 29/9 2/19 3/28 13/4 5/48 62/19 2/19 49/15 2/19 19/180 36/11 7/66 5/47 59/18 3/28 23/7 8/75 3/28 56/17 5/46 1/9 89/27 6/55 7/64 33/10 1/8 43/13 2/19 7/66 10/3 3/28 1/9 67/20 5/48 124/37 2/19 57/17 2/19 7/66 104/31 7/66 5/47 47/14 3/28 37/11 1/10 2/19 64/19 17/159 3/28 155/46 3/28 91/27 3/28 28/261 27/8 3/28 98/29 7/65 11/102 71/21 35/324 4/37 186/55 4/37 115/34 61/564 44/13 17/157 13/120 61/18 43/396 17/5 6/55 7/64 41/12 29/264 65/19 12/109 13/118 89/26 11/100 24/7 17/154 1/9 31/9 1/9 7/2 5/44 32/9 1/10 1/9 57/16 5/44 82/23 3/26 5/43 25/7 4/35 3/26 93/26 3/26 68/19 3/26 11/95 43/12 7/60 104/29 9/77 11/94 165/46 17/144 61/17 3/26 2/17 18/5 1/9 1/8 65/18 5/44 112/31 1/9 3/26 47/13 16/139 3/26 123/34 55/476 76/21 25/216 11/95 29/8 7/60 69/19 17/146 12/103 40/11 7/60 9/77 51/14 23/196 62/17 2/17 11/3 2/17 5/42 37/10 7/60 100/27 5/42 3/25 63/17 2/17 5/42 89/24 1/8 26/7 5/42 3/25 93/25 3/25 67/18 13/108 41/11 4/33 1/8 97/26 1/8 56/15 3/25 7/58 183/49 23/190 4/33 310/83 4/33 127/34 17/140 71/19 4/33 1/8 15/4 1/8 34/9 5/42 3/25 53/14 15/124 72/19 3/25 1/8 19/5 4/33 9/74 61/16 45/368 103/27 71/580 6/49 248/65 6/49 145/38 97/792 42/11 19/155 13/106 23/6 1/8 50/13 25/202 13/105 77/20 1/8 27/7 20/161 1/8 31/8 1/8 4/1 1/8 3/23 25/6 13/96 21/5 1/8 2/15 17/4 5/36 47/11 3/22 4/29 124/29 4/29 77/18 5/36 30/7 3/22 1/7 13/3 4/29 5/36 74/17 31/222 25/179 61/14 47/336 48/11 15/107 23/164 83/19 8/57 9/64 35/8 9/64 22/5 17/120 1/7 31/7 1/7 9/2 7/48 41/9 4/27 3/20 32/7 1/7 1/6 23/5 4/27 3/20 60/13 1/8 1/7 37/8 13/88 14/3 3/20 5/33 61/13 2/13 1/6 47/10 3/20 33/7 4/27 3/20 52/11 23/152 5/33 19/4 11/72 62/13 2/13 43/9 2/13 25/162 24/5 9/58 7/45 29/6 5/32 5/1 4/25 1/6 31/6 1/6 26/5 1/6 21/125 21/4 17/100 16/3 1/6 5/29 27/5 4/23 7/40 65/12 5/28 38/7 1/6 5/29 11/2 5/28 61/11 1/6 2/11 50/9 1/6 1/5 39/7 5/28 2/11 28/5 9/50 11/61 45/8 29/160 62/11 2/11 17/3 2/11 11/60 23/4 3/16 29/5 14/75 3/16 35/6 3/16 6/1 5/26 1/5 31/5 1/5 25/4 21/104 19/3 8/39 7/34 13/2 5/24 33/5 4/19 11/52 20/3 3/14 11/51 67/10 7/32 47/7 4/19 3/14 74/11 3/14 11/51 27/4 7/32 7/1 2/9 5/22 22/3 5/21 1/4 37/5 11/46 6/25 15/2 1/4 38/5 21/86 11/45 23/3 20/81 1/4 31/4 1/4 8/1 1/4 7/27 17/2 11/40 9/1 2/7 7/24 19/2 11/36 10/1 9/28 1/3 11/1 6/17 5/14 12/1 5/13 7/18 1/0 1/0 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(63,682,-40,-433) (-10/1,1/0) -> (-52/33,-63/40) Hyperbolic Matrix(125,1178,-92,-867) (-10/1,-9/1) -> (-53/39,-72/53) Hyperbolic Matrix(187,1612,108,931) (-9/1,-17/2) -> (45/26,71/41) Hyperbolic Matrix(61,496,38,309) (-17/2,-8/1) -> (8/5,45/28) Hyperbolic Matrix(63,496,8,63) (-8/1,-31/4) -> (31/4,8/1) Hyperbolic Matrix(185,1426,24,185) (-31/4,-23/3) -> (23/3,31/4) Hyperbolic Matrix(495,3782,292,2231) (-23/3,-38/5) -> (100/59,39/23) Hyperbolic Matrix(311,2356,172,1303) (-38/5,-15/2) -> (47/26,38/21) Hyperbolic Matrix(309,2294,-92,-683) (-15/2,-22/3) -> (-84/25,-47/14) Hyperbolic Matrix(247,1798,68,495) (-22/3,-7/1) -> (69/19,40/11) Hyperbolic Matrix(309,2108,118,805) (-7/1,-27/4) -> (89/34,55/21) Hyperbolic Matrix(497,3348,-368,-2479) (-27/4,-47/7) -> (-77/57,-27/20) Hyperbolic Matrix(869,5828,-610,-4091) (-47/7,-20/3) -> (-104/73,-47/33) Hyperbolic Matrix(187,1240,-84,-557) (-20/3,-13/2) -> (-49/22,-20/9) Hyperbolic Matrix(185,1178,68,433) (-13/2,-19/3) -> (19/7,49/18) Hyperbolic Matrix(247,1550,-178,-1117) (-19/3,-6/1) -> (-68/49,-43/31) Hyperbolic Matrix(247,1426,-172,-993) (-6/1,-23/4) -> (-23/16,-56/39) Hyperbolic Matrix(185,1054,76,433) (-23/4,-17/3) -> (17/7,39/16) Hyperbolic Matrix(309,1736,-254,-1427) (-17/3,-28/5) -> (-28/23,-45/37) Hyperbolic Matrix(311,1736,-122,-681) (-28/5,-11/2) -> (-51/20,-28/11) Hyperbolic Matrix(125,682,-68,-371) (-11/2,-27/5) -> (-35/19,-11/6) Hyperbolic Matrix(311,1674,196,1055) (-27/5,-16/3) -> (46/29,27/17) Hyperbolic Matrix(187,992,82,435) (-16/3,-21/4) -> (41/18,16/7) Hyperbolic Matrix(309,1612,-226,-1179) (-21/4,-5/1) -> (-67/49,-41/30) Hyperbolic Matrix(63,310,38,187) (-5/1,-29/6) -> (33/20,5/3) Hyperbolic Matrix(373,1798,206,993) (-29/6,-24/5) -> (38/21,29/16) Hyperbolic Matrix(311,1488,-246,-1177) (-24/5,-19/4) -> (-43/34,-24/19) Hyperbolic Matrix(433,2046,-302,-1427) (-19/4,-33/7) -> (-33/23,-43/30) Hyperbolic Matrix(619,2914,-448,-2109) (-33/7,-14/3) -> (-76/55,-29/21) Hyperbolic Matrix(187,868,-120,-557) (-14/3,-23/5) -> (-39/25,-14/9) Hyperbolic Matrix(311,1426,176,807) (-23/5,-32/7) -> (30/17,23/13) Hyperbolic Matrix(557,2542,-204,-931) (-32/7,-9/2) -> (-71/26,-30/11) Hyperbolic Matrix(125,558,28,125) (-9/2,-31/7) -> (31/7,9/2) Hyperbolic Matrix(309,1364,70,309) (-31/7,-22/5) -> (22/5,31/7) Hyperbolic Matrix(311,1364,184,807) (-22/5,-35/8) -> (27/16,22/13) Hyperbolic Matrix(1675,7316,-1036,-4525) (-35/8,-48/11) -> (-76/47,-97/60) Hyperbolic Matrix(2417,10540,668,2913) (-48/11,-61/14) -> (123/34,76/21) Hyperbolic Matrix(371,1612,-200,-869) (-61/14,-13/3) -> (-13/7,-63/34) Hyperbolic Matrix(433,1860,274,1177) (-13/3,-30/7) -> (30/19,49/31) Hyperbolic Matrix(869,3720,-666,-2851) (-30/7,-47/11) -> (-77/59,-30/23) Hyperbolic Matrix(247,1054,116,495) (-47/11,-17/4) -> (17/8,15/7) Hyperbolic Matrix(249,1054,176,745) (-17/4,-21/5) -> (41/29,17/12) Hyperbolic Matrix(371,1550,-208,-869) (-21/5,-4/1) -> (-66/37,-41/23) Hyperbolic Matrix(63,248,16,63) (-4/1,-31/8) -> (31/8,4/1) Hyperbolic Matrix(433,1674,112,433) (-31/8,-27/7) -> (27/7,31/8) Hyperbolic Matrix(869,3348,-740,-2851) (-27/7,-50/13) -> (-74/63,-27/23) Hyperbolic Matrix(743,2852,452,1735) (-50/13,-23/6) -> (23/14,74/45) Hyperbolic Matrix(373,1426,130,497) (-23/6,-42/11) -> (20/7,23/8) Hyperbolic Matrix(993,3782,-716,-2727) (-42/11,-19/5) -> (-43/31,-104/75) Hyperbolic Matrix(557,2108,-246,-931) (-19/5,-34/9) -> (-34/15,-43/19) Hyperbolic Matrix(559,2108,214,807) (-34/9,-15/4) -> (47/18,34/13) Hyperbolic Matrix(929,3472,514,1921) (-15/4,-71/19) -> (9/5,47/26) Hyperbolic Matrix(3037,11346,-1776,-6635) (-71/19,-56/15) -> (-118/69,-53/31) Hyperbolic Matrix(681,2542,116,433) (-56/15,-97/26) -> (35/6,6/1) Hyperbolic Matrix(2543,9486,582,2171) (-97/26,-41/11) -> (83/19,35/8) Hyperbolic Matrix(433,1612,-350,-1303) (-41/11,-26/7) -> (-26/21,-21/17) Hyperbolic Matrix(185,682,-118,-435) (-26/7,-11/3) -> (-11/7,-36/23) Hyperbolic Matrix(681,2480,-494,-1799) (-11/3,-40/11) -> (-40/29,-51/37) Hyperbolic Matrix(683,2480,-290,-1053) (-40/11,-29/8) -> (-33/14,-40/17) Hyperbolic Matrix(805,2914,-634,-2295) (-29/8,-47/13) -> (-47/37,-33/26) Hyperbolic Matrix(3037,10974,-2248,-8123) (-47/13,-112/31) -> (-50/37,-77/57) Hyperbolic Matrix(4651,16802,1768,6387) (-112/31,-65/18) -> (121/46,50/19) Hyperbolic Matrix(619,2232,378,1363) (-65/18,-18/5) -> (18/11,59/36) Hyperbolic Matrix(1053,3782,742,2665) (-18/5,-61/17) -> (61/43,44/31) Hyperbolic Matrix(1055,3782,-778,-2789) (-61/17,-43/12) -> (-19/14,-61/45) Hyperbolic Matrix(433,1550,-364,-1303) (-43/12,-25/7) -> (-25/21,-19/16) Hyperbolic Matrix(991,3534,-348,-1241) (-25/7,-57/16) -> (-57/20,-37/13) Hyperbolic Matrix(557,1984,226,805) (-57/16,-32/9) -> (32/13,5/2) Hyperbolic Matrix(123,434,70,247) (-32/9,-7/2) -> (7/4,30/17) Hyperbolic Matrix(125,434,36,125) (-7/2,-31/9) -> (31/9,7/2) Hyperbolic Matrix(433,1488,126,433) (-31/9,-24/7) -> (24/7,31/9) Hyperbolic Matrix(1177,4030,-960,-3287) (-24/7,-65/19) -> (-65/53,-38/31) Hyperbolic Matrix(1487,5084,580,1983) (-65/19,-41/12) -> (41/16,59/23) Hyperbolic Matrix(309,1054,236,805) (-41/12,-17/5) -> (17/13,21/16) Hyperbolic Matrix(621,2108,256,869) (-17/5,-61/18) -> (63/26,17/7) Hyperbolic Matrix(1117,3782,806,2729) (-61/18,-44/13) -> (18/13,61/44) Hyperbolic Matrix(2419,8184,-1704,-5765) (-44/13,-71/21) -> (-115/81,-44/31) Hyperbolic Matrix(2605,8804,-1504,-5083) (-71/21,-27/8) -> (-97/56,-71/41) Hyperbolic Matrix(1177,3968,202,681) (-27/8,-91/27) -> (29/5,35/6) Hyperbolic Matrix(8371,28210,2484,8371) (-91/27,-155/46) -> (155/46,91/27) Hyperbolic Matrix(5889,19840,1748,5889) (-155/46,-64/19) -> (64/19,155/46) Hyperbolic Matrix(1179,3968,424,1427) (-64/19,-37/11) -> (25/9,64/23) Hyperbolic Matrix(1549,5208,682,2293) (-37/11,-84/25) -> (84/37,25/11) Hyperbolic Matrix(1737,5828,-1478,-4959) (-47/14,-57/17) -> (-67/57,-47/40) Hyperbolic Matrix(371,1240,-260,-869) (-57/17,-10/3) -> (-10/7,-67/47) Hyperbolic Matrix(619,2046,-488,-1613) (-10/3,-33/10) -> (-33/26,-52/41) Hyperbolic Matrix(433,1426,-358,-1179) (-33/10,-23/7) -> (-23/19,-29/24) Hyperbolic Matrix(435,1426,284,931) (-23/7,-59/18) -> (3/2,23/15) Hyperbolic Matrix(1117,3658,644,2109) (-59/18,-36/11) -> (26/15,59/34) Hyperbolic Matrix(683,2232,-474,-1549) (-36/11,-13/4) -> (-49/34,-36/25) Hyperbolic Matrix(557,1798,-250,-807) (-13/4,-29/9) -> (-29/13,-49/22) Hyperbolic Matrix(559,1798,328,1055) (-29/9,-16/5) -> (46/27,29/17) Hyperbolic Matrix(371,1178,234,743) (-16/5,-19/6) -> (19/12,46/29) Hyperbolic Matrix(745,2356,314,993) (-19/6,-41/13) -> (83/35,19/8) Hyperbolic Matrix(867,2728,512,1611) (-41/13,-22/7) -> (22/13,83/49) Hyperbolic Matrix(497,1550,-278,-867) (-22/7,-3/1) -> (-59/33,-84/47) Hyperbolic Matrix(495,1426,344,991) (-3/1,-23/8) -> (23/16,59/41) Hyperbolic Matrix(497,1426,130,373) (-23/8,-20/7) -> (42/11,23/6) Hyperbolic Matrix(2479,7068,-1740,-4961) (-20/7,-57/20) -> (-57/40,-104/73) Hyperbolic Matrix(807,2294,502,1427) (-37/13,-17/6) -> (45/28,37/23) Hyperbolic Matrix(373,1054,132,373) (-17/6,-31/11) -> (31/11,17/6) Hyperbolic Matrix(309,868,110,309) (-31/11,-14/5) -> (14/5,31/11) Hyperbolic Matrix(311,868,-244,-681) (-14/5,-25/9) -> (-37/29,-14/11) Hyperbolic Matrix(247,682,-180,-497) (-25/9,-11/4) -> (-11/8,-37/27) Hyperbolic Matrix(249,682,-226,-619) (-11/4,-52/19) -> (-10/9,-11/10) Hyperbolic Matrix(3535,9672,1292,3535) (-52/19,-93/34) -> (93/34,52/19) Hyperbolic Matrix(2789,7626,1020,2789) (-93/34,-41/15) -> (41/15,93/34) Hyperbolic Matrix(1861,5084,772,2109) (-41/15,-71/26) -> (53/22,41/17) Hyperbolic Matrix(683,1860,524,1427) (-30/11,-49/18) -> (13/10,30/23) Hyperbolic Matrix(433,1178,68,185) (-49/18,-19/7) -> (19/3,13/2) Hyperbolic Matrix(435,1178,298,807) (-19/7,-46/17) -> (16/11,19/13) Hyperbolic Matrix(619,1674,504,1363) (-46/17,-27/10) -> (27/22,16/13) Hyperbolic Matrix(185,496,-116,-311) (-27/10,-8/3) -> (-8/5,-35/22) Hyperbolic Matrix(187,496,164,435) (-8/3,-45/17) -> (17/15,8/7) Hyperbolic Matrix(867,2294,562,1487) (-45/17,-37/14) -> (37/24,17/11) Hyperbolic Matrix(681,1798,164,433) (-37/14,-66/25) -> (4/1,25/6) Hyperbolic Matrix(3101,8184,-1926,-5083) (-66/25,-29/11) -> (-95/59,-66/41) Hyperbolic Matrix(683,1798,-400,-1053) (-29/11,-21/8) -> (-41/24,-29/17) Hyperbolic Matrix(2791,7316,-2152,-5641) (-21/8,-76/29) -> (-48/37,-83/64) Hyperbolic Matrix(5395,14136,-3336,-8741) (-76/29,-55/21) -> (-131/81,-76/47) Hyperbolic Matrix(805,2108,118,309) (-55/21,-89/34) -> (27/4,7/1) Hyperbolic Matrix(6325,16554,1706,4465) (-89/34,-123/47) -> (63/17,89/24) Hyperbolic Matrix(2109,5518,1280,3349) (-123/47,-34/13) -> (28/17,61/37) Hyperbolic Matrix(807,2108,214,559) (-34/13,-47/18) -> (15/4,34/9) Hyperbolic Matrix(309,806,166,433) (-47/18,-13/5) -> (13/7,15/8) Hyperbolic Matrix(311,806,120,311) (-13/5,-31/12) -> (31/12,13/5) Hyperbolic Matrix(433,1116,168,433) (-31/12,-18/7) -> (18/7,31/12) Hyperbolic Matrix(869,2232,628,1613) (-18/7,-59/23) -> (65/47,18/13) Hyperbolic Matrix(1983,5084,580,1487) (-59/23,-41/16) -> (41/12,65/19) Hyperbolic Matrix(3099,7936,-1792,-4589) (-41/16,-64/25) -> (-64/37,-83/48) Hyperbolic Matrix(1115,2852,242,619) (-64/25,-23/9) -> (23/5,60/13) Hyperbolic Matrix(1117,2852,826,2109) (-23/9,-74/29) -> (50/37,23/17) Hyperbolic Matrix(559,1426,-510,-1301) (-74/29,-51/20) -> (-11/10,-12/11) Hyperbolic Matrix(2169,5518,1340,3409) (-28/11,-61/24) -> (123/76,34/21) Hyperbolic Matrix(2417,6138,-1392,-3535) (-61/24,-33/13) -> (-33/19,-125/72) Hyperbolic Matrix(123,310,98,247) (-33/13,-5/2) -> (5/4,29/23) Hyperbolic Matrix(805,1984,226,557) (-5/2,-32/13) -> (32/9,57/16) Hyperbolic Matrix(2975,7316,1714,4215) (-32/13,-59/24) -> (59/34,92/53) Hyperbolic Matrix(1363,3348,252,619) (-59/24,-27/11) -> (27/5,65/12) Hyperbolic Matrix(557,1364,430,1053) (-27/11,-22/9) -> (22/17,35/27) Hyperbolic Matrix(1117,2728,762,1861) (-22/9,-83/34) -> (41/28,22/15) Hyperbolic Matrix(4649,11346,-3430,-8371) (-83/34,-61/25) -> (-61/45,-103/76) Hyperbolic Matrix(5083,12400,1372,3347) (-61/25,-100/41) -> (100/27,63/17) Hyperbolic Matrix(1551,3782,1348,3287) (-100/41,-39/16) -> (23/20,38/33) Hyperbolic Matrix(433,1054,76,185) (-39/16,-17/7) -> (17/3,23/4) Hyperbolic