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): 3456 Minimal number of generators: 577 Number of equivalence classes of cusps: 160 Genus: 209 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -10/1 -9/1 -8/1 -15/2 -22/3 -27/4 -20/3 -33/5 -32/5 -44/7 -6/1 -27/5 -16/3 -21/4 -26/5 -24/5 -14/3 -32/7 -9/2 -30/7 -21/5 -4/1 -27/7 -18/5 -24/7 -27/8 -33/10 -54/17 -3/1 -20/7 -30/11 -8/3 -60/23 -18/7 -120/49 -12/5 -16/7 -9/4 -24/11 -15/7 -2/1 -9/5 -12/7 -27/16 -18/11 -27/17 -54/35 -3/2 -18/13 -4/3 -9/7 -6/5 -9/8 -12/11 0/1 1/1 9/8 6/5 9/7 4/3 108/79 18/13 36/25 3/2 54/35 36/23 27/17 108/67 18/11 27/16 12/7 9/5 36/19 2/1 36/17 15/7 24/11 144/65 9/4 16/7 144/61 168/71 12/5 432/179 144/59 5/2 18/7 360/139 144/55 108/41 8/3 30/11 36/13 20/7 72/25 3/1 72/23 54/17 36/11 33/10 27/8 24/7 7/2 252/71 360/101 18/5 396/109 108/29 72/19 27/7 31/8 4/1 21/5 30/7 13/3 35/8 31/7 9/2 32/7 60/13 144/31 14/3 24/5 29/6 34/7 5/1 26/5 21/4 37/7 16/3 27/5 11/2 28/5 17/3 23/4 29/5 6/1 25/4 44/7 19/3 32/5 13/2 33/5 20/3 27/4 34/5 7/1 22/3 15/2 23/3 8/1 25/3 17/2 9/1 28/3 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 -11/1 1/0 -10/1 1/0 -19/2 -2/1 -1/1 -9/1 -1/2 -17/2 -1/5 0/1 -8/1 0/1 -23/3 -1/2 -15/2 -1/2 -22/3 -1/2 -7/1 -1/4 -27/4 -1/4 -47/7 -3/14 -20/3 -1/5 -33/5 -1/8 -13/2 0/1 1/1 -32/5 -2/5 -19/3 -3/10 -44/7 -1/5 -25/4 -1/1 0/1 -6/1 -1/4 -29/5 -5/26 -23/4 -1/3 0/1 -17/3 -3/16 -28/5 -1/7 -39/7 -1/8 -11/2 -1/1 0/1 -38/7 -1/4 -27/5 -1/4 -16/3 0/1 -37/7 -1/4 -21/4 -1/4 -26/5 -3/14 -5/1 -1/6 -29/6 -1/9 0/1 -24/5 0/1 -43/9 -3/4 -19/4 -1/3 -2/7 -71/15 -15/62 -52/11 -3/13 -33/7 -3/14 -14/3 -1/6 -65/14 -1/3 0/1 -51/11 -1/4 -37/8 -1/5 0/1 -60/13 -1/5 -83/18 -13/67 -6/31 -23/5 -3/16 -32/7 -2/11 -9/2 -1/6 -40/9 -2/13 -31/7 -7/46 -22/5 -3/20 -57/13 -1/8 -35/8 -2/13 -1/7 -13/3 -3/20 -30/7 -1/8 -77/18 -3/25 -2/17 -124/29 -1/9 -47/11 -3/26 -17/4 -1/11 0/1 -21/5 -1/4 -25/6 -3/17 -4/23 -4/1 -1/7 -27/7 -1/8 -23/6 -4/35 -1/9 -19/5 -1/12 -34/9 -1/4 -83/22 -2/9 -5/23 -49/13 -1/6 -15/4 -1/6 -41/11 -11/76 -108/29 -1/7 -67/18 -1/7 -18/127 -26/7 -3/22 -63/17 -1/8 -100/27 -1/7 -37/10 -1/7 -4/29 -11/3 -3/22 -62/17 -3/22 -51/14 -5/38 -91/25 -13/100 -40/11 -2/15 -109/30 -26/199 -3/23 -69/19 -7/54 -29/8 -4/31 -5/39 -18/5 -1/8 -43/12 -6/49 -5/41 -68/19 -5/41 -25/7 -1/8 -57/16 -1/8 -32/9 -2/17 -7/2 -2/17 -1/9 -38/11 -1/10 -31/9 -3/32 -24/7 0/1 -41/12 -1/5 0/1 -17/5 -1/6 -44/13 -3/23 -115/34 -4/31 -29/225 -71/21 -21/164 -27/8 -1/8 -37/11 -1/8 -47/14 -2/17 -1/9 -10/3 -1/8 -53/16 -1/9 0/1 -43/13 -13/112 -33/10 -3/26 -23/7 -7/62 -36/11 -1/9 -13/4 -1/9 -4/37 -29/9 -9/86 -16/5 -2/19 -35/11 -1/10 -54/17 -1/10 -73/23 -23/232 -19/6 -3/31 -2/21 -3/1 -1/10 -23/8 -1/7 0/1 -20/7 -1/9 -37/13 -1/10 -54/19 -1/10 -17/6 -4/41 -3/31 -31/11 -5/54 -45/16 -1/10 -59/21 -3/32 -14/5 -3/32 -39/14 -5/54 -64/23 -6/65 -89/32 -11/119 -6/65 -25/9 -9/98 -36/13 -1/11 -11/4 -1/11 -4/45 -41/15 -9/104 -112/41 -2/23 -71/26 -1/11 -2/23 -30/11 -1/12 -49/18 -1/11 -6/67 -19/7 -5/58 -27/10 -1/12 -35/13 -1/12 -8/3 0/1 -37/14 -1/11 0/1 -66/25 -1/10 -29/11 -7/76 -108/41 -1/11 -79/30 -1/11 -24/265 -50/19 -9/100 -71/27 -27/302 -21/8 -3/34 -55/21 -15/172 -34/13 -5/58 -47/18 -2/23 -3/35 -60/23 -1/11 -73/28 -2/23 -3/35 -86/33 -5/58 -13/5 -5/58 -44/17 -5/59 -119/46 -11/129 -4/47 -75/29 -9/106 -31/12 -5/59 -6/71 -18/7 -1/12 -41/16 -9/109 -8/97 -64/25 -6/73 -23/9 -1/12 -97/38 -26/319 -11/135 -74/29 -7/86 -51/20 -1/12 -79/31 -7/86 -28/11 -3/37 -33/13 -1/12 -38/15 -1/12 -5/2 -1/13 0/1 -37/15 -1/12 -32/13 0/1 -59/24 -2/23 -7/81 -27/11 -1/12 -49/20 -5/61 -14/171 -120/49 -4/49 -71/29 -29/356 -22/9 -5/62 -61/25 -19/238 -39/16 -3/38 -17/7 -1/12 -63/26 -3/38 -46/19 -3/38 -121/50 -4/51 -17/217 -75/31 -5/64 -29/12 -7/89 -4/51 -12/5 -1/13 -43/18 -13/171 -6/79 -74/31 -5/66 -179/75 -5/66 -105/44 -5/66 -31/13 -13/172 -50/21 -5/66 -119/50 -4/53 -23/305 -69/29 -3/40 -19/8 -5/67 -2/27 -26/11 -3/40 -59/25 -21/284 -33/14 -5/68 -7/3 -1/14 -44/19 -1/13 -37/16 -4/51 -1/13 -67/29 -3/40 -30/13 -1/14 -23/10 -4/51 -1/13 -39/17 -5/66 -16/7 -2/27 -41/18 -3/41 -4/55 -66/29 -1/14 -25/11 -5/68 -34/15 -1/14 -9/4 -1/14 -38/17 -1/14 -29/13 -13/186 -49/22 -7/101 -2/29 -20/9 -3/43 -51/23 -5/72 -82/37 -17/246 -31/14 -2/29 -13/189 -11/5 -1/16 -35/16 -1/15 -2/31 -24/11 0/1 -13/6 -1/15 0/1 -15/7 -3/44 -17/8 -8/119 -1/15 -36/17 -1/15 -19/9 -9/136 -21/10 -3/46 -2/1 -1/16 -19/10 -10/169 -1/17 -36/19 -1/17 -17/9 -9/154 -15/8 -3/52 -58/31 -15/262 -43/23 -17/298 -28/15 -3/53 -13/7 -1/16 -37/20 -1/17 0/1 -24/13 -2/35 -11/6 -1/17 0/1 -31/17 -11/192 -144/79 -2/35 -113/62 -2/35 -47/823 -82/45 -17/298 -51/28 -9/158 -71/39 -39/686 -20/11 -3/53 -49/27 -9/160 -29/16 -3/53 -4/71 -9/5 -1/18 -43/24 -7/127 -6/109 -77/43 -11/200 -34/19 -9/164 -25/14 -5/91 -4/73 -66/37 -7/128 -107/60 -4/73 -3/55 -41/23 -19/348 -57/32 -11/202 -130/73 -37/680 -73/41 -41/754 -16/9 -2/37 -71/40 -2/37 -5/93 -55/31 -1/18 -39/22 -3/56 -23/13 -1/20 -30/17 -1/18 -67/38 -2/37 -1/19 -37/21 -1/18 -44/25 -3/55 -7/4 -2/37 -1/19 -40/23 -2/37 -73/42 -2/37 -1/19 -106/61 -1/18 -33/19 -1/18 -59/34 -19/351 -2/37 -144/83 -2/37 -85/49 -31/574 -26/15 -7/130 -97/56 -34/633 -21/391 -168/97 -8/149 -71/41 -41/764 -45/26 -3/56 -19/11 -5/94 -50/29 -5/94 -31/18 -6/113 -13/245 -12/7 -1/19 -41/24 -8/153 -15/287 -111/65 -7/134 -181/106 -1/19 -8/153 -432/253 -8/153 -251/147 -7/134 -70/41 -7/134 -29/17 -17/326 -75/44 -5/96 -46/27 -3/58 -63/37 -5/96 -17/10 -4/77 -7/135 -90/53 -3/58 -73/43 -43/832 -56/33 -8/155 -39/23 -7/136 -61/36 -21/409 -2/39 -144/85 -2/39 -83/49 -25/488 -22/13 -1/20 -49/29 -5/98 -27/16 -1/20 -32/19 0/1 -37/22 -1/19 -8/153 -5/3 -1/20 -38/23 -11/216 -33/20 -7/138 -28/17 -5/99 -79/48 -3/59 -4/79 -51/31 -1/20 -74/45 -11/218 -97/59 -23/456 -23/14 -7/139 -8/159 -18/11 -1/20 -49/30 -15/301 -14/281 -80/49 -12/241 -111/68 -1/20 -31/19 -19/382 -106/65 -1/20 -75/46 -1/20 -119/73 -31/624 -44/27 -7/141 -101/62 -55/1109 -6/121 -360/221 -6/121 -259/159 -131/2642 -158/97 -35/706 -57/35 -11/222 -13/8 -5/101 -4/81 -73/45 -45/914 -60/37 -3/61 -47/29 -11/224 -34/21 -5/102 -89/55 -25/512 -144/89 -2/41 -55/34 -2/41 -13/267 -21/13 -1/20 -92/57 -1/21 -71/44 -2/41 -1/21 -192/119 -2/41 -313/194 -28/575 -13/267 -121/75 -7/144 -50/31 -3/62 -79/49 -5/104 -108/67 -1/21 -29/18 -1/21 0/1 -66/41 -1/20 -103/64 -1/21 0/1 -37/23 -1/20 -8/5 -2/41 -35/22 -2/41 -1/21 -27/17 -1/20 -73/46 -3/61 -2/41 -192/121 -2/41 -311/196 -13/267 -24/493 -119/75 -3/62 -46/29 -1/20 -19/12 -3/61 -2/41 -49/31 -7/144 -30/19 -3/62 -71/45 -45/932 -41/26 -23/477 -4/83 -11/7 -7/146 -36/23 -1/21 -25/16 -1/21 -16/337 -64/41 -10/211 -103/66 -17/359 -8/169 -39/25 -9/190 -14/9 -5/106 -73/47 -47/1000 -59/38 -27/575 -10/213 -45/29 -3/64 -76/49 -5/107 -107/69 -3/64 -31/20 -5/107 -2/43 -17/11 -3/64 -71/46 -2/43 -3/65 -54/35 -1/22 -37/24 -1/21 0/1 -57/37 -3/64 -77/50 -2/43 -3/65 -20/13 -1/21 -23/15 -7/150 -72/47 -2/43 -49/32 -2/43 -15/323 -26/17 -5/108 -3/2 -1/22 -25/17 -9/202 -72/49 -2/45 -47/32 -2/45 -17/383 -22/15 -3/68 -19/13 -3/68 -54/37 -3/68 -35/24 -2/45 -1/23 -16/11 -2/45 -45/31 -3/68 -74/51 -3/68 -29/20 -15/341 -4/91 -71/49 -49/1116 -42/29 -5/114 -13/9 -9/206 -36/25 -1/23 -23/16 -1/23 -16/369 -33/23 -7/162 -109/76 -1/23 -6/139 -76/53 -1/23 -43/30 -1/23 -6/139 -10/7 -3/70 -67/47 -5/118 -57/40 -1/24 -47/33 -1/24 -84/59 -1/23 -37/26 -1/23 -4/93 -27/19 -3/70 -71/50 -1/23 -2/47 -115/81 -15/352 -44/31 -1/23 -17/12 -1/23 -4/93 -41/29 -17/398 -24/17 -2/47 -31/22 -2/47 -3/71 -69/49 -11/260 -107/76 -44/1041 -3/71 -38/27 -7/166 -7/5 -1/24 -39/28 -9/214 -110/79 -39/928 -181/130 -124/2951 -5/119 -252/181 -5/119 -71/51 -51/1214 -32/23 -6/143 -57/41 -1/24 -139/100 -23/549 -8/191 -360/259 -8/191 -221/159 -33/788 -82/59 -1/24 -25/18 -8/191 -9/215 -18/13 -1/24 -47/34 -18/433 -17/409 -76/55 -13/313 -181/131 -1/24 -105/76 -1/24 -29/21 -21/506 -69/50 -1/24 -178/129 -1/24 -287/208 -8/193 -7/169 -396/287 -7/169 -109/79 -1/24 -40/29 -8/193 -51/37 -13/314 -62/45 -23/556 -11/8 -4/97 -3/73 -48/35 -2/49 -37/27 -1/24 -100/73 -1/25 -63/46 -1/24 -26/19 -1/24 -67/49 -13/316 -108/79 -3/73 -41/30 -3/73 -8/195 -56/41 -2/49 -71/52 -7/171 -2/49 -86/63 -9/220 -15/11 -1/24 -49/36 -7/171 -2/49 -34/25 -9/220 -53/39 -25/612 -72/53 -2/49 -19/14 -2/49 -9/221 -23/17 -1/24 -27/20 -3/74 -31/23 -7/174 -35/26 -2/49 -1/25 -4/3 -1/25 -25/19 -3/76 -46/35 -1/26 -21/16 -3/76 -17/13 -9/230 -47/36 -3/77 -10/257 -77/59 -5/128 -30/23 -1/26 -73/56 -1/25 -2/51 -43/33 -13/332 -13/10 -3/77 -4/103 -48/37 -4/103 -35/27 -1/26 -92/71 -1/25 -149/115 -3/76 -57/44 -1/26 -22/17 -1/26 -31/24 -17/439 -6/155 -9/7 -1/26 -41/32 -25/653 -8/209 -73/57 -57/1490 -32/25 -6/157 -87/68 -11/288 -55/43 -19/498 -23/18 -4/105 -3/79 -83/65 -7/184 -143/112 -4/105 -11/289 -60/47 -3/79 -97/76 -2/53 -1/27 -37/29 -1/26 -51/40 -1/26 -65/51 -9/236 -144/113 -4/105 -79/62 -4/105 -11/289 -14/11 -1/26 -33/26 -5/132 -52/41 -3/79 -71/56 -3/79 -2/53 -90/71 -1/26 -19/15 -1/26 -62/49 -19/502 -43/34 -7/185 -2/53 -24/19 -2/53 -29/23 -17/452 -34/27 -3/80 -5/4 -4/107 -1/27 -26/21 -11/298 -47/38 -15/407 -22/597 -21/17 -5/136 -37/30 -1/27 -4/109 -16/13 -4/109 -43/35 -19/518 -70/57 -3/82 -97/79 -23/628 -27/22 -3/82 -65/53 -3/82 -38/31 -7/192 -49/40 -5/137 -2/55 -11/9 -7/192 -39/32 -9/248 -28/23 -3/83 -17/14 -8/221 -3/83 -57/47 -7/194 -40/33 -4/111 -23/19 -7/194 -29/24 -4/111 -5/139 -6/5 -1/28 -25/21 -9/254 -44/37 -3/85 -63/53 -1/28 -19/16 -10/283 -3/85 -70/59 -17/482 -51/43 -11/312 -32/27 -2/57 -45/38 -5/142 -13/11 -9/256 -33/28 -7/200 -20/17 -5/143 -67/57 -7/200 -47/40 -5/143 -18/515 -74/63 -3/86 -27/23 -3/86 -34/29 -3/86 -7/6 -6/173 -1/29 -22/19 -9/262 -15/13 -5/146 -23/20 -4/117 -7/205 -8/7 -2/59 -25/22 -3/89 -16/475 -17/15 -9/268 -9/8 -1/30 -28/25 -7/211 -19/17 -9/272 -10/9 -5/152 -11/10 -7/215 -4/123 -12/11 -1/31 -1/1 -1/34 0/1 0/1 1/1 1/36 11/10 4/131 7/229 10/9 5/162 19/17 9/290 9/8 1/32 17/15 9/286 8/7 2/63 23/20 7/219 4/125 15/13 5/156 22/19 9/280 7/6 1/31 6/185 27/23 3/92 47/40 18/551 5/153 20/17 5/153 33/28 7/214 13/11 9/274 32/27 2/61 19/16 3/91 10/303 44/37 3/91 25/21 9/272 6/5 1/30 29/24 5/149 4/119 23/19 7/208 17/14 3/89 8/237 28/23 3/89 39/32 9/266 11/9 7/206 38/31 7/206 27/22 3/88 16/13 4/117 37/30 4/117 1/29 21/17 5/146 26/21 11/320 5/4 1/29 4/115 29/23 17/486 24/19 2/57 43/34 2/57 7/199 19/15 1/28 71/56 2/57 3/85 52/41 3/85 33/26 5/142 14/11 1/28 65/51 9/254 51/40 1/28 37/29 1/28 60/47 3/85 83/65 7/198 23/18 3/85 4/113 32/25 6/169 9/7 1/28 40/31 8/223 31/24 6/167 17/473 22/17 1/28 57/44 1/28 35/27 1/28 13/10 4/111 3/83 30/23 1/28 77/59 5/138 124/95 3/83 47/36 10/277 3/83 17/13 9/248 21/16 3/82 25/19 3/82 4/3 1/27 27/20 3/80 23/17 1/26 19/14 9/239 2/53 34/25 9/238 83/61 9/238 49/36 2/53 7/185 15/11 1/26 41/30 8/211 3/79 108/79 3/79 67/49 13/342 26/19 1/26 63/46 1/26 100/73 1/27 37/27 1/26 11/8 3/79 4/105 62/45 23/602 51/37 13/340 91/66 7/183 36/941 40/29 8/209 109/79 1/26 69/50 1/26 29/21 21/548 18/13 1/26 43/31 31/804 68/49 13/337 25/18 9/233 8/207 57/41 1/26 32/23 6/155 7/5 1/26 38/27 7/180 31/22 3/77 2/51 24/17 2/51 41/29 17/432 17/12 4/101 1/25 44/31 1/25 115/81 15/382 71/50 2/51 1/25 27/19 3/76 37/26 4/101 1/25 47/33 1/26 10/7 3/76 53/37 17/428 43/30 6/151 1/25 33/23 7/176 23/16 16/401 1/25 36/25 1/25 13/9 9/224 29/20 4/99 15/371 16/11 2/49 35/24 1/25 2/49 54/37 3/74 73/50 1/25 2/49 19/13 3/74 3/2 1/24 23/15 7/164 20/13 1/23 37/24 0/1 1/23 54/35 1/24 17/11 3/70 31/20 2/47 5/117 45/29 3/70 59/38 10/233 27/629 14/9 5/116 39/25 9/208 64/41 10/231 89/57 35/808 25/16 16/369 1/23 36/23 1/23 11/7 7/160 41/26 4/91 23/523 112/71 18/409 71/45 45/1022 30/19 3/68 49/31 7/158 19/12 2/45 3/67 27/17 1/22 35/22 1/23 2/45 8/5 2/45 37/23 1/22 66/41 1/22 29/18 0/1 1/23 108/67 1/23 79/49 5/114 50/31 3/68 71/44 1/23 2/45 21/13 1/22 55/34 13/293 2/45 34/21 5/112 47/29 11/246 60/37 3/67 73/45 45/1004 86/53 27/602 13/8 4/89 5/111 44/27 7/155 119/73 31/686 75/46 1/22 31/19 19/420 18/11 1/22 41/25 25/548 64/39 10/219 23/14 8/175 7/153 97/59 23/502 74/45 11/240 51/31 1/22 79/48 4/87 3/65 28/17 5/109 33/20 7/152 38/23 11/238 5/3 1/22 37/22 8/169 1/21 32/19 0/1 59/35 1/24 27/16 1/22 49/29 5/108 120/71 2/43 71/42 2/43 1/21 22/13 1/22 61/36 2/43 21/451 39/23 7/150 17/10 7/149 4/85 63/37 5/106 46/27 3/64 121/71 21/446 75/44 5/106 29/17 17/360 12/7 1/21 43/25 25/522 74/43 7/146 179/104 1/21 6/125 105/61 7/146 31/18 13/271 6/125 50/29 5/104 119/69 19/394 69/40 3/62 19/11 5/104 26/15 7/144 59/34 2/41 19/389 33/19 1/20 7/4 1/21 2/41 44/25 3/61 37/21 1/20 67/38 1/21 2/41 30/17 1/20 23/13 1/22 39/22 3/62 16/9 2/41 41/23 19/386 66/37 7/142 25/14 4/81 5/101 34/19 9/182 9/5 1/20 38/21 11/218 29/16 4/79 3/59 49/27 9/178 20/11 3/59 51/28 9/176 82/45 17/332 31/17 11/214 11/6 0/1 1/19 35/19 1/20 24/13 2/39 13/7 1/18 15/8 3/58 17/9 9/172 36/19 1/19 19/10 1/19 10/189 21/11 3/56 2/1 1/18 19/9 9/154 36/17 1/17 17/8 1/17 8/135 15/7 3/50 58/27 11/182 43/20 2/33 19/313 28/13 3/49 13/6 0/1 1/17 37/17 1/16 24/11 0/1 11/5 1/18 31/14 13/215 2/33 144/65 2/33 113/51 45/742 82/37 17/280 51/23 5/82 71/32 2/33 3/49 20/9 3/49 49/22 2/33 7/115 29/13 13/212 9/4 1/16 43/19 19/300 77/34 3/47 2/31 34/15 1/16 25/11 5/78 66/29 1/16 107/47 1/16 41/18 4/63 3/47 57/25 5/78 130/57 3/46 73/32 2/31 1/15 16/7 2/31 71/31 31/476 55/24 13/199 10/153 39/17 5/76 23/10 1/15 4/59 30/13 1/16 67/29 3/46 37/16 1/15 4/59 44/19 1/15 7/3 1/16 40/17 4/63 73/31 31/486 106/45 23/360 33/14 5/78 59/25 21/326 144/61 2/31 85/36 2/31 29/449 26/11 3/46 97/41 1/16 168/71 2/31 71/30 2/31 5/77 45/19 3/46 19/8 2/31 5/77 50/21 5/76 31/13 13/198 12/5 1/15 41/17 17/252 111/46 5/74 181/75 5/74 432/179 4/59 251/104 1/15 4/59 70/29 5/74 29/12 4/59 7/103 75/31 5/74 46/19 3/44 63/26 3/44 17/7 1/14 90/37 3/44 73/30 5/73 2/29 56/23 2/29 39/16 3/44 61/25 19/276 144/59 2/29 83/34 2/29 27/391 22/9 5/72 49/20 14/199 5/71 27/11 1/14 32/13 0/1 37/15 1/14 5/2 0/1 1/15 38/15 1/14 33/13 1/14 28/11 3/43 79/31 7/100 51/20 1/14 74/29 7/100 97/38 11/157 26/371 23/9 1/14 18/7 1/14 49/19 1/14 80/31 8/111 111/43 1/14 31/12 6/83 5/69 106/41 21/290 75/29 9/124 119/46 4/55 11/151 44/17 5/69 101/39 33/454 360/139 4/55 259/100 4/55 91/1251 158/61 31/426 57/22 7/96 13/5 5/68 73/28 3/41 2/27 60/23 1/13 47/18 3/41 2/27 34/13 5/68 89/34 23/311 2/27 144/55 2/27 55/21 15/202 21/8 3/40 92/35 9/119 71/27 27/356 192/73 6/79 313/119 43/566 121/46 32/421 13/171 50/19 9/118 79/30 24/313 1/13 108/41 1/13 29/11 7/90 66/25 1/12 103/39 5/64 37/14 0/1 1/13 8/3 0/1 35/13 1/14 27/10 1/14 73/27 27/374 192/71 6/83 311/115 35/484 119/44 17/235 28/387 46/17 9/124 19/7 5/68 49/18 6/79 1/13 30/11 1/14 71/26 2/27 1/13 41/15 9/122 11/4 4/53 1/13 36/13 1/13 25/9 9/116 64/23 6/77 103/37 13/166 39/14 5/64 14/5 3/38 73/26 1/13 2/25 59/21 3/38 45/16 1/12 76/27 1/13 107/38 0/1 1/13 31/11 5/64 17/6 3/37 4/49 71/25 25/302 54/19 1/12 37/13 1/12 57/20 1/12 77/27 3/34 20/7 1/11 23/8 0/1 1/9 72/25 0/1 49/17 1/20 26/9 1/14 3/1 1/12 25/8 0/1 1/7 72/23 0/1 47/15 1/20 22/7 1/14 19/6 2/25 3/37 54/17 1/12 35/11 1/12 16/5 2/23 45/14 1/12 74/23 1/12 29/9 9/104 71/22 2/23 5/57 42/13 3/34 13/4 4/45 1/11 36/11 1/11 23/7 7/76 33/10 3/32 109/33 3/32 76/23 1/11 43/13 13/138 10/3 1/10 67/20 2/21 7/73 57/17 1/10 47/14 1/11 2/21 84/25 3/31 37/11 1/10 27/8 1/10 71/21 21/206 115/34 29/283 4/39 44/13 3/29 17/5 1/8 41/12 0/1 1/7 24/7 0/1 31/9 3/38 69/20 1/12 107/31 1/12 38/11 1/12 7/2 1/11 2/21 39/11 1/10 110/31 1/10 181/51 1/10 252/71 1/11 71/20 1/11 2/21 32/9 2/21 57/16 1/10 139/39 3/32 360/101 2/21 221/62 2/21 11/115 82/23 5/52 