Matrix(869,2108,256,621) (-17/7,-63/26) -> (61/18,17/5) Hyperbolic Matrix(6757,16368,1868,4525) (-63/26,-109/45) -> (47/13,123/34) Hyperbolic Matrix(13951,33790,5760,13951) (-109/45,-155/64) -> (155/64,109/45) Hyperbolic Matrix(5889,14260,2432,5889) (-155/64,-46/19) -> (46/19,155/64) Hyperbolic Matrix(743,1798,512,1239) (-46/19,-29/12) -> (29/20,16/11) Hyperbolic Matrix(745,1798,-462,-1115) (-29/12,-12/5) -> (-50/31,-29/18) Hyperbolic Matrix(311,744,130,311) (-12/5,-31/13) -> (31/13,12/5) Hyperbolic Matrix(495,1178,208,495) (-31/13,-19/8) -> (19/8,31/13) Hyperbolic Matrix(3347,7936,-2040,-4837) (-19/8,-64/27) -> (-64/39,-105/64) Hyperbolic Matrix(497,1178,262,621) (-64/27,-45/19) -> (17/9,2/1) Hyperbolic Matrix(681,1612,602,1425) (-45/19,-71/30) -> (9/8,17/15) Hyperbolic Matrix(3721,8804,-2620,-6199) (-71/30,-26/11) -> (-98/69,-71/50) Hyperbolic Matrix(1549,3658,1076,2541) (-26/11,-59/25) -> (59/41,36/25) Hyperbolic Matrix(3101,7316,1840,4341) (-59/25,-92/39) -> (32/19,59/35) Hyperbolic Matrix(2603,6138,-1578,-3721) (-92/39,-33/14) -> (-33/20,-94/57) Hyperbolic Matrix(185,434,26,61) (-40/17,-7/3) -> (7/1,22/3) Hyperbolic Matrix(187,434,134,311) (-7/3,-30/13) -> (32/23,7/5) Hyperbolic Matrix(619,1426,484,1115) (-30/13,-23/10) -> (23/18,32/25) Hyperbolic Matrix(433,992,-244,-559) (-23/10,-16/7) -> (-16/9,-39/22) Hyperbolic Matrix(435,992,82,187) (-16/7,-41/18) -> (21/4,16/3) Hyperbolic Matrix(681,1550,-518,-1179) (-41/18,-25/11) -> (-25/19,-21/16) Hyperbolic Matrix(683,1550,-464,-1053) (-25/11,-59/26) -> (-3/2,-25/17) Hyperbolic Matrix(4837,10974,2132,4837) (-59/26,-93/41) -> (93/41,59/26) Hyperbolic Matrix(2789,6324,1230,2789) (-93/41,-34/15) -> (34/15,93/41) Hyperbolic Matrix(247,558,-220,-497) (-43/19,-9/4) -> (-9/8,-19/17) Hyperbolic Matrix(1551,3472,1136,2543) (-9/4,-47/21) -> (15/11,71/52) Hyperbolic Matrix(1053,2356,914,2045) (-47/21,-38/17) -> (38/33,15/13) Hyperbolic Matrix(805,1798,638,1425) (-38/17,-29/13) -> (29/23,24/19) Hyperbolic Matrix(559,1240,252,559) (-20/9,-31/14) -> (31/14,20/9) Hyperbolic Matrix(309,682,140,309) (-31/14,-11/5) -> (11/5,31/14) Hyperbolic Matrix(311,682,-254,-557) (-11/5,-24/11) -> (-38/31,-11/9) Hyperbolic Matrix(2107,4588,-1538,-3349) (-24/11,-37/17) -> (-37/27,-100/73) Hyperbolic Matrix(2851,6200,-1540,-3349) (-37/17,-50/23) -> (-50/27,-87/47) Hyperbolic Matrix(743,1612,-572,-1241) (-50/23,-13/6) -> (-13/10,-74/57) Hyperbolic Matrix(373,806,230,497) (-13/6,-15/7) -> (47/29,13/8) Hyperbolic Matrix(495,1054,116,247) (-15/7,-17/8) -> (17/4,47/11) Hyperbolic Matrix(557,1178,322,681) (-17/8,-2/1) -> (64/37,45/26) Hyperbolic Matrix(621,1178,262,497) (-2/1,-17/9) -> (45/19,64/27) Hyperbolic Matrix(559,1054,428,807) (-17/9,-15/8) -> (47/36,17/13) Hyperbolic Matrix(433,806,166,309) (-15/8,-13/7) -> (13/5,47/18) Hyperbolic Matrix(435,806,34,63) (-63/34,-50/27) -> (12/1,1/0) Hyperbolic Matrix(8307,15376,3818,7067) (-87/47,-124/67) -> (124/57,37/17) Hyperbolic Matrix(8309,15376,3820,7069) (-124/67,-37/20) -> (87/40,124/57) Hyperbolic Matrix(2045,3782,-1308,-2419) (-37/20,-24/13) -> (-86/55,-25/16) Hyperbolic Matrix(1613,2976,-1142,-2107) (-24/13,-35/19) -> (-89/63,-24/17) Hyperbolic Matrix(373,682,204,373) (-11/6,-31/17) -> (31/17,11/6) Hyperbolic Matrix(681,1240,374,681) (-31/17,-20/11) -> (20/11,31/17) Hyperbolic Matrix(683,1240,-580,-1053) (-20/11,-29/16) -> (-33/28,-20/17) Hyperbolic Matrix(993,1798,206,373) (-29/16,-38/21) -> (24/5,29/6) Hyperbolic Matrix(1303,2356,172,311) (-38/21,-47/26) -> (15/2,38/5) Hyperbolic Matrix(1921,3472,514,929) (-47/26,-9/5) -> (71/19,15/4) Hyperbolic Matrix(1177,2108,-866,-1551) (-9/5,-34/19) -> (-34/25,-53/39) Hyperbolic Matrix(3535,6324,1976,3535) (-34/19,-93/52) -> (93/52,34/19) Hyperbolic Matrix(6137,10974,3432,6137) (-93/52,-59/33) -> (59/33,93/52) Hyperbolic Matrix(2915,5208,2048,3659) (-84/47,-25/14) -> (37/26,84/59) Hyperbolic Matrix(2293,4092,868,1549) (-25/14,-66/37) -> (66/25,37/14) Hyperbolic Matrix(557,992,452,805) (-41/23,-16/9) -> (16/13,21/17) Hyperbolic Matrix(2169,3844,944,1673) (-39/22,-62/35) -> (62/27,23/10) Hyperbolic Matrix(2171,3844,946,1675) (-62/35,-23/13) -> (39/17,62/27) Hyperbolic Matrix(807,1426,176,311) (-23/13,-30/17) -> (32/7,23/5) Hyperbolic Matrix(247,434,70,123) (-30/17,-7/4) -> (7/2,32/9) Hyperbolic Matrix(1427,2480,-1034,-1797) (-7/4,-33/19) -> (-29/21,-69/50) Hyperbolic Matrix(18785,32612,7392,12833) (-125/72,-217/125) -> (155/61,61/24) Hyperbolic Matrix(19965,34658,7858,13641) (-217/125,-92/53) -> (94/37,155/61) Hyperbolic Matrix(4215,7316,1714,2975) (-92/53,-59/34) -> (59/24,32/13) Hyperbolic Matrix(2109,3658,644,1117) (-59/34,-26/15) -> (36/11,59/18) Hyperbolic Matrix(2791,4836,752,1303) (-26/15,-97/56) -> (89/24,26/7) Hyperbolic Matrix(931,1612,108,187) (-71/41,-45/26) -> (17/2,9/1) Hyperbolic Matrix(681,1178,322,557) (-45/26,-64/37) -> (2/1,17/8) Hyperbolic Matrix(1363,2356,932,1611) (-83/48,-19/11) -> (19/13,41/28) Hyperbolic Matrix(683,1178,396,683) (-19/11,-31/18) -> (31/18,19/11) Hyperbolic Matrix(433,744,252,433) (-31/18,-12/7) -> (12/7,31/18) Hyperbolic Matrix(4711,8060,1304,2231) (-12/7,-65/38) -> (65/18,112/31) Hyperbolic Matrix(14755,25234,-10804,-18477) (-65/38,-118/69) -> (-56/41,-183/134) Hyperbolic Matrix(2975,5084,1886,3223) (-53/31,-41/24) -> (41/26,71/45) Hyperbolic Matrix(1055,1798,328,559) (-29/17,-46/27) -> (16/5,29/9) Hyperbolic Matrix(8371,14260,4914,8371) (-46/27,-155/91) -> (155/91,46/27) Hyperbolic Matrix(19839,33790,11648,19839) (-155/91,-109/64) -> (109/64,155/91) Hyperbolic Matrix(5643,9610,1202,2047) (-109/64,-63/37) -> (61/13,47/10) Hyperbolic Matrix(1239,2108,874,1487) (-63/37,-17/10) -> (17/12,61/43) Hyperbolic Matrix(621,1054,512,869) (-17/10,-39/23) -> (23/19,17/14) Hyperbolic Matrix(2231,3782,292,495) (-39/23,-100/59) -> (38/5,23/3) Hyperbolic Matrix(6695,11346,2414,4091) (-100/59,-61/36) -> (61/22,86/31) Hyperbolic Matrix(8929,15128,-6440,-10911) (-61/36,-83/49) -> (-165/119,-61/44) Hyperbolic Matrix(1611,2728,512,867) (-83/49,-22/13) -> (22/7,41/13) Hyperbolic Matrix(807,1364,184,311) (-22/13,-27/16) -> (35/8,22/5) Hyperbolic Matrix(4155,7006,1214,2047) (-27/16,-59/35) -> (65/19,89/26) Hyperbolic Matrix(4341,7316,1840,3101) (-59/35,-32/19) -> (92/39,59/25) Hyperbolic Matrix(1179,1984,848,1427) (-32/19,-5/3) -> (57/41,32/23) Hyperbolic Matrix(187,310,38,63) (-5/3,-33/20) -> (29/6,5/1) Hyperbolic Matrix(21017,34658,8910,14693) (-94/57,-155/94) -> (217/92,92/39) Hyperbolic Matrix(19779,32612,8386,13827) (-155/94,-61/37) -> (125/53,217/92) Hyperbolic Matrix(3349,5518,1280,2109) (-61/37,-28/17) -> (34/13,123/47) Hyperbolic Matrix(1055,1736,-866,-1425) (-28/17,-23/14) -> (-39/32,-28/23) Hyperbolic Matrix(2417,3968,868,1425) (-23/14,-64/39) -> (64/23,39/14) Hyperbolic Matrix(3099,5084,982,1611) (-105/64,-41/25) -> (41/13,19/6) Hyperbolic Matrix(3101,5084,2194,3597) (-41/25,-59/36) -> (65/46,41/29) Hyperbolic Matrix(1363,2232,378,619) (-59/36,-18/11) -> (18/5,65/18) Hyperbolic Matrix(683,1116,418,683) (-18/11,-31/19) -> (31/19,18/11) Hyperbolic Matrix(495,806,304,495) (-31/19,-13/8) -> (13/8,31/19) Hyperbolic Matrix(497,806,230,373) (-13/8,-47/29) -> (15/7,13/6) Hyperbolic Matrix(1301,2108,956,1549) (-47/29,-34/21) -> (34/25,15/11) Hyperbolic Matrix(3409,5518,1340,2169) (-34/21,-123/76) -> (61/24,28/11) Hyperbolic Matrix(10727,17360,3870,6263) (-123/76,-89/55) -> (97/35,61/22) Hyperbolic Matrix(1303,2108,1112,1799) (-89/55,-55/34) -> (7/6,27/23) Hyperbolic Matrix(21389,34596,8164,13205) (-55/34,-186/115) -> (186/71,131/50) Hyperbolic Matrix(21391,34596,8166,13207) (-186/115,-131/81) -> (55/21,186/71) Hyperbolic Matrix(3721,6014,998,1613) (-97/60,-21/13) -> (41/11,97/26) Hyperbolic Matrix(1921,3100,422,681) (-21/13,-71/44) -> (9/2,41/9) Hyperbolic Matrix(10913,17608,-7992,-12895) (-71/44,-121/75) -> (-127/93,-71/52) Hyperbolic Matrix(10415,16802,7532,12151) (-121/75,-50/31) -> (112/81,65/47) Hyperbolic Matrix(9547,15376,3618,5827) (-29/18,-124/77) -> (124/47,95/36) Hyperbolic Matrix(9549,15376,3620,5829) (-124/77,-95/59) -> (29/11,124/47) Hyperbolic Matrix(2543,4092,1118,1799) (-66/41,-37/23) -> (25/11,66/29) Hyperbolic Matrix(1427,2294,502,807) (-37/23,-45/28) -> (17/6,37/13) Hyperbolic Matrix(309,496,38,61) (-45/28,-8/5) -> (8/1,17/2) Hyperbolic Matrix(2417,3844,896,1425) (-35/22,-62/39) -> (62/23,27/10) Hyperbolic Matrix(2419,3844,898,1427) (-62/39,-27/17) -> (35/13,62/23) Hyperbolic Matrix(1055,1674,196,311) (-27/17,-46/29) -> (16/3,27/5) Hyperbolic Matrix(743,1178,234,371) (-46/29,-19/12) -> (19/6,16/5) Hyperbolic Matrix(745,1178,628,993) (-19/12,-49/31) -> (13/11,19/16) Hyperbolic Matrix(1177,1860,274,433) (-49/31,-30/19) -> (30/7,13/3) Hyperbolic Matrix(1611,2542,-1258,-1985) (-30/19,-41/26) -> (-41/32,-32/25) Hyperbolic Matrix(4837,7626,3068,4837) (-41/26,-93/59) -> (93/59,41/26) Hyperbolic Matrix(6137,9672,3894,6137) (-93/59,-52/33) -> (52/33,93/59) Hyperbolic Matrix(867,1364,-710,-1117) (-63/40,-11/7) -> (-11/9,-61/50) Hyperbolic Matrix(6697,10478,1982,3101) (-36/23,-97/62) -> (27/8,98/29) Hyperbolic Matrix(11097,17360,4240,6633) (-97/62,-61/39) -> (123/47,89/34) Hyperbolic Matrix(7255,11346,2974,4651) (-61/39,-86/55) -> (100/41,61/25) Hyperbolic Matrix(2541,3968,1786,2789) (-25/16,-64/41) -> (64/45,37/26) Hyperbolic Matrix(2543,3968,994,1551) (-64/41,-39/25) -> (23/9,64/25) Hyperbolic Matrix(559,868,360,559) (-14/9,-31/20) -> (31/20,14/9) Hyperbolic Matrix(681,1054,440,681) (-31/20,-17/11) -> (17/11,31/20) Hyperbolic Matrix(1487,2294,562,867) (-17/11,-37/24) -> (37/14,45/17) Hyperbolic Matrix(2293,3534,-1650,-2543) (-37/24,-20/13) -> (-82/59,-25/18) Hyperbolic Matrix(929,1426,686,1053) (-20/13,-23/15) -> (23/17,42/31) Hyperbolic Matrix(931,1426,284,435) (-23/15,-3/2) -> (59/18,23/7) Hyperbolic Matrix(929,1364,126,185) (-25/17,-22/15) -> (22/3,37/5) Hyperbolic Matrix(1861,2728,762,1117) (-22/15,-41/28) -> (83/34,22/9) Hyperbolic Matrix(3473,5084,1356,1985) (-41/28,-19/13) -> (105/41,41/16) Hyperbolic Matrix(807,1178,298,435) (-19/13,-16/11) -> (46/17,19/7) Hyperbolic Matrix(1239,1798,512,743) (-16/11,-29/20) -> (29/12,46/19) Hyperbolic Matrix(557,806,-472,-683) (-29/20,-13/9) -> (-13/11,-33/28) Hyperbolic Matrix(2665,3844,816,1177) (-13/9,-62/43) -> (62/19,49/15) Hyperbolic Matrix(2667,3844,818,1179) (-62/43,-49/34) -> (13/4,62/19) Hyperbolic Matrix(2541,3658,1076,1549) (-36/25,-59/41) -> (59/25,26/11) Hyperbolic Matrix(991,1426,344,495) (-59/41,-23/16) -> (23/8,3/1) Hyperbolic Matrix(7255,10416,1944,2791) (-56/39,-89/62) -> (97/26,56/15) Hyperbolic Matrix(6263,8990,1858,2667) (-89/62,-33/23) -> (91/27,27/8) Hyperbolic Matrix(2293,3286,-1688,-2419) (-43/30,-10/7) -> (-72/53,-19/14) Hyperbolic Matrix(10787,15376,3218,4587) (-67/47,-124/87) -> (124/37,57/17) Hyperbolic Matrix(10789,15376,3220,4589) (-124/87,-57/40) -> (67/20,124/37) Hyperbolic Matrix(1611,2294,-1394,-1985) (-47/33,-37/26) -> (-37/32,-15/13) Hyperbolic Matrix(3225,4588,698,993) (-37/26,-64/45) -> (60/13,37/8) Hyperbolic Matrix(13951,19840,9810,13951) (-64/45,-155/109) -> (155/109,64/45) Hyperbolic Matrix(19839,28210,13952,19839) (-155/109,-91/64) -> (91/64,155/109) Hyperbolic Matrix(6323,8990,1918,2727) (-91/64,-27/19) -> (89/27,33/10) Hyperbolic Matrix(7377,10478,2662,3781) (-27/19,-98/69) -> (36/13,97/35) Hyperbolic Matrix(24365,34596,7204,10229) (-71/50,-186/131) -> (186/55,115/34) Hyperbolic Matrix(24367,34596,7206,10231) (-186/131,-115/81) -> (71/21,186/55) Hyperbolic Matrix(2665,3782,742,1053) (-44/31,-61/43) -> (61/17,18/5) Hyperbolic Matrix(1487,2108,874,1239) (-61/43,-17/12) -> (17/10,63/37) Hyperbolic Matrix(745,1054,176,249) (-17/12,-41/29) -> (21/5,17/4) Hyperbolic Matrix(3597,5084,2194,3101) (-41/29,-65/46) -> (59/36,41/25) Hyperbolic Matrix(4959,7006,2018,2851) (-65/46,-89/63) -> (27/11,59/24) Hyperbolic Matrix(1055,1488,748,1055) (-24/17,-31/22) -> (31/22,24/17) Hyperbolic Matrix(309,434,220,309) (-31/22,-7/5) -> (7/5,31/22) Hyperbolic Matrix(311,434,134,187) (-7/5,-32/23) -> (30/13,7/3) Hyperbolic Matrix(1427,1984,848,1179) (-32/23,-57/41) -> (5/3,32/19) Hyperbolic Matrix(4773,6634,-4060,-5643) (-57/41,-82/59) -> (-20/17,-67/57) Hyperbolic Matrix(2233,3100,358,497) (-25/18,-93/67) -> (31/5,25/4) Hyperbolic Matrix(1921,2666,312,433) (-93/67,-68/49) -> (6/1,31/5) Hyperbolic Matrix(15873,22010,-11714,-16243) (-104/75,-165/119) -> (-145/107,-42/31) Hyperbolic Matrix(2729,3782,806,1117) (-61/44,-18/13) -> (44/13,61/18) Hyperbolic Matrix(1613,2232,628,869) (-18/13,-65/47) -> (59/23,18/7) Hyperbolic Matrix(5829,8060,2422,3349) (-65/47,-112/81) -> (12/5,65/27) Hyperbolic Matrix(6323,8742,-5382,-7441) (-112/81,-47/34) -> (-47/40,-74/63) Hyperbolic Matrix(11843,16368,6954,9611) (-47/34,-123/89) -> (63/37,109/64) Hyperbolic Matrix(7627,10540,5878,8123) (-123/89,-76/55) -> (48/37,61/47) Hyperbolic Matrix(1303,1798,1124,1551) (-69/50,-40/29) -> (22/19,7/6) Hyperbolic Matrix(2789,3844,764,1053) (-51/37,-62/45) -> (62/17,11/3) Hyperbolic Matrix(2791,3844,766,1055) (-62/45,-11/8) -> (51/14,62/17) Hyperbolic Matrix(9053,12400,5342,7317) (-100/73,-63/46) -> (61/36,100/59) Hyperbolic Matrix(12089,16554,7470,10229) (-63/46,-89/65) -> (89/55,123/76) Hyperbolic Matrix(3533,4836,1494,2045) (-89/65,-26/19) -> (26/11,97/41) Hyperbolic Matrix(2357,3224,454,621) (-26/19,-93/68) -> (31/6,26/5) Hyperbolic Matrix(1859,2542,362,495) (-93/68,-67/49) -> (5/1,31/6) Hyperbolic Matrix(4401,6014,1678,2293) (-41/30,-97/71) -> (97/37,21/8) Hyperbolic Matrix(7625,10416,2314,3161) (-97/71,-56/41) -> (56/17,89/27) Hyperbolic Matrix(70369,96100,18840,25729) (-183/134,-310/227) -> (310/83,127/34) Hyperbolic Matrix(70371,96100,18842,25731) (-310/227,-127/93) -> (183/49,310/83) Hyperbolic Matrix(2543,3472,1136,1551) (-71/52,-15/11) -> (47/21,9/4) Hyperbolic Matrix(1549,2108,956,1301) (-15/11,-34/25) -> (34/21,47/29) Hyperbolic Matrix(45383,61504,11894,16119) (-103/76,-248/183) -> (248/65,145/38) Hyperbolic Matrix(45385,61504,11896,16121) (-248/183,-145/107) -> (103/27,248/65) Hyperbolic Matrix(1053,1426,686,929) (-42/31,-23/17) -> (23/15,20/13) Hyperbolic Matrix(2293,3100,412,557) (-23/17,-50/37) -> (50/9,39/7) Hyperbolic Matrix(1241,1674,920,1241) (-27/20,-31/23) -> (31/23,27/20) Hyperbolic Matrix(185,248,138,185) (-31/23,-4/3) -> (4/3,31/23) Hyperbolic Matrix(1365,1798,848,1117) (-4/3,-25/19) -> (37/23,66/41) Hyperbolic Matrix(805,1054,236,309) (-21/16,-17/13) -> (17/5,41/12) Hyperbolic Matrix(807,1054,428,559) (-17/13,-47/36) -> (15/8,17/9) Hyperbolic Matrix(11779,15376,2754,3595) (-47/36,-124/95) -> (124/29,77/18) Hyperbolic Matrix(11781,15376,2756,3597) (-124/95,-77/59) -> (47/11,124/29) Hyperbolic Matrix(1427,1860,524,683) (-30/23,-13/10) -> (49/18,30/11) Hyperbolic Matrix(5827,7564,1050,1363) (-74/57,-61/47) -> (61/11,50/9) Hyperbolic Matrix(2915,3782,622,807) (-61/47,-48/37) -> (14/3,61/13) Hyperbolic Matrix(7315,9486,5354,6943) (-83/64,-35/27) -> (97/71,41/30) Hyperbolic Matrix(1053,1364,430,557) (-35/27,-22/17) -> (22/9,27/11) Hyperbolic Matrix(1055,1364,816,1055) (-22/17,-31/24) -> (31/24,22/17) Hyperbolic Matrix(433,558,336,433) (-31/24,-9/7) -> (9/7,31/24) Hyperbolic Matrix(2419,3100,920,1179) (-9/7,-41/32) -> (21/8,71/27) Hyperbolic Matrix(1115,1426,484,619) (-32/25,-23/18) -> (23/10,30/13) Hyperbolic Matrix(2233,2852,1360,1737) (-23/18,-60/47) -> (64/39,23/14) Hyperbolic Matrix(3595,4588,1068,1363) (-60/47,-37/29) -> (37/11,64/19) Hyperbolic Matrix(2975,3782,682,867) (-14/11,-61/48) -> (61/14,48/11) Hyperbolic Matrix(7563,9610,3122,3967) (-61/48,-47/37) -> (109/45,63/26) Hyperbolic Matrix(929,1178,-832,-1055) (-52/41,-19/15) -> (-19/17,-10/9) Hyperbolic Matrix(3037,3844,636,805) (-19/15,-62/49) -> (62/13,43/9) Hyperbolic Matrix(3039,3844,638,807) (-62/49,-43/34) -> (19/4,62/13) Hyperbolic Matrix(1425,1798,638,805) (-24/19,-29/23) -> (29/13,38/17) Hyperbolic Matrix(247,310,98,123) (-29/23,-5/4) -> (5/2,33/13) Hyperbolic Matrix(2047,2542,550,683) (-5/4,-31/25) -> (93/25,67/18) Hyperbolic Matrix(2603,3224,700,867) (-31/25,-26/21) -> (26/7,93/25) Hyperbolic Matrix(805,992,452,557) (-21/17,-16/13) -> (16/9,41/23) Hyperbolic Matrix(1363,1674,504,619) (-16/13,-27/22) -> (27/10,46/17) Hyperbolic Matrix(2729,3348,1618,1985) (-27/22,-65/53) -> (59/35,27/16) Hyperbolic Matrix(6201,7564,1424,1737) (-61/50,-50/41) -> (74/17,61/14) Hyperbolic Matrix(2543,3100,662,807) (-50/41,-39/32) -> (23/6,50/13) Hyperbolic Matrix(3161,3844,560,681) (-45/37,-62/51) -> (62/11,17/3) Hyperbolic Matrix(3163,3844,562,683) (-62/51,-17/14) -> (45/8,62/11) Hyperbolic Matrix(869,1054,512,621) (-17/14,-23/19) -> (39/23,17/10) Hyperbolic Matrix(3287,3968,2312,2791) (-29/24,-35/29) -> (27/19,91/64) Hyperbolic Matrix(2109,2542,1544,1861) (-35/29,-6/5) -> (56/41,97/71) Hyperbolic Matrix(2233,2666,624,745) (-6/5,-31/26) -> (93/26,68/19) Hyperbolic Matrix(2603,3100,728,867) (-31/26,-25/21) -> (25/7,93/26) Hyperbolic Matrix(993,1178,628,745) (-19/16,-13/11) -> (49/31,19/12) Hyperbolic Matrix(1799,2108,1112,1303) (-27/23,-7/6) -> (55/34,89/55) Hyperbolic Matrix(373,434,214,249) (-7/6,-22/19) -> (40/23,7/4) Hyperbolic Matrix(1179,1364,376,435) (-22/19,-37/32) -> (25/8,22/7) Hyperbolic Matrix(2045,2356,914,1053) (-15/13,-38/33) -> (38/17,47/21) Hyperbolic Matrix(3287,3782,1348,1551) (-38/33,-23/20) -> (39/16,100/41) Hyperbolic Matrix(1241,1426,1080,1241) (-23/20,-31/27) -> (31/27,23/20) Hyperbolic Matrix(433,496,378,433) (-31/27,-8/7) -> (8/7,31/27) Hyperbolic Matrix(435,496,164,187) (-8/7,-17/15) -> (45/17,8/3) Hyperbolic Matrix(1425,1612,602,681) (-17/15,-9/8) -> (71/30,45/19) Hyperbolic Matrix(743,806,342,371) (-12/11,-1/1) -> (63/29,50/23) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(619,-682,226,-249) (1/1,10/9) -> (52/19,63/23) Hyperbolic Matrix(1053,-1178,278,-311) (10/9,9/8) -> (53/14,72/19) Hyperbolic Matrix(1985,-2294,1394,-1611) (15/13,22/19) -> (84/59,47/33) Hyperbolic Matrix(2851,-3348,740,-869) (27/23,47/40) -> (77/20,27/7) Hyperbolic Matrix(4959,-5828,1478,-1737) (47/40,20/17) -> (104/31,47/14) Hyperbolic Matrix(1053,-1240,580,-683) (20/17,13/11) -> (49/27,20/11) Hyperbolic Matrix(1303,-1550,364,-433) (19/16,6/5) -> (68/19,43/12) Hyperbolic Matrix(1179,-1426,358,-433) (6/5,23/19) -> (23/7,56/17) Hyperbolic Matrix(1427,-1736,254,-309) (17/14,28/23) -> (28/5,45/8) Hyperbolic Matrix(1425,-1736,866,-1055) (28/23,11/9) -> (51/31,28/17) Hyperbolic Matrix(557,-682,254,-311) (11/9,27/22) -> (35/16,11/5) Hyperbolic Matrix(1303,-1612,350,-433) (21/17,5/4) -> (67/18,41/11) Hyperbolic Matrix(1177,-1488,246,-311) (24/19,19/15) -> (43/9,24/5) Hyperbolic Matrix(1613,-2046,488,-619) (19/15,33/26) -> (33/10,43/13) Hyperbolic Matrix(2295,-2914,634,-805) (33/26,14/11) -> (76/21,29/8) Hyperbolic Matrix(681,-868,244,-311) (14/11,23/18) -> (39/14,14/5) Hyperbolic Matrix(1985,-2542,1258,-1611) (32/25,9/7) -> (71/45,30/19) Hyperbolic Matrix(5641,-7316,2152,-2791) (35/27,48/37) -> (76/29,97/37) Hyperbolic Matrix(1241,-1612,572,-743) (61/47,13/10) -> (13/6,63/29) Hyperbolic Matrix(2851,-3720,666,-869) (30/23,47/36) -> (77/18,30/7) Hyperbolic Matrix(1179,-1550,518,-681) (21/16,4/3) -> (66/29,41/18) Hyperbolic Matrix(2479,-3348,368,-497) (27/20,50/37) -> (74/11,27/4) Hyperbolic Matrix(2789,-3782,778,-1055) (42/31,19/14) -> (43/12,104/29) Hyperbolic Matrix(1551,-2108,866,-1177) (19/14,34/25) -> (34/19,43/24) Hyperbolic Matrix(8309,-11346,3450,-4711) (71/52,56/41) -> (118/49,53/22) Hyperbolic Matrix(1179,-1612,226,-309) (41/30,26/19) -> (26/5,21/4) Hyperbolic Matrix(497,-682,180,-247) (26/19,11/8) -> (11/4,36/13) Hyperbolic Matrix(1799,-2480,494,-681) (11/8,40/29) -> (40/11,51/14) Hyperbolic Matrix(1797,-2480,1034,-1427) (40/29,29/21) -> (33/19,40/23) Hyperbolic Matrix(2109,-2914,448,-619) (29/21,47/34) -> (47/10,33/7) Hyperbolic Matrix(7937,-10974,2062,-2851) (47/34,112/81) -> (50/13,77/20) Hyperbolic Matrix(2727,-3782,716,-993) (61/44,43/31) -> (19/5,61/16) Hyperbolic Matrix(1117,-1550,178,-247) (43/31,25/18) -> (25/4,19/3) Hyperbolic Matrix(2543,-3534,1650,-2293) (25/18,57/41) -> (57/37,37/24) Hyperbolic Matrix(2853,-4030,526,-743) (24/17,65/46) -> (65/12,38/7) Hyperbolic Matrix(5765,-8184,1704,-2419) (44/31,71/50) -> (115/34,44/13) Hyperbolic Matrix(6199,-8804,2620,-3721) (71/50,27/19) -> (97/41,71/30) Hyperbolic Matrix(4091,-5828,610,-869) (47/33,57/40) -> (67/10,47/7) Hyperbolic Matrix(869,-1240,260,-371) (57/40,10/7) -> (10/3,67/20) Hyperbolic Matrix(1427,-2046,302,-433) (10/7,33/23) -> (33/7,52/11) Hyperbolic Matrix(993,-1426,172,-247) (33/23,23/16) -> (23/4,29/5) Hyperbolic Matrix(1549,-2232,474,-683) (36/25,13/9) -> (49/15,36/11) Hyperbolic Matrix(1241,-1798,684,-991) (13/9,29/20) -> (29/16,49/27) Hyperbolic Matrix(1053,-1550,464,-683) (22/15,3/2) -> (59/26,84/37) Hyperbolic Matrix(4589,-7068,1368,-2107) (20/13,57/37) -> (57/17,104/31) Hyperbolic Matrix(557,-868,120,-187) (14/9,25/16) -> (37/8,14/3) Hyperbolic Matrix(435,-682,118,-185) (25/16,11/7) -> (11/3,37/10) Hyperbolic Matrix(433,-682,40,-63) (11/7,52/33) -> (10/1,11/1) Hyperbolic Matrix(311,-496,116,-185) (27/17,8/5) -> (8/3,35/13) Hyperbolic Matrix(5083,-8184,1926,-3101) (66/41,29/18) -> (95/36,66/25) Hyperbolic Matrix(1115,-1798,462,-745) (29/18,21/13) -> (41/17,29/12) Hyperbolic Matrix(4525,-7316,1036,-1675) (21/13,76/47) -> (48/11,83/19) Hyperbolic Matrix(8741,-14136,3336,-5395) (76/47,55/34) -> (131/50,76/29) Hyperbolic Matrix(4837,-7936,2040,-3347) (41/25,64/39) -> (64/27,83/35) Hyperbolic Matrix(867,-1426,76,-125) (74/45,51/31) -> (11/1,12/1) Hyperbolic Matrix(3721,-6138,1578,-2603) (61/37,33/20) -> (33/14,125/53) Hyperbolic Matrix(6697,-11346,1756,-2975) (83/49,61/36) -> (61/16,103/27) Hyperbolic Matrix(1053,-1798,400,-683) (29/17,12/7) -> (50/19,29/11) Hyperbolic Matrix(4589,-7936,1792,-3099) (19/11,64/37) -> (64/25,105/41) Hyperbolic Matrix(5083,-8804,1504,-2605) (71/41,26/15) -> (98/29,71/21) Hyperbolic Matrix(3535,-6138,1392,-2417) (92/53,33/19) -> (33/13,94/37) Hyperbolic Matrix(559,-992,244,-433) (23/13,16/9) -> (16/7,39/17) Hyperbolic Matrix(869,-1550,208,-371) (41/23,25/14) -> (25/6,21/5) Hyperbolic Matrix(867,-1550,278,-497) (25/14,59/33) -> (3/1,25/8) Hyperbolic Matrix(311,-558,34,-61) (43/24,9/5) -> (9/1,19/2) Hyperbolic Matrix(371,-682,68,-125) (11/6,24/13) -> (38/7,11/2) Hyperbolic Matrix(2481,-4588,670,-1239) (24/13,37/20) -> (37/10,100/27) Hyperbolic Matrix(3349,-6200,1540,-2851) (37/20,50/27) -> (50/23,87/40) Hyperbolic Matrix(869,-1612,200,-371) (50/27,13/7) -> (13/3,74/17) Hyperbolic Matrix(1737,-3782,626,-1363) (37/17,24/11) -> (86/31,25/9) Hyperbolic Matrix(1363,-2976,398,-869) (24/11,35/16) -> (89/26,24/7) Hyperbolic Matrix(557,-1240,84,-187) (20/9,29/13) -> (33/5,20/3) Hyperbolic Matrix(931,-2108,246,-557) (9/4,34/15) -> (34/9,53/14) Hyperbolic Matrix(1053,-2480,290,-683) (7/3,33/14) -> (29/8,69/19) Hyperbolic Matrix(10479,-25234,2806,-6757) (65/27,118/49) -> (56/15,183/49) Hyperbolic Matrix(6199,-15128,1728,-4217) (61/25,83/34) -> (165/46,61/17) Hyperbolic Matrix(681,-1736,122,-311) (28/11,23/9) -> (39/7,28/5) Hyperbolic Matrix(6695,-17608,1792,-4713) (71/27,121/46) -> (127/34,71/19) Hyperbolic Matrix(931,-2542,204,-557) (30/11,41/15) -> (41/9,32/7) Hyperbolic Matrix(497,-1364,90,-247) (63/23,11/4) -> (11/2,61/11) Hyperbolic Matrix(1241,-3534,348,-991) (37/13,20/7) -> (82/23,25/7) Hyperbolic Matrix(249,-806,38,-123) (29/9,13/4) -> (13/2,33/5) Hyperbolic Matrix(993,-3286,262,-867) (43/13,10/3) -> (72/19,19/5) Hyperbolic Matrix(683,-2294,92,-309) (47/14,37/11) -> (37/5,15/2) Hyperbolic Matrix(1861,-6634,278,-991) (57/16,82/23) -> (20/3,67/10) Hyperbolic Matrix(6137,-22010,1608,-5767) (104/29,165/46) -> (145/38,42/11) Hyperbolic Matrix(2419,-8742,360,-1301) (112/31,47/13) -> (47/7,74/11) Hyperbolic