25/7 1/10 18/5 1/10 47/13 1/10 76/21 5/49 181/50 5/49 4/39 105/29 1/10 29/8 5/49 4/39 69/19 7/68 178/49 25/242 287/79 79/764 396/109 3/29 109/30 3/29 26/251 40/11 2/19 51/14 5/48 62/17 3/28 11/3 3/28 48/13 2/19 37/10 4/37 1/9 100/27 1/9 63/17 1/10 26/7 3/28 67/18 18/163 1/9 108/29 1/9 41/11 11/98 56/15 4/35 71/19 19/164 86/23 11/94 15/4 1/8 49/13 1/8 34/9 1/6 53/14 -1/3 0/1 72/19 0/1 19/5 1/14 23/6 1/11 4/43 27/7 1/10 31/8 2/19 1/9 35/9 1/10 4/1 1/9 25/6 4/31 3/23 46/11 5/36 21/5 1/6 17/4 0/1 1/13 47/11 3/32 77/18 2/21 3/31 30/7 1/10 73/17 17/164 43/10 2/19 9/85 13/3 3/26 48/11 0/1 35/8 1/9 2/17 92/21 1/9 149/34 0/1 1/7 57/13 1/10 22/5 3/26 31/7 7/60 9/2 1/8 41/9 9/68 73/16 2/15 1/7 32/7 2/15 87/19 3/22 55/12 1/7 2/13 23/5 3/22 83/18 6/43 13/93 143/31 31/220 60/13 1/7 97/21 3/20 37/8 0/1 1/7 51/11 1/6 65/14 0/1 1/5 144/31 0/1 79/17 1/10 14/3 1/8 33/7 3/20 52/11 3/19 71/15 15/92 90/19 1/6 19/4 2/11 1/5 62/13 1/6 43/9 3/10 24/5 0/1 29/6 0/1 1/11 34/7 3/28 5/1 1/8 26/5 3/20 47/9 1/6 21/4 1/6 37/7 1/6 16/3 0/1 43/8 2/13 7/45 70/13 1/6 97/18 14/87 5/31 27/5 1/6 65/12 3/17 8/45 38/7 1/6 49/9 3/16 11/2 0/1 1/3 39/7 1/10 28/5 1/9 17/3 3/22 57/10 3/20 40/7 2/13 23/4 0/1 1/5 29/5 5/36 6/1 1/6 25/4 0/1 1/3 44/7 1/7 63/10 1/6 19/3 3/16 70/11 5/24 51/8 3/14 32/5 2/9 45/7 1/4 13/2 0/1 1/1 33/5 1/10 20/3 1/7 67/10 2/13 3/19 47/7 3/20 74/11 1/6 27/4 1/6 34/5 3/16 7/1 1/6 22/3 1/4 15/2 1/4 23/3 1/4 8/1 0/1 25/3 3/14 17/2 0/1 1/7 9/1 1/4 28/3 1/3 19/2 1/3 2/5 10/1 1/2 11/1 1/2 12/1 1/3 1/0 0/1 1/1 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(143,1656,-112,-1297) (-11/1,1/0) -> (-83/65,-143/112) Hyperbolic Matrix(73,792,20,217) (-11/1,-10/1) -> (62/17,11/3) Hyperbolic Matrix(143,1368,30,287) (-10/1,-19/2) -> (19/4,62/13) Hyperbolic Matrix(145,1368,-122,-1151) (-19/2,-9/1) -> (-63/53,-19/16) Hyperbolic Matrix(143,1224,84,719) (-9/1,-17/2) -> (17/10,63/37) Hyperbolic Matrix(217,1800,-78,-647) (-17/2,-8/1) -> (-64/23,-89/32) Hyperbolic Matrix(289,2232,112,865) (-8/1,-23/3) -> (49/19,80/31) Hyperbolic Matrix(143,1080,38,287) (-23/3,-15/2) -> (15/4,49/13) Hyperbolic Matrix(215,1584,166,1223) (-15/2,-22/3) -> (22/17,57/44) Hyperbolic Matrix(287,2088,178,1295) (-22/3,-7/1) -> (79/49,50/31) Hyperbolic Matrix(287,1944,-234,-1585) (-7/1,-27/4) -> (-27/22,-65/53) Hyperbolic Matrix(577,3888,-470,-3167) (-27/4,-47/7) -> (-97/79,-27/22) Hyperbolic Matrix(1009,6768,-236,-1583) (-47/7,-20/3) -> (-124/29,-47/11) Hyperbolic Matrix(359,2376,76,503) (-20/3,-33/5) -> (33/7,52/11) Hyperbolic Matrix(361,2376,208,1369) (-33/5,-13/2) -> (59/34,33/19) Hyperbolic Matrix(359,2304,-146,-937) (-13/2,-32/5) -> (-32/13,-59/24) Hyperbolic Matrix(575,3672,-158,-1009) (-32/5,-19/3) -> (-91/25,-40/11) Hyperbolic Matrix(217,1368,-194,-1223) (-19/3,-44/7) -> (-28/25,-19/17) Hyperbolic Matrix(1009,6336,390,2449) (-44/7,-25/4) -> (119/46,44/17) Hyperbolic Matrix(289,1800,162,1009) (-25/4,-6/1) -> (66/37,25/14) Hyperbolic Matrix(359,2088,136,791) (-6/1,-29/5) -> (29/11,66/25) Hyperbolic Matrix(361,2088,162,937) (-29/5,-23/4) -> (49/22,29/13) Hyperbolic Matrix(289,1656,-226,-1295) (-23/4,-17/3) -> (-55/43,-23/18) Hyperbolic Matrix(217,1224,64,361) (-17/3,-28/5) -> (44/13,17/5) Hyperbolic Matrix(361,2016,142,793) (-28/5,-39/7) -> (33/13,28/11) Hyperbolic Matrix(505,2808,298,1657) (-39/7,-11/2) -> (61/36,39/23) Hyperbolic Matrix(649,3528,-172,-935) (-11/2,-38/7) -> (-34/9,-83/22) Hyperbolic Matrix(359,1944,-306,-1657) (-38/7,-27/5) -> (-27/23,-34/29) Hyperbolic Matrix(215,1152,-148,-793) (-27/5,-16/3) -> (-16/11,-45/31) Hyperbolic Matrix(217,1152,68,361) (-16/3,-37/7) -> (35/11,16/5) Hyperbolic Matrix(505,2664,396,2089) (-37/7,-21/4) -> (51/40,37/29) Hyperbolic Matrix(289,1512,-220,-1151) (-21/4,-26/5) -> (-46/35,-21/16) Hyperbolic Matrix(361,1872,264,1369) (-26/5,-5/1) -> (67/49,26/19) Hyperbolic Matrix(505,2448,-282,-1367) (-5/1,-29/6) -> (-43/24,-77/43) Hyperbolic Matrix(359,1728,284,1367) (-29/6,-24/5) -> (24/19,43/34) Hyperbolic Matrix(361,1728,286,1369) (-24/5,-43/9) -> (29/23,24/19) Hyperbolic Matrix(649,3096,-196,-935) (-43/9,-19/4) -> (-53/16,-43/13) Hyperbolic Matrix(577,2736,-182,-863) (-19/4,-71/15) -> (-73/23,-19/6) Hyperbolic Matrix(2161,10224,822,3889) (-71/15,-52/11) -> (92/35,71/27) Hyperbolic Matrix(503,2376,76,359) (-52/11,-33/7) -> (33/5,20/3) Hyperbolic Matrix(215,1008,138,647) (-33/7,-14/3) -> (14/9,39/25) Hyperbolic Matrix(433,2016,-340,-1583) (-14/3,-65/14) -> (-79/62,-14/11) Hyperbolic Matrix(1583,7344,962,4463) (-65/14,-51/11) -> (51/31,79/48) Hyperbolic Matrix(575,2664,466,2159) (-51/11,-37/8) -> (37/30,21/17) Hyperbolic Matrix(1153,5328,-810,-3743) (-37/8,-60/13) -> (-84/59,-37/26) Hyperbolic Matrix(359,1656,-328,-1513) (-60/13,-83/18) -> (-11/10,-12/11) Hyperbolic Matrix(937,4320,172,793) (-83/18,-23/5) -> (49/9,11/2) Hyperbolic Matrix(361,1656,-298,-1367) (-23/5,-32/7) -> (-40/33,-23/19) Hyperbolic Matrix(143,648,-32,-145) (-32/7,-9/2) -> (-9/2,-40/9) Parabolic Matrix(1153,5112,-422,-1871) (-40/9,-31/7) -> (-41/15,-112/41) Hyperbolic Matrix(505,2232,212,937) (-31/7,-22/5) -> (50/21,31/13) Hyperbolic Matrix(361,1584,312,1369) (-22/5,-57/13) -> (15/13,22/19) Hyperbolic Matrix(937,4104,-608,-2663) (-57/13,-35/8) -> (-37/24,-57/37) Hyperbolic Matrix(215,936,-116,-505) (-35/8,-13/3) -> (-13/7,-37/20) Hyperbolic Matrix(217,936,-150,-647) (-13/3,-30/7) -> (-42/29,-13/9) Hyperbolic Matrix(1009,4320,572,2449) (-30/7,-77/18) -> (67/38,30/17) Hyperbolic Matrix(5977,25560,1364,5833) (-77/18,-124/29) -> (92/21,149/34) Hyperbolic Matrix(1079,4608,-388,-1657) (-47/11,-17/4) -> (-89/32,-25/9) Hyperbolic Matrix(359,1512,222,935) (-17/4,-21/5) -> (21/13,55/34) Hyperbolic Matrix(361,1512,-292,-1223) (-21/5,-25/6) -> (-47/38,-21/17) Hyperbolic Matrix(433,1800,312,1297) (-25/6,-4/1) -> (68/49,25/18) Hyperbolic Matrix(577,2232,-372,-1439) (-4/1,-27/7) -> (-45/29,-76/49) Hyperbolic Matrix(505,1944,206,793) (-27/7,-23/6) -> (49/20,27/11) Hyperbolic Matrix(359,1368,132,503) (-23/6,-19/5) -> (19/7,49/18) Hyperbolic Matrix(647,2448,-476,-1801) (-19/5,-34/9) -> (-34/25,-53/39) Hyperbolic Matrix(1585,5976,344,1297) (-83/22,-49/13) -> (23/5,83/18) Hyperbolic Matrix(287,1080,38,143) (-49/13,-15/4) -> (15/2,23/3) Hyperbolic Matrix(791,2952,-444,-1657) (-15/4,-41/11) -> (-41/23,-57/32) Hyperbolic Matrix(2377,8856,638,2377) (-41/11,-108/29) -> (108/29,41/11) Hyperbolic Matrix(3887,14472,1044,3887) (-108/29,-67/18) -> (67/18,108/29) Hyperbolic Matrix(503,1872,406,1511) (-67/18,-26/7) -> (26/21,5/4) Hyperbolic Matrix(1223,4536,718,2663) (-26/7,-63/17) -> (63/37,46/27) Hyperbolic Matrix(2449,9072,-2060,-7631) (-63/17,-100/27) -> (-44/37,-63/53) Hyperbolic Matrix(1439,5328,622,2303) (-100/27,-37/10) -> (37/16,44/19) Hyperbolic Matrix(215,792,-98,-361) (-37/10,-11/3) -> (-11/5,-35/16) Hyperbolic Matrix(217,792,20,73) (-11/3,-62/17) -> (10/1,11/1) Hyperbolic Matrix(2015,7344,1106,4031) (-62/17,-51/14) -> (51/28,82/45) Hyperbolic Matrix(791,2880,-376,-1369) (-51/14,-91/25) -> (-19/9,-21/10) Hyperbolic Matrix(1367,4968,812,2951) (-40/11,-109/30) -> (37/22,32/19) Hyperbolic Matrix(4103,14904,-2914,-10585) (-109/30,-69/19) -> (-69/49,-107/76) Hyperbolic Matrix(1151,4176,476,1727) (-69/19,-29/8) -> (29/12,75/31) Hyperbolic Matrix(359,1296,-100,-361) (-29/8,-18/5) -> (-18/5,-43/12) Parabolic Matrix(1729,6192,-1206,-4319) (-43/12,-68/19) -> (-76/53,-43/30) Hyperbolic Matrix(503,1800,382,1367) (-68/19,-25/7) -> (25/19,4/3) Hyperbolic Matrix(1151,4104,-808,-2881) (-25/7,-57/16) -> (-57/40,-47/33) Hyperbolic Matrix(1295,4608,-1012,-3601) (-57/16,-32/9) -> (-32/25,-87/68) Hyperbolic Matrix(143,504,-82,-289) (-32/9,-7/2) -> (-7/4,-40/23) Hyperbolic Matrix(145,504,-124,-431) (-7/2,-38/11) -> (-34/29,-7/6) Hyperbolic Matrix(1295,4464,-794,-2737) (-38/11,-31/9) -> (-31/19,-106/65) Hyperbolic Matrix(503,1728,356,1223) (-31/9,-24/7) -> (24/17,41/29) Hyperbolic Matrix(505,1728,358,1225) (-24/7,-41/12) -> (31/22,24/17) Hyperbolic Matrix(359,1224,232,791) (-41/12,-17/5) -> (17/11,31/20) Hyperbolic Matrix(361,1224,64,217) (-17/5,-44/13) -> (28/5,17/3) Hyperbolic Matrix(1511,5112,702,2375) (-44/13,-115/34) -> (43/20,28/13) Hyperbolic Matrix(3385,11448,788,2665) (-115/34,-71/21) -> (73/17,43/10) Hyperbolic Matrix(1151,3888,426,1439) (-71/21,-27/8) -> (27/10,73/27) Hyperbolic Matrix(577,1944,214,721) (-27/8,-37/11) -> (35/13,27/10) Hyperbolic Matrix(1585,5328,-1242,-4175) (-37/11,-47/14) -> (-97/76,-37/29) Hyperbolic Matrix(1223,4104,-880,-2953) (-47/14,-10/3) -> (-82/59,-25/18) Hyperbolic Matrix(217,720,22,73) (-10/3,-53/16) -> (19/2,10/1) Hyperbolic Matrix(1655,5472,-1198,-3961) (-43/13,-33/10) -> (-105/76,-29/21) Hyperbolic Matrix(503,1656,284,935) (-33/10,-23/7) -> (23/13,39/22) Hyperbolic Matrix(505,1656,154,505) (-23/7,-36/11) -> (36/11,23/7) Hyperbolic Matrix(287,936,88,287) (-36/11,-13/4) -> (13/4,36/11) Hyperbolic Matrix(289,936,-222,-719) (-13/4,-29/9) -> (-43/33,-13/10) Hyperbolic Matrix(359,1152,-292,-937) (-29/9,-16/5) -> (-16/13,-43/35) Hyperbolic Matrix(361,1152,68,217) (-16/5,-35/11) -> (37/7,16/3) Hyperbolic Matrix(1223,3888,430,1367) (-35/11,-54/17) -> (54/19,37/13) Hyperbolic Matrix(2449,7776,862,2737) (-54/17,-73/23) -> (71/25,54/19) Hyperbolic Matrix(433,1368,-182,-575) (-19/6,-3/1) -> (-69/29,-19/8) Hyperbolic Matrix(721,2088,-298,-863) (-3/1,-23/8) -> (-121/50,-75/31) Hyperbolic Matrix(503,1440,226,647) (-23/8,-20/7) -> (20/9,49/22) Hyperbolic Matrix(1441,4104,-1112,-3167) (-20/7,-37/13) -> (-35/27,-92/71) Hyperbolic Matrix(1367,3888,430,1223) (-37/13,-54/19) -> (54/17,35/11) Hyperbolic Matrix(863,2448,-508,-1441) (-54/19,-17/6) -> (-17/10,-90/53) Hyperbolic Matrix(433,1224,306,865) (-17/6,-31/11) -> (41/29,17/12) Hyperbolic Matrix(793,2232,-588,-1655) (-31/11,-45/16) -> (-27/20,-31/23) Hyperbolic Matrix(1511,4248,896,2519) (-45/16,-59/21) -> (59/35,27/16) Hyperbolic Matrix(1871,5256,-718,-2017) (-59/21,-14/5) -> (-86/33,-13/5) Hyperbolic Matrix(361,1008,284,793) (-14/5,-39/14) -> (33/26,14/11) Hyperbolic Matrix(3673,10224,-2250,-6263) (-39/14,-64/23) -> (-80/49,-111/68) Hyperbolic Matrix(649,1800,234,649) (-25/9,-36/13) -> (36/13,25/9) Hyperbolic Matrix(287,792,104,287) (-36/13,-11/4) -> (11/4,36/13) Hyperbolic Matrix(289,792,158,433) (-11/4,-41/15) -> (31/17,11/6) Hyperbolic Matrix(3743,10224,1054,2879) (-112/41,-71/26) -> (71/20,32/9) Hyperbolic Matrix(1583,4320,-1214,-3313) (-71/26,-30/11) -> (-30/23,-73/56) Hyperbolic Matrix(793,2160,344,937) (-30/11,-49/18) -> (23/10,30/13) Hyperbolic Matrix(503,1368,132,359) (-49/18,-19/7) -> (19/5,23/6) Hyperbolic Matrix(505,1368,-292,-791) (-19/7,-27/10) -> (-45/26,-19/11) Hyperbolic Matrix(721,1944,214,577) (-27/10,-35/13) -> (37/11,27/8) Hyperbolic Matrix(215,576,134,359) (-35/13,-8/3) -> (8/5,37/23) Hyperbolic Matrix(217,576,136,361) (-8/3,-37/14) -> (35/22,8/5) Hyperbolic Matrix(3599,9504,-2018,-5329) (-37/14,-66/25) -> (-66/37,-107/60) Hyperbolic Matrix(791,2088,136,359) (-66/25,-29/11) -> (29/5,6/1) Hyperbolic Matrix(2377,6264,902,2377) (-29/11,-108/41) -> (108/41,29/11) Hyperbolic Matrix(6479,17064,2460,6479) (-108/41,-79/30) -> (79/30,108/41) Hyperbolic Matrix(793,2088,684,1801) (-79/30,-50/19) -> (22/19,7/6) Hyperbolic Matrix(1943,5112,-794,-2089) (-50/19,-71/27) -> (-71/29,-22/9) Hyperbolic Matrix(1945,5112,-1068,-2807) (-71/27,-21/8) -> (-51/28,-71/39) Hyperbolic Matrix(577,1512,440,1153) (-21/8,-55/21) -> (17/13,21/16) Hyperbolic Matrix(1871,4896,-1156,-3025) (-55/21,-34/13) -> (-34/21,-89/55) Hyperbolic Matrix(937,2448,524,1369) (-34/13,-47/18) -> (25/14,34/19) Hyperbolic Matrix(3311,8640,-2594,-6769) (-47/18,-60/23) -> (-60/47,-97/76) Hyperbolic Matrix(4969,12960,-3892,-10151) (-60/23,-73/28) -> (-143/112,-60/47) Hyperbolic Matrix(6049,15768,2652,6913) (-73/28,-86/33) -> (130/57,73/32) Hyperbolic Matrix(361,936,-194,-503) (-13/5,-44/17) -> (-28/15,-13/7) Hyperbolic Matrix(2449,6336,390,1009) (-44/17,-119/46) -> (25/4,44/7) Hyperbolic Matrix(863,2232,278,719) (-119/46,-75/29) -> (3/1,25/8) Hyperbolic Matrix(1727,4464,-1226,-3169) (-75/29,-31/12) -> (-31/22,-69/49) Hyperbolic Matrix(503,1296,-196,-505) (-31/12,-18/7) -> (-18/7,-41/16) Parabolic Matrix(3599,9216,-2306,-5905) (-41/16,-64/25) -> (-64/41,-103/66) Hyperbolic Matrix(647,1656,84,215) (-64/25,-23/9) -> (23/3,8/1) Hyperbolic Matrix(7415,18936,-4596,-11737) (-23/9,-97/38) -> (-313/194,-121/75) Hyperbolic Matrix(5473,13968,1016,2593) (-97/38,-74/29) -> (70/13,97/18) Hyperbolic Matrix(649,1656,-310,-791) (-74/29,-51/20) -> (-21/10,-2/1) Hyperbolic Matrix(2881,7344,2260,5761) (-51/20,-79/31) -> (65/51,51/40) Hyperbolic Matrix(1441,3672,622,1585) (-79/31,-28/11) -> (44/19,7/3) Hyperbolic Matrix(793,2016,142,361) (-28/11,-33/13) -> (39/7,28/5) Hyperbolic Matrix(1873,4752,-1078,-2735) (-33/13,-38/15) -> (-106/61,-33/19) Hyperbolic Matrix(1223,3096,540,1367) (-38/15,-5/2) -> (77/34,34/15) Hyperbolic Matrix(1079,2664,612,1511) (-5/2,-37/15) -> (37/21,67/38) Hyperbolic Matrix(2017,4968,1462,3601) (-37/15,-32/13) -> (40/29,109/79) Hyperbolic Matrix(1729,4248,1114,2737) (-59/24,-27/11) -> (45/29,59/38) Hyperbolic Matrix(793,1944,206,505) (-27/11,-49/20) -> (23/6,27/7) Hyperbolic Matrix(19079,46728,-12024,-29449) (-49/20,-120/49) -> (-192/121,-311/196) Hyperbolic Matrix(9145,22392,3382,8281) (-120/49,-71/29) -> (73/27,192/71) Hyperbolic Matrix(1297,3168,-766,-1871) (-22/9,-61/25) -> (-83/49,-22/13) Hyperbolic Matrix(1151,2808,944,2303) (-61/25,-39/16) -> (39/32,11/9) Hyperbolic Matrix(1153,2808,-650,-1583) (-39/16,-17/7) -> (-55/31,-39/22) Hyperbolic Matrix(505,1224,446,1081) (-17/7,-63/26) -> (9/8,17/15) Hyperbolic Matrix(1873,4536,1368,3313) (-63/26,-46/19) -> (26/19,63/46) Hyperbolic Matrix(2231,5400,-1458,-3529) (-46/19,-121/50) -> (-49/32,-26/17) Hyperbolic Matrix(1727,4176,476,1151) (-75/31,-29/12) -> (29/8,69/19) Hyperbolic Matrix(359,864,-150,-361) (-29/12,-12/5) -> (-12/5,-43/18) Parabolic Matrix(2231,5328,-1538,-3673) (-43/18,-74/31) -> (-74/51,-29/20) Hyperbolic Matrix(13031,31104,-7632,-18217) (-74/31,-179/75) -> (-251/147,-70/41) Hyperbolic Matrix(7271,17352,2202,5255) (-179/75,-105/44) -> (33/10,109/33) Hyperbolic Matrix(5039,12024,1810,4319) (-105/44,-31/13) -> (103/37,39/14) Hyperbolic Matrix(937,2232,212,505) (-31/13,-50/21) -> (22/5,31/7) Hyperbolic Matrix(2087,4968,-1422,-3385) (-50/21,-119/50) -> (-47/32,-22/15) Hyperbolic Matrix(7201,17136,2784,6625) (-119/50,-69/29) -> (75/29,119/46) Hyperbolic Matrix(577,1368,-364,-863) (-19/8,-26/11) -> (-46/29,-19/12) Hyperbolic Matrix(1585,3744,-914,-2159) (-26/11,-59/25) -> (-85/49,-26/15) Hyperbolic Matrix(1007,2376,854,2015) (-59/25,-33/14) -> (33/28,13/11) Hyperbolic Matrix(215,504,-154,-361) (-33/14,-7/3) -> (-7/5,-39/28) Hyperbolic Matrix(1585,3672,622,1441) (-7/3,-44/19) -> (28/11,79/31) Hyperbolic Matrix(2303,5328,622,1439) (-44/19,-37/16) -> (37/10,100/27) Hyperbolic Matrix(1153,2664,686,1585) (-37/16,-67/29) -> (5/3,37/22) Hyperbolic Matrix(1871,4320,1434,3311) (-67/29,-30/13) -> (30/23,77/59) Hyperbolic Matrix(937,2160,344,793) (-30/13,-23/10) -> (49/18,30/11) Hyperbolic Matrix(721,1656,502,1153) (-23/10,-39/17) -> (33/23,23/16) Hyperbolic Matrix(1225,2808,-722,-1655) (-39/17,-16/7) -> (-56/33,-39/23) Hyperbolic Matrix(1295,2952,-948,-2161) (-16/7,-41/18) -> (-41/30,-56/41) Hyperbolic Matrix(4175,9504,-2594,-5905) (-41/18,-66/29) -> (-66/41,-103/64) Hyperbolic Matrix(791,1800,664,1511) (-66/29,-25/11) -> (25/21,6/5) Hyperbolic Matrix(1079,2448,666,1511) (-25/11,-34/15) -> (34/21,47/29) Hyperbolic Matrix(287,648,-128,-289) (-34/15,-9/4) -> (-9/4,-38/17) Parabolic Matrix(935,2088,-742,-1657) (-38/17,-29/13) -> (-29/23,-34/27) Hyperbolic Matrix(937,2088,162,361) (-29/13,-49/22) -> (23/4,29/5) Hyperbolic Matrix(647,1440,226,503) (-49/22,-20/9) -> (20/7,23/8) Hyperbolic Matrix(2305,5112,-1428,-3167) (-20/9,-51/23) -> (-21/13,-92/57) Hyperbolic Matrix(3313,7344,2404,5329) (-51/23,-82/37) -> (62/45,51/37) Hyperbolic Matrix(5329,11808,-2924,-6479) (-82/37,-31/14) -> (-113/62,-82/45) Hyperbolic Matrix(359,792,228,503) (-31/14,-11/5) -> (11/7,41/26) Hyperbolic Matrix(1153,2520,264,577) (-35/16,-24/11) -> (48/11,35/8) Hyperbolic Matrix(431,936,-332,-721) (-24/11,-13/6) -> (-13/10,-48/37) Hyperbolic Matrix(433,936,-266,-575) (-13/6,-15/7) -> (-57/35,-13/8) Hyperbolic Matrix(575,1224,-474,-1009) (-15/7,-17/8) -> (-17/14,-57/47) Hyperbolic Matrix(577,1224,272,577) (-17/8,-36/17) -> (36/17,17/8) Hyperbolic Matrix(647,1368,306,647) (-36/17,-19/9) -> (19/9,36/17) Hyperbolic Matrix(719,1368,-606,-1153) (-2/1,-19/10) -> (-19/16,-70/59) Hyperbolic Matrix(721,1368,380,721) (-19/10,-36/19) -> (36/19,19/10) Hyperbolic Matrix(647,1224,342,647) (-36/19,-17/9) -> (17/9,36/19) Hyperbolic Matrix(1223,2304,-956,-1801) (-17/9,-15/8) -> (-87/68,-55/43) Hyperbolic Matrix(1153,2160,308,577) (-15/8,-58/31) -> (86/23,15/4) Hyperbolic Matrix(11663,21816,-7160,-13393) (-58/31,-43/23) -> (-259/159,-158/97) Hyperbolic Matrix(2737,5112,1928,3601) (-43/23,-28/15) -> (44/31,115/81) Hyperbolic Matrix(1441,2664,390,721) (-37/20,-24/13) -> (48/13,37/10) Hyperbolic Matrix(431,792,-314,-577) (-24/13,-11/6) -> (-11/8,-48/35) Hyperbolic Matrix(433,792,158,289) (-11/6,-31/17) -> (41/15,11/4) Hyperbolic Matrix(11375,20736,5134,9359) (-31/17,-144/79) -> (144/65,113/51) Hyperbolic Matrix(11377,20736,5136,9361) (-144/79,-113/62) -> (31/14,144/65) Hyperbolic Matrix(4031,7344,1106,2015) (-82/45,-51/28) -> (51/14,62/17) Hyperbolic Matrix(2809,5112,594,1081) (-71/39,-20/11) -> (52/11,71/15) Hyperbolic Matrix(793,1440,516,937) (-20/11,-49/27) -> (23/15,20/13) Hyperbolic Matrix(1151,2088,952,1727) (-49/27,-29/16) -> (29/24,23/19) Hyperbolic Matrix(359,648,-200,-361) (-29/16,-9/5) -> (-9/5,-43/24) Parabolic Matrix(1729,3096,1046,1873) (-77/43,-34/19) -> (38/23,5/3) Hyperbolic Matrix(1369,2448,524,937) (-34/19,-25/14) -> (47/18,34/13) Hyperbolic Matrix(1009,1800,162,289) (-25/14,-66/37) -> (6/1,25/4) Hyperbolic Matrix(2665,4752,-1978,-3527) (-107/60,-41/23) -> (-31/23,-35/26) Hyperbolic Matrix(9217,16416,3558,6337) (-57/32,-130/73) -> (158/61,57/22) Hyperbolic Matrix(8855,15768,5458,9719) (-130/73,-73/41) -> (73/45,86/53) Hyperbolic Matrix(1295,2304,566,1007) (-73/41,-16/9) -> (16/7,71/31) Hyperbolic Matrix(1297,2304,568,1009) (-16/9,-71/40) -> (73/32,16/7) Hyperbolic Matrix(2881,5112,-1866,-3311) (-71/40,-55/31) -> (-17/11,-71/46) Hyperbolic Matrix(935,1656,284,503) (-39/22,-23/13) -> (23/7,33/10) Hyperbolic Matrix(1223,2160,774,1367) (-23/13,-30/17) -> (30/19,49/31) Hyperbolic Matrix(2449,4320,572,1009) (-30/17,-67/38) -> (77/18,30/7) Hyperbolic Matrix(1511,2664,612,1079) (-67/38,-37/21) -> (37/15,5/2) Hyperbolic Matrix(3025,5328,2208,3889) (-37/21,-44/25) -> (100/73,37/27) Hyperbolic Matrix(2087,3672,1268,2231) (-44/25,-7/4) -> (79/48,28/17) Hyperbolic Matrix(3023,5256,662,1151) (-40/23,-73/42) -> (73/16,32/7) Hyperbolic Matrix(24983,43416,-18106,-31465) (-73/42,-106/61) -> (-178/129,-287/208) Hyperbolic Matrix(1369,2376,208,361) (-33/19,-59/34) -> (13/2,33/5) Hyperbolic Matrix(11951,20736,5062,8783) (-59/34,-144/83) -> (144/61,85/36) Hyperbolic Matrix(11953,20736,5064,8785) (-144/83,-85/49) -> (59/25,144/61) Hyperbolic Matrix(2951,5112,706,1223) (-26/15,-97/56) -> (25/6,46/11) Hyperbolic Matrix(41113,71208,-25482,-44135) (-97/56,-168/97) -> (-192/119,-313/194) Hyperbolic Matrix(14759,25560,5612,9719) (-168/97,-71/41) -> (71/27,192/73) Hyperbolic Matrix(2953,5112,874,1513) (-71/41,-45/26) -> (27/8,71/21) Hyperbolic Matrix(793,1368,-542,-935) (-19/11,-50/29) -> (-22/15,-19/13) Hyperbolic Matrix(1295,2232,1002,1727) (-50/29,-31/18) -> (31/24,22/17) Hyperbolic Matrix(503,864,-294,-505) (-31/18,-12/7) -> (-12/7,-41/24) Parabolic Matrix(4679,7992,1812,3095) (-41/24,-111/65) -> (111/43,31/12) Hyperbolic Matrix(22895,39096,6324,10799) (-111/65,-181/106) -> (181/50,105/29) Hyperbolic Matrix(109295,186624,45286,77327) (-181/106,-432/253) -> (432/179,251/104) Hyperbolic Matrix(109297,186624,45288,77329) (-432/253,-251/147) -> (181/75,432/179) Hyperbolic Matrix(2953,5040,-2404,-4103) (-70/41,-29/17) -> (-43/35,-70/57) Hyperbolic Matrix(2449,4176,1774,3025) (-29/17,-75/44) -> (69/50,29/21) Hyperbolic Matrix(1225,2088,-802,-1367) (-75/44,-46/27) -> (-26/17,-3/2) Hyperbolic Matrix(2663,4536,718,1223) (-46/27,-63/37) -> (63/17,26/7) Hyperbolic Matrix(719,1224,84,143) (-63/37,-17/10) -> (17/2,9/1) Hyperbolic Matrix(7633,12960,1612,2737) (-90/53,-73/43) -> (71/15,90/19) Hyperbolic Matrix(4751,8064,1272,2159) (-73/43,-56/33) -> (56/15,71/19) Hyperbolic Matrix(1657,2808,298,505) (-39/23,-61/36) -> (11/2,39/7) Hyperbolic Matrix(12239,20736,5014,8495) (-61/36,-144/85) -> (144/59,83/34) Hyperbolic Matrix(12241,20736,5016,8497) (-144/85,-83/49) -> (61/25,144/59) Hyperbolic Matrix(3023,5112,-1874,-3169) (-22/13,-49/29) -> (-121/75,-50/31) Hyperbolic Matrix(1151,1944,852,1439) (-49/29,-27/16) -> (27/20,23/17) Hyperbolic Matrix(1367,2304,-1154,-1945) (-27/16,-32/19) -> (-32/27,-45/38) Hyperbolic Matrix(2951,4968,812,1367) (-32/19,-37/22) -> (109/30,40/11) Hyperbolic Matrix(1585,2664,686,1153) (-37/22,-5/3) -> (67/29,37/16) Hyperbolic Matrix(217,360,44,73) (-5/3,-38/23) -> (34/7,5/1) Hyperbolic Matrix(3097,5112,-2224,-3671) (-38/23,-33/20) -> (-39/28,-110/79) Hyperbolic Matrix(1223,2016,1004,1655) (-33/20,-28/17) -> (28/23,39/32) Hyperbolic Matrix(2231,3672,1268,2087) (-28/17,-79/48) -> (7/4,44/25) Hyperbolic Matrix(4463,7344,962,1583) (-79/48,-51/31) -> (51/11,65/14) Hyperbolic Matrix(4465,7344,-3764,-6191) (-51/31,-74/45) -> (-70/59,-51/43) Hyperbolic Matrix(6481,10656,964,1585) (-74/45,-97/59) -> (47/7,74/11) Hyperbolic Matrix(20015,32904,-12614,-20737) (-97/59,-23/14) -> (-311/196,-119/75) Hyperbolic Matrix(791,1296,-484,-793) (-23/14,-18/11) -> (-18/11,-49/30) Parabolic Matrix(1367,2232,1190,1943) (-49/30,-80/49) -> (8/7,23/20) Hyperbolic Matrix(4897,7992,2030,3313) (-111/68,-31/19) -> (41/17,111/46) Hyperbolic Matrix(12673,20664,-9184,-14975) (-106/65,-75/46) -> (-69/50,-178/129) Hyperbolic Matrix(10511,17136,6094,9935) (-75/46,-119/73) -> (119/69,69/40) Hyperbolic Matrix(3887,6336,3268,5327) (-119/73,-44/27) -> (44/37,25/21) Hyperbolic Matrix(5833,9504,1724,2809) (-44/27,-101/62) -> (115/34,44/13) Hyperbolic Matrix(79559,129600,30718,50039) (-101/62,-360/221) -> (360/139,259/100) Hyperbolic Matrix(79561,129600,30720,50041) (-360/221,-259/159) -> (101/39,360/139) Hyperbolic Matrix(10079,16416,4420,7199) (-158/97,-57/35) -> (57/25,130/57) Hyperbolic Matrix(3239,5256,-2086,-3385) (-13/8,-73/45) -> (-73/47,-59/38) Hyperbolic Matrix(577,936,-532,-863) (-73/45,-60/37) -> (-12/11,-1/1) Hyperbolic Matrix(4175,6768,-2932,-4753) (-60/37,-47/29) -> (-47/33,-84/59) Hyperbolic Matrix(1511,2448,666,1079) (-47/29,-34/21) -> (34/15,25/11) Hyperbolic Matrix(12815,20736,4894,7919) (-89/55,-144/89) -> (144/55,55/21) Hyperbolic Matrix(12817,20736,4896,7921) (-144/89,-55/34) -> (89/34,144/55) Hyperbolic Matrix(935,1512,222,359) (-55/34,-21/13) -> (21/5,17/4) Hyperbolic Matrix(6335,10224,4996,8063) (-92/57,-71/44) -> (71/56,52/41) Hyperbolic Matrix(15841,25560,6694,10801) (-71/44,-192/119) -> (168/71,71/30) Hyperbolic Matrix(1295,2088,178,287) (-50/31,-79/49) -> (7/1,22/3) Hyperbolic Matrix(10585,17064,6566,10585) (-79/49,-108/67) -> (108/67,79/49) Hyperbolic Matrix(3887,6264,2412,3887) (-108/67,-29/18) -> (29/18,108/67) Hyperbolic Matrix(1297,2088,1074,1729) (-29/18,-66/41) -> (6/5,29/24) Hyperbolic Matrix(7561,12168,-4876,-7847) (-103/64,-37/23) -> (-107/69,-31/20) Hyperbolic Matrix(359,576,134,215) (-37/23,-8/5) -> (8/3,35/13) Hyperbolic Matrix(361,576,136,217) (-8/5,-35/22) -> (37/14,8/3) Hyperbolic Matrix(1223,1944,860,1367) (-35/22,-27/17) -> (27/19,37/26) Hyperbolic Matrix(2449,3888,1724,2737) (-27/17,-73/46) -> (71/50,27/19) Hyperbolic Matrix(14111,22392,8348,13247) (-73/46,-192/121) -> (120/71,71/42) Hyperbolic Matrix(3313,5256,636,1009) (-119/75,-46/29) -> (26/5,47/9) Hyperbolic Matrix(865,1368,638,1009) (-19/12,-49/31) -> (23/17,19/14) Hyperbolic Matrix(1367,2160,774,1223) (-49/31,-30/19) -> (30/17,23/13) Hyperbolic Matrix(3239,5112,-2236,-3529) (-30/19,-71/45) -> (-71/49,-42/29) Hyperbolic Matrix(3743,5904,-2922,-4609) (-71/45,-41/26) -> (-41/32,-73/57) Hyperbolic Matrix(503,792,228,359) (-41/26,-11/7) -> (11/5,31/14) Hyperbolic Matrix(505,792,322,505) (-11/7,-36/23) -> (36/23,11/7) Hyperbolic Matrix(1151,1800,736,1151) (-36/23,-25/16) -> (25/16,36/23) Hyperbolic Matrix(1153,1800,-1014,-1583) (-25/16,-64/41) -> (-8/7,-25/22) Hyperbolic Matrix(7705,12024,4476,6985) (-103/66,-39/25) -> (105/61,31/18) Hyperbolic Matrix(647,1008,138,215) (-39/25,-14/9) -> (14/3,33/7) Hyperbolic Matrix(4681,7272,1252,1945) (-14/9,-73/47) -> (71/19,86/23) Hyperbolic Matrix(2087,3240,324,503) (-59/38,-45/29) -> (45/7,13/2) Hyperbolic Matrix(10585,16416,3204,4969) (-76/49,-107/69) -> (109/33,76/23) Hyperbolic Matrix(791,1224,232,359) (-31/20,-17/11) -> (17/5,41/12) Hyperbolic Matrix(5039,7776,3452,5327) (-71/46,-54/35) -> (54/37,73/50) Hyperbolic Matrix(2521,3888,1728,2665) (-54/35,-37/24) -> (35/24,54/37) Hyperbolic Matrix(5329,8208,1590,2449) (-57/37,-77/50) -> (67/20,57/17) Hyperbolic Matrix(1871,2880,280,431) (-77/50,-20/13) -> (20/3,67/10) Hyperbolic Matrix(937,1440,516,793) (-20/13,-23/15) -> (49/27,20/11) Hyperbolic Matrix(3383,5184,1174,1799) (-23/15,-72/47) -> (72/25,49/17) Hyperbolic Matrix(3385,5184,1176,1801) (-72/47,-49/32) -> (23/8,72/25) Hyperbolic Matrix(1513,2232,928,1369) (-3/2,-25/17) -> (119/73,75/46) Hyperbolic Matrix(3527,5184,1126,1655) (-25/17,-72/49) -> (72/23,47/15) Hyperbolic Matrix(3529,5184,1128,1657) (-72/49,-47/32) -> (25/8,72/23) Hyperbolic Matrix(1873,2736,-1478,-2159) (-19/13,-54/37) -> (-90/71,-19/15) Hyperbolic Matrix(2665,3888,1728,2521) (-54/37,-35/24) -> (37/24,54/35) Hyperbolic Matrix(791,1152,642,935) (-35/24,-16/11) -> (16/13,37/30) Hyperbolic Matrix(3671,5328,-3126,-4537) (-45/31,-74/51) -> (-74/63,-27/23) Hyperbolic Matrix(7055,10224,2086,3023) (-29/20,-71/49) -> (71/21,115/34) Hyperbolic Matrix(649,936,450,649) (-13/9,-36/25) -> (36/25,13/9) Hyperbolic Matrix(1151,1656,800,1151) (-36/25,-23/16) -> (23/16,36/25) Hyperbolic Matrix(1153,1656,502,721) (-23/16,-33/23) -> (39/17,23/10) Hyperbolic Matrix(12097,17352,7028,10081) (-33/23,-109/76) -> (179/104,105/61) Hyperbolic Matrix(11447,16416,4066,5831) (-109/76,-76/53) -> (76/27,107/38) Hyperbolic Matrix(2161,3096,-1708,-2447) (-43/30,-10/7) -> (-62/49,-43/34) Hyperbolic Matrix(5401,7704,-3886,-5543) (-10/7,-67/47) -> (-221/159,-82/59) Hyperbolic Matrix(5759,8208,2020,2879) (-67/47,-57/40) -> (57/20,77/27) Hyperbolic Matrix(1367,1944,860,1223) (-37/26,-27/19) -> (27/17,35/22) Hyperbolic Matrix(3599,5112,1520,2159) (-27/19,-71/50) -> (71/30,45/19) Hyperbolic Matrix(7201,10224,2232,3169) (-71/50,-115/81) -> (29/9,71/22) Hyperbolic Matrix(6695,9504,2586,3671) (-115/81,-44/31) -> (44/17,101/39) Hyperbolic Matrix(863,1224,710,1007) (-44/31,-17/12) -> (17/14,28/23) Hyperbolic Matrix(865,1224,306,433) (-17/12,-41/29) -> (31/11,17/6) Hyperbolic Matrix(1223,1728,356,503) (-41/29,-24/17) -> (24/7,31/9) Hyperbolic Matrix(1225,1728,358,505) (-24/17,-31/22) -> (41/12,24/7) Hyperbolic Matrix(13247,18648,-9514,-13393) (-107/76,-38/27) -> (-110/79,-181/130) Hyperbolic Matrix(1945,2736,-1586,-2231) (-38/27,-7/5) -> (-65/53,-38/31) Hyperbolic Matrix(71209,99144,19600,27289) (-181/130,-252/181) -> (396/109,109/30) Hyperbolic Matrix(72143,100440,19858,27647) (-252/181,-71/51) -> (287/79,396/109) Hyperbolic Matrix(7345,10224,4656,6481) (-71/51,-32/23) -> (112/71,71/45) Hyperbolic Matrix(2951,4104,-2434,-3385) (-32/23,-57/41) -> (-57/47,-40/33) Hyperbolic Matrix(11809,16416,2694,3745) (-57/41,-139/100) -> (149/34,57/13) Hyperbolic Matrix(93239,129600,26158,36359) (-139/100,-360/259) -> (360/101,221/62) Hyperbolic Matrix(93241,129600,26160,36361) (-360/259,-221/159) -> (139/39,360/101) Hyperbolic Matrix(935,1296,-676,-937) (-25/18,-18/13) -> (-18/13,-47/34) Parabolic Matrix(1511,2088,364,503) (-47/34,-76/55) -> (4/1,25/6) Hyperbolic Matrix(2449,3384,626,865) (-76/55,-181/131) -> (35/9,4/1) Hyperbolic Matrix(28297,39096,11726,16201) (-181/131,-105/76) -> (111/46,181/75) Hyperbolic Matrix(3025,4176,1774,2449) (-29/21,-69/50) -> (75/44,29/17) Hyperbolic Matrix(72793,100440,20508,28297) (-287/208,-396/287) -> (252/71,71/20) Hyperbolic Matrix(71855,99144,20246,27935) (-396/287,-109/79) -> (181/51,252/71) Hyperbolic Matrix(3601,4968,1462,2017) (-109/79,-40/29) -> (32/13,37/15) Hyperbolic Matrix(2663,3672,-2246,-3097) (-40/29,-51/37) -> (-51/43,-32/27) Hyperbolic Matrix(5329,7344,2404,3313) (-51/37,-62/45) -> (82/37,51/23) Hyperbolic Matrix(575,792,522,719) (-62/45,-11/8) -> (11/10,10/9) Hyperbolic Matrix(1943,2664,892,1223) (-48/35,-37/27) -> (37/17,24/11) Hyperbolic Matrix(3889,5328,2208,3025) (-37/27,-100/73) -> (44/25,37/21) Hyperbolic Matrix(1945,2664,-1734,-2375) (-100/73,-63/46) -> (-9/8,-28/25) Hyperbolic Matrix(3313,4536,1368,1873) (-63/46,-26/19) -> (46/19,63/26) Hyperbolic Matrix(1369,1872,264,361) (-26/19,-67/49) -> (5/1,26/5) Hyperbolic Matrix(10585,14472,7742,10585) (-67/49,-108/79) -> (108/79,67/49) Hyperbolic Matrix(6479,8856,4740,6479) (-108/79,-41/30) -> (41/30,108/79) Hyperbolic Matrix(5905,8064,2426,3313) (-56/41,-71/52) -> (73/30,56/23) Hyperbolic Matrix(5327,7272,1898,2591) (-71/52,-86/63) -> (14/5,73/26) Hyperbolic Matrix(1583,2160,738,1007) (-86/63,-15/11) -> (15/7,58/27) Hyperbolic Matrix(793,1080,688,937) (-15/11,-49/36) -> (23/20,15/13) Hyperbolic Matrix(2593,3528,-2116,-2879) (-49/36,-34/25) -> (-38/31,-49/40) Hyperbolic Matrix(3815,5184,1006,1367) (-53/39,-72/53) -> (72/19,19/5) Hyperbolic Matrix(3817,5184,1008,1369) (-72/53,-19/14) -> (53/14,72/19) Hyperbolic Matrix(1009,1368,638,865) (-19/14,-23/17) -> (49/31,19/12) Hyperbolic Matrix(1439,1944,852,1151) (-23/17,-27/20) -> (27/16,49/29) Hyperbolic Matrix(2519,3384,696,935) (-35/26,-4/3) -> (76/21,181/50) Hyperbolic Matrix(1585,2088,438,577) (-4/3,-25/19) -> (47/13,76/21) Hyperbolic Matrix(3889,5112,1644,2161) (-25/19,-46/35) -> (26/11,97/41) Hyperbolic Matrix(1153,1512,440,577) (-21/16,-17/13) -> (55/21,21/8) Hyperbolic Matrix(937,1224,-826,-1079) (-17/13,-47/36) -> (-25/22,-17/15) Hyperbolic Matrix(5185,6768,-4412,-5759) (-47/36,-77/59) -> (-67/57,-47/40) Hyperbolic Matrix(3311,4320,1434,1871) (-77/59,-30/23) -> (30/13,67/29) Hyperbolic Matrix(8783,11448,6186,8063) (-73/56,-43/33) -> (115/81,71/50) Hyperbolic Matrix(1943,2520,1054,1367) (-48/37,-35/27) -> (35/19,24/13) Hyperbolic Matrix(19727,25560,15114,19583) (-92/71,-149/115) -> (77/59,124/95) Hyperbolic Matrix(12671,16416,3556,4607) (-149/115,-57/44) -> (57/16,139/39) Hyperbolic Matrix(1223,1584,166,215) (-57/44,-22/17) -> (22/3,15/2) Hyperbolic Matrix(1727,2232,1002,1295) (-22/17,-31/24) -> (31/18,50/29) Hyperbolic