Matrix(249,-1178,26,-123) (52/11,19/4) -> (19/2,10/1) Hyperbolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(63,682,-40,-433) -> Matrix(23,8,-440,-153) Matrix(125,1178,-92,-867) -> Matrix(33,10,-736,-223) Matrix(187,1612,108,931) -> Matrix(79,22,1404,391) Matrix(61,496,38,309) -> Matrix(23,6,456,119) Matrix(63,496,8,63) -> Matrix(55,14,216,55) Matrix(185,1426,24,185) -> Matrix(161,40,648,161) Matrix(495,3782,292,2231) -> Matrix(187,46,3492,859) Matrix(311,2356,172,1303) -> Matrix(107,26,1856,451) Matrix(309,2294,-92,-683) -> Matrix(67,16,-624,-149) Matrix(247,1798,68,495) -> Matrix(111,26,952,223) Matrix(309,2108,118,805) -> Matrix(137,30,1612,353) Matrix(497,3348,-368,-2479) -> Matrix(129,28,-2944,-639) Matrix(869,5828,-610,-4091) -> Matrix(19,4,-404,-85) Matrix(187,1240,-84,-557) -> Matrix(103,22,-1428,-305) Matrix(185,1178,68,433) -> Matrix(19,4,204,43) Matrix(247,1550,-178,-1117) -> Matrix(69,14,-1592,-323) Matrix(247,1426,-172,-993) -> Matrix(11,2,-204,-37) Matrix(185,1054,76,433) -> Matrix(43,8,532,99) Matrix(309,1736,-254,-1427) -> Matrix(11,2,-380,-69) Matrix(311,1736,-122,-681) -> Matrix(123,22,-1504,-269) Matrix(125,682,-68,-371) -> Matrix(57,10,-952,-167) Matrix(311,1674,196,1055) -> Matrix(23,4,408,71) Matrix(187,992,82,435) -> Matrix(35,6,484,83) Matrix(309,1612,-226,-1179) -> Matrix(83,14,-1832,-309) Matrix(63,310,38,187) -> Matrix(25,4,456,73) Matrix(373,1798,206,993) -> Matrix(89,14,1532,241) Matrix(311,1488,-246,-1177) -> Matrix(13,2,-228,-35) Matrix(433,2046,-302,-1427) -> Matrix(53,8,-1080,-163) Matrix(619,2914,-448,-2109) -> Matrix(13,2,-332,-51) Matrix(187,868,-120,-557) -> Matrix(67,10,-1320,-197) Matrix(311,1426,176,807) -> Matrix(27,4,452,67) Matrix(557,2542,-204,-931) -> Matrix(27,4,-304,-45) Matrix(125,558,28,125) -> Matrix(97,14,672,97) Matrix(309,1364,70,309) -> Matrix(239,34,1680,239) Matrix(311,1364,184,807) -> Matrix(71,10,1356,191) Matrix(1675,7316,-1036,-4525) -> Matrix(185,26,-3636,-511) Matrix(2417,10540,668,2913) -> Matrix(871,122,7532,1055) Matrix(371,1612,-200,-869) -> Matrix(115,16,-1876,-261) Matrix(433,1860,274,1177) -> Matrix(15,2,292,39) Matrix(869,3720,-666,-2851) -> Matrix(29,4,-660,-91) Matrix(247,1054,116,495) -> Matrix(15,2,232,31) Matrix(249,1054,176,745) -> Matrix(73,10,1584,217) Matrix(371,1550,-208,-869) -> Matrix(15,2,-248,-33) Matrix(63,248,16,63) -> Matrix(47,6,368,47) Matrix(433,1674,112,433) -> Matrix(321,40,2576,321) Matrix(869,3348,-740,-2851) -> Matrix(129,16,-3604,-447) Matrix(743,2852,452,1735) -> Matrix(227,28,4240,523) Matrix(373,1426,130,497) -> Matrix(179,22,1912,235) Matrix(993,3782,-716,-2727) -> Matrix(213,26,-4940,-603) Matrix(557,2108,-246,-931) -> Matrix(83,10,-1104,-133) Matrix(559,2108,214,807) -> Matrix(15,2,172,23) Matrix(929,3472,514,1921) -> Matrix(115,14,1996,243) Matrix(3037,11346,-1776,-6635) -> Matrix(263,32,-4808,-585) Matrix(681,2542,116,433) -> Matrix(67,8,360,43) Matrix(2543,9486,582,2171) -> Matrix(361,44,2568,313) Matrix(433,1612,-350,-1303) -> Matrix(83,10,-2100,-253) Matrix(185,682,-118,-435) -> Matrix(33,4,-652,-79) Matrix(681,2480,-494,-1799) -> Matrix(17,2,-536,-63) Matrix(683,2480,-290,-1053) -> Matrix(189,22,-2500,-291) Matrix(805,2914,-634,-2295) -> Matrix(69,8,-1820,-211) Matrix(3037,10974,-2248,-8123) -> Matrix(279,32,-6356,-729) Matrix(4651,16802,1768,6387) -> Matrix(383,44,4448,511) Matrix(619,2232,378,1363) -> Matrix(71,8,1340,151) Matrix(1053,3782,742,2665) -> Matrix(69,8,1492,173) Matrix(1055,3782,-778,-2789) -> Matrix(69,8,-1544,-179) Matrix(433,1550,-364,-1303) -> Matrix(69,8,-1820,-211) Matrix(991,3534,-348,-1241) -> Matrix(19,2,-200,-21) Matrix(557,1984,226,805) -> Matrix(53,6,680,77) Matrix(123,434,70,247) -> Matrix(17,2,280,33) Matrix(125,434,36,125) -> Matrix(89,10,792,89) Matrix(433,1488,126,433) -> Matrix(307,34,2772,307) Matrix(1177,4030,-960,-3287) -> Matrix(109,12,-2716,-299) Matrix(1487,5084,580,1983) -> Matrix(691,76,8392,923) Matrix(309,1054,236,805) -> Matrix(73,8,1688,185) Matrix(621,2108,256,869) -> Matrix(257,28,3240,353) Matrix(1117,3782,806,2729) -> Matrix(203,22,4752,515) Matrix(2419,8184,-1704,-5765) -> Matrix(425,46,-9156,-991) Matrix(2605,8804,-1504,-5083) -> Matrix(371,40,-6576,-709) Matrix(1177,3968,202,681) -> Matrix(391,42,2076,223) Matrix(8371,28210,2484,8371) -> Matrix(1567,168,14616,1567) Matrix(5889,19840,1748,5889) -> Matrix(953,102,8904,953) Matrix(1179,3968,424,1427) -> Matrix(207,22,2324,247) Matrix(1549,5208,682,2293) -> Matrix(19,2,256,27) Matrix(1737,5828,-1478,-4959) -> Matrix(75,8,-2072,-221) Matrix(371,1240,-260,-869) -> Matrix(1,0,-12,1) Matrix(619,2046,-488,-1613) -> Matrix(19,2,-504,-53) Matrix(433,1426,-358,-1179) -> Matrix(37,4,-916,-99) Matrix(435,1426,284,931) -> Matrix(75,8,1528,163) Matrix(1117,3658,644,2109) -> Matrix(245,26,4344,461) Matrix(683,2232,-474,-1549) -> Matrix(19,2,-276,-29) Matrix(557,1798,-250,-807) -> Matrix(41,4,-564,-55) Matrix(559,1798,328,1055) -> Matrix(1,0,28,1) Matrix(371,1178,234,743) -> Matrix(19,2,332,35) Matrix(745,2356,314,993) -> Matrix(271,28,3552,367) Matrix(867,2728,512,1611) -> Matrix(235,24,4416,451) Matrix(497,1550,-278,-867) -> Matrix(99,10,-1792,-181) Matrix(495,1426,344,991) -> Matrix(21,2,388,37) Matrix(497,1426,130,373) -> Matrix(235,22,1912,179) Matrix(2479,7068,-1740,-4961) -> Matrix(173,16,-3752,-347) Matrix(807,2294,502,1427) -> Matrix(217,20,4264,393) Matrix(373,1054,132,373) -> Matrix(241,22,2640,241) Matrix(309,868,110,309) -> Matrix(199,18,2200,199) Matrix(311,868,-244,-681) -> Matrix(67,6,-1664,-149) Matrix(247,682,-180,-497) -> Matrix(23,2,-472,-41) Matrix(249,682,-226,-619) -> Matrix(23,2,-656,-57) Matrix(3535,9672,1292,3535) -> Matrix(71,6,840,71) Matrix(2789,7626,1020,2789) -> Matrix(1,0,24,1) Matrix(1861,5084,772,2109) -> Matrix(43,4,548,51) Matrix(683,1860,524,1427) -> Matrix(23,2,540,47) Matrix(433,1178,68,185) -> Matrix(43,4,204,19) Matrix(435,1178,298,807) -> Matrix(45,4,956,85) Matrix(619,1674,504,1363) -> Matrix(23,2,632,55) Matrix(185,496,-116,-311) -> Matrix(23,2,-472,-41) Matrix(187,496,164,435) -> Matrix(23,2,632,55) Matrix(867,2294,562,1487) -> Matrix(25,2,512,41) Matrix(681,1798,164,433) -> Matrix(137,12,1016,89) Matrix(3101,8184,-1926,-5083) -> Matrix(367,32,-7168,-625) Matrix(683,1798,-400,-1053) -> Matrix(139,12,-2560,-221) Matrix(2791,7316,-2152,-5641) -> Matrix(399,34,-9400,-801) Matrix(5395,14136,-3336,-8741) -> Matrix(775,66,-15136,-1289) Matrix(805,2108,118,309) -> Matrix(353,30,1612,137) Matrix(6325,16554,1706,4465) -> Matrix(23,2,172,15) Matrix(2109,5518,1280,3349) -> Matrix(165,14,3076,261) Matrix(807,2108,214,559) -> Matrix(23,2,172,15) Matrix(309,806,166,433) -> Matrix(47,4,740,63) Matrix(311,806,120,311) -> Matrix(191,16,2280,191) Matrix(433,1116,168,433) -> Matrix(265,22,3192,265) Matrix(869,2232,628,1613) -> Matrix(97,8,2340,193) Matrix(1983,5084,580,1487) -> Matrix(923,76,8392,691) Matrix(3099,7936,-1792,-4589) -> Matrix(731,60,-13024,-1069) Matrix(1115,2852,242,619) -> Matrix(195,16,1304,107) Matrix(1117,2852,826,2109) -> Matrix(195,16,4424,363) Matrix(559,1426,-510,-1301) -> Matrix(49,4,-1360,-111) Matrix(2169,5518,1340,3409) -> Matrix(541,44,10488,853) Matrix(2417,6138,-1392,-3535) -> Matrix(593,48,-10464,-847) Matrix(123,310,98,247) -> Matrix(25,2,612,49) Matrix(805,1984,226,557) -> Matrix(77,6,680,53) Matrix(2975,7316,1714,4215) -> Matrix(211,16,3732,283) Matrix(1363,3348,252,619) -> Matrix(55,4,316,23) Matrix(557,1364,430,1053) -> Matrix(23,2,540,47) Matrix(1117,2728,762,1861) -> Matrix(99,8,2116,171) Matrix(4649,11346,-3430,-8371) -> Matrix(101,8,-2260,-179) Matrix(5083,12400,1372,3347) -> Matrix(49,4,404,33) Matrix(1551,3782,1348,3287) -> Matrix(51,4,1364,107) Matrix(433,1054,76,185) -> Matrix(99,8,532,43) Matrix(869,2108,256,621) -> Matrix(353,28,3240,257) Matrix(6757,16368,1868,4525) -> Matrix(1747,138,15128,1195) Matrix(13951,33790,5760,13951) -> Matrix(4711,372,59660,4711) Matrix(5889,14260,2432,5889) -> Matrix(1901,150,24092,1901) Matrix(743,1798,512,1239) -> Matrix(127,10,2832,223) Matrix(745,1798,-462,-1115) -> Matrix(77,6,-1476,-115) Matrix(311,744,130,311) -> Matrix(181,14,2340,181) Matrix(495,1178,208,495) -> Matrix(287,22,3744,287) Matrix(3347,7936,-2040,-4837) -> Matrix(683,52,-12780,-973) Matrix(497,1178,262,621) -> Matrix(79,6,1356,103) Matrix(681,1612,602,1425) -> Matrix(79,6,2304,175) Matrix(3721,8804,-2620,-6199) -> Matrix(685,52,-14688,-1115) Matrix(1549,3658,1076,2541) -> Matrix(53,4,1020,77) Matrix(3101,7316,1840,4341) -> Matrix(53,4,1020,77) Matrix(2603,6138,-1578,-3721) -> Matrix(79,6,-1488,-113) Matrix(185,434,26,61) -> Matrix(107,8,468,35) Matrix(187,434,134,311) -> Matrix(1,0,36,1) Matrix(619,1426,484,1115) -> Matrix(27,2,688,51) Matrix(433,992,-244,-559) -> Matrix(27,2,-500,-37) Matrix(435,992,82,187) -> Matrix(83,6,484,35) Matrix(681,1550,-518,-1179) -> Matrix(1,0,-8,1) Matrix(683,1550,-464,-1053) -> Matrix(51,4,-1084,-85) Matrix(4837,10974,2132,4837) -> Matrix(129,10,1664,129) Matrix(2789,6324,1230,2789) -> Matrix(131,10,1716,131) Matrix(247,558,-220,-497) -> Matrix(27,2,-716,-53) Matrix(1551,3472,1136,2543) -> Matrix(27,2,580,43) Matrix(1053,2356,914,2045) -> Matrix(27,2,688,51) Matrix(805,1798,638,1425) -> Matrix(55,4,1196,87) Matrix(559,1240,252,559) -> Matrix(307,22,4284,307) Matrix(309,682,140,309) -> Matrix(169,12,2380,169) Matrix(311,682,-254,-557) -> Matrix(57,4,-1468,-103) Matrix(2107,4588,-1538,-3349) -> Matrix(289,20,-6228,-431) Matrix(2851,6200,-1540,-3349) -> Matrix(581,40,-9572,-659) Matrix(743,1612,-572,-1241) -> Matrix(59,4,-1372,-93) Matrix(373,806,230,497) -> Matrix(31,2,604,39) Matrix(495,1054,116,247) -> Matrix(31,2,232,15) Matrix(557,1178,322,681) -> Matrix(55,4,976,71) Matrix(621,1178,262,497) -> Matrix(103,6,1356,79) Matrix(559,1054,428,807) -> Matrix(1,0,40,1) Matrix(433,806,166,309) -> Matrix(63,4,740,47) Matrix(435,806,34,63) -> Matrix(197,12,476,29) Matrix(8307,15376,3818,7067) -> Matrix(1781,108,25808,1565) Matrix(8309,15376,3820,7069) -> Matrix(1651,100,23956,1451) Matrix(2045,3782,-1308,-2419) -> Matrix(199,12,-3864,-233) Matrix(1613,2976,-1142,-2107) -> Matrix(267,16,-5824,-349) Matrix(373,682,204,373) -> Matrix(169,10,2856,169) Matrix(681,1240,374,681) -> Matrix(307,18,5236,307) Matrix(683,1240,-580,-1053) -> Matrix(103,6,-2764,-161) Matrix(993,1798,206,373) -> Matrix(241,14,1532,89) Matrix(1303,2356,172,311) -> Matrix(451,26,1856,107) Matrix(1921,3472,514,929) -> Matrix(243,14,1996,115) Matrix(1177,2108,-866,-1551) -> Matrix(107,6,-2372,-133) Matrix(3535,6324,1976,3535) -> Matrix(323,18,5796,323) Matrix(6137,10974,3432,6137) -> Matrix(433,24,7812,433) Matrix(2915,5208,2048,3659) -> Matrix(37,2,832,45) Matrix(2293,4092,868,1549) -> Matrix(39,2,448,23) Matrix(557,992,452,805) -> Matrix(35,2,892,51) Matrix(2169,3844,944,1673) -> Matrix(43,2,580,27) Matrix(2171,3844,946,1675) -> Matrix(27,2,364,27) Matrix(807,1426,176,311) -> Matrix(67,4,452,27) Matrix(247,434,70,123) -> Matrix(33,2,280,17) Matrix(1427,2480,-1034,-1797) -> Matrix(35,2,-928,-53) Matrix(18785,32612,7392,12833) -> Matrix(4769,270,58800,3329) Matrix(19965,34658,7858,13641) -> Matrix(4771,270,58860,3331) Matrix(4215,7316,1714,2975) -> Matrix(283,16,3732,211) Matrix(2109,3658,644,1117) -> Matrix(461,26,4344,245) Matrix(2791,4836,752,1303) -> Matrix(319,18,2676,151) Matrix(931,1612,108,187) -> Matrix(391,22,1404,79) Matrix(681,1178,322,557) -> Matrix(71,4,976,55) Matrix(1363,2356,932,1611) -> Matrix(143,8,3128,175) Matrix(683,1178,396,683) -> Matrix(287,16,5148,287) Matrix(433,744,252,433) -> Matrix(181,10,3276,181) Matrix(4711,8060,1304,2231) -> Matrix(291,16,2528,139) Matrix(14755,25234,-10804,-18477) -> Matrix(621,34,-13936,-763) Matrix(2975,5084,1886,3223) -> Matrix(293,16,5512,301) Matrix(1055,1798,328,559) -> Matrix(1,0,28,1) Matrix(8371,14260,4914,8371) -> Matrix(109,6,1980,109) Matrix(19839,33790,11648,19839) -> Matrix(551,30,10120,551) Matrix(5643,9610,1202,2047) -> Matrix(73,4,456,25) Matrix(1239,2108,874,1487) -> Matrix(1,0,40,1) Matrix(621,1054,512,869) -> Matrix(37,2,832,45) Matrix(2231,3782,292,495) -> Matrix(859,46,3492,187) Matrix(6695,11346,2414,4091) -> Matrix(1833,98,20668,1105) Matrix(8929,15128,-6440,-10911) -> Matrix(1049,56,-24408,-1303) Matrix(1611,2728,512,867) -> Matrix(451,24,4416,235) Matrix(807,1364,184,311) -> Matrix(191,10,1356,71) Matrix(4155,7006,1214,2047) -> Matrix(229,12,2080,109) Matrix(4341,7316,1840,3101) -> Matrix(77,4,1020,53) Matrix(1179,1984,848,1427) -> Matrix(37,2,832,45) Matrix(187,310,38,63) -> Matrix(73,4,456,25) Matrix(21017,34658,8910,14693) -> Matrix(77,4,1020,53) Matrix(19779,32612,8386,13827) -> Matrix(257,14,3396,185) Matrix(3349,5518,1280,2109) -> Matrix(261,14,3076,165) Matrix(1055,1736,-866,-1425) -> Matrix(37,2,-1092,-59) Matrix(2417,3968,868,1425) -> Matrix(39,2,448,23) Matrix(3099,5084,982,1611) -> Matrix(749,40,7284,389) Matrix(3101,5084,2194,3597) -> Matrix(451,24,9828,523) Matrix(1363,2232,378,619) -> Matrix(151,8,1340,71) Matrix(683,1116,418,683) -> Matrix(265,14,5016,265) Matrix(495,806,304,495) -> Matrix(191,10,3648,191) Matrix(497,806,230,373) -> Matrix(39,2,604,31) Matrix(1301,2108,956,1549) -> Matrix(39,2,916,47) Matrix(3409,5518,1340,2169) -> Matrix(853,44,10488,541) Matrix(10727,17360,3870,6263) -> Matrix(2601,134,29368,1513) Matrix(1303,2108,1112,1799) -> Matrix(39,2,1228,63) Matrix(21389,34596,8164,13205) -> Matrix(3625,186,42584,2185) Matrix(21391,34596,8166,13207) -> Matrix(3239,166,38068,1951) Matrix(3721,6014,998,1613) -> Matrix(41,2,348,17) Matrix(1921,3100,422,681) -> Matrix(37,2,240,13) Matrix(10913,17608,-7992,-12895) -> Matrix(77,4,-1752,-91) Matrix(10415,16802,7532,12151) -> Matrix(39,2,916,47) Matrix(9547,15376,3618,5827) -> Matrix(1169,60,13424,689) Matrix(9549,15376,3620,5829) -> Matrix(1327,68,15280,783) Matrix(2543,4092,1118,1799) -> Matrix(39,2,448,23) Matrix(1427,2294,502,807) -> Matrix(393,20,4264,217) Matrix(309,496,38,61) -> Matrix(119,6,456,23) Matrix(2417,3844,896,1425) -> Matrix(55,2,632,23) Matrix(2419,3844,898,1427) -> Matrix(23,2,264,23) Matrix(1055,1674,196,311) -> Matrix(71,4,408,23) Matrix(743,1178,234,371) -> Matrix(35,2,332,19) Matrix(745,1178,628,993) -> Matrix(37,2,980,53) Matrix(1177,1860,274,433) -> Matrix(39,2,292,15) Matrix(1611,2542,-1258,-1985) -> Matrix(37,2,-944,-51) Matrix(4837,7626,3068,4837) -> Matrix(417,22,7904,417) Matrix(6137,9672,3894,6137) -> Matrix(647,34,12312,647) Matrix(867,1364,-710,-1117) -> Matrix(77,4,-2060,-107) Matrix(6697,10478,1982,3101) -> Matrix(197,10,1832,93) Matrix(11097,17360,4240,6633) -> Matrix(119,6,1408,71) Matrix(7255,11346,2974,4651) -> Matrix(1,0,32,1) Matrix(2541,3968,1786,2789) -> Matrix(39,2,760,39) Matrix(2543,3968,994,1551) -> Matrix(41,2,512,25) Matrix(559,868,360,559) -> Matrix(199,10,3960,199) Matrix(681,1054,440,681) -> Matrix(241,12,4840,241) Matrix(1487,2294,562,867) -> Matrix(41,2,512,25) Matrix(2293,3534,-1650,-2543) -> Matrix(163,8,-3688,-181) Matrix(929,1426,686,1053) -> Matrix(83,4,1888,91) Matrix(931,1426,284,435) -> Matrix(163,8,1528,75) Matrix(929,1364,126,185) -> Matrix(299,14,1260,59) Matrix(1861,2728,762,1117) -> Matrix(171,8,2116,99) Matrix(3473,5084,1356,1985) -> Matrix(605,28,7368,341) Matrix(807,1178,298,435) -> Matrix(85,4,956,45) Matrix(1239,1798,512,743) -> Matrix(223,10,2832,127) Matrix(557,806,-472,-683) -> Matrix(1,0,-4,1) Matrix(2665,3844,816,1177) -> Matrix(67,2,636,19) Matrix(2667,3844,818,1179) -> Matrix(19,2,180,19) Matrix(2541,3658,1076,1549) -> Matrix(77,4,1020,53) Matrix(991,1426,344,495) -> Matrix(37,2,388,21) Matrix(7255,10416,1944,2791) -> Matrix(41,2,348,17) Matrix(6263,8990,1858,2667) -> Matrix(317,16,2952,149) Matrix(2293,3286,-1688,-2419) -> Matrix(165,8,-3692,-179) Matrix(10787,15376,3218,4587) -> Matrix(601,28,5688,265) Matrix(10789,15376,3220,4589) -> Matrix(431,20,4116,191) Matrix(1611,2294,-1394,-1985) -> Matrix(43,2,-1140,-53) Matrix(3225,4588,698,993) -> Matrix(83,4,560,27) Matrix(13951,19840,9810,13951) -> Matrix(209,10,4368,209) Matrix(19839,28210,13952,19839) -> Matrix(463,22,9744,463) Matrix(6323,8990,1918,2727) -> Matrix(211,10,1920,91) Matrix(7377,10478,2662,3781) -> Matrix(1371,64,15488,723) Matrix(24365,34596,7204,10229) -> Matrix(4255,198,39348,1831) Matrix(24367,34596,7206,10231) -> Matrix(4001,186,37020,1721) Matrix(2665,3782,742,1053) -> Matrix(173,8,1492,69) Matrix(1487,2108,874,1239) -> Matrix(1,0,40,1) Matrix(745,1054,176,249) -> Matrix(217,10,1584,73) Matrix(3597,5084,2194,3101) -> Matrix(523,24,9828,451) Matrix(4959,7006,2018,2851) -> Matrix(131,6,1812,83) Matrix(1055,1488,748,1055) -> Matrix(307,14,6732,307) Matrix(309,434,220,309) -> Matrix(89,4,1980,89) Matrix(311,434,134,187) -> Matrix(1,0,36,1) Matrix(1427,1984,848,1179) -> Matrix(45,2,832,37) Matrix(4773,6634,-4060,-5643) -> Matrix(91,4,-2480,-109) Matrix(2233,3100,358,497) -> Matrix(643,28,3192,139) Matrix(1921,2666,312,433) -> Matrix(553,24,2788,121) Matrix(15873,22010,-11714,-16243) -> Matrix(1255,54,-28284,-1217) Matrix(2729,3782,806,1117) -> Matrix(515,22,4752,203) Matrix(1613,2232,628,869) -> Matrix(193,8,2340,97) Matrix(5829,8060,2422,3349) -> Matrix(91,4,1160,51) Matrix(6323,8742,-5382,-7441) -> Matrix(49,2,-1348,-55) Matrix(11843,16368,6954,9611) -> Matrix(53,2,980,37) Matrix(7627,10540,5878,8123) -> Matrix(47,2,1104,47) Matrix(1303,1798,1124,1551) -> Matrix(1,0,52,1) Matrix(2789,3844,764,1053) -> Matrix(73,2,620,17) Matrix(2791,3844,766,1055) -> Matrix(17,2,144,17) Matrix(9053,12400,5342,7317) -> Matrix(951,44,17788,823) Matrix(12089,16554,7470,10229) -> Matrix(1215,56,23584,1087) Matrix(3533,4836,1494,2045) -> Matrix(567,26,7480,343) Matrix(2357,3224,454,621) -> Matrix(615,28,3668,167) Matrix(1859,2542,362,495) -> Matrix(485,22,2932,133) Matrix(4401,6014,1678,2293) -> Matrix(711,32,8332,375) Matrix(7625,10416,2314,3161) -> Matrix(313,14,2884,129) Matrix(70369,96100,18840,25729) -> Matrix(1933,86,15936,709) Matrix(70371,96100,18842,25731) -> Matrix(1667,74,13764,611) Matrix(2543,3472,1136,1551) -> Matrix(43,2,580,27) Matrix(1549,2108,956,1301) -> Matrix(47,2,916,39) Matrix(45383,61504,11894,16119) -> Matrix(7197,320,58768,2613) Matrix(45385,61504,11896,16121) -> Matrix(7923,352,64712,2875) Matrix(1053,1426,686,929) -> Matrix(91,4,1888,83) Matrix(2293,3100,412,557) -> Matrix(319,14,1800,79) Matrix(1241,1674,920,1241) -> Matrix(321,14,7360,321) Matrix(185,248,138,185) -> Matrix(47,2,1104,47) Matrix(1365,1798,848,1117) -> Matrix(39,2,760,39) Matrix(805,1054,236,309) -> Matrix(185,8,1688,73) Matrix(807,1054,428,559) -> Matrix(1,0,40,1) Matrix(11779,15376,2754,3595) -> Matrix(101,4,732,29) Matrix(11781,15376,2756,3597) -> Matrix(85,4,616,29) Matrix(1427,1860,524,683) -> Matrix(47,2,540,23) Matrix(5827,7564,1050,1363) -> Matrix(283,12,1580,67) Matrix(2915,3782,622,807) -> Matrix(189,8,1252,53) Matrix(7315,9486,5354,6943) -> Matrix(425,18,9468,401) Matrix(1053,1364,430,557) -> Matrix(47,2,540,23) Matrix(1055,1364,816,1055) -> Matrix(239,10,5712,239) Matrix(433,558,336,433) -> Matrix(97,4,2352,97) Matrix(2419,3100,920,1179) -> Matrix(347,14,4040,163) Matrix(1115,1426,484,619) -> Matrix(51,2,688,27) Matrix(2233,2852,1360,1737) -> Matrix(99,4,1856,75) Matrix(3595,4588,1068,1363) -> Matrix(195,8,1828,75) Matrix(2975,3782,682,867) -> Matrix(565,22,4032,157) Matrix(7563,9610,3122,3967) -> Matrix(985,38,12468,481) Matrix(929,1178,-832,-1055) -> Matrix(1,0,0,1) Matrix(3037,3844,636,805) -> Matrix(85,2,552,13) Matrix(3039,3844,638,807) -> Matrix(13,2,84,13) Matrix(1425,1798,638,805) -> Matrix(87,4,1196,55) Matrix(247,310,98,123) -> Matrix(49,2,612,25) Matrix(2047,2542,550,683) -> Matrix(397,16,3300,133) Matrix(2603,3224,700,867) -> Matrix(503,20,4200,167) Matrix(805,992,452,557) -> Matrix(51,2,892,35) Matrix(1363,1674,504,619) -> Matrix(55,2,632,23) Matrix(2729,3348,1618,1985) -> Matrix(1,0,44,1) Matrix(6201,7564,1424,1737) -> Matrix(877,32,6276,229) Matrix(2543,3100,662,807) -> Matrix(281,10,2276,81) Matrix(3161,3844,560,681) -> Matrix(91,2,500,11) Matrix(3163,3844,562,683) -> Matrix(11,2,60,11) Matrix(869,1054,512,621) -> Matrix(45,2,832,37) Matrix(3287,3968,2312,2791) -> Matrix(151,6,3196,127) Matrix(2109,2542,1544,1861) -> Matrix(53,2,1192,45) Matrix(2233,2666,624,745) -> Matrix(361,14,3120,121) Matrix(2603,3100,728,867) -> Matrix(419,16,3640,139) Matrix(993,1178,628,745) -> Matrix(53,2,980,37) Matrix(1799,2108,1112,1303) -> Matrix(63,2,1228,39) Matrix(373,434,214,249) -> Matrix(51,2,892,35) Matrix(1179,1364,376,435) -> Matrix(155,6,1524,59) Matrix(2045,2356,914,1053) -> Matrix(51,2,688,27) Matrix(3287,3782,1348,1551) -> Matrix(107,4,1364,51) Matrix(1241,1426,1080,1241) -> Matrix(161,6,4320,161) Matrix(433,496,378,433) -> Matrix(55,2,1512,55) Matrix(435,496,164,187) -> Matrix(55,2,632,23) Matrix(1425,1612,602,681) -> Matrix(175,6,2304,79) Matrix(743,806,342,371) -> Matrix(53,2,768,29) Matrix(1,0,2,1) -> Matrix(1,0,60,1) Matrix(619,-682,226,-249) -> Matrix(57,-2,656,-23) Matrix(1053,-1178,278,-311) -> Matrix(111,-4,916,-33) Matrix(1985,-2294,1394,-1611) -> Matrix(53,-2,1140,-43) Matrix(2851,-3348,740,-869) -> Matrix(447,-16,3604,-129) Matrix(4959,-5828,1478,-1737) -> Matrix(221,-8,2072,-75) Matrix(1053,-1240,580,-683) -> Matrix(161,-6,2764,-103) Matrix(1303,-1550,364,-433) -> Matrix(211,-8,1820,-69) Matrix(1179,-1426,358,-433) -> Matrix(99,-4,916,-37) Matrix(1427,-1736,254,-309) -> Matrix(69,-2,380,-11) Matrix(1425,-1736,866,-1055) -> Matrix(59,-2,1092,-37) Matrix(557,-682,254,-311) -> Matrix(103,-4,1468,-57) Matrix(1303,-1612,350,-433) -> Matrix(253,-10,2100,-83) Matrix(1177,-1488,246,-311) -> Matrix(35,-2,228,-13) Matrix(1613,-2046,488,-619) -> Matrix(53,-2,504,-19) Matrix(2295,-2914,634,-805) -> Matrix(211,-8,1820,-69) Matrix(681,-868,244,-311) -> Matrix(149,-6,1664,-67) Matrix(1985,-2542,1258,-1611) -> Matrix(51,-2,944,-37) Matrix(5641,-7316,2152,-2791) -> Matrix(801,-34,9400,-399) Matrix(1241,-1612,572,-743) -> Matrix(93,-4,1372,-59) Matrix(2851,-3720,666,-869) -> Matrix(91,-4,660,-29) Matrix(1179,-1550,518,-681) -> Matrix(1,0,-8,1) Matrix(2479,-3348,368,-497) -> Matrix(639,-28,2944,-129) Matrix(2789,-3782,778,-1055) -> Matrix(179,-8,1544,-69) Matrix(1551,-2108,866,-1177) -> Matrix(133,-6,2372,-107) Matrix(8309,-11346,3450,-4711) -> Matrix(47,-2,588,-25) Matrix(1179,-1612,226,-309) -> Matrix(309,-14,1832,-83) Matrix(497,-682,180,-247) -> Matrix(41,-2,472,-23) Matrix(1799,-2480,494,-681) -> Matrix(63,-2,536,-17) Matrix(1797,-2480,1034,-1427) -> Matrix(53,-2,928,-35) Matrix(2109,-2914,448,-619) -> Matrix(51,-2,332,-13) Matrix(7937,-10974,2062,-2851) -> Matrix(335,-14,2704,-113) Matrix(2727,-3782,716,-993) -> Matrix(603,-26,4940,-213) Matrix(1117,-1550,178,-247) -> Matrix(323,-14,1592,-69) Matrix(2543,-3534,1650,-2293) -> Matrix(181,-8,3688,-163) Matrix(2853,-4030,526,-743) -> Matrix(43,-2,280,-13) Matrix(5765,-8184,1704,-2419) -> Matrix(991,-46,9156,-425) Matrix(6199,-8804,2620,-3721) -> Matrix(1115,-52,14688,-685) Matrix(4091,-5828,610,-869) -> Matrix(85,-4,404,-19) Matrix(869,-1240,260,-371) -> Matrix(1,0,-12,1) Matrix(1427,-2046,302,-433) -> Matrix(163,-8,1080,-53) Matrix(993,-1426,172,-247) -> Matrix(37,-2,204,-11) Matrix(1549,-2232,474,-683) -> Matrix(29,-2,276,-19) Matrix(1241,-1798,684,-991) -> Matrix(137,-6,2352,-103) Matrix(1053,-1550,464,-683) -> Matrix(85,-4,1084,-51) Matrix(4589,-7068,1368,-2107) -> Matrix(83,-4,768,-37) Matrix(557,-868,120,-187) -> Matrix(197,-10,1320,-67) Matrix(435,-682,118,-185) -> Matrix(79,-4,652,-33) Matrix(433,-682,40,-63) -> Matrix(153,-8,440,-23) Matrix(311,-496,116,-185) -> Matrix(41,-2,472,-23) Matrix(5083,-8184,1926,-3101) -> Matrix(625,-32,7168,-367) Matrix(1115,-1798,462,-745) -> Matrix(115,-6,1476,-77) Matrix(4525,-7316,1036,-1675) -> Matrix(511,-26,3636,-185) Matrix(8741,-14136,3336,-5395) -> Matrix(1289,-66,15136,-775) Matrix(4837,-7936,2040,-3347) -> Matrix(973,-52,12780,-683) Matrix(867,-1426,76,-125) -> Matrix(335,-18,912,-49) Matrix(3721,-6138,1578,-2603) -> Matrix(113,-6,1488,-79) Matrix(6697,-11346,1756,-2975) -> Matrix(2061,-110,16844,-899) Matrix(1053,-1798,400,-683) -> Matrix(221,-12,2560,-139) Matrix(4589,-7936,1792,-3099) -> Matrix(1069,-60,13024,-731) Matrix(5083,-8804,1504,-2605) -> Matrix(709,-40,6576,-371) Matrix(3535,-6138,1392,-2417) -> Matrix(847,-48,10464,-593) Matrix(559,-992,244,-433) -> Matrix(37,-2,500,-27) Matrix(869,-1550,208,-371) -> Matrix(33,-2,248,-15) Matrix(867,-1550,278,-497) -> Matrix(181,-10,1792,-99) Matrix(311,-558,34,-61) -> Matrix(141,-8,476,-27) Matrix(371,-682,68,-125) -> Matrix(167,-10,952,-57) Matrix(2481,-4588,670,-1239) -> Matrix(265,-16,2236,-135) Matrix(3349,-6200,1540,-2851) -> Matrix(659,-40,9572,-581) Matrix(869,-1612,200,-371) -> Matrix(261,-16,1876,-115) Matrix(1737,-3782,626,-1363) -> Matrix(607,-42,6836,-473) Matrix(1363,-2976,398,-869) -> Matrix(573,-40,5200,-363) Matrix(557,-1240,84,-187) -> Matrix(305,-22,1428,-103) Matrix(931,-2108,246,-557) -> Matrix(133,-10,1104,-83) Matrix(1053,-2480,290,-683) -> Matrix(291,-22,2500,-189) Matrix(10479,-25234,2806,-6757) -> Matrix(509,-40,4212,-331) Matrix(6199,-15128,1728,-4217) -> Matrix(1,0,-4,1) Matrix(681,-1736,122,-311) -> Matrix(269,-22,1504,-123) Matrix(6695,-17608,1792,-4713) -> Matrix(605,-52,4968,-427) Matrix(931,-2542,204,-557) -> Matrix(45,-4,304,-27) Matrix(497,-1364,90,-247) -> Matrix(91,-8,512,-45) Matrix(1241,-3534,348,-991) -> Matrix(21,-2,200,-19) Matrix(249,-806,38,-123) -> Matrix(97,-10,456,-47) Matrix(993,-3286,262,-867) -> Matrix(93,-10,772,-83) Matrix(683,-2294,92,-309) -> Matrix(149,-16,624,-67) Matrix(1861,-6634,278,-991) -> Matrix(157,-18,724,-83) Matrix(6137,-22010,1608,-5767) -> Matrix(785,-92,6408,-751) Matrix(2419,-8742,360,-1301) -> Matrix(313,-36,1452,-167) Matrix(249,-1178,26,-123) -> Matrix(145,-22,468,-71) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 12 Minimal number of generators: 3 Number of equivalence classes of cusps: 4 Genus: 0 Degree of H/liftables -> H/(image of liftables): 120 Degree of the the map X: 240 Degree of the the map Y: 480 ----------------------------------------------------------------------- Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift elements of DeckMod(f) via pi_1: 0 DeckMod(f) is trivial. Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift modular group liftables via pi_1: 0 The subgroup of modular group liftables which arise from translations is trivial. ----------------------------------------------------------------------- INFORMATION ON THE IMAGE IN PSL(2,Z) OF THE GROUP OF MODULAR GROUP LIFTABLES UNDER ITS PULLBACK ACTION ON THE UPPER HALF-PLANE Index in PSL(2,Z): 1440 Minimal number of generators: 241 Number of equivalence classes of elliptic points of order 2: 0 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 60 Genus: 91 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -31/25 0/1 1/1 31/24 31/22 3/2 31/20 93/59 31/19 31/18 93/52 31/17 2/1 31/14 93/41 62/27 217/92 31/13 155/64 5/2 31/12 124/47 62/23 93/34 31/11 3/1 155/46 31/9 7/2 93/26 29/8 31/8 4/1 17/4 124/29 13/3 31/7 9/2 14/3 5/1 31/6 21/4 16/3 11/2 23/4 6/1 31/5 25/4 19/3 13/2 27/4 7/1 15/2 31/4 8/1 9/1 19/2 10/1 11/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -10/1 -1/3 -9/28 -9/1 -7/24 -2/7 -8/1 -7/27 -1/4 -15/2 -1/4 -22/3 -1/4 -5/21 -7/1 -5/22 -2/9 -13/2 -5/24 -19/3 -7/34 -8/39 -6/1 -1/5 -5/26 -11/2 -5/28 -5/1 -1/6 -4/25 -19/4 -11/72 -33/7 -3/20 -4/27 -14/3 -5/33 -3/20 -23/5 -3/20 -4/27 -9/2 -7/48 -31/7 -1/7 -22/5 -1/7 -17/120 -35/8 -9/64 -13/3 -5/36 -4/29 -30/7 -1/7 -3/22 -17/4 -5/36 -4/1 -3/23 -1/8 -23/6 -1/8 -42/11 -13/106 -19/155 -19/5 -9/74 -4/33 -34/9 -3/25 -5/42 -15/4 -1/8 -41/11 -1/8 -4/33 -26/7 -3/25 -5/42 -11/3 -5/42 -2/17 -29/8 -7/60 -18/5 -1/8 -1/9 -7/2 -5/44 -31/9 -1/9 -24/7 -1/9 -17/154 -41/12 -29/264 -17/5 -7/64 -6/55 -61/18 -43/396 -44/13 -13/120 -17/157 -27/8 -3/28 -64/19 -3/28 -17/159 -37/11 -2/19 -1/10 -10/3 -1/9 -3/28 -13/4 -5/48 -16/5 -3/29 -1/10 -3/1 -1/10 -2/21 -17/6 -11/120 -31/11 -1/11 -14/5 -1/11 -9/100 -11/4 -1/12 -41/15 -1/12 0/1 -30/11 -1/11 -3/34 -49/18 -1/12 -19/7 -4/45 -3/34 -46/17 -3/34 -11/125 -27/10 -7/80 -8/3 -1/11 -1/12 -37/14 -5/56 -29/11 -2/23 -9/104 -21/8 -13/152 -55/21 -4/47 -25/294 -89/34 -1/12 -34/13 -9/106 -5/59 -47/18 -1/12 -13/5 -8/95 -1/12 -5/2 -1/12 -17/7 -2/25 -7/88 -63/26 -37/468 -46/19 -3/38 -25/317 -29/12 -11/140 -12/5 -7/90 -1/13 -31/13 -1/13 -19/8 -11/144 -26/11 -5/66 -9/119 -33/14 -3/40 -7/3 -2/27 -1/14 -30/13 -1/13 -1/14 -23/10 -3/40 -16/7 -1/13 -1/14 -41/18 -5/72 -25/11 -1/14 0/1 -59/26 -5/64 -93/41 -1/13 -34/15 -1/13 -5/66 -43/19 -7/94 -2/27 -9/4 -5/68 -11/5 -1/14 -6/85 -13/6 -3/44 -2/1 -1/15 -1/16 -11/6 -5/84 -31/17 -1/17 -20/11 -1/17 -9/154 -9/5 -3/52 -2/35 -34/19 -9/161 -1/18 -25/14 -3/56 -41/23 -1/16 0/1 -16/9 -1/18 -1/19 -39/22 -1/20 -62/35 0/1 -23/13 -1/16 0/1 -7/4 -3/52 -12/7 -1/18 -5/91 -53/31 -4/73 -7/128 -41/24 -17/312 -29/17 -2/37 -3/56 -46/27 -1/18 -3/55 -17/10 -5/92 -39/23 -14/261 -3/56 -22/13 -7/132 -1/19 -27/16 -1/20 -32/19 -1/18 -1/19 -5/3 -1/18 0/1 -28/17 -1/18 -1/19 -23/14 -3/56 -18/11 -7/132 -1/19 -31/19 -1/19 -13/8 -5/96 -21/13 -2/39 -1/20 -71/44 -5/96 -50/31 -1/18 -1/19 -29/18 -7/136 -66/41 -9/176 -7/137 -37/23 -2/39 -5/98 -8/5 -1/20 -1/21 -35/22 -1/24 -62/39 0/1 -27/17 -1/16 0/1 -19/12 -1/20 -49/31 -2/37 -3/56 -30/19 -1/18 -1/19 -41/26 -11/208 -93/59 -1/19 -52/33 -1/19 -17/324 -63/40 -23/440 -11/7 -3/58 -2/39 -36/23 -1/19 -3/58 -25/16 -9/176 -39/25 -2/39 -1/20 -14/9 -5/99 -1/20 -3/2 -1/20 -25/17 -5/106 -4/85 -22/15 -1/21 -3/64 -19/13 -1/22 0/1 -16/11 -5/109 -1/22 -13/9 -1/24 0/1 -23/16 -1/20 -33/23 -1/20 -4/81 -43/30 -7/144 -10/7 -1/21 -3/64 -37/26 -1/24 -27/19 -4/85 -3/64 -17/12 -5/108 -7/5 -1/22 -2/45 -32/23 -1/22 -1/23 -25/18 -7/160 -93/67 -1/23 -68/49 -1/23 -19/438 -43/31 -7/162 -6/139 -104/75 -13/302 -17/395 -61/44 -17/396 -18/13 -3/71 -1/24 -11/8 -1/20 -15/11 -1/22 -2/45 -19/14 -3/68 -4/3 -1/23 -1/24 -25/19 -1/22 0/1 -21/16 -5/112 -17/13 -2/47 -1/24 -47/36 -1/24 -30/23 -1/22 -1/23 -13/10 -1/24 -9/7 -1/24 -2/49 -41/32 -9/224 -32/25 -1/25 -1/26 -23/18 -1/24 -14/11 -1/25 -3/76 -5/4 -1/24 -31/25 -1/25 -26/21 -1/25 -5/126 -21/17 -3/76 -2/51 -16/13 -3/77 -1/26 -27/22 -1/24 -11/9 -1/26 -2/53 -17/14 -1/20 -23/19 -1/24 -4/97 -6/5 -1/25 -1/26 -7/6 -1/24 -8/7 -1/27 -1/28 -1/1 -1/30 0/1 0/1 0/1 1/1 0/1 1/30 10/9 1/28 1/27 9/8 1/24 8/7 1/28 1/27 7/6 1/24 13/11 0/1 1/28 19/16 3/80 6/5 1/26 1/25 23/19 4/97 1/24 17/14 1/20 28/23 1/30 1/29 11/9 2/53 1/26 27/22 1/24 16/13 1/26 3/77 21/17 2/51 3/76 5/4 1/24 14/11 3/76 1/25 23/18 1/24 32/25 1/26 1/25 9/7 2/49 1/24 31/24 1/24 22/17 1/24 5/119 13/10 1/24 30/23 1/23 1/22 47/36 1/24 17/13 1/24 2/47 21/16 5/112 4/3 1/24 1/23 19/14 3/68 34/25 1/22 3/65 15/11 2/45 1/22 41/30 11/244 26/19 1/22 7/153 11/8 1/20 29/21 2/49 1/24 47/34 1/24 18/13 1/24 3/71 61/44 17/396 43/31 6/139 7/162 25/18 7/160 57/41 2/45 1/22 32/23 1/23 1/22 7/5 2/45 1/22 31/22 1/22 24/17 1/22 7/153 17/12 5/108 27/19 3/64 4/85 91/64 11/232 155/109 1/21 64/45 1/21 5/104 37/26 1/24 10/7 3/64 1/21 33/23 4/81 1/20 23/16 1/20 13/9 0/1 1/24 29/20 3/68 16/11 1/22 5/109 19/13 0/1 1/22 22/15 3/64 1/21 3/2 1/20 17/11 6/121 1/20 31/20 1/20 14/9 1/20 5/99 25/16 9/176 11/7 2/39 3/58 52/33 17/324 1/19 93/59 1/19 41/26 11/208 71/45 4/75 3/56 30/19 1/19 1/18 49/31 3/56 2/37 19/12 1/20 27/17 0/1 1/16 8/5 1/21 1/20 37/23 5/98 2/39 66/41 7/137 9/176 29/18 7/136 21/13 1/20 2/39 13/8 5/96 31/19 1/19 18/11 1/19 7/132 23/14 3/56 51/31 12/223 7/130 28/17 1/19 1/18 61/37 2/37 1/18 33/20 3/56 5/3 0/1 1/18 32/19 1/19 1/18 59/35 0/1 1/18 27/16 1/20 22/13 1/19 7/132 39/23 3/56 14/261 17/10 5/92 63/37 2/37 1/18 109/64 5/92 155/91 3/55 46/27 3/55 1/18 29/17 3/56 2/37 12/7 5/91 1/18 31/18 1/18 19/11 1/18 8/143 7/4 3/52 23/13 0/1 1/16 16/9 1/19 1/18 41/23 0/1 1/16 25/14 3/56 59/33 12/217 1/18 93/52 1/18 34/19 1/18 9/161 43/24 9/160 9/5 2/35 3/52 38/21 7/121 11/190 29/16 3/52 20/11 9/154 1/17 31/17 1/17 11/6 5/84 13/7 4/65 1/16 15/8 1/16 17/9 2/33 1/16 2/1 1/16 1/15 15/7 2/29 1/14 13/6 3/44 24/11 11/158 3/43 35/16 7/100 11/5 6/85 1/14 31/14 1/14 20/9 1/14 11/153 9/4 5/68 34/15 5/66 1/13 93/41 1/13 59/26 5/64 84/37 1/13 1/12 25/11 0/1 1/14 66/29 1/16 1/15 41/18 5/72 16/7 1/14 1/13 39/17 5/68 2/27 62/27 2/27 23/10 3/40 30/13 1/14 1/13 7/3 1/14 2/27 33/14 3/40 125/53 4/53 5/66 217/92 5/66 92/39 5/66 1/13 59/25 4/53 5/66 26/11 9/119 5/66 19/8 11/144 31/13 1/13 12/5 1/13 7/90 53/22 1/12 41/17 5/64 4/51 29/12 11/140 46/19 25/317 3/38 155/64 3/38 109/45 3/38 62/785 63/26 37/468 17/7 7/88 2/25 5/2 1/12 18/7 11/133 1/12 31/12 1/12 13/5 1/12 8/95 47/18 1/12 34/13 5/59 9/106 123/47 9/106 4/47 89/34 1/12 55/21 25/294 4/47 21/8 13/152 71/27 11/128 8/93 50/19 13/151 5/58 29/11 9/104 2/23 124/47 2/23 95/36 23/264 66/25 9/103 7/80 37/14 5/56 8/3 1/12 1/11 35/13 9/104 2/23 62/23 2/23 27/10 7/80 46/17 11/125 3/34 19/7 3/34 4/45 49/18 1/12 30/11 3/34 1/11 41/15 0/1 1/12 93/34 1/12 52/19 1/12 3/35 11/4 1/12 25/9 4/45 13/146 64/23 5/56 21/235 39/14 5/56 14/5 9/100 1/11 31/11 1/11 17/6 11/120 20/7 5/54 9/97 23/8 3/32 3/1 2/21 1/10 22/7 11/108 5/49 41/13 4/39 23/224 19/6 5/48 16/5 1/10 3/29 29/9 2/19 3/28 13/4 5/48 10/3 3/28 1/9 47/14 3/28 37/11 1/10 2/19 64/19 17/159 3/28 155/46 3/28 91/27 3/28 28/261 27/8 3/28 44/13 17/157 13/120 61/18 43/396 17/5 6/55 7/64 41/12 29/264 24/7 17/154 1/9 31/9 1/9 7/2 5/44 25/7 4/35 3/26 93/26 3/26 68/19 3/26 11/95 43/12 7/60 18/5 1/9 1/8 47/13 16/139 3/26 29/8 7/60 69/19 17/146 12/103 40/11 7/60 9/77 11/3 2/17 5/42 37/10 7/60 63/17 2/17 5/42 26/7 5/42 3/25 93/25 3/25 67/18 13/108 41/11 4/33 1/8 56/15 3/25 7/58 71/19 4/33 1/8 15/4 1/8 34/9 5/42 3/25 53/14 15/124 19/5 4/33 9/74 61/16 45/368 42/11 19/155 13/106 23/6 1/8 27/7 20/161 1/8 31/8 1/8 4/1 1/8 3/23 17/4 5/36 47/11 3/22 4/29 124/29 4/29 77/18 5/36 30/7 3/22 1/7 13/3 4/29 5/36 35/8 9/64 22/5 17/120 1/7 31/7 1/7 9/2 7/48 41/9 4/27 3/20 32/7 1/7 1/6 23/5 4/27 3/20 37/8 13/88 14/3 3/20 5/33 47/10 3/20 33/7 4/27 3/20 52/11 23/152 5/33 19/4 11/72 5/1 4/25 1/6 31/6 1/6 26/5 1/6 21/125 21/4 17/100 16/3 1/6 5/29 11/2 5/28 17/3 2/11 11/60 23/4 3/16 29/5 14/75 3/16 6/1 5/26 1/5 31/5 1/5 25/4 21/104 19/3 8/39 7/34 13/2 5/24 20/3 3/14 11/51 27/4 7/32 7/1 2/9 5/22 22/3 5/21 1/4 37/5 11/46 6/25 15/2 1/4 23/3 20/81 1/4 31/4 1/4 8/1 1/4 7/27 9/1 2/7 7/24 19/2 11/36 10/1 9/28 1/3 11/1 6/17 5/14 1/0 1/0 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(63,682,-40,-433) (-10/1,1/0) -> (-52/33,-63/40) Hyperbolic Matrix(63,589,20,187) (-10/1,-9/1) -> (22/7,41/13) Hyperbolic Matrix(61,527,-36,-311) (-9/1,-8/1) -> (-39/23,-22/13) Hyperbolic Matrix(61,465,8,61) (-8/1,-15/2) -> (15/2,23/3) Hyperbolic Matrix(187,1395,50,373) (-15/2,-22/3) -> (71/19,15/4) Hyperbolic Matrix(247,1798,68,495) (-22/3,-7/1) -> (69/19,40/11) Hyperbolic Matrix(61,403,28,185) (-7/1,-13/2) -> (13/6,24/11) Hyperbolic Matrix(185,1178,68,433) (-13/2,-19/3) -> (19/7,49/18) Hyperbolic Matrix(247,1550,-178,-1117) (-19/3,-6/1) -> (-68/49,-43/31) Hyperbolic Matrix(61,341,22,123) (-6/1,-11/2) -> (11/4,25/9) Hyperbolic Matrix(63,341,46,249) (-11/2,-5/1) -> (26/19,11/8) Hyperbolic Matrix(123,589,-52,-249) (-5/1,-19/4) -> (-19/8,-26/11) Hyperbolic Matrix(433,2046,-302,-1427) (-19/4,-33/7) -> (-33/23,-43/30) Hyperbolic Matrix(125,589,66,311) (-33/7,-14/3) -> (17/9,2/1) Hyperbolic Matrix(187,868,-120,-557) (-14/3,-23/5) -> (-39/25,-14/9) Hyperbolic Matrix(61,279,54,247) (-23/5,-9/2) -> (9/8,8/7) Hyperbolic Matrix(125,558,28,125) (-9/2,-31/7) -> (31/7,9/2) Hyperbolic Matrix(309,1364,70,309) (-31/7,-22/5) -> (22/5,31/7) Hyperbolic Matrix(311,1364,184,807) (-22/5,-35/8) -> (27/16,22/13) Hyperbolic Matrix(433,1891,-128,-559) (-35/8,-13/3) -> (-44/13,-27/8) Hyperbolic Matrix(433,1860,274,1177) (-13/3,-30/7) -> (30/19,49/31) Hyperbolic Matrix(371,1581,218,929) (-30/7,-17/4) -> (17/10,63/37) Hyperbolic Matrix(125,527,-88,-371) (-17/4,-4/1) -> (-27/19,-17/12) Hyperbolic Matrix(185,713,48,185) (-4/1,-23/6) -> (23/6,27/7) Hyperbolic Matrix(373,1426,130,497) (-23/6,-42/11) -> (20/7,23/8) Hyperbolic Matrix(993,3782,-716,-2727) (-42/11,-19/5) -> (-43/31,-104/75) Hyperbolic Matrix(557,2108,-246,-931) (-19/5,-34/9) -> (-34/15,-43/19) Hyperbolic Matrix(559,2108,214,807) (-34/9,-15/4) -> (47/18,34/13) Hyperbolic Matrix(557,2077,166,619) (-15/4,-41/11) -> (10/3,47/14) Hyperbolic Matrix(433,1612,-350,-1303) (-41/11,-26/7) -> (-26/21,-21/17) Hyperbolic Matrix(185,682,-118,-435) (-26/7,-11/3) -> (-11/7,-36/23) Hyperbolic Matrix(247,899,136,495) (-11/3,-29/8) -> (29/16,20/11) Hyperbolic Matrix(249,899,172,621) (-29/8,-18/5) -> (13/9,29/20) Hyperbolic Matrix(61,217,52,185) (-18/5,-7/2) -> (7/6,13/11) Hyperbolic Matrix(125,434,36,125) (-7/2,-31/9) -> (31/9,7/2) Hyperbolic Matrix(433,1488,126,433) (-31/9,-24/7) -> (24/7,31/9) Hyperbolic Matrix(807,2759,-308,-1053) (-24/7,-41/12) -> (-21/8,-55/21) Hyperbolic Matrix(309,1054,236,805) (-41/12,-17/5) -> (17/13,21/16) Hyperbolic Matrix(621,2108,256,869) (-17/5,-61/18) -> (63/26,17/7) Hyperbolic Matrix(1117,3782,806,2729) (-61/18,-44/13) -> (18/13,61/44) Hyperbolic Matrix(1241,4185,368,1241) (-27/8,-64/19) -> (91/27,27/8) Hyperbolic Matrix(1179,3968,424,1427) (-64/19,-37/11) -> (25/9,64/23) Hyperbolic Matrix(619,2077,166,557) (-37/11,-10/3) -> (41/11,56/15) Hyperbolic Matrix(123,403,-76,-249) (-10/3,-13/4) -> (-13/8,-21/13) Hyperbolic Matrix(125,403,58,187) (-13/4,-16/5) -> (15/7,13/6) Hyperbolic Matrix(185,589,136,433) (-16/5,-3/1) -> (34/25,15/11) Hyperbolic Matrix(185,527,152,433) (-3/1,-17/6) -> (17/14,28/23) Hyperbolic Matrix(373,1054,132,373) (-17/6,-31/11) -> (31/11,17/6) Hyperbolic Matrix(309,868,110,309) (-31/11,-14/5) -> (14/5,31/11) Hyperbolic Matrix(123,341,22,61) (-14/5,-11/4) -> (11/2,17/3) Hyperbolic Matrix(373,1023,136,373) (-11/4,-41/15) -> (52/19,11/4) Hyperbolic Matrix(125,341,114,311) (-41/15,-30/11) -> (1/1,10/9) Hyperbolic Matrix(683,1860,524,1427) (-30/11,-49/18) -> (13/10,30/23) Hyperbolic Matrix(433,1178,68,185) (-49/18,-19/7) -> (19/3,13/2) Hyperbolic Matrix(435,1178,298,807) (-19/7,-46/17) -> (16/11,19/13) Hyperbolic Matrix(619,1674,504,1363) (-46/17,-27/10) -> (27/22,16/13) Hyperbolic Matrix(185,496,-116,-311) (-27/10,-8/3) -> (-8/5,-35/22) Hyperbolic Matrix(621,1643,-398,-1053) (-8/3,-37/14) -> (-25/16,-39/25) Hyperbolic Matrix(1303,3441,916,2419) (-37/14,-29/11) -> (64/45,37/26) Hyperbolic Matrix(683,1798,-400,-1053) (-29/11,-21/8) -> (-41/24,-29/17) Hyperbolic Matrix(805,2108,118,309) (-55/21,-89/34) -> (27/4,7/1) Hyperbolic Matrix(2357,6169,1398,3659) (-89/34,-34/13) -> (59/35,27/16) Hyperbolic Matrix(807,2108,214,559) (-34/13,-47/18) -> (15/4,34/9) Hyperbolic Matrix(309,806,166,433) (-47/18,-13/5) -> (13/7,15/8) Hyperbolic