Matrix(503,648,-392,-505) (-31/24,-9/7) -> (-9/7,-41/32) Parabolic Matrix(4105,5256,1744,2233) (-73/57,-32/25) -> (40/17,73/31) Hyperbolic Matrix(4679,5976,3438,4391) (-23/18,-83/65) -> (83/61,49/36) Hyperbolic Matrix(2089,2664,396,505) (-37/29,-51/40) -> (21/4,37/7) Hyperbolic Matrix(5761,7344,2260,2881) (-51/40,-65/51) -> (79/31,51/20) Hyperbolic Matrix(16271,20736,3502,4463) (-65/51,-144/113) -> (144/31,79/17) Hyperbolic Matrix(16273,20736,3504,4465) (-144/113,-79/62) -> (65/14,144/31) Hyperbolic Matrix(793,1008,284,361) (-14/11,-33/26) -> (39/14,14/5) Hyperbolic Matrix(1873,2376,1590,2017) (-33/26,-52/41) -> (20/17,33/28) Hyperbolic Matrix(4031,5112,1816,2303) (-52/41,-71/56) -> (71/32,20/9) Hyperbolic Matrix(10223,12960,4202,5327) (-71/56,-90/71) -> (90/37,73/30) Hyperbolic Matrix(1081,1368,968,1225) (-19/15,-62/49) -> (10/9,19/17) Hyperbolic Matrix(1367,1728,284,359) (-43/34,-24/19) -> (24/5,29/6) Hyperbolic Matrix(1369,1728,286,361) (-24/19,-29/23) -> (43/9,24/5) Hyperbolic Matrix(287,360,114,143) (-34/27,-5/4) -> (5/2,38/15) Hyperbolic Matrix(1511,1872,406,503) (-5/4,-26/21) -> (26/7,67/18) Hyperbolic Matrix(4247,5256,1570,1943) (-26/21,-47/38) -> (119/44,46/17) Hyperbolic Matrix(2159,2664,466,575) (-21/17,-37/30) -> (37/8,51/11) Hyperbolic Matrix(935,1152,642,791) (-37/30,-16/13) -> (16/11,35/24) Hyperbolic Matrix(11375,13968,6918,8495) (-70/57,-97/79) -> (97/59,74/45) Hyperbolic Matrix(3527,4320,2762,3383) (-49/40,-11/9) -> (83/65,23/18) Hyperbolic Matrix(2303,2808,944,1151) (-11/9,-39/32) -> (39/16,61/25) Hyperbolic Matrix(1655,2016,1004,1223) (-39/32,-28/23) -> (28/17,33/20) Hyperbolic Matrix(1007,1224,710,863) (-28/23,-17/14) -> (17/12,44/31) Hyperbolic Matrix(1727,2088,952,1151) (-23/19,-29/24) -> (29/16,49/27) Hyperbolic Matrix(1729,2088,1074,1297) (-29/24,-6/5) -> (66/41,29/18) Hyperbolic Matrix(1511,1800,664,791) (-6/5,-25/21) -> (25/11,66/29) Hyperbolic Matrix(5327,6336,3268,3887) (-25/21,-44/37) -> (44/27,119/73) Hyperbolic Matrix(2737,3240,974,1153) (-45/38,-13/11) -> (59/21,45/16) Hyperbolic Matrix(2015,2376,854,1007) (-13/11,-33/28) -> (33/14,59/25) Hyperbolic Matrix(2017,2376,1590,1873) (-33/28,-20/17) -> (52/41,33/26) Hyperbolic Matrix(2449,2880,858,1009) (-20/17,-67/57) -> (77/27,20/7) Hyperbolic Matrix(9071,10656,3554,4175) (-47/40,-74/63) -> (74/29,97/38) Hyperbolic Matrix(1801,2088,684,793) (-7/6,-22/19) -> (50/19,79/30) Hyperbolic Matrix(1369,1584,312,361) (-22/19,-15/13) -> (57/13,22/5) Hyperbolic Matrix(937,1080,688,793) (-15/13,-23/20) -> (49/36,15/11) Hyperbolic Matrix(1441,1656,878,1009) (-23/20,-8/7) -> (64/39,23/14) Hyperbolic Matrix(1081,1224,446,505) (-17/15,-9/8) -> (63/26,17/7) Hyperbolic Matrix(647,720,452,503) (-19/17,-10/9) -> (10/7,53/37) Hyperbolic Matrix(719,792,522,575) (-10/9,-11/10) -> (11/8,62/45) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(1513,-1656,328,-359) (1/1,11/10) -> (83/18,143/31) Hyperbolic Matrix(1223,-1368,194,-217) (19/17,9/8) -> (63/10,19/3) Hyperbolic Matrix(1583,-1800,1014,-1153) (17/15,8/7) -> (64/41,89/57) Hyperbolic Matrix(1657,-1944,306,-359) (7/6,27/23) -> (27/5,65/12) Hyperbolic Matrix(3311,-3888,614,-721) (27/23,47/40) -> (97/18,27/5) Hyperbolic Matrix(5759,-6768,4412,-5185) (47/40,20/17) -> (124/95,47/36) Hyperbolic Matrix(1945,-2304,1154,-1367) (13/11,32/27) -> (32/19,59/35) Hyperbolic Matrix(3097,-3672,2246,-2663) (32/27,19/16) -> (91/66,40/29) Hyperbolic Matrix(1151,-1368,122,-145) (19/16,44/37) -> (28/3,19/2) Hyperbolic Matrix(1367,-1656,298,-361) (23/19,17/14) -> (55/12,23/5) Hyperbolic Matrix(2879,-3528,2116,-2593) (11/9,38/31) -> (34/25,83/61) Hyperbolic Matrix(1585,-1944,234,-287) (38/31,27/22) -> (27/4,34/5) Hyperbolic Matrix(937,-1152,292,-359) (27/22,16/13) -> (16/5,45/14) Hyperbolic Matrix(1223,-1512,292,-361) (21/17,26/21) -> (46/11,21/5) Hyperbolic Matrix(1943,-2448,858,-1081) (5/4,29/23) -> (43/19,77/34) Hyperbolic Matrix(2447,-3096,1708,-2161) (43/34,19/15) -> (53/37,43/30) Hyperbolic Matrix(2159,-2736,1478,-1873) (19/15,71/56) -> (73/50,19/13) Hyperbolic Matrix(1583,-2016,340,-433) (14/11,65/51) -> (79/17,14/3) Hyperbolic Matrix(4175,-5328,1242,-1585) (37/29,60/47) -> (84/25,37/11) Hyperbolic Matrix(1297,-1656,112,-143) (60/47,83/65) -> (11/1,12/1) Hyperbolic Matrix(1295,-1656,226,-289) (23/18,32/25) -> (40/7,23/4) Hyperbolic Matrix(505,-648,392,-503) (32/25,9/7) -> (9/7,40/31) Parabolic Matrix(3959,-5112,2510,-3241) (40/31,31/24) -> (41/26,112/71) Hyperbolic Matrix(3167,-4104,1112,-1441) (57/44,35/27) -> (37/13,57/20) Hyperbolic Matrix(721,-936,332,-431) (35/27,13/10) -> (13/6,37/17) Hyperbolic Matrix(719,-936,222,-289) (13/10,30/23) -> (42/13,13/4) Hyperbolic Matrix(3529,-4608,2260,-2951) (47/36,17/13) -> (89/57,25/16) Hyperbolic Matrix(1151,-1512,220,-289) (21/16,25/19) -> (47/9,21/4) Hyperbolic Matrix(1655,-2232,588,-793) (4/3,27/20) -> (45/16,76/27) Hyperbolic Matrix(1801,-2448,476,-647) (19/14,34/25) -> (34/9,53/14) Hyperbolic Matrix(2161,-2952,948,-1295) (15/11,41/30) -> (41/18,57/25) Hyperbolic Matrix(6623,-9072,1052,-1441) (63/46,100/73) -> (44/7,63/10) Hyperbolic Matrix(577,-792,314,-431) (37/27,11/8) -> (11/6,35/19) Hyperbolic Matrix(2089,-2880,1096,-1511) (51/37,91/66) -> (19/10,21/11) Hyperbolic Matrix(10801,-14904,3130,-4319) (109/79,69/50) -> (69/20,107/31) Hyperbolic Matrix(937,-1296,676,-935) (29/21,18/13) -> (18/13,43/31) Parabolic Matrix(4463,-6192,1350,-1873) (43/31,68/49) -> (76/23,43/13) Hyperbolic Matrix(2953,-4104,880,-1223) (25/18,57/41) -> (57/17,47/14) Hyperbolic Matrix(3313,-4608,724,-1007) (57/41,32/23) -> (32/7,87/19) Hyperbolic Matrix(361,-504,154,-215) (32/23,7/5) -> (7/3,40/17) Hyperbolic Matrix(359,-504,52,-73) (7/5,38/27) -> (34/5,7/1) Hyperbolic Matrix(3169,-4464,1226,-1727) (38/27,31/22) -> (31/12,106/41) Hyperbolic Matrix(3743,-5328,810,-1153) (37/26,47/33) -> (97/21,37/8) Hyperbolic Matrix(2881,-4104,808,-1151) (47/33,10/7) -> (82/23,25/7) Hyperbolic Matrix(3817,-5472,1054,-1511) (43/30,33/23) -> (105/29,29/8) Hyperbolic Matrix(647,-936,150,-217) (13/9,29/20) -> (43/10,13/3) Hyperbolic Matrix(793,-1152,148,-215) (29/20,16/11) -> (16/3,43/8) Hyperbolic Matrix(935,-1368,542,-793) (19/13,3/2) -> (69/40,19/11) Hyperbolic Matrix(1367,-2088,802,-1225) (3/2,23/15) -> (121/71,75/44) Hyperbolic Matrix(2663,-4104,608,-937) (20/13,37/24) -> (35/8,92/21) Hyperbolic Matrix(1585,-2448,652,-1007) (54/35,17/11) -> (17/7,90/37) Hyperbolic Matrix(1439,-2232,372,-577) (31/20,45/29) -> (27/7,31/8) Hyperbolic Matrix(3385,-5256,2086,-3239) (59/38,14/9) -> (86/53,13/8) Hyperbolic Matrix(6551,-10224,2538,-3961) (39/25,64/41) -> (80/31,111/43) Hyperbolic Matrix(2737,-4320,638,-1007) (71/45,30/19) -> (30/7,73/17) Hyperbolic Matrix(863,-1368,364,-577) (19/12,27/17) -> (45/19,19/8) Hyperbolic Matrix(5905,-9504,2594,-4175) (37/23,66/41) -> (66/29,107/47) Hyperbolic Matrix(3169,-5112,1874,-3023) (50/31,71/44) -> (71/42,22/13) Hyperbolic Matrix(3167,-5112,1428,-2305) (71/44,21/13) -> (51/23,71/32) Hyperbolic Matrix(3025,-4896,1156,-1871) (55/34,34/21) -> (34/13,89/34) Hyperbolic Matrix(5329,-8640,1154,-1871) (47/29,60/37) -> (60/13,97/21) Hyperbolic Matrix(7991,-12960,1732,-2809) (60/37,73/45) -> (143/31,60/13) Hyperbolic Matrix(575,-936,266,-433) (13/8,44/27) -> (28/13,13/6) Hyperbolic Matrix(2737,-4464,794,-1295) (75/46,31/19) -> (31/9,69/20) Hyperbolic Matrix(793,-1296,484,-791) (31/19,18/11) -> (18/11,41/25) Parabolic Matrix(5617,-9216,2018,-3311) (41/25,64/39) -> (64/23,103/37) Hyperbolic Matrix(11521,-18936,4380,-7199) (23/14,97/59) -> (313/119,121/46) Hyperbolic Matrix(1007,-1656,526,-865) (74/45,51/31) -> (21/11,2/1) Hyperbolic Matrix(2879,-4752,1222,-2017) (33/20,38/23) -> (106/45,33/14) Hyperbolic Matrix(27649,-46728,10224,-17279) (49/29,120/71) -> (192/71,311/115) Hyperbolic Matrix(1871,-3168,766,-1297) (22/13,61/36) -> (83/34,22/9) Hyperbolic Matrix(1655,-2808,722,-1225) (39/23,17/10) -> (55/24,39/17) Hyperbolic Matrix(3169,-5400,1098,-1871) (46/27,121/71) -> (49/17,26/9) Hyperbolic Matrix(505,-864,294,-503) (29/17,12/7) -> (12/7,43/25) Parabolic Matrix(3097,-5328,962,-1655) (43/25,74/43) -> (74/23,29/9) Hyperbolic Matrix(18073,-31104,7488,-12887) (74/43,179/104) -> (251/104,70/29) Hyperbolic Matrix(2881,-4968,918,-1583) (50/29,119/69) -> (47/15,22/7) Hyperbolic Matrix(791,-1368,292,-505) (19/11,26/15) -> (46/17,19/7) Hyperbolic Matrix(2159,-3744,914,-1585) (26/15,59/34) -> (85/36,26/11) Hyperbolic Matrix(289,-504,82,-143) (33/19,7/4) -> (7/2,39/11) Hyperbolic Matrix(1583,-2808,650,-1153) (39/22,16/9) -> (56/23,39/16) Hyperbolic Matrix(1657,-2952,444,-791) (16/9,41/23) -> (41/11,56/15) Hyperbolic Matrix(5329,-9504,2018,-3599) (41/23,66/37) -> (66/25,103/39) Hyperbolic Matrix(361,-648,200,-359) (34/19,9/5) -> (9/5,38/21) Parabolic Matrix(1153,-2088,238,-431) (38/21,29/16) -> (29/6,34/7) Hyperbolic Matrix(2807,-5112,1068,-1945) (20/11,51/28) -> (21/8,92/35) Hyperbolic Matrix(6479,-11808,2924,-5329) (82/45,31/17) -> (113/51,82/37) Hyperbolic Matrix(505,-936,116,-215) (24/13,13/7) -> (13/3,48/11) Hyperbolic Matrix(503,-936,194,-361) (13/7,15/8) -> (57/22,13/5) Hyperbolic Matrix(649,-1224,114,-215) (15/8,17/9) -> (17/3,57/10) Hyperbolic Matrix(649,-1368,102,-215) (2/1,19/9) -> (19/3,70/11) Hyperbolic Matrix(1081,-2304,236,-503) (17/8,15/7) -> (87/19,55/12) Hyperbolic Matrix(10153,-21816,3920,-8423) (58/27,43/20) -> (259/100,158/61) Hyperbolic Matrix(361,-792,98,-215) (24/11,11/5) -> (11/3,48/13) Hyperbolic Matrix(289,-648,128,-287) (29/13,9/4) -> (9/4,43/19) Parabolic Matrix(2087,-4752,538,-1225) (107/47,41/18) -> (31/8,35/9) Hyperbolic Matrix(2231,-5112,786,-1801) (71/31,55/24) -> (17/6,71/25) Hyperbolic Matrix(18433,-43416,5074,-11951) (73/31,106/45) -> (178/49,287/79) Hyperbolic Matrix(30095,-71208,11442,-27073) (97/41,168/71) -> (192/73,313/119) Hyperbolic Matrix(575,-1368,182,-433) (19/8,50/21) -> (22/7,19/6) Hyperbolic Matrix(361,-864,150,-359) (31/13,12/5) -> (12/5,41/17) Parabolic Matrix(2087,-5040,388,-937) (70/29,29/12) -> (43/8,70/13) Hyperbolic Matrix(863,-2088,298,-721) (75/31,46/19) -> (26/9,3/1) Hyperbolic Matrix(2089,-5112,794,-1943) (22/9,49/20) -> (121/46,50/19) Hyperbolic Matrix(937,-2304,146,-359) (27/11,32/13) -> (32/5,45/7) Hyperbolic Matrix(2015,-5112,568,-1441) (38/15,33/13) -> (39/11,110/31) Hyperbolic Matrix(2879,-7344,452,-1153) (51/20,74/29) -> (70/11,51/8) Hyperbolic Matrix(12889,-32904,4766,-12167) (97/38,23/9) -> (311/115,119/44) Hyperbolic Matrix(505,-1296,196,-503) (23/9,18/7) -> (18/7,49/19) Parabolic Matrix(7991,-20664,2200,-5689) (106/41,75/29) -> (69/19,178/49) Hyperbolic Matrix(2017,-5256,718,-1871) (13/5,73/28) -> (73/26,59/21) Hyperbolic Matrix(359,-936,28,-73) (73/28,60/23) -> (12/1,1/0) Hyperbolic Matrix(2593,-6768,772,-2015) (60/23,47/18) -> (47/14,84/25) Hyperbolic Matrix(4607,-12168,1636,-4321) (103/39,37/14) -> (107/38,31/11) Hyperbolic Matrix(1873,-5112,580,-1583) (30/11,71/26) -> (71/22,42/13) Hyperbolic Matrix(2161,-5904,474,-1295) (71/26,41/15) -> (41/9,73/16) Hyperbolic Matrix(647,-1800,78,-217) (25/9,64/23) -> (8/1,25/3) Hyperbolic Matrix(863,-2736,182,-577) (19/6,54/17) -> (90/19,19/4) Hyperbolic Matrix(1657,-5328,246,-791) (45/14,74/23) -> (74/11,27/4) Hyperbolic Matrix(935,-3096,196,-649) (43/13,10/3) -> (62/13,43/9) Hyperbolic Matrix(2303,-7704,646,-2161) (10/3,67/20) -> (221/62,82/23) Hyperbolic Matrix(5401,-18648,1522,-5255) (107/31,38/11) -> (110/31,181/51) Hyperbolic Matrix(791,-2736,146,-505) (38/11,7/2) -> (65/12,38/7) Hyperbolic Matrix(1153,-4104,202,-719) (32/9,57/16) -> (57/10,40/7) Hyperbolic Matrix(361,-1296,100,-359) (25/7,18/5) -> (18/5,47/13) Parabolic Matrix(1009,-3672,158,-575) (40/11,51/14) -> (51/8,32/5) Hyperbolic Matrix(719,-2664,78,-289) (100/27,63/17) -> (9/1,28/3) Hyperbolic Matrix(935,-3528,172,-649) (49/13,34/9) -> (38/7,49/9) Hyperbolic Matrix(287,-1224,34,-145) (17/4,47/11) -> (25/3,17/2) Hyperbolic Matrix(1583,-6768,236,-1009) (47/11,77/18) -> (67/10,47/7) Hyperbolic Matrix(145,-648,32,-143) (31/7,9/2) -> (9/2,41/9) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(143,1656,-112,-1297) -> Matrix(7,4,-184,-105) Matrix(73,792,20,217) -> Matrix(3,2,28,19) Matrix(143,1368,30,287) -> Matrix(1,0,6,1) Matrix(145,1368,-122,-1151) -> Matrix(7,4,-198,-113) Matrix(143,1224,84,719) -> Matrix(13,4,276,85) Matrix(217,1800,-78,-647) -> Matrix(19,6,-206,-65) Matrix(289,2232,112,865) -> Matrix(15,8,208,111) Matrix(143,1080,38,287) -> Matrix(1,0,10,1) Matrix(215,1584,166,1223) -> Matrix(3,2,82,55) Matrix(287,2088,178,1295) -> Matrix(11,4,250,91) Matrix(287,1944,-234,-1585) -> Matrix(29,8,-794,-219) Matrix(577,3888,-470,-3167) -> Matrix(67,16,-1830,-437) Matrix(1009,6768,-236,-1583) -> Matrix(1,0,-4,1) Matrix(359,2376,76,503) -> Matrix(13,2,84,13) Matrix(361,2376,208,1369) -> Matrix(17,2,348,41) Matrix(359,2304,-146,-937) -> Matrix(5,2,-58,-23) Matrix(575,3672,-158,-1009) -> Matrix(9,4,-70,-31) Matrix(217,1368,-194,-1223) -> Matrix(23,6,-694,-181) Matrix(1009,6336,390,2449) -> Matrix(15,4,206,55) Matrix(289,1800,162,1009) -> Matrix(9,4,182,81) Matrix(359,2088,136,791) -> Matrix(9,2,112,25) Matrix(361,2088,162,937) -> Matrix(13,2,214,33) Matrix(289,1656,-226,-1295) -> Matrix(15,4,-394,-105) Matrix(217,1224,64,361) -> Matrix(11,2,104,19) Matrix(361,2016,142,793) -> Matrix(17,2,246,29) Matrix(505,2808,298,1657) -> Matrix(23,2,494,43) Matrix(649,3528,-172,-935) -> Matrix(7,2,-32,-9) Matrix(359,1944,-306,-1657) -> Matrix(37,10,-1062,-287) Matrix(215,1152,-148,-793) -> Matrix(11,2,-248,-45) Matrix(217,1152,68,361) -> Matrix(7,2,80,23) Matrix(505,2664,396,2089) -> Matrix(25,6,704,169) Matrix(289,1512,-220,-1151) -> Matrix(19,4,-480,-101) Matrix(361,1872,264,1369) -> Matrix(47,10,1236,263) Matrix(505,2448,-282,-1367) -> Matrix(47,6,-854,-109) Matrix(359,1728,284,1367) -> Matrix(25,2,712,57) Matrix(361,1728,286,1369) -> Matrix(3,-2,86,-57) Matrix(649,3096,-196,-935) -> Matrix(7,2,-60,-17) Matrix(577,2736,-182,-863) -> Matrix(15,4,-154,-41) Matrix(2161,10224,822,3889) -> Matrix(101,24,1334,317) Matrix(503,2376,76,359) -> Matrix(9,2,76,17) Matrix(215,1008,138,647) -> Matrix(31,6,718,139) Matrix(433,2016,-340,-1583) -> Matrix(23,4,-604,-105) Matrix(1583,7344,962,4463) -> Matrix(15,4,326,87) Matrix(575,2664,466,2159) -> Matrix(21,4,614,117) Matrix(1153,5328,-810,-3743) -> Matrix(19,4,-442,-93) Matrix(359,1656,-328,-1513) -> Matrix(51,10,-1576,-309) Matrix(937,4320,172,793) -> Matrix(31,6,160,31) Matrix(361,1656,-298,-1367) -> Matrix(13,2,-358,-55) Matrix(143,648,-32,-145) -> Matrix(23,4,-144,-25) Matrix(1153,5112,-422,-1871) -> Matrix(25,4,-294,-47) Matrix(505,2232,212,937) -> Matrix(15,2,232,31) Matrix(361,1584,312,1369) -> Matrix(43,6,1340,187) Matrix(937,4104,-608,-2663) -> Matrix(13,2,-280,-43) Matrix(215,936,-116,-505) -> Matrix(13,2,-228,-35) Matrix(217,936,-150,-647) -> Matrix(43,6,-982,-137) Matrix(1009,4320,572,2449) -> Matrix(33,4,668,81) Matrix(5977,25560,1364,5833) -> Matrix(17,2,144,17) Matrix(1079,4608,-388,-1657) -> Matrix(55,6,-596,-65) Matrix(359,1512,222,935) -> Matrix(9,2,202,45) Matrix(361,1512,-292,-1223) -> Matrix(29,6,-788,-163) Matrix(433,1800,312,1297) -> Matrix(71,12,1840,311) Matrix(577,2232,-372,-1439) -> Matrix(61,8,-1304,-171) Matrix(505,1944,206,793) -> Matrix(49,6,694,85) Matrix(359,1368,132,503) -> Matrix(19,2,256,27) Matrix(647,2448,-476,-1801) -> Matrix(1,-2,-24,49) Matrix(1585,5976,344,1297) -> Matrix(21,4,152,29) Matrix(287,1080,38,143) -> Matrix(1,0,10,1) Matrix(791,2952,-444,-1657) -> Matrix(95,14,-1744,-257) Matrix(2377,8856,638,2377) -> Matrix(153,22,1370,197) Matrix(3887,14472,1044,3887) -> Matrix(253,36,2284,325) Matrix(503,1872,406,1511) -> Matrix(99,14,2878,407) Matrix(1223,4536,718,2663) -> Matrix(43,6,910,127) Matrix(2449,9072,-2060,-7631) -> Matrix(31,4,-876,-113) Matrix(1439,5328,622,2303) -> Matrix(1,0,22,1) Matrix(215,792,-98,-361) -> Matrix(15,2,-218,-29) Matrix(217,792,20,73) -> Matrix(15,2,52,7) Matrix(2015,7344,1106,4031) -> Matrix(211,28,4122,547) Matrix(791,2880,-376,-1369) -> Matrix(107,14,-1628,-213) Matrix(1367,4968,812,2951) -> Matrix(15,2,292,39) Matrix(4103,14904,-2914,-10585) -> Matrix(415,54,-9814,-1277) Matrix(1151,4176,476,1727) -> Matrix(61,8,892,117) Matrix(359,1296,-100,-361) -> Matrix(79,10,-640,-81) Matrix(1729,6192,-1206,-4319) -> Matrix(295,36,-6826,-833) Matrix(503,1800,382,1367) -> Matrix(115,14,3146,383) Matrix(1151,4104,-808,-2881) -> Matrix(33,4,-784,-95) Matrix(1295,4608,-1012,-3601) -> Matrix(235,28,-6152,-733) Matrix(143,504,-82,-289) -> Matrix(1,0,-10,1) Matrix(145,504,-124,-431) -> Matrix(37,4,-1064,-115) Matrix(1295,4464,-794,-2737) -> Matrix(79,8,-1590,-161) Matrix(503,1728,356,1223) -> Matrix(27,2,688,51) Matrix(505,1728,358,1225) -> Matrix(7,2,178,51) Matrix(359,1224,232,791) -> Matrix(15,2,352,47) Matrix(361,1224,64,217) -> Matrix(15,2,112,15) Matrix(1511,5112,702,2375) -> Matrix(139,18,2278,295) Matrix(3385,11448,788,2665) -> Matrix(171,22,1640,211) Matrix(1151,3888,426,1439) -> Matrix(95,12,1322,167) Matrix(577,1944,214,721) -> Matrix(33,4,470,57) Matrix(1585,5328,-1242,-4175) -> Matrix(1,0,-18,1) Matrix(1223,4104,-880,-2953) -> Matrix(81,10,-1936,-239) Matrix(217,720,22,73) -> Matrix(17,2,42,5) Matrix(1655,5472,-1198,-3961) -> Matrix(329,38,-7922,-915) Matrix(503,1656,284,935) -> Matrix(53,6,1104,125) Matrix(505,1656,154,505) -> Matrix(125,14,1366,153) Matrix(287,936,88,287) -> Matrix(73,8,812,89) Matrix(289,936,-222,-719) -> Matrix(75,8,-1922,-205) Matrix(359,1152,-292,-937) -> Matrix(17,2,-468,-55) Matrix(361,1152,68,217) -> Matrix(19,2,104,11) Matrix(1223,3888,430,1367) -> Matrix(99,10,1178,119) Matrix(2449,7776,862,2737) -> Matrix(241,24,2902,289) Matrix(433,1368,-182,-575) -> Matrix(43,4,-570,-53) Matrix(721,2088,-298,-863) -> Matrix(45,4,-574,-51) Matrix(503,1440,226,647) -> Matrix(21,2,346,33) Matrix(1441,4104,-1112,-3167) -> Matrix(1,0,-16,1) Matrix(1367,3888,430,1223) -> Matrix(99,10,1178,119) Matrix(863,2448,-508,-1441) -> Matrix(163,16,-3148,-309) Matrix(433,1224,306,865) -> Matrix(83,8,2106,203) Matrix(793,2232,-588,-1655) -> Matrix(23,2,-564,-49) Matrix(1511,4248,896,2519) -> Matrix(21,2,472,45) Matrix(1871,5256,-718,-2017) -> Matrix(41,4,-482,-47) Matrix(361,1008,284,793) -> Matrix(107,10,3028,283) Matrix(3673,10224,-2250,-6263) -> Matrix(583,54,-11714,-1085) Matrix(649,1800,234,649) -> Matrix(197,18,2550,233) Matrix(287,792,104,287) -> Matrix(89,8,1168,105) Matrix(289,792,158,433) -> Matrix(45,4,866,77) Matrix(3743,10224,1054,2879) -> Matrix(1,0,22,1) Matrix(1583,4320,-1214,-3313) -> Matrix(1,0,-14,1) Matrix(793,2160,344,937) -> Matrix(23,2,356,31) Matrix(503,1368,132,359) -> Matrix(23,2,264,23) Matrix(505,1368,-292,-791) -> Matrix(117,10,-2188,-187) Matrix(721,1944,214,577) -> Matrix(49,4,502,41) Matrix(215,576,134,359) -> Matrix(25,2,562,45) Matrix(217,576,136,361) -> Matrix(21,2,472,45) Matrix(3599,9504,-2018,-5329) -> Matrix(47,4,-858,-73) Matrix(791,2088,136,359) -> Matrix(21,2,136,13) Matrix(2377,6264,902,2377) -> Matrix(153,14,1978,181) Matrix(6479,17064,2460,6479) -> Matrix(529,48,6888,625) Matrix(793,2088,684,1801) -> Matrix(199,18,6180,559) Matrix(1943,5112,-794,-2089) -> Matrix(245,22,-3018,-271) Matrix(1945,5112,-1068,-2807) -> Matrix(337,30,-5920,-527) Matrix(577,1512,440,1153) -> Matrix(137,12,3756,329) Matrix(1871,4896,-1156,-3025) -> Matrix(231,20,-4724,-409) Matrix(937,2448,524,1369) -> Matrix(25,2,512,41) Matrix(3311,8640,-2594,-6769) -> Matrix(47,4,-1234,-105) Matrix(4969,12960,-3892,-10151) -> Matrix(113,10,-2972,-263) Matrix(6049,15768,2652,6913) -> Matrix(47,4,740,63) Matrix(361,936,-194,-503) -> Matrix(23,2,-426,-37) Matrix(2449,6336,390,1009) -> Matrix(47,4,270,23) Matrix(863,2232,278,719) -> Matrix(47,4,458,39) Matrix(1727,4464,-1226,-3169) -> Matrix(331,28,-7814,-661) Matrix(503,1296,-196,-505) -> Matrix(167,14,-2016,-169) Matrix(3599,9216,-2306,-5905) -> Matrix(777,64,-16402,-1351) Matrix(647,1656,84,215) -> Matrix(73,6,304,25) Matrix(7415,18936,-4596,-11737) -> Matrix(367,30,-7548,-617) Matrix(5473,13968,1016,2593) -> Matrix(295,24,1856,151) Matrix(649,1656,-310,-791) -> Matrix(123,10,-1882,-153) Matrix(2881,7344,2260,5761) -> Matrix(97,8,2728,225) Matrix(1441,3672,622,1585) -> Matrix(49,4,698,57) Matrix(793,2016,142,361) -> Matrix(25,2,262,21) Matrix(1873,4752,-1078,-2735) -> Matrix(1,0,-6,1) Matrix(1223,3096,540,1367) -> Matrix(23,2,356,31) Matrix(1079,2664,612,1511) -> Matrix(25,2,512,41) Matrix(2017,4968,1462,3601) -> Matrix(97,8,2534,209) Matrix(1729,4248,1114,2737) -> Matrix(189,16,4406,373) Matrix(793,1944,206,505) -> Matrix(73,6,742,61) Matrix(19079,46728,-12024,-29449) -> Matrix(759,62,-15584,-1273) Matrix(9145,22392,3382,8281) -> Matrix(1153,94,15958,1301) Matrix(1297,3168,-766,-1871) -> Matrix(149,12,-2918,-235) Matrix(1151,2808,944,2303) -> Matrix(301,24,8892,709) Matrix(1153,2808,-650,-1583) -> Matrix(1,0,-6,1) Matrix(505,1224,446,1081) -> Matrix(177,14,5626,445) Matrix(1873,4536,1368,3313) -> Matrix(203,16,5316,419) Matrix(2231,5400,-1458,-3529) -> Matrix(331,26,-7142,-561) Matrix(1727,4176,476,1151) -> Matrix(101,8,972,77) Matrix(359,864,-150,-361) -> Matrix(129,10,-1690,-131) Matrix(2231,5328,-1538,-3673) -> Matrix(501,38,-11378,-863) Matrix(13031,31104,-7632,-18217) -> Matrix(25,2,-488,-39) Matrix(7271,17352,2202,5255) -> Matrix(27,2,310,23) Matrix(5039,12024,1810,4319) -> Matrix(1,0,26,1) Matrix(937,2232,212,505) -> Matrix(27,2,256,19) Matrix(2087,4968,-1422,-3385) -> Matrix(291,22,-6574,-497) Matrix(7201,17136,2784,6625) -> Matrix(637,48,8772,661) Matrix(577,1368,-364,-863) -> Matrix(53,4,-1100,-83) Matrix(1585,3744,-914,-2159) -> Matrix(269,20,-4990,-371) Matrix(1007,2376,854,2015) -> Matrix(325,24,9926,733) Matrix(215,504,-154,-361) -> Matrix(29,2,-682,-47) Matrix(1585,3672,622,1441) -> Matrix(49,4,698,57) Matrix(2303,5328,622,1439) -> Matrix(1,0,22,1) Matrix(1153,2664,686,1585) -> Matrix(53,4,1126,85) Matrix(1871,4320,1434,3311) -> Matrix(55,4,1526,111) Matrix(937,2160,344,793) -> Matrix(27,2,364,27) Matrix(721,1656,502,1153) -> Matrix(157,12,3938,301) Matrix(1225,2808,-722,-1655) -> Matrix(239,18,-4634,-349) Matrix(1295,2952,-948,-2161) -> Matrix(163,12,-3980,-293) Matrix(4175,9504,-2594,-5905) -> Matrix(55,4,-1114,-81) Matrix(791,1800,664,1511) -> Matrix(29,2,884,61) Matrix(1079,2448,666,1511) -> Matrix(247,18,5530,403) Matrix(287,648,-128,-289) -> Matrix(111,8,-1568,-113) Matrix(935,2088,-742,-1657) -> Matrix(199,14,-5302,-373) Matrix(937,2088,162,361) -> Matrix(29,2,246,17) Matrix(647,1440,226,503) -> Matrix(29,2,362,25) Matrix(2305,5112,-1428,-3167) -> Matrix(115,8,-2372,-165) Matrix(3313,7344,2404,5329) -> Matrix(809,56,21164,1465) Matrix(5329,11808,-2924,-6479) -> Matrix(985,68,-17252,-1191) Matrix(359,792,228,503) -> Matrix(89,6,2032,137) Matrix(1153,2520,264,577) -> Matrix(1,0,24,1) Matrix(431,936,-332,-721) -> Matrix(57,4,-1468,-103) Matrix(433,936,-266,-575) -> Matrix(55,4,-1114,-81) Matrix(575,1224,-474,-1009) -> Matrix(237,16,-6562,-443) Matrix(577,1224,272,577) -> Matrix(239,16,4048,271) Matrix(647,1368,306,647) -> Matrix(271,18,4622,307) Matrix(719,1368,-606,-1153) -> Matrix(337,20,-9554,-567) Matrix(721,1368,380,721) -> Matrix(339,20,6424,379) Matrix(647,1224,342,647) -> Matrix(307,18,5850,343) Matrix(1223,2304,-956,-1801) -> Matrix(447,26,-11708,-681) Matrix(1153,2160,308,577) -> Matrix(139,8,1164,67) Matrix(11663,21816,-7160,-13393) -> Matrix(2797,160,-56412,-3227) Matrix(2737,5112,1928,3601) -> Matrix(71,4,1828,103) Matrix(1441,2664,390,721) -> Matrix(69,4,638,37) Matrix(431,792,-314,-577) -> Matrix(71,4,-1722,-97) Matrix(433,792,158,289) -> Matrix(69,4,914,53) Matrix(11375,20736,5134,9359) -> Matrix(1959,112,32306,1847) Matrix(11377,20736,5136,9361) -> Matrix(2101,120,34684,1981) Matrix(4031,7344,1106,2015) -> Matrix(491,28,4682,267) Matrix(2809,5112,594,1081) -> Matrix(317,18,1990,113) Matrix(793,1440,516,937) -> Matrix(177,10,4124,233) Matrix(1151,2088,952,1727) -> Matrix(143,8,4272,239) Matrix(359,648,-200,-361) -> Matrix(179,10,-3240,-181) Matrix(1729,3096,1046,1873) -> Matrix(509,28,10998,605) Matrix(1369,2448,524,937) -> Matrix(37,2,536,29) Matrix(1009,1800,162,289) -> Matrix(73,4,310,17) Matrix(2665,4752,-1978,-3527) -> Matrix(37,2,-870,-47) Matrix(9217,16416,3558,6337) -> Matrix(1837,100,25222,1373) Matrix(8855,15768,5458,9719) -> Matrix(2831,154,63146,3435) Matrix(1295,2304,566,1007) -> Matrix(295,16,4554,247) Matrix(1297,2304,568,1009) -> Matrix(149,8,2328,125) Matrix(2881,5112,-1866,-3311) -> Matrix(75,4,-1594,-85) Matrix(935,1656,284,503) -> Matrix(113,6,1224,65) Matrix(1223,2160,774,1367) -> Matrix(33,2,742,45) Matrix(2449,4320,572,1009) -> Matrix(73,4,748,41) Matrix(1511,2664,612,1079) -> Matrix(37,2,536,29) Matrix(3025,5328,2208,3889) -> Matrix(73,4,1916,105) Matrix(2087,3672,1268,2231) -> Matrix(35,2,752,43) Matrix(3023,5256,662,1151) -> Matrix(1,0,26,1) Matrix(24983,43416,-18106,-31465) -> Matrix(107,6,-2586,-145) Matrix(1369,2376,208,361) -> Matrix(37,2,388,21) Matrix(11951,20736,5062,8783) -> Matrix(1775,96,27494,1487) Matrix(11953,20736,5064,8785) -> Matrix(1925,104,29856,1613) Matrix(2951,5112,706,1223) -> Matrix(335,18,2438,131) Matrix(41113,71208,-25482,-44135) -> Matrix(2719,146,-55814,-2997) Matrix(14759,25560,5612,9719) -> Matrix(2869,154,37800,2029) Matrix(2953,5112,874,1513) -> Matrix(485,26,4794,257) Matrix(793,1368,-542,-935) -> Matrix(37,2,-870,-47) Matrix(1295,2232,1002,1727) -> Matrix(451,24,12534,667) Matrix(503,864,-294,-505) -> Matrix(265,14,-5054,-267) Matrix(4679,7992,1812,3095) -> Matrix(957,50,13264,693) Matrix(22895,39096,6324,10799) -> Matrix(689,36,6756,353) Matrix(109295,186624,45286,77327) -> Matrix(77,4,1174,61) Matrix(109297,186624,45288,77329) -> Matrix(1301,68,19228,1005) Matrix(2953,5040,-2404,-4103) -> Matrix(881,46,-24036,-1255) Matrix(2449,4176,1774,3025) -> Matrix(845,44,22066,1149) Matrix(1225,2088,-802,-1367) -> Matrix(269,14,-5822,-303) Matrix(2663,4536,718,1223) -> Matrix(115,6,1054,55) Matrix(719,1224,84,143) -> Matrix(77,4,404,21) Matrix(7633,12960,1612,2737) -> Matrix(851,44,5164,267) Matrix(4751,8064,1272,2159) -> Matrix(697,36,6060,313) Matrix(1657,2808,298,505) -> Matrix(39,2,526,27) Matrix(12239,20736,5014,8495) -> Matrix(1871,96,27110,1391) Matrix(12241,20736,5016,8497) -> Matrix(1717,88,24916,1277) Matrix(3023,5112,-1874,-3169) -> Matrix(77,4,-1598,-83) Matrix(1151,1944,852,1439) -> Matrix(157,8,4180,213) Matrix(1367,2304,-1154,-1945) -> Matrix(35,2,-998,-57) Matrix(2951,4968,812,1367) -> Matrix(35,2,332,19) Matrix(1585,2664,686,1153) -> Matrix(77,4,1174,61) Matrix(217,360,44,73) -> Matrix(39,2,292,15) Matrix(3097,5112,-2224,-3671) -> Matrix(1221,62,-29048,-1475) Matrix(1223,2016,1004,1655) -> Matrix(435,22,12872,651) Matrix(2231,3672,1268,2087) -> Matrix(39,2,760,39) Matrix(4463,7344,962,1583) -> Matrix(79,4,454,23) Matrix(4465,7344,-3764,-6191) -> Matrix(1029,52,-29188,-1475) Matrix(6481,10656,964,1585) -> Matrix(555,28,3548,179) Matrix(20015,32904,-12614,-20737) -> Matrix(1269,64,-26074,-1315) Matrix(791,1296,-484,-793) -> Matrix(439,22,-8800,-441) Matrix(1367,2232,1190,1943) -> Matrix(763,38,23914,1191) Matrix(4897,7992,2030,3313) -> Matrix(1125,56,16654,829) Matrix(12673,20664,-9184,-14975) -> Matrix(1,0,-4,1) Matrix(10511,17136,6094,9935) -> Matrix(563,28,11642,579) Matrix(3887,6336,3268,5327) -> Matrix(1047,52,31712,1575) Matrix(5833,9504,1724,2809) -> Matrix(927,46,9008,447) Matrix(79559,129600,30718,50039) -> Matrix(15447,766,212366,10531) Matrix(79561,129600,30720,50041) -> Matrix(14561,722,200244,9929) Matrix(10079,16416,4420,7199) -> Matrix(1049,52,16320,809) Matrix(3239,5256,-2086,-3385) -> Matrix(1177,58,-25062,-1235) Matrix(577,936,-532,-863) -> Matrix(325,16,-10136,-499) Matrix(4175,6768,-2932,-4753) -> Matrix(163,8,-3688,-181) Matrix(1511,2448,666,1079) -> Matrix(367,18,5770,283) Matrix(12815,20736,4894,7919) -> Matrix(1639,80,22106,1079) Matrix(12817,20736,4896,7921) -> Matrix(1477,72,19960,973) Matrix(935,1512,222,359) -> Matrix(41,2,266,13) Matrix(6335,10224,4996,8063) -> Matrix(81,4,2288,113) Matrix(15841,25560,6694,10801) -> Matrix(163,8,2506,123) Matrix(1295,2088,178,287) -> Matrix(83,4,394,19) Matrix(10585,17064,6566,10585) -> Matrix(209,10,4786,229) Matrix(3887,6264,2412,3887) -> Matrix(1,0,44,1) Matrix(1297,2088,1074,1729) -> Matrix(79,4,2350,119) Matrix(7561,12168,-4876,-7847) -> Matrix(37,2,-796,-43) Matrix(359,576,134,215) -> Matrix(41,2,594,29) Matrix(361,576,136,217) -> Matrix(41,2,512,25) Matrix(1223,1944,860,1367) -> Matrix(43,2,1096,51) Matrix(2449,3888,1724,2737) -> Matrix(163,8,4136,203) Matrix(14111,22392,8348,13247) -> Matrix(163,8,3484,171) Matrix(3313,5256,636,1009) -> Matrix(83,4,560,27) Matrix(865,1368,638,1009) -> Matrix(247,12,6566,319) Matrix(1367,2160,774,1223) -> Matrix(41,2,758,37) Matrix(3239,5112,-2236,-3529) -> Matrix(1283,62,-29240,-1413) Matrix(3743,5904,-2922,-4609) -> Matrix(1741,84,-45494,-2195) Matrix(503,792,228,359) -> Matrix(125,6,2104,101) Matrix(505,792,322,505) -> Matrix(293,14,6718,321) Matrix(1151,1800,736,1151) -> Matrix(673,32,15500,737) Matrix(1153,1800,-1014,-1583) -> Matrix(675,32,-20018,-949) Matrix(7705,12024,4476,6985) -> Matrix(43,2,924,43) Matrix(647,1008,138,215) -> Matrix(127,6,910,43) Matrix(4681,7272,1252,1945) -> Matrix(723,34,6188,291) Matrix(2087,3240,324,503) -> Matrix(213,10,788,37) Matrix(10585,16416,3204,4969) -> Matrix(385,18,4128,193) Matrix(791,1224,232,359) -> Matrix(43,2,408,19) Matrix(5039,7776,3452,5327) -> Matrix(173,8,4260,197) Matrix(2521,3888,1728,2665) -> Matrix(41,2,1004,49) Matrix(5329,8208,1590,2449) -> Matrix(171,8,1774,83) Matrix(1871,2880,280,431) -> Matrix(1,0,28,1) Matrix(937,1440,516,793) -> Matrix(213,10,4196,197) Matrix(3383,5184,1174,1799) -> Matrix(43,2,1010,47) Matrix(3385,5184,1176,1801) -> Matrix(43,2,64,3) Matrix(1513,2232,928,1369) -> Matrix(221,10,4884,221) Matrix(3527,5184,1126,1655) -> Matrix(45,2,1102,49) Matrix(3529,5184,1128,1657) -> Matrix(45,2,-68,-3) Matrix(1873,2736,-1478,-2159) -> Matrix(181,8,-4774,-211) Matrix(2665,3888,1728,2521) -> Matrix(45,2,1012,45) Matrix(791,1152,642,935) -> Matrix(47,2,1386,59) Matrix(3671,5328,-3126,-4537) -> Matrix(1225,54,-35094,-1547) Matrix(7055,10224,2086,3023) -> Matrix(1275,56,12454,547) Matrix(649,936,450,649) -> Matrix(413,18,10302,449) Matrix(1151,1656,800,1151) -> Matrix(737,32,18448,801) Matrix(1153,1656,502,721) -> Matrix(277,12,4178,181) Matrix(12097,17352,7028,10081) -> Matrix(1,0,44,1) Matrix(11447,16416,4066,5831) -> Matrix(139,6,1830,79) Matrix(2161,3096,-1708,-2447) -> Matrix(927,40,-24496,-1057) Matrix(5401,7704,-3886,-5543) -> Matrix(607,26,-14498,-621) Matrix(5759,8208,2020,2879) -> Matrix(95,4,1116,47) Matrix(1367,1944,860,1223) -> Matrix(47,2,1104,47) Matrix(3599,5112,1520,2159) -> Matrix(281,12,4332,185) Matrix(7201,10224,2232,3169) -> Matrix(281,12,3208,137) Matrix(6695,9504,2586,3671) -> Matrix(143,6,1978,83) Matrix(863,1224,710,1007) -> Matrix(95,4,2826,119) Matrix(865,1224,306,433) -> Matrix(187,8,2314,99) Matrix(1223,1728,356,503) -> Matrix(47,2,728,31) Matrix(1225,1728,358,505) -> Matrix(47,2,258,11) Matrix(13247,18648,-9514,-13393) -> Matrix(3599,152,-85642,-3617) Matrix(1945,2736,-1586,-2231) -> Matrix(333,14,-9110,-383) Matrix(71209,99144,19600,27289) -> Matrix(11947,502,115448,4851) Matrix(72143,100440,19858,27647) -> Matrix(13043,548,126122,5299) Matrix(7345,10224,4656,6481) -> Matrix(3143,132,71408,2999) Matrix(2951,4104,-2434,-3385) -> Matrix(1097,46,-30406,-1275) Matrix(11809,16416,2694,3745) -> Matrix(191,8,1886,79) Matrix(93239,129600,26158,36359) -> Matrix(3199,134,33494,1403) Matrix(93241,129600,26160,36361) -> Matrix(2149,90,22660,949) Matrix(935,1296,-676,-937) -> Matrix(623,26,-14976,-625) Matrix(1511,2088,364,503) -> Matrix(337,14,2720,113) Matrix(2449,3384,626,865) -> Matrix(289,12,2914,121) Matrix(28297,39096,11726,16201) -> Matrix(1589,66,23522,977) Matrix(3025,4176,1774,2449) -> Matrix(1061,44,22498,933) Matrix(72793,100440,20508,28297) -> Matrix(531,22,5672,235) Matrix(71855,99144,20246,27935) -> Matrix(193,8,1954,81) Matrix(3601,4968,1462,2017) -> Matrix(193,8,2726,113) Matrix(2663,3672,-2246,-3097) -> Matrix(917,38,-26038,-1079) Matrix(5329,7344,2404,3313) -> Matrix(1353,56,22252,921) Matrix(575,792,522,719) -> Matrix(387,16,12650,523) Matrix(1943,2664,892,1223) -> Matrix(49,2,808,33) Matrix(3889,5328,2208,3025) -> Matrix(97,4,1964,81) Matrix(1945,2664,-1734,-2375) -> Matrix(143,6,-4314,-181) Matrix(3313,4536,1368,1873) -> Matrix(387,16,5684,235) Matrix(1369,1872,264,361) -> Matrix(243,10,1628,67) Matrix(10585,14472,7742,10585) -> Matrix(1897,78,49930,2053) Matrix(6479,8856,4740,6479) -> Matrix(1169,48,30808,1265) Matrix(5905,8064,2426,3313) -> Matrix(97,4,1382,57) Matrix(5327,7272,1898,2591) -> Matrix(293,12,3638,149) Matrix(1583,2160,738,1007) -> Matrix(99,4,1658,67) Matrix(793,1080,688,937) -> Matrix(341,14,10644,437) Matrix(2593,3528,-2116,-2879) -> Matrix(97,4,-2692,-111) Matrix(3815,5184,1006,1367) -> Matrix(49,2,1298,53) Matrix(3817,5184,1008,1369) -> Matrix(49,2,-368,-15) Matrix(1009,1368,638,865) -> Matrix(295,12,6662,271) Matrix(1439,1944,852,1151) -> Matrix(197,8,4260,173) Matrix(2519,3384,696,935) -> Matrix(345,14,3376,137) Matrix(1585,2088,438,577) -> Matrix(405,16,3974,157) Matrix(3889,5112,1644,2161) -> Matrix(101,4,1540,61) Matrix(1153,1512,440,577) -> Matrix(305,12,4092,161) Matrix(937,1224,-826,-1079) -> Matrix(461,18,-13702,-535) Matrix(5185,6768,-4412,-5759) -> Matrix(101,4,-2904,-115) Matrix(3311,4320,1434,1871) -> Matrix(103,4,1622,63) Matrix(8783,11448,6186,8063) -> Matrix(101,4,2550,101) Matrix(1943,2520,1054,1367) -> Matrix(155,6,3074,119) Matrix(19727,25560,15114,19583) -> Matrix(103,4,2858,111) Matrix(12671,16416,3556,4607) -> Matrix(1,0,36,1) Matrix(1223,1584,166,215) -> Matrix(51,2,178,7) Matrix(1727,2232,1002,1295) -> Matrix(619,24,12870,499) Matrix(503,648,-392,-505) -> Matrix(363,14,-9464,-365) Matrix(4105,5256,1744,2233) -> Matrix(1203,46,18908,723) Matrix(4679,5976,3438,4391) -> Matrix(577,22,15238,581) Matrix(2089,2664,396,505) -> Matrix(157,6,968,37) Matrix(5761,7344,2260,2881) -> Matrix(209,8,2952,113) Matrix(16271,20736,3502,4463) -> Matrix(105,4,1286,49) Matrix(16273,20736,3504,4465) -> Matrix(105,4,236,9) Matrix(793,1008,284,361) -> Matrix(263,10,3340,127) Matrix(1873,2376,1590,2017) -> Matrix(107,4,3290,123) Matrix(4031,5112,1816,2303) -> Matrix(317,12,5204,197) Matrix(10223,12960,4202,5327) -> Matrix(107,4,1578,59) Matrix(1081,1368,968,1225) -> Matrix(581,22,18724,709) Matrix(1367,1728,284,359) -> Matrix(53,2,768,29) Matrix(1369,1728,286,361) -> Matrix(53,2,26,1) Matrix(287,360,114,143) -> Matrix(107,4,1578,59) Matrix(1511,1872,406,503) -> Matrix(379,14,3438,127) Matrix(4247,5256,1570,1943) -> Matrix(1247,46,17214,635) Matrix(2159,2664,466,575) -> Matrix(109,4,790,29) Matrix(935,1152,642,791) -> Matrix(55,2,1402,51) Matrix(11375,13968,6918,8495) -> Matrix(2511,92,54778,2007) Matrix(3527,4320,2762,3383) -> Matrix(383,14,10806,395) Matrix(2303,2808,944,1151) -> Matrix(661,24,9612,349) Matrix(1655,2016,1004,1223) -> Matrix(607,22,13216,479) Matrix(1007,1224,710,863) -> Matrix(111,4,2858,103) Matrix(1727,2088,952,1151) -> Matrix(223,8,4432,159) Matrix(1729,2088,1074,1297) -> Matrix(111,4,2414,87) Matrix(1511,1800,664,791) -> Matrix(57,2,940,33) Matrix(5327,6336,3268,3887) -> Matrix(1471,52,32560,1151) Matrix(2737,3240,974,1153) -> Matrix(341,12,4234,149) Matrix(2015,2376,854,1007) -> Matrix(685,24,10646,373) Matrix(2017,2376,1590,1873) -> Matrix(115,4,3306,115) Matrix(2449,2880,858,1009) -> Matrix(229,8,2662,93) Matrix(9071,10656,3554,4175) -> Matrix(1947,68,27802,971) Matrix(1801,2088,684,793) -> Matrix(523,18,6828,235) Matrix(1369,1584,312,361) -> Matrix(175,6,1604,55) Matrix(937,1080,688,793) -> Matrix(409,14,10780,369) Matrix(1441,1656,878,1009) -> Matrix(821,28,17974,613) Matrix(1081,1224,446,505) -> Matrix(417,14,6106,205) Matrix(647,720,452,503) -> Matrix(425,14,10716,353) Matrix(719,792,522,575) -> Matrix(491,16,12858,419) Matrix(1,0,2,1) -> Matrix(1,0,70,1) Matrix(1513,-1656,328,-359) -> Matrix(329,-10,2336,-71) Matrix(1223,-1368,194,-217) -> Matrix(193,-6,1126,-35) Matrix(1583,-1800,1014,-1153) -> Matrix(1013,-32,23394,-739) Matrix(1657,-1944,306,-359) -> Matrix(307,-10,1750,-57) Matrix(3311,-3888,614,-721) -> Matrix(613,-20,3770,-123) Matrix(5759,-6768,4412,-5185) -> Matrix(123,-4,3352,-109) Matrix(1945,-2304,1154,-1367) -> Matrix(61,-2,1190,-39) Matrix(3097,-3672,2246,-2663) -> Matrix(1155,-38,30182,-993) Matrix(1151,-1368,122,-145) -> Matrix(121,-4,454,-15) Matrix(1367,-1656,298,-361) -> Matrix(59,-2,502,-17) Matrix(2879,-3528,2116,-2593) -> Matrix(119,-4,3124,-105) Matrix(1585,-1944,234,-287) -> Matrix(235,-8,1322,-45) Matrix(937,-1152,292,-359) -> Matrix(59,-2,620,-21) Matrix(1223,-1512,292,-361) -> Matrix(175,-6,1196,-41) Matrix(1943,-2448,858,-1081) -> Matrix(287,-10,4506,-157) Matrix(2447,-3096,1708,-2161) -> Matrix(1137,-40,28624,-1007) Matrix(2159,-2736,1478,-1873) -> Matrix(227,-8,5590,-197) Matrix(1583,-2016,340,-433) -> Matrix(113,-4,876,-31) Matrix(4175,-5328,1242,-1585) -> Matrix(1,0,-18,1) Matrix(1297,-1656,112,-143) -> Matrix(113,-4,424,-15) Matrix(1295,-1656,226,-289) -> Matrix(113,-4,650,-23) Matrix(505,-648,392,-503) -> Matrix(393,-14,10976,-391) Matrix(3959,-5112,2510,-3241) -> Matrix(1949,-70,44298,-1591) Matrix(3167,-4104,1112,-1441) -> Matrix(1,0,-16,1) Matrix(721,-936,332,-431) -> Matrix(111,-4,1804,-65) Matrix(719,-936,222,-289) -> Matrix(221,-8,2514,-91) Matrix(3529,-4608,2260,-2951) -> Matrix(1051,-38,24256,-877) Matrix(1151,-1512,220,-289) -> Matrix(109,-4,736,-27) Matrix(1655,-2232,588,-793) -> Matrix(53,-2,716,-27) Matrix(1801,-2448,476,-647) -> Matrix(53,-2,80,-3) Matrix(2161,-2952,948,-1295) -> Matrix(317,-12,4940,-187) Matrix(6623,-9072,1052,-1441) -> Matrix(1,0,-20,1) Matrix(577,-792,314,-431) -> Matrix(105,-4,2074,-79) Matrix(2089,-2880,1096,-1511) -> Matrix(889,-34,16708,-639) Matrix(10801,-14904,3130,-4319) -> Matrix(209,-8,2482,-95) Matrix(937,-1296,676,-935) -> Matrix(677,-26,17576,-675) Matrix(4463,-6192,1350,-1873) -> Matrix(1037,-40,11070,-427) Matrix(2953,-4104,880,-1223) -> Matrix(259,-10,2616,-101) Matrix(3313,-4608,724,-1007) -> Matrix(517,-20,3800,-147) Matrix(361,-504,154,-215) -> Matrix(51,-2,842,-33) Matrix(359,-504,52,-73) -> Matrix(51,-2,332,-13) Matrix(3169,-4464,1226,-1727) -> Matrix(717,-28,9910,-387) Matrix(3743,-5328,810,-1153) -> Matrix(101,-4,682,-27) Matrix(2881,-4104,808,-1151) -> Matrix(103,-4,1056,-41) Matrix(3817,-5472,1054,-1511) -> Matrix(855,-34,8374,-333) Matrix(647,-936,150,-217) -> Matrix(149,-6,1366,-55) Matrix(793,-1152,148,-215) -> Matrix(49,-2,368,-15) Matrix(935,-1368,542,-793) -> Matrix(51,-2,1046,-41) Matrix(1367,-2088,802,-1225) -> Matrix(331,-14,7022,-297) Matrix(2663,-4104,608,-937) -> Matrix(47,-2,400,-17) Matrix(1585,-2448,652,-1007) -> Matrix(93,-4,1372,-59) Matrix(1439,-2232,372,-577) -> Matrix(187,-8,1800,-77) Matrix(3385,-5256,2086,-3239) -> Matrix(1351,-58,30118,-1293) Matrix(6551,-10224,2538,-3961) -> Matrix(1433,-62,19854,-859) Matrix(2737,-4320,638,-1007) -> Matrix(363,-16,3562,-157) Matrix(863,-1368,364,-577) -> Matrix(91,-4,1388,-61) Matrix(5905,-9504,2594,-4175) -> Matrix(89,-4,1402,-63) Matrix(3169,-5112,1874,-3023) -> Matrix(91,-4,1934,-85) Matrix(3167,-5112,1428,-2305) -> Matrix(181,-8,2964,-131) Matrix(3025,-4896,1156,-1871) -> Matrix(449,-20,6084,-271) Matrix(5329,-8640,1154,-1871) -> Matrix(447,-20,3062,-137) Matrix(7991,-12960,1732,-2809) -> Matrix(1027,-46,7256,-325) Matrix(575,-936,266,-433) -> Matrix(89,-4,1402,-63) Matrix(2737,-4464,794,-1295) -> Matrix(177,-8,2102,-95) Matrix(793,-1296,484,-791) -> Matrix(485,-22,10648,-483) Matrix(5617,-9216,2018,-3311) -> Matrix(1227,-56,15710,-717) Matrix(11521,-18936,4380,-7199) -> Matrix(2621,-120,34488,-1579) Matrix(1007,-1656,526,-865) -> Matrix(349,-16,6522,-299) Matrix(2879,-4752,1222,-2017) -> Matrix(781,-36,12214,-563) Matrix(27649,-46728,10224,-17279) -> Matrix(2153,-100,29776,-1383) Matrix(1871,-3168,766,-1297) -> Matrix(259,-12,3734,-173) Matrix(1655,-2808,722,-1225) -> Matrix(385,-18,5882,-275) Matrix(3169,-5400,1098,-1871) -> Matrix(85,-4,1254,-59) Matrix(505,-864,294,-503) -> Matrix(295,-14,6174,-293) Matrix(3097,-5328,962,-1655) -> Matrix(459,-22,5362,-257) Matrix(18073,-31104,7488,-12887) -> Matrix(41,-2,636,-31) Matrix(2881,-4968,918,-1583) -> Matrix(83,-4,1266,-61) Matrix(791,-1368,292,-505) -> Matrix(207,-10,2836,-137) Matrix(2159,-3744,914,-1585) -> Matrix(411,-20,6350,-309) Matrix(289,-504,82,-143) -> Matrix(1,0,-10,1) Matrix(1583,-2808,650,-1153) -> Matrix(1,0,-6,1) Matrix(1657,-2952,444,-791) -> Matrix(285,-14,2504,-123) Matrix(5329,-9504,2018,-3599) -> Matrix(81,-4,1114,-55) Matrix(361,-648,200,-359) -> Matrix(201,-10,4000,-199) Matrix(1153,-2088,238,-431) -> Matrix(79,-4,810,-41) Matrix(2807,-5112,1068,-1945) -> Matrix(587,-30,7768,-397) Matrix(6479,-11808,2924,-5329) -> Matrix(1327,-68,21876,-1121) Matrix(505,-936,116,-215) -> Matrix(39,-2,332,-17) Matrix(503,-936,194,-361) -> Matrix(41,-2,554,-27) Matrix(649,-1224,114,-215) -> Matrix(115,-6,786,-41) Matrix(649,-1368,102,-215) -> Matrix(103,-6,498,-29) Matrix(1081,-2304,236,-503) -> Matrix(101,-6,724,-43) Matrix(10153,-21816,3920,-8423) -> Matrix(1751,-106,24068,-1457) Matrix(361,-792,98,-215) -> Matrix(33,-2,314,-19) Matrix(289,-648,128,-287) -> Matrix(129,-8,2048,-127) Matrix(2087,-4752,538,-1225) -> Matrix(31,-2,326,-21) Matrix(2231,-5112,786,-1801) -> Matrix(337,-22,4090,-267) Matrix(18433,-43416,5074,-11951) -> Matrix(2255,-144,21814,-1393) Matrix(30095,-71208,11442,-27073) -> Matrix(1429,-92,18810,-1211) Matrix(575,-1368,182,-433) -> Matrix(61,-4,778,-51) Matrix(361,-864,150,-359) -> Matrix(151,-10,2250,-149) Matrix(2087,-5040,388,-937) -> Matrix(207,-14,1316,-89) Matrix(863,-2088,298,-721) -> Matrix(59,-4,782,-53) Matrix(2089,-5112,794,-1943) -> Matrix(315,-22,4138,-289) Matrix(937,-2304,146,-359) -> Matrix(27,-2,122,-9) Matrix(2015,-5112,568,-1441) -> Matrix(1,0,-4,1) Matrix(2879,-7344,452,-1153) -> Matrix(115,-8,532,-37) Matrix(12889,-32904,4766,-12167) -> Matrix(1911,-134,26426,-1853) Matrix(505,-1296,196,-503) -> Matrix(197,-14,2744,-195) Matrix(7991,-20664,2200,-5689) -> Matrix(855,-62,8288,-601) Matrix(2017,-5256,718,-1871) -> Matrix(55,-4,674,-49) Matrix(359,-936,28,-73) -> Matrix(27,-2,68,-5) Matrix(2593,-6768,772,-2015) -> Matrix(55,-4,564,-41) Matrix(4607,-12168,1636,-4321) -> Matrix(1,0,0,1) Matrix(1873,-5112,580,-1583) -> Matrix(109,-8,1240,-91) Matrix(2161,-5904,474,-1295) -> Matrix(1,0,-6,1) Matrix(647,-1800,78,-217) -> Matrix(77,-6,398,-31) Matrix(863,-2736,182,-577) -> Matrix(49,-4,282,-23) Matrix(1657,-5328,246,-791) -> Matrix(71,-6,438,-37) Matrix(935,-3096,196,-649) -> Matrix(21,-2,116,-11) Matrix(2303,-7704,646,-2161) -> Matrix(85,-8,882,-83) Matrix(5401,-18648,1522,-5255) -> Matrix(23,-2,242,-21) Matrix(791,-2736,146,-505) -> Matrix(25,-2,138,-11) Matrix(1153,-4104,202,-719) -> Matrix(83,-8,550,-53) Matrix(361,-1296,100,-359) -> Matrix(101,-10,1000,-99) Matrix(1009,-3672,158,-575) -> Matrix(39,-4,166,-17) Matrix(719,-2664,78,-289) -> Matrix(1,0,-6,1) Matrix(935,-3528,172,-649) -> Matrix(13,-2,72,-11) Matrix(287,-1224,34,-145) -> Matrix(1,0,-6,1) Matrix(1583,-6768,236,-1009) -> Matrix(1,0,-4,1) Matrix(145,-648,32,-143) -> Matrix(33,-4,256,-31) 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 cusps: 3 Genus: 0 Degree of H/liftables -> H/(image of liftables): 288 Degree of the the map X: 288 Degree of the the map Y: 576 ----------------------------------------------------------------------- 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): 1728 Minimal number of generators: 289 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: 96 Genus: 97 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -9/1 -8/1 -15/2 -6/1 -27/5 -16/3 -14/3 -9/2 -21/5 -4/1 -27/7 -3/1 -8/3 -12/5 -16/7 -9/4 -24/11 -15/7 -2/1 -9/5 -12/7 -27/17 -3/2 -4/3 -9/7 -6/5 -9/8 -12/11 0/1 1/1 9/8 6/5 9/7 4/3 108/79 18/13 36/25 3/2 54/35 36/23 27/17 108/67 18/11 12/7 9/5 2/1 15/7 24/11 9/4 16/7 12/5 5/2 18/7 144/55 108/41 8/3 36/13 3/1 54/17 36/11 10/3 7/2 252/71 18/5 11/3 108/29 72/19 27/7 4/1 21/5 13/3 31/7 9/2 60/13 14/3 33/7 5/1 37/7 16/3 27/5 11/2 39/7 17/3 29/5 6/1 19/3 13/2 7/1 15/2 23/3 8/1 25/3 17/2 9/1 10/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -9/1 -1/2 -17/2 -1/5 0/1 -8/1 0/1 -15/2 -1/2 -22/3 -1/2 -7/1 -1/4 -13/2 0/1 1/1 -6/1 -1/4 -17/3 -3/16 -28/5 -1/7 -11/2 -1/1 0/1 -38/7 -1/4 -27/5 -1/4 -16/3 0/1 -37/7 -1/4 -21/4 -1/4 -26/5 -3/14 -5/1 -1/6 -14/3 -1/6 -37/8 -1/5 0/1 -60/13 -1/5 -83/18 -13/67 -6/31 -23/5 -3/16 -32/7 -2/11 -9/2 -1/6 -40/9 -2/13 -31/7 -7/46 -22/5 -3/20 -57/13 -1/8 -35/8 -2/13 -1/7 -13/3 -3/20 -17/4 -1/11 0/1 -21/5 -1/4 -4/1 -1/7 -27/7 -1/8 -23/6 -4/35 -1/9 -19/5 -1/12 -34/9 -1/4 -83/22 -2/9 -5/23 -49/13 -1/6 -15/4 -1/6 -41/11 -11/76 -108/29 -1/7 -67/18 -1/7 -18/127 -26/7 -3/22 -63/17 -1/8 -37/10 -1/7 -4/29 -11/3 -3/22 -18/5 -1/8 -25/7 -1/8 -32/9 -2/17 -7/2 -2/17 -1/9 -17/5 -1/6 -44/13 -3/23 -27/8 -1/8 -37/11 -1/8 -10/3 -1/8 -33/10 -3/26 -23/7 -7/62 -36/11 -1/9 -13/4 -1/9 -4/37 -29/9 -9/86 -16/5 -2/19 -3/1 -1/10 -20/7 -1/9 -37/13 -1/10 -54/19 -1/10 -17/6 -4/41 -3/31 -14/5 -3/32 -39/14 -5/54 -64/23 -6/65 -25/9 -9/98 -36/13 -1/11 -11/4 -1/11 -4/45 -41/15 -9/104 -112/41 -2/23 -71/26 -1/11 -2/23 -30/11 -1/12 -49/18 -1/11 -6/67 -19/7 -5/58 -27/10 -1/12 -35/13 -1/12 -8/3 0/1 -37/14 -1/11 0/1 -66/25 -1/10 -29/11 -7/76 -108/41 -1/11 -79/30 -1/11 -24/265 -50/19 -9/100 -71/27 -27/302 -21/8 -3/34 -55/21 -15/172 -34/13 -5/58 -13/5 -5/58 -18/7 -1/12 -23/9 -1/12 -51/20 -1/12 -28/11 -3/37 -33/13 -1/12 -5/2 -1/13 0/1 -37/15 -1/12 -32/13 0/1 -27/11 -1/12 -49/20 -5/61 -14/171 -71/29 -29/356 -22/9 -5/62 -17/7 -1/12 -29/12 -7/89 -4/51 -12/5 -1/13 -43/18 -13/171 -6/79 -74/31 -5/66 -31/13 -13/172 -50/21 -5/66 -19/8 -5/67 -2/27 -7/3 -1/14 -23/10 -4/51 -1/13 -39/17 -5/66 -16/7 -2/27 -41/18 -3/41 -4/55 -66/29 -1/14 -25/11 -5/68 -34/15 -1/14 -9/4 -1/14 -38/17 -1/14 -29/13 -13/186 -20/9 -3/43 -11/5 -1/16 -35/16 -1/15 -2/31 -24/11 0/1 -13/6 -1/15 0/1 -15/7 -3/44 -2/1 -1/16 -13/7 -1/16 -37/20 -1/17 0/1 -24/13 -2/35 -11/6 -1/17 0/1 -9/5 -1/18 -25/14 -5/91 -4/73 -41/23 -19/348 -57/32 -11/202 -73/41 -41/754 -16/9 -2/37 -39/22 -3/56 -23/13 -1/20 -30/17 -1/18 -7/4 -2/37 -1/19 -40/23 -2/37 -73/42 -2/37 -1/19 -33/19 -1/18 -26/15 -7/130 -45/26 -3/56 -19/11 -5/94 -31/18 -6/113 -13/245 -12/7 -1/19 -41/24 -8/153 -15/287 -111/65 -7/134 -181/106 -1/19 -8/153 -70/41 -7/134 -29/17 -17/326 -75/44 -5/96 -46/27 -3/58 -63/37 -5/96 -17/10 -4/77 -7/135 -90/53 -3/58 -73/43 -43/832 -56/33 -8/155 -39/23 -7/136 -22/13 -1/20 -5/3 -1/20 -18/11 -1/20 -31/19 -19/382 -106/65 -1/20 -75/46 -1/20 -44/27 -7/141 -13/8 -5/101 -4/81 -73/45 -45/914 -60/37 -3/61 -47/29 -11/224 -34/21 -5/102 -89/55 -25/512 -144/89 -2/41 -55/34 -2/41 -13/267 -21/13 -1/20 -71/44 -2/41 -1/21 -50/31 -3/62 -79/49 -5/104 -108/67 -1/21 -29/18 -1/21 0/1 -66/41 -1/20 -103/64 -1/21 0/1 -37/23 -1/20 -8/5 -2/41 -35/22 -2/41 -1/21 -27/17 -1/20 -19/12 -3/61 -2/41 -11/7 -7/146 -36/23 -1/21 -25/16 -1/21 -16/337 -64/41 -10/211 -39/25 -9/190 -14/9 -5/106 -17/11 -3/64 -54/35 -1/22 -37/24 -1/21 0/1 -20/13 -1/21 -3/2 -1/22 -19/13 -3/68 -54/37 -3/68 -35/24 -2/45 -1/23 -16/11 -2/45 -13/9 -9/206 -36/25 -1/23 -23/16 -1/23 -16/369 -33/23 -7/162 -10/7 -3/70 -47/33 -1/24 -84/59 -1/23 -37/26 -1/23 -4/93 -27/19 -3/70 -17/12 -1/23 -4/93 -7/5 -1/24 -18/13 -1/24 -29/21 -21/506 -69/50 -1/24 -178/129 -1/24 -287/208 -8/193 -7/169 -396/287 -7/169 -109/79 -1/24 -40/29 -8/193 -51/37 -13/314 -11/8 -4/97 -3/73 -48/35 -2/49 -37/27 -1/24 -26/19 -1/24 -67/49 -13/316 -108/79 -3/73 -41/30 -3/73 -8/195 -56/41 -2/49 -71/52 -7/171 -2/49 -15/11 -1/24 -34/25 -9/220 -53/39 -25/612 -72/53 -2/49 -19/14 -2/49 -9/221 -23/17 -1/24 -4/3 -1/25 -25/19 -3/76 -46/35 -1/26 -21/16 -3/76 -17/13 -9/230 -30/23 -1/26 -43/33 -13/332 -13/10 -3/77 -4/103 -9/7 -1/26 -23/18 -4/105 -3/79 -60/47 -3/79 -37/29 -1/26 -51/40 -1/26 -14/11 -1/26 -33/26 -5/132 -19/15 -1/26 -5/4 -4/107 -1/27 -26/21 -11/298 -47/38 -15/407 -22/597 -21/17 -5/136 -37/30 -1/27 -4/109 -16/13 -4/109 -11/9 -7/192 -17/14 -8/221 -3/83 -23/19 -7/194 -6/5 -1/28 -25/21 -9/254 -44/37 -3/85 -19/16 -10/283 -3/85 -13/11 -9/256 -20/17 -5/143 -27/23 -3/86 -34/29 -3/86 -7/6 -6/173 -1/29 -22/19 -9/262 -15/13 -5/146 -23/20 -4/117 -7/205 -8/7 -2/59 -9/8 -1/30 -10/9 -5/152 -11/10 -7/215 -4/123 -12/11 -1/31 -1/1 -1/34 0/1 0/1 1/1 1/36 9/8 1/32 8/7 2/63 15/13 5/156 22/19 9/280 7/6 1/31 6/185 13/11 9/274 6/5 1/30 11/9 7/206 16/13 4/117 37/30 4/117 1/29 21/17 5/146 26/21 11/320 5/4 1/29 4/115 19/15 1/28 33/26 5/142 14/11 1/28 9/7 1/28 22/17 1/28 57/44 1/28 35/27 1/28 13/10 4/111 3/83 17/13 9/248 21/16 3/82 4/3 1/27 23/17 1/26 19/14 9/239 2/53 34/25 9/238 15/11 1/26 41/30 8/211 3/79 108/79 3/79 67/49 13/342 26/19 1/26 37/27 1/26 11/8 3/79 4/105 40/29 8/209 109/79 1/26 69/50 1/26 29/21 21/548 18/13 1/26 7/5 1/26 17/12 4/101 1/25 27/19 3/76 37/26 4/101 1/25 47/33 1/26 10/7 3/76 33/23 7/176 23/16 16/401 1/25 36/25 1/25 13/9 9/224 29/20 4/99 15/371 16/11 2/49 35/24 1/25 2/49 54/37 3/74 19/13 3/74 3/2 1/24 20/13 1/23 37/24 0/1 1/23 54/35 1/24 17/11 3/70 14/9 5/116 39/25 9/208 25/16 16/369 1/23 36/23 1/23 11/7 7/160 30/19 3/68 49/31 7/158 19/12 2/45 3/67 27/17 1/22 35/22 1/23 2/45 8/5 2/45 37/23 1/22 29/18 0/1 1/23 108/67 1/23 79/49 5/114 50/31 3/68 21/13 1/22 55/34 13/293 2/45 34/21 5/112 47/29 11/246 60/37 3/67 73/45 45/1004 13/8 4/89 5/111 44/27 7/155 75/46 1/22 31/19 19/420 18/11 1/22 5/3 1/22 17/10 7/149 4/85 63/37 5/106 46/27 3/64 29/17 17/360 12/7 1/21 43/25 25/522 74/43 7/146 31/18 13/271 6/125 19/11 5/104 26/15 7/144 33/19 1/20 7/4 1/21 2/41 37/21 1/20 30/17 1/20 23/13 1/22 39/22 3/62 16/9 2/41 9/5 1/20 20/11 3/59 31/17 11/214 11/6 0/1 1/19 35/19 1/20 24/13 2/39 13/7 1/18 2/1 1/18 15/7 3/50 28/13 3/49 13/6 0/1 1/17 37/17 1/16 24/11 0/1 11/5 1/18 20/9 3/49 29/13 13/212 9/4 1/16 43/19 19/300 34/15 1/16 25/11 5/78 66/29 1/16 107/47 1/16 41/18 4/63 3/47 57/25 5/78 16/7 2/31 39/17 5/76 23/10 1/15 4/59 7/3 1/16 19/8 2/31 5/77 31/13 13/198 12/5 1/15 17/7 1/14 22/9 5/72 49/20 14/199 5/71 27/11 1/14 32/13 0/1 37/15 1/14 5/2 0/1 1/15 38/15 1/14 33/13 1/14 28/11 3/43 23/9 1/14 18/7 1/14 13/5 5/68 34/13 5/68 89/34 23/311 2/27 144/55 2/27 55/21 15/202 21/8 3/40 71/27 27/356 121/46 32/421 13/171 50/19 9/118 79/30 24/313 1/13 108/41 1/13 29/11 7/90 66/25 1/12 37/14 0/1 1/13 8/3 0/1 35/13 1/14 27/10 1/14 73/27 27/374 119/44 17/235 28/387 46/17 9/124 19/7 5/68 30/11 1/14 71/26 2/27 1/13 41/15 9/122 11/4 4/53 1/13 36/13 1/13 25/9 9/116 64/23 6/77 39/14 5/64 14/5 3/38 31/11 5/64 17/6 3/37 4/49 3/1 1/12 19/6 2/25 3/37 54/17 1/12 35/11 1/12 16/5 2/23 29/9 9/104 13/4 4/45 1/11 36/11 1/11 23/7 7/76 33/10 3/32 43/13 13/138 10/3 1/10 37/11 1/10 27/8 1/10 44/13 3/29 17/5 1/8 24/7 0/1 31/9 3/38 69/20 1/12 107/31 1/12 38/11 1/12 7/2 1/11 2/21 39/11 1/10 110/31 1/10 181/51 1/10 252/71 1/11 71/20 1/11 2/21 32/9 2/21 57/16 1/10 25/7 1/10 18/5 1/10 11/3 3/28 48/13 2/19 37/10 4/37 1/9 26/7 3/28 67/18 18/163 1/9 108/29 1/9 41/11 11/98 56/15 4/35 71/19 19/164 15/4 1/8 49/13 1/8 34/9 1/6 53/14 -1/3 0/1 72/19 0/1 19/5 1/14 23/6 1/11 4/43 27/7 1/10 4/1 1/9 25/6 4/31 3/23 46/11 5/36 21/5 1/6 17/4 0/1 1/13 47/11 3/32 30/7 1/10 13/3 3/26 48/11 0/1 35/8 1/9 2/17 92/21 1/9 57/13 1/10 22/5 3/26 31/7 7/60 9/2 1/8 41/9 9/68 73/16 2/15 1/7 32/7 2/15 23/5 3/22 83/18 6/43 13/93 143/31 31/220 60/13 1/7 97/21 3/20 37/8 0/1 1/7 51/11 1/6 14/3 1/8 33/7 3/20 52/11 3/19 71/15 15/92 90/19 1/6 19/4 2/11 1/5 5/1 1/8 26/5 3/20 47/9 1/6 21/4 1/6 37/7 1/6 16/3 0/1 43/8 2/13 7/45 27/5 1/6 65/12 3/17 8/45 38/7 1/6 49/9 3/16 11/2 0/1 1/3 39/7 1/10 28/5 1/9 17/3 3/22 23/4 0/1 1/5 29/5 5/36 6/1 1/6 19/3 3/16 13/2 0/1 1/1 7/1 1/6 22/3 1/4 15/2 1/4 23/3 1/4 8/1 0/1 25/3 3/14 17/2 0/1 1/7 9/1 1/4 10/1 1/2 1/0 0/1 1/1 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(37,396,-10,-107) (-9/1,1/0) -> (-63/17,-37/10) Hyperbolic Matrix(143,1224,84,719) (-9/1,-17/2) -> (17/10,63/37) Hyperbolic Matrix(107,900,-90,-757) (-17/2,-8/1) -> (-44/37,-19/16) Hyperbolic Matrix(107,828,-42,-325) (-8/1,-15/2) -> (-51/20,-28/11) Hyperbolic Matrix(215,1584,166,1223) (-15/2,-22/3) -> (22/17,57/44) Hyperbolic Matrix(287,2088,178,1295) (-22/3,-7/1) -> (79/49,50/31) Hyperbolic Matrix(37,252,16,109) (-7/1,-13/2) -> (23/10,7/3) Hyperbolic Matrix(109,684,-40,-251) (-13/2,-6/1) -> (-30/11,-49/18) Hyperbolic Matrix(107,612,-82,-469) (-6/1,-17/3) -> (-17/13,-30/23) Hyperbolic Matrix(217,1224,64,361) (-17/3,-28/5) -> (44/13,17/5) Hyperbolic Matrix(253,1404,-162,-899) (-28/5,-11/2) -> (-25/16,-64/41) Hyperbolic Matrix(649,3528,-172,-935) (-11/2,-38/7) -> (-34/9,-83/22) Hyperbolic Matrix(359,1944,-306,-1657) (-38/7,-27/5) -> (-27/23,-34/29) Hyperbolic Matrix(181,972,-154,-827) (-27/5,-16/3) -> (-20/17,-27/23) Hyperbolic Matrix(217,1152,68,361) (-16/3,-37/7) -> (35/11,16/5) Hyperbolic Matrix(539,2844,416,2195) (-37/7,-21/4) -> (57/44,35/27) Hyperbolic Matrix(289,1512,-220,-1151) (-21/4,-26/5) -> (-46/35,-21/16) Hyperbolic Matrix(361,1872,264,1369) (-26/5,-5/1) -> (67/49,26/19) Hyperbolic Matrix(37,180,-22,-107) (-5/1,-14/3) -> (-22/13,-5/3) Hyperbolic Matrix(613,2844,-380,-1763) (-14/3,-37/8) -> (-71/44,-50/31) Hyperbolic Matrix(1153,5328,-810,-3743) (-37/8,-60/13) -> (-84/59,-37/26) Hyperbolic Matrix(359,1656,-328,-1513) (-60/13,-83/18) -> (-11/10,-12/11) Hyperbolic Matrix(937,4320,172,793) (-83/18,-23/5) -> (49/9,11/2) Hyperbolic Matrix(181,828,134,613) (-23/5,-32/7) -> (4/3,23/17) Hyperbolic Matrix(143,648,-32,-145) (-32/7,-9/2) -> (-9/2,-40/9) Parabolic Matrix(1153,5112,-422,-1871) (-40/9,-31/7) -> (-41/15,-112/41) Hyperbolic Matrix(253,1116,90,397) (-31/7,-22/5) -> (14/5,31/11) Hyperbolic Matrix(361,1584,312,1369) (-22/5,-57/13) -> (15/13,22/19) Hyperbolic Matrix(1043,4572,-764,-3349) (-57/13,-35/8) -> (-71/52,-15/11) Hyperbolic Matrix(215,936,-116,-505) (-35/8,-13/3) -> (-13/7,-37/20) Hyperbolic Matrix(109,468,-92,-395) (-13/3,-17/4) -> (-19/16,-13/11) Hyperbolic Matrix(359,1512,222,935) (-17/4,-21/5) -> (21/13,55/34) Hyperbolic Matrix(251,1044,-182,-757) (-21/5,-4/1) -> (-40/29,-51/37) Hyperbolic Matrix(251,972,102,395) (-4/1,-27/7) -> (27/11,32/13) Hyperbolic Matrix(505,1944,206,793) (-27/7,-23/6) -> (49/20,27/11) Hyperbolic Matrix(179,684,28,107) (-23/6,-19/5) -> (19/3,13/2) Hyperbolic Matrix(647,2448,-476,-1801) (-19/5,-34/9) -> (-34/25,-53/39) Hyperbolic Matrix(1585,5976,344,1297) (-83/22,-49/13) -> (23/5,83/18) Hyperbolic Matrix(287,1080,38,143) (-49/13,-15/4) -> (15/2,23/3) Hyperbolic Matrix(791,2952,-444,-1657) (-15/4,-41/11) -> (-41/23,-57/32) Hyperbolic Matrix(2377,8856,638,2377) (-41/11,-108/29) -> (108/29,41/11) Hyperbolic Matrix(3887,14472,1044,3887) (-108/29,-67/18) -> (67/18,108/29) Hyperbolic Matrix(503,1872,406,1511) (-67/18,-26/7) -> (26/21,5/4) Hyperbolic Matrix(1223,4536,718,2663) (-26/7,-63/17) -> (63/37,46/27) Hyperbolic Matrix(215,792,-98,-361) (-37/10,-11/3) -> (-11/5,-35/16) Hyperbolic Matrix(109,396,30,109) (-11/3,-18/5) -> (18/5,11/3) Hyperbolic Matrix(251,900,70,251) (-18/5,-25/7) -> (25/7,18/5) Hyperbolic Matrix(253,900,-192,-683) (-25/7,-32/9) -> (-4/3,-25/19) Hyperbolic Matrix(143,504,-82,-289) (-32/9,-7/2) -> (-7/4,-40/23) Hyperbolic Matrix(179,612,-74,-253) (-7/2,-17/5) -> (-17/7,-29/12) Hyperbolic Matrix(361,1224,64,217) (-17/5,-44/13) -> (28/5,17/3) Hyperbolic Matrix(181,612,160,541) (-44/13,-27/8) -> (9/8,8/7) Hyperbolic Matrix(577,1944,214,721) (-27/8,-37/11) -> (35/13,27/10) Hyperbolic Matrix(397,1332,290,973) (-37/11,-10/3) -> (26/19,37/27) Hyperbolic Matrix(685,2268,-402,-1331) (-10/3,-33/10) -> (-75/44,-46/27) Hyperbolic Matrix(503,1656,284,935) (-33/10,-23/7) -> (23/13,39/22) Hyperbolic Matrix(505,1656,154,505) (-23/7,-36/11) -> (36/11,23/7) Hyperbolic Matrix(287,936,88,287) (-36/11,-13/4) -> (13/4,36/11) Hyperbolic Matrix(289,936,-222,-719) (-13/4,-29/9) -> (-43/33,-13/10) Hyperbolic Matrix(325,1044,146,469) (-29/9,-16/5) -> (20/9,29/13) Hyperbolic Matrix(35,108,-12,-37) (-16/5,-3/1) -> (-3/1,-20/7) Parabolic Matrix(467,1332,88,251) (-20/7,-37/13) -> (37/7,16/3) Hyperbolic Matrix(1367,3888,430,1223) (-37/13,-54/19) -> (54/17,35/11) Hyperbolic Matrix(863,2448,-508,-1441) (-54/19,-17/6) -> (-17/10,-90/53) Hyperbolic Matrix(395,1116,-166,-469) (-17/6,-14/5) -> (-50/21,-19/8) Hyperbolic Matrix(361,1008,284,793) (-14/5,-39/14) -> (33/26,14/11) Hyperbolic Matrix(2341,6516,1436,3997) (-39/14,-64/23) -> (44/27,75/46) Hyperbolic Matrix(971,2700,-816,-2269) (-64/23,-25/9) -> (-25/21,-44/37) Hyperbolic Matrix(649,1800,234,649) (-25/9,-36/13) -> (36/13,25/9) Hyperbolic Matrix(287,792,104,287) (-36/13,-11/4) -> (11/4,36/13) Hyperbolic Matrix(289,792,158,433) (-11/4,-41/15) -> (31/17,11/6) Hyperbolic Matrix(3743,10224,1054,2879) (-112/41,-71/26) -> (71/20,32/9) Hyperbolic Matrix(2123,5796,804,2195) (-71/26,-30/11) -> (66/25,37/14) Hyperbolic Matrix(503,1368,132,359) (-49/18,-19/7) -> (19/5,23/6) Hyperbolic Matrix(505,1368,-292,-791) (-19/7,-27/10) -> (-45/26,-19/11) Hyperbolic Matrix(721,1944,214,577) (-27/10,-35/13) -> (37/11,27/8) Hyperbolic Matrix(215,576,134,359) (-35/13,-8/3) -> (8/5,37/23) Hyperbolic Matrix(217,576,136,361) (-8/3,-37/14) -> (35/22,8/5) Hyperbolic Matrix(2195,5796,804,2123) (-37/14,-66/25) -> (30/11,71/26) Hyperbolic Matrix(791,2088,136,359) (-66/25,-29/11) -> (29/5,6/1) Hyperbolic Matrix(2377,6264,902,2377) (-29/11,-108/41) -> (108/41,29/11) Hyperbolic Matrix(6479,17064,2460,6479) (-108/41,-79/30) -> (79/30,108/41) Hyperbolic Matrix(793,2088,684,1801) (-79/30,-50/19) -> (22/19,7/6) Hyperbolic Matrix(1943,5112,-794,-2089) (-50/19,-71/27) -> (-71/29,-22/9) Hyperbolic Matrix(2123,5580,-1192,-3133) (-71/27,-21/8) -> (-57/32,-73/41) Hyperbolic Matrix(577,1512,440,1153) (-21/8,-55/21) -> (17/13,21/16) Hyperbolic Matrix(1871,4896,-1156,-3025) (-55/21,-34/13) -> (-34/21,-89/55) Hyperbolic Matrix(179,468,96,251) (-34/13,-13/5) -> (13/7,2/1) Hyperbolic Matrix(181,468,70,181) (-13/5,-18/7) -> (18/7,13/5) Hyperbolic Matrix(323,828,126,323) (-18/7,-23/9) -> (23/9,18/7) Hyperbolic Matrix(1115,2844,296,755) (-23/9,-51/20) -> (15/4,49/13) Hyperbolic Matrix(793,2016,142,361) (-28/11,-33/13) -> (39/7,28/5) Hyperbolic Matrix(755,1908,-442,-1117) (-33/13,-5/2) -> (-41/24,-111/65) Hyperbolic Matrix(829,2052,364,901) (-5/2,-37/15) -> (107/47,41/18) Hyperbolic Matrix(2017,4968,1462,3601) (-37/15,-32/13) -> (40/29,109/79) Hyperbolic Matrix(395,972,102,251) (-32/13,-27/11) -> (27/7,4/1) Hyperbolic Matrix(793,1944,206,505) (-27/11,-49/20) -> (23/6,27/7) Hyperbolic Matrix(1837,4500,1132,2773) (-49/20,-71/29) -> (73/45,13/8) Hyperbolic Matrix(251,612,162,395) (-22/9,-17/7) -> (17/11,14/9) Hyperbolic Matrix(359,864,-150,-361) (-29/12,-12/5) -> (-12/5,-43/18) Parabolic Matrix(829,1980,-708,-1691) (-43/18,-74/31) -> (-34/29,-7/6) Hyperbolic Matrix(2339,5580,-1434,-3421) (-74/31,-31/13) -> (-31/19,-106/65) Hyperbolic Matrix(937,2232,212,505) (-31/13,-50/21) -> (22/5,31/7) Hyperbolic Matrix(107,252,76,179) (-19/8,-7/3) -> (7/5,17/12) Hyperbolic Matrix(109,252,16,37) (-7/3,-23/10) -> (13/2,7/1) Hyperbolic Matrix(721,1656,502,1153) (-23/10,-39/17) -> (33/23,23/16) Hyperbolic Matrix(1225,2808,-722,-1655) (-39/17,-16/7) -> (-56/33,-39/23) Hyperbolic Matrix(1295,2952,-948,-2161) (-16/7,-41/18) -> (-41/30,-56/41) Hyperbolic Matrix(4175,9504,-2594,-5905) (-41/18,-66/29) -> (-66/41,-103/64) Hyperbolic Matrix(1693,3852,396,901) (-66/29,-25/11) -> (47/11,30/7) Hyperbolic Matrix(1079,2448,666,1511) (-25/11,-34/15) -> (34/21,47/29) Hyperbolic Matrix(287,648,-128,-289) (-34/15,-9/4) -> (-9/4,-38/17) Parabolic Matrix(1693,3780,984,2197) (-38/17,-29/13) -> (43/25,74/43) Hyperbolic Matrix(469,1044,146,325) (-29/13,-20/9) -> (16/5,29/9) Hyperbolic Matrix(179,396,146,323) (-20/9,-11/5) -> (11/9,16/13) Hyperbolic Matrix(1153,2520,264,577) (-35/16,-24/11) -> (48/11,35/8) Hyperbolic Matrix(613,1332,-480,-1043) (-24/11,-13/6) -> (-23/18,-60/47) Hyperbolic Matrix(251,540,-218,-469) (-13/6,-15/7) -> (-15/13,-23/20) Hyperbolic Matrix(253,540,186,397) (-15/7,-2/1) -> (34/25,15/11) Hyperbolic Matrix(251,468,96,179) (-2/1,-13/7) -> (13/5,34/13) Hyperbolic Matrix(1441,2664,390,721) (-37/20,-24/13) -> (48/13,37/10) Hyperbolic Matrix(431,792,-314,-577) (-24/13,-11/6) -> (-11/8,-48/35) Hyperbolic Matrix(179,324,-100,-181) (-11/6,-9/5) -> (-9/5,-25/14) Parabolic Matrix(827,1476,302,539) (-25/14,-41/23) -> (41/15,11/4) Hyperbolic Matrix(2771,4932,586,1043) (-73/41,-16/9) -> (52/11,71/15) Hyperbolic Matrix(467,828,304,539) (-16/9,-39/22) -> (3/2,20/13) Hyperbolic Matrix(935,1656,284,503) (-39/22,-23/13) -> (23/7,33/10) Hyperbolic Matrix(1223,2160,774,1367) (-23/13,-30/17) -> (30/19,49/31) Hyperbolic Matrix(757,1332,-470,-827) (-30/17,-7/4) -> (-29/18,-66/41) Hyperbolic Matrix(3023,5256,662,1151) (-40/23,-73/42) -> (73/16,32/7) Hyperbolic Matrix(8101,14076,-4744,-8243) (-73/42,-33/19) -> (-111/65,-181/106) Hyperbolic Matrix(685,1188,478,829) (-33/19,-26/15) -> (10/7,33/23) Hyperbolic Matrix(395,684,-354,-613) (-26/15,-45/26) -> (-9/8,-10/9) Hyperbolic Matrix(397,684,314,541) (-19/11,-31/18) -> (5/4,19/15) Hyperbolic Matrix(503,864,-294,-505) (-31/18,-12/7) -> (-12/7,-41/24) Parabolic Matrix(30635,52308,-22202,-37909) (-181/106,-70/41) -> (-178/129,-287/208) Hyperbolic Matrix(2341,3996,1034,1765) (-70/41,-29/17) -> (43/19,34/15) Hyperbolic Matrix(2449,4176,1774,3025) (-29/17,-75/44) -> (69/50,29/21) Hyperbolic Matrix(613,1044,64,109) (-46/27,-63/37) -> (9/1,10/1) Hyperbolic