Matrix(61,155,24,61) (-13/5,-5/2) -> (5/2,18/7) Hyperbolic Matrix(63,155,-50,-123) (-5/2,-17/7) -> (-14/11,-5/4) Hyperbolic Matrix(869,2108,256,621) (-17/7,-63/26) -> (61/18,17/5) Hyperbolic Matrix(4031,9765,1664,4031) (-63/26,-46/19) -> (109/45,63/26) Hyperbolic Matrix(743,1798,512,1239) (-46/19,-29/12) -> (29/20,16/11) Hyperbolic Matrix(745,1798,-462,-1115) (-29/12,-12/5) -> (-50/31,-29/18) Hyperbolic Matrix(311,744,130,311) (-12/5,-31/13) -> (31/13,12/5) Hyperbolic Matrix(495,1178,208,495) (-31/13,-19/8) -> (19/8,31/13) Hyperbolic Matrix(433,1023,262,619) (-26/11,-33/14) -> (33/20,5/3) Hyperbolic Matrix(619,1457,342,805) (-33/14,-7/3) -> (38/21,29/16) Hyperbolic Matrix(187,434,134,311) (-7/3,-30/13) -> (32/23,7/5) Hyperbolic Matrix(619,1426,484,1115) (-30/13,-23/10) -> (23/18,32/25) Hyperbolic Matrix(433,992,-244,-559) (-23/10,-16/7) -> (-16/9,-39/22) Hyperbolic Matrix(435,992,82,187) (-16/7,-41/18) -> (21/4,16/3) Hyperbolic Matrix(681,1550,-518,-1179) (-41/18,-25/11) -> (-25/19,-21/16) Hyperbolic Matrix(683,1550,-464,-1053) (-25/11,-59/26) -> (-3/2,-25/17) Hyperbolic Matrix(4837,10974,2132,4837) (-59/26,-93/41) -> (93/41,59/26) Hyperbolic Matrix(2789,6324,1230,2789) (-93/41,-34/15) -> (34/15,93/41) Hyperbolic Matrix(1549,3503,-960,-2171) (-43/19,-9/4) -> (-71/44,-50/31) Hyperbolic Matrix(125,279,56,125) (-9/4,-11/5) -> (20/9,9/4) Hyperbolic Matrix(185,403,28,61) (-11/5,-13/6) -> (13/2,20/3) Hyperbolic Matrix(187,403,58,125) (-13/6,-2/1) -> (29/9,13/4) Hyperbolic Matrix(185,341,134,247) (-2/1,-11/6) -> (11/8,29/21) Hyperbolic Matrix(373,682,204,373) (-11/6,-31/17) -> (31/17,11/6) Hyperbolic Matrix(681,1240,374,681) (-31/17,-20/11) -> (20/11,31/17) Hyperbolic Matrix(495,899,136,247) (-20/11,-9/5) -> (40/11,11/3) Hyperbolic Matrix(433,775,138,247) (-9/5,-34/19) -> (3/1,22/7) Hyperbolic Matrix(1301,2325,728,1301) (-34/19,-25/14) -> (25/14,59/33) Hyperbolic Matrix(991,1767,-696,-1241) (-25/14,-41/23) -> (-10/7,-37/26) Hyperbolic Matrix(557,992,452,805) (-41/23,-16/9) -> (16/13,21/17) Hyperbolic Matrix(2169,3844,944,1673) (-39/22,-62/35) -> (62/27,23/10) Hyperbolic Matrix(2171,3844,946,1675) (-62/35,-23/13) -> (39/17,62/27) Hyperbolic Matrix(123,217,-106,-187) (-23/13,-7/4) -> (-7/6,-8/7) Hyperbolic Matrix(125,217,72,125) (-7/4,-12/7) -> (19/11,7/4) Hyperbolic Matrix(743,1271,-508,-869) (-12/7,-53/31) -> (-22/15,-19/13) Hyperbolic Matrix(2975,5084,1886,3223) (-53/31,-41/24) -> (41/26,71/45) Hyperbolic Matrix(1055,1798,328,559) (-29/17,-46/27) -> (16/5,29/9) Hyperbolic Matrix(929,1581,218,371) (-46/27,-17/10) -> (17/4,47/11) Hyperbolic Matrix(621,1054,512,869) (-17/10,-39/23) -> (23/19,17/14) Hyperbolic Matrix(807,1364,184,311) (-22/13,-27/16) -> (35/8,22/5) Hyperbolic Matrix(3659,6169,1398,2357) (-27/16,-32/19) -> (123/47,89/34) Hyperbolic Matrix(1179,1984,848,1427) (-32/19,-5/3) -> (57/41,32/23) Hyperbolic Matrix(619,1023,262,433) (-5/3,-28/17) -> (59/25,26/11) Hyperbolic Matrix(433,713,150,247) (-28/17,-23/14) -> (23/8,3/1) Hyperbolic Matrix(435,713,-302,-495) (-23/14,-18/11) -> (-13/9,-23/16) Hyperbolic Matrix(683,1116,418,683) (-18/11,-31/19) -> (31/19,18/11) Hyperbolic Matrix(495,806,304,495) (-31/19,-13/8) -> (13/8,31/19) Hyperbolic Matrix(1921,3100,422,681) (-21/13,-71/44) -> (9/2,41/9) Hyperbolic Matrix(4217,6789,2966,4775) (-29/18,-66/41) -> (27/19,91/64) Hyperbolic Matrix(2543,4092,1118,1799) (-66/41,-37/23) -> (25/11,66/29) Hyperbolic Matrix(559,899,-462,-743) (-37/23,-8/5) -> (-23/19,-6/5) Hyperbolic Matrix(2417,3844,896,1425) (-35/22,-62/39) -> (62/23,27/10) Hyperbolic Matrix(2419,3844,898,1427) (-62/39,-27/17) -> (35/13,62/23) Hyperbolic Matrix(371,589,-274,-435) (-27/17,-19/12) -> (-19/14,-4/3) Hyperbolic Matrix(745,1178,628,993) (-19/12,-49/31) -> (13/11,19/16) Hyperbolic Matrix(1177,1860,274,433) (-49/31,-30/19) -> (30/7,13/3) Hyperbolic Matrix(1611,2542,-1258,-1985) (-30/19,-41/26) -> (-41/32,-32/25) Hyperbolic Matrix(4837,7626,3068,4837) (-41/26,-93/59) -> (93/59,41/26) Hyperbolic Matrix(6137,9672,3894,6137) (-93/59,-52/33) -> (52/33,93/59) Hyperbolic Matrix(4587,7223,-3308,-5209) (-63/40,-11/7) -> (-104/75,-61/44) Hyperbolic Matrix(1487,2325,1070,1673) (-36/23,-25/16) -> (25/18,57/41) Hyperbolic Matrix(61,93,40,61) (-14/9,-3/2) -> (3/2,17/11) Hyperbolic Matrix(929,1364,126,185) (-25/17,-22/15) -> (22/3,37/5) Hyperbolic Matrix(807,1178,298,435) (-19/13,-16/11) -> (46/17,19/7) Hyperbolic Matrix(621,899,172,249) (-16/11,-13/9) -> (18/5,47/13) Hyperbolic Matrix(1921,2759,690,991) (-23/16,-33/23) -> (64/23,39/14) Hyperbolic Matrix(1363,1953,432,619) (-43/30,-10/7) -> (41/13,19/6) Hyperbolic Matrix(2419,3441,916,1303) (-37/26,-27/19) -> (66/25,37/14) Hyperbolic Matrix(373,527,264,373) (-17/12,-7/5) -> (24/17,17/12) Hyperbolic Matrix(311,434,134,187) (-7/5,-32/23) -> (30/13,7/3) Hyperbolic Matrix(1985,2759,536,745) (-32/23,-25/18) -> (37/10,63/17) Hyperbolic Matrix(2233,3100,358,497) (-25/18,-93/67) -> (31/5,25/4) Hyperbolic Matrix(1921,2666,312,433) (-93/67,-68/49) -> (6/1,31/5) Hyperbolic Matrix(2729,3782,806,1117) (-61/44,-18/13) -> (44/13,61/18) Hyperbolic Matrix(247,341,134,185) (-18/13,-11/8) -> (11/6,13/7) Hyperbolic Matrix(249,341,46,63) (-11/8,-15/11) -> (16/3,11/2) Hyperbolic Matrix(433,589,136,185) (-15/11,-19/14) -> (19/6,16/5) Hyperbolic Matrix(1365,1798,848,1117) (-4/3,-25/19) -> (37/23,66/41) Hyperbolic Matrix(805,1054,236,309) (-21/16,-17/13) -> (17/5,41/12) Hyperbolic Matrix(807,1054,428,559) (-17/13,-47/36) -> (15/8,17/9) Hyperbolic Matrix(4775,6231,2804,3659) (-47/36,-30/23) -> (63/37,109/64) Hyperbolic Matrix(1427,1860,524,683) (-30/23,-13/10) -> (49/18,30/11) Hyperbolic Matrix(311,403,240,311) (-13/10,-9/7) -> (22/17,13/10) Hyperbolic Matrix(2419,3100,920,1179) (-9/7,-41/32) -> (21/8,71/27) Hyperbolic Matrix(1115,1426,484,619) (-32/25,-23/18) -> (23/10,30/13) Hyperbolic Matrix(559,713,98,125) (-23/18,-14/11) -> (17/3,23/4) Hyperbolic Matrix(2047,2542,550,683) (-5/4,-31/25) -> (93/25,67/18) Hyperbolic Matrix(2603,3224,700,867) (-31/25,-26/21) -> (26/7,93/25) Hyperbolic Matrix(805,992,452,557) (-21/17,-16/13) -> (16/9,41/23) Hyperbolic Matrix(1363,1674,504,619) (-16/13,-27/22) -> (27/10,46/17) Hyperbolic Matrix(683,837,102,125) (-27/22,-11/9) -> (20/3,27/4) Hyperbolic Matrix(433,527,152,185) (-11/9,-17/14) -> (17/6,20/7) Hyperbolic Matrix(869,1054,512,621) (-17/14,-23/19) -> (39/23,17/10) Hyperbolic Matrix(185,217,52,61) (-6/5,-7/6) -> (7/2,25/7) Hyperbolic Matrix(247,279,54,61) (-8/7,-1/1) -> (32/7,23/5) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(805,-899,334,-373) (10/9,9/8) -> (53/22,41/17) Hyperbolic Matrix(187,-217,106,-123) (8/7,7/6) -> (7/4,23/13) Hyperbolic Matrix(1303,-1550,364,-433) (19/16,6/5) -> (68/19,43/12) Hyperbolic Matrix(743,-899,462,-559) (6/5,23/19) -> (8/5,37/23) Hyperbolic Matrix(1425,-1736,866,-1055) (28/23,11/9) -> (51/31,28/17) Hyperbolic Matrix(557,-682,254,-311) (11/9,27/22) -> (35/16,11/5) Hyperbolic Matrix(1303,-1612,350,-433) (21/17,5/4) -> (67/18,41/11) Hyperbolic Matrix(123,-155,50,-63) (5/4,14/11) -> (17/7,5/2) Hyperbolic Matrix(681,-868,244,-311) (14/11,23/18) -> (39/14,14/5) Hyperbolic Matrix(1985,-2542,1258,-1611) (32/25,9/7) -> (71/45,30/19) Hyperbolic Matrix(745,-961,576,-743) (9/7,31/24) -> (31/24,22/17) Parabolic Matrix(2851,-3720,666,-869) (30/23,47/36) -> (77/18,30/7) Hyperbolic Matrix(1115,-1457,238,-311) (47/36,17/13) -> (14/3,47/10) Hyperbolic Matrix(1179,-1550,518,-681) (21/16,4/3) -> (66/29,41/18) Hyperbolic Matrix(435,-589,274,-371) (4/3,19/14) -> (19/12,27/17) Hyperbolic Matrix(1551,-2108,866,-1177) (19/14,34/25) -> (34/19,43/24) Hyperbolic Matrix(931,-1271,408,-557) (15/11,41/30) -> (41/18,16/7) Hyperbolic Matrix(1179,-1612,226,-309) (41/30,26/19) -> (26/5,21/4) Hyperbolic Matrix(2109,-2914,448,-619) (29/21,47/34) -> (47/10,33/7) Hyperbolic Matrix(1053,-1457,404,-559) (47/34,18/13) -> (13/5,47/18) Hyperbolic Matrix(2727,-3782,716,-993) (61/44,43/31) -> (19/5,61/16) Hyperbolic Matrix(1117,-1550,178,-247) (43/31,25/18) -> (25/4,19/3) Hyperbolic Matrix(683,-961,484,-681) (7/5,31/22) -> (31/22,24/17) Parabolic Matrix(371,-527,88,-125) (17/12,27/19) -> (4/1,17/4) Hyperbolic Matrix(18291,-26009,6932,-9857) (91/64,155/109) -> (124/47,95/36) Hyperbolic Matrix(8741,-12431,3314,-4713) (155/109,64/45) -> (29/11,124/47) Hyperbolic Matrix(1241,-1767,696,-991) (37/26,10/7) -> (41/23,25/14) Hyperbolic Matrix(1427,-2046,302,-433) (10/7,33/23) -> (33/7,52/11) Hyperbolic Matrix(993,-1426,172,-247) (33/23,23/16) -> (23/4,29/5) Hyperbolic Matrix(495,-713,302,-435) (23/16,13/9) -> (18/11,23/14) Hyperbolic Matrix(1673,-2449,636,-931) (19/13,22/15) -> (71/27,50/19) Hyperbolic Matrix(1053,-1550,464,-683) (22/15,3/2) -> (59/26,84/37) Hyperbolic Matrix(621,-961,400,-619) (17/11,31/20) -> (31/20,14/9) Parabolic Matrix(557,-868,120,-187) (14/9,25/16) -> (37/8,14/3) Hyperbolic Matrix(435,-682,118,-185) (25/16,11/7) -> (11/3,37/10) Hyperbolic Matrix(433,-682,40,-63) (11/7,52/33) -> (10/1,11/1) Hyperbolic Matrix(1549,-2449,432,-683) (49/31,19/12) -> (43/12,18/5) Hyperbolic Matrix(311,-496,116,-185) (27/17,8/5) -> (8/3,35/13) Hyperbolic Matrix(5083,-8184,1926,-3101) (66/41,29/18) -> (95/36,66/25) Hyperbolic Matrix(1115,-1798,462,-745) (29/18,21/13) -> (41/17,29/12) Hyperbolic Matrix(249,-403,76,-123) (21/13,13/8) -> (13/4,10/3) Hyperbolic Matrix(1301,-2139,340,-559) (23/14,51/31) -> (42/11,23/6) Hyperbolic Matrix(2727,-4495,1618,-2667) (28/17,61/37) -> (32/19,59/35) Hyperbolic Matrix(3721,-6138,1578,-2603) (61/37,33/20) -> (33/14,125/53) Hyperbolic Matrix(683,-1147,184,-309) (5/3,32/19) -> (63/17,26/7) Hyperbolic Matrix(311,-527,36,-61) (22/13,39/23) -> (8/1,9/1) Hyperbolic Matrix(14943,-25451,3494,-5951) (109/64,155/91) -> (124/29,77/18) Hyperbolic Matrix(7625,-12989,1784,-3039) (155/91,46/27) -> (47/11,124/29) Hyperbolic Matrix(309,-527,146,-249) (46/27,29/17) -> (2/1,15/7) Hyperbolic Matrix(1053,-1798,400,-683) (29/17,12/7) -> (50/19,29/11) Hyperbolic Matrix(559,-961,324,-557) (12/7,31/18) -> (31/18,19/11) Parabolic Matrix(559,-992,244,-433) (23/13,16/9) -> (16/7,39/17) Hyperbolic Matrix(4837,-8649,2704,-4835) (59/33,93/52) -> (93/52,34/19) Parabolic Matrix(311,-558,34,-61) (43/24,9/5) -> (9/1,19/2) Hyperbolic Matrix(497,-899,68,-123) (9/5,38/21) -> (7/1,22/3) Hyperbolic Matrix(1859,-4061,710,-1551) (24/11,35/16) -> (89/34,55/21) Hyperbolic Matrix(435,-961,196,-433) (11/5,31/14) -> (31/14,20/9) Parabolic Matrix(931,-2108,246,-557) (9/4,34/15) -> (34/9,53/14) Hyperbolic Matrix(2853,-6479,764,-1735) (84/37,25/11) -> (56/15,71/19) Hyperbolic Matrix(1053,-2480,290,-683) (7/3,33/14) -> (29/8,69/19) Hyperbolic Matrix(19965,-47089,8464,-19963) (125/53,217/92) -> (217/92,92/39) Parabolic Matrix(4401,-10385,1682,-3969) (92/39,59/25) -> (34/13,123/47) Hyperbolic Matrix(249,-589,52,-123) (26/11,19/8) -> (19/4,5/1) Hyperbolic Matrix(683,-1643,180,-433) (12/5,53/22) -> (53/14,19/5) Hyperbolic Matrix(1115,-2697,308,-745) (29/12,46/19) -> (47/13,29/8) Hyperbolic Matrix(9921,-24025,4096,-9919) (46/19,155/64) -> (155/64,109/45) Parabolic Matrix(373,-961,144,-371) (18/7,31/12) -> (31/12,13/5) Parabolic Matrix(1053,-2759,308,-807) (55/21,21/8) -> (41/12,24/7) Hyperbolic Matrix(433,-1147,94,-249) (37/14,8/3) -> (23/5,37/8) Hyperbolic Matrix(931,-2542,204,-557) (30/11,41/15) -> (41/9,32/7) Hyperbolic Matrix(3163,-8649,1156,-3161) (41/15,93/34) -> (93/34,52/19) Parabolic Matrix(683,-2294,92,-309) (47/14,37/11) -> (37/5,15/2) Hyperbolic Matrix(433,-1457,74,-249) (37/11,64/19) -> (29/5,6/1) Hyperbolic Matrix(7131,-24025,2116,-7129) (64/19,155/46) -> (155/46,91/27) Parabolic Matrix(559,-1891,128,-433) (27/8,44/13) -> (13/3,35/8) Hyperbolic Matrix(2419,-8649,676,-2417) (25/7,93/26) -> (93/26,68/19) Parabolic Matrix(187,-713,16,-61) (61/16,42/11) -> (11/1,1/0) Hyperbolic Matrix(249,-961,64,-247) (27/7,31/8) -> (31/8,4/1) Parabolic Matrix(249,-1178,26,-123) (52/11,19/4) -> (19/2,10/1) Hyperbolic Matrix(187,-961,36,-185) (5/1,31/6) -> (31/6,26/5) Parabolic Matrix(125,-961,16,-123) (23/3,31/4) -> (31/4,8/1) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(63,682,-40,-433) -> Matrix(23,8,-440,-153) Matrix(63,589,20,187) -> Matrix(43,13,420,127) Matrix(61,527,-36,-311) -> Matrix(25,7,-468,-131) Matrix(61,465,8,61) -> Matrix(53,13,216,53) Matrix(187,1395,50,373) -> Matrix(37,9,300,73) Matrix(247,1798,68,495) -> Matrix(111,26,952,223) Matrix(61,403,28,185) -> Matrix(33,7,476,101) Matrix(185,1178,68,433) -> Matrix(19,4,204,43) Matrix(247,1550,-178,-1117) -> Matrix(69,14,-1592,-323) Matrix(61,341,22,123) -> Matrix(39,7,440,79) Matrix(63,341,46,249) -> Matrix(17,3,368,65) Matrix(123,589,-52,-249) -> Matrix(71,11,-936,-145) Matrix(433,2046,-302,-1427) -> Matrix(53,8,-1080,-163) Matrix(125,589,66,311) -> Matrix(7,1,132,19) Matrix(187,868,-120,-557) -> Matrix(67,10,-1320,-197) Matrix(61,279,54,247) -> Matrix(7,1,216,31) Matrix(125,558,28,125) -> Matrix(97,14,672,97) Matrix(309,1364,70,309) -> Matrix(239,34,1680,239) Matrix(311,1364,184,807) -> Matrix(71,10,1356,191) Matrix(433,1891,-128,-559) -> Matrix(235,33,-2172,-305) Matrix(433,1860,274,1177) -> Matrix(15,2,292,39) Matrix(371,1581,218,929) -> Matrix(37,5,688,93) Matrix(125,527,-88,-371) -> Matrix(37,5,-792,-107) Matrix(185,713,48,185) -> Matrix(137,17,1104,137) Matrix(373,1426,130,497) -> Matrix(179,22,1912,235) Matrix(993,3782,-716,-2727) -> Matrix(213,26,-4940,-603) Matrix(557,2108,-246,-931) -> Matrix(83,10,-1104,-133) Matrix(559,2108,214,807) -> Matrix(15,2,172,23) Matrix(557,2077,166,619) -> Matrix(91,11,852,103) Matrix(433,1612,-350,-1303) -> Matrix(83,10,-2100,-253) Matrix(185,682,-118,-435) -> Matrix(33,4,-652,-79) Matrix(247,899,136,495) -> Matrix(111,13,1904,223) Matrix(249,899,172,621) -> Matrix(9,1,224,25) Matrix(61,217,52,185) -> Matrix(9,1,260,29) Matrix(125,434,36,125) -> Matrix(89,10,792,89) Matrix(433,1488,126,433) -> Matrix(307,34,2772,307) Matrix(807,2759,-308,-1053) -> Matrix(391,43,-4592,-505) Matrix(309,1054,236,805) -> Matrix(73,8,1688,185) Matrix(621,2108,256,869) -> Matrix(257,28,3240,353) Matrix(1117,3782,806,2729) -> Matrix(203,22,4752,515) Matrix(1241,4185,368,1241) -> Matrix(307,33,2856,307) Matrix(1179,3968,424,1427) -> Matrix(207,22,2324,247) Matrix(619,2077,166,557) -> Matrix(103,11,852,91) Matrix(123,403,-76,-249) -> Matrix(47,5,-912,-97) Matrix(125,403,58,187) -> Matrix(9,1,116,13) Matrix(185,589,136,433) -> Matrix(9,1,188,21) Matrix(185,527,152,433) -> Matrix(11,1,340,31) Matrix(373,1054,132,373) -> Matrix(241,22,2640,241) Matrix(309,868,110,309) -> Matrix(199,18,2200,199) Matrix(123,341,22,61) -> Matrix(79,7,440,39) Matrix(373,1023,136,373) -> Matrix(35,3,408,35) Matrix(125,341,114,311) -> Matrix(11,1,296,27) Matrix(683,1860,524,1427) -> Matrix(23,2,540,47) Matrix(433,1178,68,185) -> Matrix(43,4,204,19) Matrix(435,1178,298,807) -> Matrix(45,4,956,85) Matrix(619,1674,504,1363) -> Matrix(23,2,632,55) Matrix(185,496,-116,-311) -> Matrix(23,2,-472,-41) Matrix(621,1643,-398,-1053) -> Matrix(13,1,-248,-19) Matrix(1303,3441,916,2419) -> Matrix(11,1,208,19) Matrix(683,1798,-400,-1053) -> Matrix(139,12,-2560,-221) Matrix(805,2108,118,309) -> Matrix(353,30,1612,137) Matrix(2357,6169,1398,3659) -> Matrix(59,5,1168,99) Matrix(807,2108,214,559) -> Matrix(23,2,172,15) Matrix(309,806,166,433) -> Matrix(47,4,740,63) Matrix(61,155,24,61) -> Matrix(37,3,456,37) Matrix(63,155,-50,-123) -> Matrix(13,1,-300,-23) Matrix(869,2108,256,621) -> Matrix(353,28,3240,257) Matrix(4031,9765,1664,4031) -> Matrix(1405,111,17784,1405) Matrix(743,1798,512,1239) -> Matrix(127,10,2832,223) Matrix(745,1798,-462,-1115) -> Matrix(77,6,-1476,-115) Matrix(311,744,130,311) -> Matrix(181,14,2340,181) Matrix(495,1178,208,495) -> Matrix(287,22,3744,287) Matrix(433,1023,262,619) -> Matrix(119,9,2208,167) Matrix(619,1457,342,805) -> Matrix(199,15,3436,259) Matrix(187,434,134,311) -> Matrix(1,0,36,1) Matrix(619,1426,484,1115) -> Matrix(27,2,688,51) Matrix(433,992,-244,-559) -> Matrix(27,2,-500,-37) Matrix(435,992,82,187) -> Matrix(83,6,484,35) Matrix(681,1550,-518,-1179) -> Matrix(1,0,-8,1) Matrix(683,1550,-464,-1053) -> Matrix(51,4,-1084,-85) Matrix(4837,10974,2132,4837) -> Matrix(129,10,1664,129) Matrix(2789,6324,1230,2789) -> Matrix(131,10,1716,131) Matrix(1549,3503,-960,-2171) -> Matrix(67,5,-1300,-97) Matrix(125,279,56,125) -> Matrix(69,5,952,69) Matrix(185,403,28,61) -> Matrix(101,7,476,33) Matrix(187,403,58,125) -> Matrix(13,1,116,9) Matrix(185,341,134,247) -> Matrix(17,1,424,25) Matrix(373,682,204,373) -> Matrix(169,10,2856,169) Matrix(681,1240,374,681) -> Matrix(307,18,5236,307) Matrix(495,899,136,247) -> Matrix(223,13,1904,111) Matrix(433,775,138,247) -> Matrix(125,7,1232,69) Matrix(1301,2325,728,1301) -> Matrix(55,3,1008,55) Matrix(991,1767,-696,-1241) -> Matrix(19,1,-400,-21) Matrix(557,992,452,805) -> Matrix(35,2,892,51) Matrix(2169,3844,944,1673) -> Matrix(43,2,580,27) Matrix(2171,3844,946,1675) -> Matrix(27,2,364,27) Matrix(123,217,-106,-187) -> Matrix(17,1,-460,-27) Matrix(125,217,72,125) -> Matrix(53,3,936,53) Matrix(743,1271,-508,-869) -> Matrix(91,5,-1984,-109) Matrix(2975,5084,1886,3223) -> Matrix(293,16,5512,301) Matrix(1055,1798,328,559) -> Matrix(1,0,28,1) Matrix(929,1581,218,371) -> Matrix(93,5,688,37) Matrix(621,1054,512,869) -> Matrix(37,2,832,45) Matrix(807,1364,184,311) -> Matrix(191,10,1356,71) Matrix(3659,6169,1398,2357) -> Matrix(99,5,1168,59) Matrix(1179,1984,848,1427) -> Matrix(37,2,832,45) Matrix(619,1023,262,433) -> Matrix(167,9,2208,119) Matrix(433,713,150,247) -> Matrix(55,3,568,31) Matrix(435,713,-302,-495) -> Matrix(19,1,-324,-17) Matrix(683,1116,418,683) -> Matrix(265,14,5016,265) Matrix(495,806,304,495) -> Matrix(191,10,3648,191) Matrix(1921,3100,422,681) -> Matrix(37,2,240,13) Matrix(4217,6789,2966,4775) -> Matrix(293,15,6192,317) Matrix(2543,4092,1118,1799) -> Matrix(39,2,448,23) Matrix(559,899,-462,-743) -> Matrix(59,3,-1436,-73) Matrix(2417,3844,896,1425) -> Matrix(55,2,632,23) Matrix(2419,3844,898,1427) -> Matrix(23,2,264,23) Matrix(371,589,-274,-435) -> Matrix(17,1,-392,-23) Matrix(745,1178,628,993) -> Matrix(37,2,980,53) Matrix(1177,1860,274,433) -> Matrix(39,2,292,15) Matrix(1611,2542,-1258,-1985) -> Matrix(37,2,-944,-51) Matrix(4837,7626,3068,4837) -> Matrix(417,22,7904,417) Matrix(6137,9672,3894,6137) -> Matrix(647,34,12312,647) Matrix(4587,7223,-3308,-5209) -> Matrix(479,25,-11132,-581) Matrix(1487,2325,1070,1673) -> Matrix(97,5,2192,113) Matrix(61,93,40,61) -> Matrix(21,1,440,21) Matrix(929,1364,126,185) -> Matrix(299,14,1260,59) Matrix(807,1178,298,435) -> Matrix(85,4,956,45) Matrix(621,899,172,249) -> Matrix(25,1,224,9) Matrix(1921,2759,690,991) -> Matrix(15,1,164,11) Matrix(1363,1953,432,619) -> Matrix(227,11,2208,107) Matrix(2419,3441,916,1303) -> Matrix(19,1,208,11) Matrix(373,527,264,373) -> Matrix(109,5,2376,109) Matrix(311,434,134,187) -> Matrix(1,0,36,1) Matrix(1985,2759,536,745) -> Matrix(159,7,1340,59) Matrix(2233,3100,358,497) -> Matrix(643,28,3192,139) Matrix(1921,2666,312,433) -> Matrix(553,24,2788,121) Matrix(2729,3782,806,1117) -> Matrix(515,22,4752,203) Matrix(247,341,134,185) -> Matrix(25,1,424,17) Matrix(249,341,46,63) -> Matrix(65,3,368,17) Matrix(433,589,136,185) -> Matrix(21,1,188,9) Matrix(1365,1798,848,1117) -> Matrix(39,2,760,39) Matrix(805,1054,236,309) -> Matrix(185,8,1688,73) Matrix(807,1054,428,559) -> Matrix(1,0,40,1) Matrix(4775,6231,2804,3659) -> Matrix(67,3,1228,55) Matrix(1427,1860,524,683) -> Matrix(47,2,540,23) Matrix(311,403,240,311) -> Matrix(71,3,1680,71) Matrix(2419,3100,920,1179) -> Matrix(347,14,4040,163) Matrix(1115,1426,484,619) -> Matrix(51,2,688,27) Matrix(559,713,98,125) -> Matrix(123,5,664,27) Matrix(2047,2542,550,683) -> Matrix(397,16,3300,133) Matrix(2603,3224,700,867) -> Matrix(503,20,4200,167) Matrix(805,992,452,557) -> Matrix(51,2,892,35) Matrix(1363,1674,504,619) -> Matrix(55,2,632,23) Matrix(683,837,102,125) -> Matrix(127,5,584,23) Matrix(433,527,152,185) -> Matrix(31,1,340,11) Matrix(869,1054,512,621) -> Matrix(45,2,832,37) Matrix(185,217,52,61) -> Matrix(29,1,260,9) Matrix(247,279,54,61) -> Matrix(31,1,216,7) Matrix(1,0,2,1) -> Matrix(1,0,60,1) Matrix(805,-899,334,-373) -> Matrix(23,-1,300,-13) Matrix(187,-217,106,-123) -> Matrix(27,-1,460,-17) Matrix(1303,-1550,364,-433) -> Matrix(211,-8,1820,-69) Matrix(743,-899,462,-559) -> Matrix(73,-3,1436,-59) Matrix(1425,-1736,866,-1055) -> Matrix(59,-2,1092,-37) Matrix(557,-682,254,-311) -> Matrix(103,-4,1468,-57) Matrix(1303,-1612,350,-433) -> Matrix(253,-10,2100,-83) Matrix(123,-155,50,-63) -> Matrix(23,-1,300,-13) Matrix(681,-868,244,-311) -> Matrix(149,-6,1664,-67) Matrix(1985,-2542,1258,-1611) -> Matrix(51,-2,944,-37) Matrix(745,-961,576,-743) -> Matrix(169,-7,4032,-167) Matrix(2851,-3720,666,-869) -> Matrix(91,-4,660,-29) Matrix(1115,-1457,238,-311) -> Matrix(21,-1,148,-7) Matrix(1179,-1550,518,-681) -> Matrix(1,0,-8,1) Matrix(435,-589,274,-371) -> Matrix(23,-1,392,-17) Matrix(1551,-2108,866,-1177) -> Matrix(133,-6,2372,-107) Matrix(931,-1271,408,-557) -> Matrix(67,-3,916,-41) Matrix(1179,-1612,226,-309) -> Matrix(309,-14,1832,-83) Matrix(2109,-2914,448,-619) -> Matrix(51,-2,332,-13) Matrix(1053,-1457,404,-559) -> Matrix(121,-5,1428,-59) Matrix(2727,-3782,716,-993) -> Matrix(603,-26,4940,-213) Matrix(1117,-1550,178,-247) -> Matrix(323,-14,1592,-69) Matrix(683,-961,484,-681) -> Matrix(199,-9,4356,-197) Matrix(371,-527,88,-125) -> Matrix(107,-5,792,-37) Matrix(18291,-26009,6932,-9857) -> Matrix(947,-45,10880,-517) Matrix(8741,-12431,3314,-4713) -> Matrix(397,-19,4576,-219) Matrix(1241,-1767,696,-991) -> Matrix(21,-1,400,-19) Matrix(1427,-2046,302,-433) -> Matrix(163,-8,1080,-53) Matrix(993,-1426,172,-247) -> Matrix(37,-2,204,-11) Matrix(495,-713,302,-435) -> Matrix(17,-1,324,-19) Matrix(1673,-2449,636,-931) -> Matrix(281,-13,3264,-151) Matrix(1053,-1550,464,-683) -> Matrix(85,-4,1084,-51) Matrix(621,-961,400,-619) -> Matrix(221,-11,4400,-219) Matrix(557,-868,120,-187) -> Matrix(197,-10,1320,-67) Matrix(435,-682,118,-185) -> Matrix(79,-4,652,-33) Matrix(433,-682,40,-63) -> Matrix(153,-8,440,-23) Matrix(1549,-2449,432,-683) -> Matrix(93,-5,800,-43) Matrix(311,-496,116,-185) -> Matrix(41,-2,472,-23) Matrix(5083,-8184,1926,-3101) -> Matrix(625,-32,7168,-367) Matrix(1115,-1798,462,-745) -> Matrix(115,-6,1476,-77) Matrix(249,-403,76,-123) -> Matrix(97,-5,912,-47) Matrix(1301,-2139,340,-559) -> Matrix(429,-23,3488,-187) Matrix(2727,-4495,1618,-2667) -> Matrix(19,-1,324,-17) Matrix(3721,-6138,1578,-2603) -> Matrix(113,-6,1488,-79) Matrix(683,-1147,184,-309) -> Matrix(59,-3,492,-25) Matrix(311,-527,36,-61) -> Matrix(131,-7,468,-25) Matrix(14943,-25451,3494,-5951) -> Matrix(643,-35,4648,-253) Matrix(7625,-12989,1784,-3039) -> Matrix(237,-13,1732,-95) Matrix(309,-527,146,-249) -> Matrix(19,-1,248,-13) Matrix(1053,-1798,400,-683) -> Matrix(221,-12,2560,-139) Matrix(559,-961,324,-557) -> Matrix(235,-13,4212,-233) Matrix(559,-992,244,-433) -> Matrix(37,-2,500,-27) Matrix(4837,-8649,2704,-4835) -> Matrix(379,-21,6804,-377) Matrix(311,-558,34,-61) -> Matrix(141,-8,476,-27) Matrix(497,-899,68,-123) -> Matrix(225,-13,952,-55) Matrix(1859,-4061,710,-1551) -> Matrix(443,-31,5216,-365) Matrix(435,-961,196,-433) -> Matrix(239,-17,3332,-237) Matrix(931,-2108,246,-557) -> Matrix(133,-10,1104,-83) Matrix(2853,-6479,764,-1735) -> Matrix(35,-3,292,-25) Matrix(1053,-2480,290,-683) -> Matrix(291,-22,2500,-189) Matrix(19965,-47089,8464,-19963) -> Matrix(331,-25,4356,-329) Matrix(4401,-10385,1682,-3969) -> Matrix(147,-11,1724,-129) Matrix(249,-589,52,-123) -> Matrix(145,-11,936,-71) Matrix(683,-1643,180,-433) -> Matrix(243,-19,2008,-157) Matrix(1115,-2697,308,-745) -> Matrix(343,-27,2960,-233) Matrix(9921,-24025,4096,-9919) -> Matrix(3307,-261,41876,-3305) Matrix(373,-961,144,-371) -> Matrix(229,-19,2736,-227) Matrix(1053,-2759,308,-807) -> Matrix(505,-43,4592,-391) Matrix(433,-1147,94,-249) -> Matrix(81,-7,544,-47) Matrix(931,-2542,204,-557) -> Matrix(45,-4,304,-27) Matrix(3163,-8649,1156,-3161) -> Matrix(37,-3,432,-35) Matrix(683,-2294,92,-309) -> Matrix(149,-16,624,-67) Matrix(433,-1457,74,-249) -> Matrix(85,-9,444,-47) Matrix(7131,-24025,2116,-7129) -> Matrix(1261,-135,11760,-1259) Matrix(559,-1891,128,-433) -> Matrix(305,-33,2172,-235) Matrix(2419,-8649,676,-2417) -> Matrix(391,-45,3380,-389) Matrix(187,-713,16,-61) -> Matrix(139,-17,368,-45) Matrix(249,-961,64,-247) -> Matrix(185,-23,1472,-183) Matrix(249,-1178,26,-123) -> Matrix(145,-22,468,-71) Matrix(187,-961,36,-185) -> Matrix(151,-25,900,-149) Matrix(125,-961,16,-123) -> Matrix(109,-27,432,-107) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 6 Minimal number of generators: 2 Number of equivalence classes of elliptic points of order 2: 0 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 3 Genus: 0 Degree of H/liftables -> H/(image of liftables): 120 Imminent integer overflow caused the modular group computation to abort.