Matrix(719,1224,84,143) (-63/37,-17/10) -> (17/2,9/1) Hyperbolic Matrix(7633,12960,1612,2737) (-90/53,-73/43) -> (71/15,90/19) Hyperbolic Matrix(4751,8064,1272,2159) (-73/43,-56/33) -> (56/15,71/19) Hyperbolic Matrix(829,1404,532,901) (-39/23,-22/13) -> (14/9,39/25) Hyperbolic Matrix(109,180,66,109) (-5/3,-18/11) -> (18/11,5/3) Hyperbolic Matrix(683,1116,418,683) (-18/11,-31/19) -> (31/19,18/11) Hyperbolic Matrix(12673,20664,-9184,-14975) (-106/65,-75/46) -> (-69/50,-178/129) Hyperbolic Matrix(3997,6516,1436,2341) (-75/46,-44/27) -> (64/23,39/14) Hyperbolic Matrix(685,1116,-596,-971) (-44/27,-13/8) -> (-23/20,-8/7) Hyperbolic Matrix(6013,9756,2286,3709) (-13/8,-73/45) -> (71/27,121/46) Hyperbolic Matrix(577,936,-532,-863) (-73/45,-60/37) -> (-12/11,-1/1) Hyperbolic Matrix(4175,6768,-2932,-4753) (-60/37,-47/29) -> (-47/33,-84/59) Hyperbolic Matrix(1511,2448,666,1079) (-47/29,-34/21) -> (34/15,25/11) Hyperbolic Matrix(12815,20736,4894,7919) (-89/55,-144/89) -> (144/55,55/21) Hyperbolic Matrix(12817,20736,4896,7921) (-144/89,-55/34) -> (89/34,144/55) Hyperbolic Matrix(935,1512,222,359) (-55/34,-21/13) -> (21/5,17/4) Hyperbolic Matrix(1405,2268,1138,1837) (-21/13,-71/44) -> (37/30,21/17) Hyperbolic Matrix(1295,2088,178,287) (-50/31,-79/49) -> (7/1,22/3) Hyperbolic Matrix(10585,17064,6566,10585) (-79/49,-108/67) -> (108/67,79/49) Hyperbolic Matrix(3887,6264,2412,3887) (-108/67,-29/18) -> (29/18,108/67) Hyperbolic Matrix(2483,3996,1006,1619) (-103/64,-37/23) -> (37/15,5/2) Hyperbolic Matrix(359,576,134,215) (-37/23,-8/5) -> (8/3,35/13) Hyperbolic Matrix(361,576,136,217) (-8/5,-35/22) -> (37/14,8/3) Hyperbolic Matrix(1223,1944,860,1367) (-35/22,-27/17) -> (27/19,37/26) Hyperbolic Matrix(613,972,432,685) (-27/17,-19/12) -> (17/12,27/19) Hyperbolic Matrix(251,396,-206,-325) (-19/12,-11/7) -> (-11/9,-17/14) Hyperbolic Matrix(505,792,322,505) (-11/7,-36/23) -> (36/23,11/7) Hyperbolic Matrix(1151,1800,736,1151) (-36/23,-25/16) -> (25/16,36/23) Hyperbolic Matrix(2053,3204,808,1261) (-64/41,-39/25) -> (33/13,28/11) Hyperbolic Matrix(647,1008,138,215) (-39/25,-14/9) -> (14/3,33/7) Hyperbolic Matrix(395,612,162,251) (-14/9,-17/11) -> (17/7,22/9) Hyperbolic Matrix(1189,1836,770,1189) (-17/11,-54/35) -> (54/35,17/11) Hyperbolic Matrix(2521,3888,1728,2665) (-54/35,-37/24) -> (35/24,54/37) Hyperbolic Matrix(2267,3492,-1660,-2557) (-37/24,-20/13) -> (-56/41,-71/52) Hyperbolic Matrix(539,828,304,467) (-20/13,-3/2) -> (39/22,16/9) Hyperbolic Matrix(467,684,368,539) (-3/2,-19/13) -> (19/15,33/26) Hyperbolic Matrix(1405,2052,962,1405) (-19/13,-54/37) -> (54/37,19/13) Hyperbolic Matrix(2665,3888,1728,2521) (-54/37,-35/24) -> (37/24,54/35) Hyperbolic Matrix(791,1152,642,935) (-35/24,-16/11) -> (16/13,37/30) Hyperbolic Matrix(323,468,-274,-397) (-16/11,-13/9) -> (-13/11,-20/17) Hyperbolic Matrix(649,936,450,649) (-13/9,-36/25) -> (36/25,13/9) Hyperbolic Matrix(1151,1656,800,1151) (-36/25,-23/16) -> (23/16,36/25) Hyperbolic Matrix(1153,1656,502,721) (-23/16,-33/23) -> (39/17,23/10) Hyperbolic Matrix(829,1188,478,685) (-33/23,-10/7) -> (26/15,33/19) Hyperbolic Matrix(1693,2412,-1288,-1835) (-10/7,-47/33) -> (-25/19,-46/35) Hyperbolic Matrix(1367,1944,860,1223) (-37/26,-27/19) -> (27/17,35/22) Hyperbolic Matrix(685,972,432,613) (-27/19,-17/12) -> (19/12,27/17) Hyperbolic Matrix(179,252,76,107) (-17/12,-7/5) -> (7/3,19/8) Hyperbolic Matrix(181,252,130,181) (-7/5,-18/13) -> (18/13,7/5) Hyperbolic Matrix(755,1044,546,755) (-18/13,-29/21) -> (29/21,18/13) Hyperbolic Matrix(2843,3924,860,1187) (-29/21,-69/50) -> (33/10,43/13) Hyperbolic Matrix(72793,100440,20508,28297) (-287/208,-396/287) -> (252/71,71/20) Hyperbolic Matrix(71855,99144,20246,27935) (-396/287,-109/79) -> (181/51,252/71) Hyperbolic Matrix(3601,4968,1462,2017) (-109/79,-40/29) -> (32/13,37/15) Hyperbolic Matrix(1907,2628,-1542,-2125) (-51/37,-11/8) -> (-47/38,-21/17) Hyperbolic Matrix(1943,2664,892,1223) (-48/35,-37/27) -> (37/17,24/11) Hyperbolic Matrix(973,1332,290,397) (-37/27,-26/19) -> (10/3,37/11) Hyperbolic Matrix(1369,1872,264,361) (-26/19,-67/49) -> (5/1,26/5) Hyperbolic Matrix(10585,14472,7742,10585) (-67/49,-108/79) -> (108/79,67/49) Hyperbolic Matrix(6479,8856,4740,6479) (-108/79,-41/30) -> (41/30,108/79) Hyperbolic Matrix(397,540,186,253) (-15/11,-34/25) -> (2/1,15/7) Hyperbolic Matrix(3815,5184,1006,1367) (-53/39,-72/53) -> (72/19,19/5) Hyperbolic Matrix(3817,5184,1008,1369) (-72/53,-19/14) -> (53/14,72/19) Hyperbolic Matrix(1009,1368,638,865) (-19/14,-23/17) -> (49/31,19/12) Hyperbolic Matrix(613,828,134,181) (-23/17,-4/3) -> (32/7,23/5) Hyperbolic Matrix(1153,1512,440,577) (-21/16,-17/13) -> (55/21,21/8) Hyperbolic Matrix(2845,3708,1078,1405) (-30/23,-43/33) -> (29/11,66/25) Hyperbolic Matrix(251,324,-196,-253) (-13/10,-9/7) -> (-9/7,-23/18) Parabolic Matrix(2341,2988,1270,1621) (-60/47,-37/29) -> (35/19,24/13) Hyperbolic Matrix(2089,2664,396,505) (-37/29,-51/40) -> (21/4,37/7) Hyperbolic Matrix(1045,1332,142,181) (-51/40,-14/11) -> (22/3,15/2) Hyperbolic Matrix(793,1008,284,361) (-14/11,-33/26) -> (39/14,14/5) Hyperbolic Matrix(539,684,368,467) (-33/26,-19/15) -> (19/13,3/2) Hyperbolic Matrix(541,684,314,397) (-19/15,-5/4) -> (31/18,19/11) Hyperbolic Matrix(1511,1872,406,503) (-5/4,-26/21) -> (26/7,67/18) Hyperbolic Matrix(4247,5256,1570,1943) (-26/21,-47/38) -> (119/44,46/17) Hyperbolic Matrix(2159,2664,466,575) (-21/17,-37/30) -> (37/8,51/11) Hyperbolic Matrix(935,1152,642,791) (-37/30,-16/13) -> (16/11,35/24) Hyperbolic Matrix(323,396,146,179) (-16/13,-11/9) -> (11/5,20/9) Hyperbolic Matrix(683,828,504,611) (-17/14,-23/19) -> (23/17,19/14) Hyperbolic Matrix(685,828,388,469) (-23/19,-6/5) -> (30/17,23/13) Hyperbolic Matrix(1511,1800,664,791) (-6/5,-25/21) -> (25/11,66/29) Hyperbolic Matrix(1801,2088,684,793) (-7/6,-22/19) -> (50/19,79/30) Hyperbolic Matrix(1369,1584,312,361) (-22/19,-15/13) -> (57/13,22/5) Hyperbolic Matrix(541,612,160,181) (-8/7,-9/8) -> (27/8,44/13) Hyperbolic Matrix(685,756,164,181) (-10/9,-11/10) -> (25/6,46/11) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(611,-684,226,-253) (1/1,9/8) -> (27/10,73/27) Hyperbolic Matrix(469,-540,218,-251) (8/7,15/13) -> (15/7,28/13) Hyperbolic Matrix(397,-468,274,-323) (7/6,13/11) -> (13/9,29/20) Hyperbolic Matrix(395,-468,92,-109) (13/11,6/5) -> (30/7,13/3) Hyperbolic Matrix(325,-396,206,-251) (6/5,11/9) -> (11/7,30/19) Hyperbolic Matrix(1223,-1512,292,-361) (21/17,26/21) -> (46/11,21/5) Hyperbolic Matrix(253,-324,196,-251) (14/11,9/7) -> (9/7,22/17) Parabolic Matrix(721,-936,332,-431) (35/27,13/10) -> (13/6,37/17) Hyperbolic Matrix(469,-612,82,-107) (13/10,17/13) -> (17/3,23/4) Hyperbolic Matrix(683,-900,192,-253) (21/16,4/3) -> (32/9,57/16) Hyperbolic Matrix(1801,-2448,476,-647) (19/14,34/25) -> (34/9,53/14) Hyperbolic Matrix(2161,-2952,948,-1295) (15/11,41/30) -> (41/18,57/25) Hyperbolic Matrix(577,-792,314,-431) (37/27,11/8) -> (11/6,35/19) Hyperbolic Matrix(757,-1044,182,-251) (11/8,40/29) -> (4/1,25/6) Hyperbolic Matrix(10801,-14904,3130,-4319) (109/79,69/50) -> (69/20,107/31) Hyperbolic Matrix(3743,-5328,810,-1153) (37/26,47/33) -> (97/21,37/8) Hyperbolic Matrix(1187,-1692,228,-325) (47/33,10/7) -> (26/5,47/9) Hyperbolic Matrix(793,-1152,148,-215) (29/20,16/11) -> (16/3,43/8) Hyperbolic Matrix(2663,-4104,608,-937) (20/13,37/24) -> (35/8,92/21) Hyperbolic Matrix(899,-1404,162,-253) (39/25,25/16) -> (11/2,39/7) Hyperbolic Matrix(827,-1332,470,-757) (37/23,29/18) -> (7/4,37/21) Hyperbolic Matrix(1763,-2844,380,-613) (50/31,21/13) -> (51/11,14/3) Hyperbolic Matrix(3025,-4896,1156,-1871) (55/34,34/21) -> (34/13,89/34) Hyperbolic Matrix(5329,-8640,1154,-1871) (47/29,60/37) -> (60/13,97/21) Hyperbolic Matrix(7991,-12960,1732,-2809) (60/37,73/45) -> (143/31,60/13) Hyperbolic Matrix(575,-936,266,-433) (13/8,44/27) -> (28/13,13/6) Hyperbolic Matrix(2737,-4464,794,-1295) (75/46,31/19) -> (31/9,69/20) Hyperbolic Matrix(107,-180,22,-37) (5/3,17/10) -> (19/4,5/1) Hyperbolic Matrix(1331,-2268,402,-685) (46/27,29/17) -> (43/13,10/3) Hyperbolic Matrix(505,-864,294,-503) (29/17,12/7) -> (12/7,43/25) Parabolic Matrix(899,-1548,356,-613) (74/43,31/18) -> (5/2,38/15) Hyperbolic Matrix(791,-1368,292,-505) (19/11,26/15) -> (46/17,19/7) Hyperbolic Matrix(289,-504,82,-143) (33/19,7/4) -> (7/2,39/11) Hyperbolic Matrix(3205,-5652,1408,-2483) (37/21,30/17) -> (66/29,107/47) Hyperbolic Matrix(181,-324,100,-179) (16/9,9/5) -> (9/5,20/11) Parabolic Matrix(1403,-2556,376,-685) (20/11,31/17) -> (41/11,56/15) Hyperbolic Matrix(505,-936,116,-215) (24/13,13/7) -> (13/3,48/11) Hyperbolic Matrix(361,-792,98,-215) (24/11,11/5) -> (11/3,48/13) Hyperbolic Matrix(289,-648,128,-287) (29/13,9/4) -> (9/4,43/19) Parabolic Matrix(2699,-6156,616,-1405) (57/25,16/7) -> (92/21,57/13) Hyperbolic Matrix(1115,-2556,236,-541) (16/7,39/17) -> (33/7,52/11) Hyperbolic Matrix(469,-1116,166,-395) (19/8,31/13) -> (31/11,17/6) Hyperbolic Matrix(467,-1116,136,-325) (31/13,12/5) -> (24/7,31/9) Hyperbolic Matrix(253,-612,74,-179) (12/5,17/7) -> (17/5,24/7) Hyperbolic Matrix(2089,-5112,794,-1943) (22/9,49/20) -> (121/46,50/19) Hyperbolic Matrix(2015,-5112,568,-1441) (38/15,33/13) -> (39/11,110/31) Hyperbolic Matrix(325,-828,42,-107) (28/11,23/9) -> (23/3,8/1) Hyperbolic Matrix(973,-2556,260,-683) (21/8,71/27) -> (71/19,15/4) Hyperbolic Matrix(8533,-23076,1850,-5003) (73/27,119/44) -> (83/18,143/31) Hyperbolic Matrix(251,-684,40,-109) (19/7,30/11) -> (6/1,19/3) Hyperbolic Matrix(2161,-5904,474,-1295) (71/26,41/15) -> (41/9,73/16) Hyperbolic Matrix(647,-1800,78,-217) (25/9,64/23) -> (8/1,25/3) Hyperbolic Matrix(37,-108,12,-35) (17/6,3/1) -> (3/1,19/6) Parabolic Matrix(863,-2736,182,-577) (19/6,54/17) -> (90/19,19/4) Hyperbolic Matrix(323,-1044,56,-181) (29/9,13/4) -> (23/4,29/5) Hyperbolic Matrix(5401,-18648,1522,-5255) (107/31,38/11) -> (110/31,181/51) Hyperbolic Matrix(791,-2736,146,-505) (38/11,7/2) -> (65/12,38/7) Hyperbolic Matrix(899,-3204,172,-613) (57/16,25/7) -> (47/9,21/4) Hyperbolic Matrix(107,-396,10,-37) (37/10,26/7) -> (10/1,1/0) Hyperbolic Matrix(935,-3528,172,-649) (49/13,34/9) -> (38/7,49/9) Hyperbolic Matrix(287,-1224,34,-145) (17/4,47/11) -> (25/3,17/2) Hyperbolic Matrix(145,-648,32,-143) (31/7,9/2) -> (9/2,41/9) Parabolic Matrix(541,-2916,100,-539) (43/8,27/5) -> (27/5,65/12) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(37,396,-10,-107) -> Matrix(3,1,-22,-7) Matrix(143,1224,84,719) -> Matrix(13,4,276,85) Matrix(107,900,-90,-757) -> Matrix(5,3,-142,-85) Matrix(107,828,-42,-325) -> Matrix(5,3,-62,-37) Matrix(215,1584,166,1223) -> Matrix(3,2,82,55) Matrix(287,2088,178,1295) -> Matrix(11,4,250,91) Matrix(37,252,16,109) -> Matrix(3,1,44,15) Matrix(109,684,-40,-251) -> Matrix(5,1,-56,-11) Matrix(107,612,-82,-469) -> Matrix(13,3,-334,-77) Matrix(217,1224,64,361) -> Matrix(11,2,104,19) Matrix(253,1404,-162,-899) -> Matrix(17,1,-358,-21) Matrix(649,3528,-172,-935) -> Matrix(7,2,-32,-9) Matrix(359,1944,-306,-1657) -> Matrix(37,10,-1062,-287) Matrix(181,972,-154,-827) -> Matrix(23,5,-658,-143) Matrix(217,1152,68,361) -> Matrix(7,2,80,23) Matrix(539,2844,416,2195) -> Matrix(3,1,80,27) Matrix(289,1512,-220,-1151) -> Matrix(19,4,-480,-101) Matrix(361,1872,264,1369) -> Matrix(47,10,1236,263) Matrix(37,180,-22,-107) -> Matrix(7,1,-134,-19) Matrix(613,2844,-380,-1763) -> Matrix(3,1,-64,-21) Matrix(1153,5328,-810,-3743) -> Matrix(19,4,-442,-93) Matrix(359,1656,-328,-1513) -> Matrix(51,10,-1576,-309) Matrix(937,4320,172,793) -> Matrix(31,6,160,31) Matrix(181,828,134,613) -> Matrix(27,5,718,133) Matrix(143,648,-32,-145) -> Matrix(23,4,-144,-25) Matrix(1153,5112,-422,-1871) -> Matrix(25,4,-294,-47) Matrix(253,1116,90,397) -> Matrix(19,3,234,37) Matrix(361,1584,312,1369) -> Matrix(43,6,1340,187) Matrix(1043,4572,-764,-3349) -> Matrix(23,3,-560,-73) Matrix(215,936,-116,-505) -> Matrix(13,2,-228,-35) Matrix(109,468,-92,-395) -> Matrix(23,3,-652,-85) Matrix(359,1512,222,935) -> Matrix(9,2,202,45) Matrix(251,1044,-182,-757) -> Matrix(41,7,-990,-169) Matrix(251,972,102,395) -> Matrix(7,1,90,13) Matrix(505,1944,206,793) -> Matrix(49,6,694,85) Matrix(179,684,28,107) -> Matrix(9,1,44,5) Matrix(647,2448,-476,-1801) -> Matrix(1,-2,-24,49) Matrix(1585,5976,344,1297) -> Matrix(21,4,152,29) Matrix(287,1080,38,143) -> Matrix(1,0,10,1) Matrix(791,2952,-444,-1657) -> Matrix(95,14,-1744,-257) Matrix(2377,8856,638,2377) -> Matrix(153,22,1370,197) Matrix(3887,14472,1044,3887) -> Matrix(253,36,2284,325) Matrix(503,1872,406,1511) -> Matrix(99,14,2878,407) Matrix(1223,4536,718,2663) -> Matrix(43,6,910,127) Matrix(215,792,-98,-361) -> Matrix(15,2,-218,-29) Matrix(109,396,30,109) -> Matrix(23,3,222,29) Matrix(251,900,70,251) -> Matrix(57,7,578,71) Matrix(253,900,-192,-683) -> Matrix(59,7,-1492,-177) Matrix(143,504,-82,-289) -> Matrix(1,0,-10,1) Matrix(179,612,-74,-253) -> Matrix(5,1,-66,-13) Matrix(361,1224,64,217) -> Matrix(15,2,112,15) Matrix(181,612,160,541) -> Matrix(39,5,1240,159) Matrix(577,1944,214,721) -> Matrix(33,4,470,57) Matrix(397,1332,290,973) -> Matrix(41,5,1074,131) Matrix(685,2268,-402,-1331) -> Matrix(59,7,-1138,-135) Matrix(503,1656,284,935) -> Matrix(53,6,1104,125) Matrix(505,1656,154,505) -> Matrix(125,14,1366,153) Matrix(287,936,88,287) -> Matrix(73,8,812,89) Matrix(289,936,-222,-719) -> Matrix(75,8,-1922,-205) Matrix(325,1044,146,469) -> Matrix(11,1,186,17) Matrix(35,108,-12,-37) -> Matrix(9,1,-100,-11) Matrix(467,1332,88,251) -> Matrix(9,1,44,5) Matrix(1367,3888,430,1223) -> Matrix(99,10,1178,119) Matrix(863,2448,-508,-1441) -> Matrix(163,16,-3148,-309) Matrix(395,1116,-166,-469) -> Matrix(73,7,-970,-93) Matrix(361,1008,284,793) -> Matrix(107,10,3028,283) Matrix(2341,6516,1436,3997) -> Matrix(443,41,9800,907) Matrix(971,2700,-816,-2269) -> Matrix(293,27,-8280,-763) Matrix(649,1800,234,649) -> Matrix(197,18,2550,233) Matrix(287,792,104,287) -> Matrix(89,8,1168,105) Matrix(289,792,158,433) -> Matrix(45,4,866,77) Matrix(3743,10224,1054,2879) -> Matrix(1,0,22,1) Matrix(2123,5796,804,2195) -> Matrix(11,1,120,11) Matrix(503,1368,132,359) -> Matrix(23,2,264,23) Matrix(505,1368,-292,-791) -> Matrix(117,10,-2188,-187) Matrix(721,1944,214,577) -> Matrix(49,4,502,41) Matrix(215,576,134,359) -> Matrix(25,2,562,45) Matrix(217,576,136,361) -> Matrix(21,2,472,45) Matrix(2195,5796,804,2123) -> Matrix(9,1,116,13) Matrix(791,2088,136,359) -> Matrix(21,2,136,13) Matrix(2377,6264,902,2377) -> Matrix(153,14,1978,181) Matrix(6479,17064,2460,6479) -> Matrix(529,48,6888,625) Matrix(793,2088,684,1801) -> Matrix(199,18,6180,559) Matrix(1943,5112,-794,-2089) -> Matrix(245,22,-3018,-271) Matrix(2123,5580,-1192,-3133) -> Matrix(393,35,-7220,-643) Matrix(577,1512,440,1153) -> Matrix(137,12,3756,329) Matrix(1871,4896,-1156,-3025) -> Matrix(231,20,-4724,-409) Matrix(179,468,96,251) -> Matrix(35,3,688,59) Matrix(181,468,70,181) -> Matrix(59,5,814,69) Matrix(323,828,126,323) -> Matrix(109,9,1538,127) Matrix(1115,2844,296,755) -> Matrix(37,3,308,25) Matrix(793,2016,142,361) -> Matrix(25,2,262,21) Matrix(755,1908,-442,-1117) -> Matrix(187,15,-3578,-287) Matrix(829,2052,364,901) -> Matrix(35,3,548,47) Matrix(2017,4968,1462,3601) -> Matrix(97,8,2534,209) Matrix(395,972,102,251) -> Matrix(11,1,98,9) Matrix(793,1944,206,505) -> Matrix(73,6,742,61) Matrix(1837,4500,1132,2773) -> Matrix(379,31,8448,691) Matrix(251,612,162,395) -> Matrix(63,5,1474,117) Matrix(359,864,-150,-361) -> Matrix(129,10,-1690,-131) Matrix(829,1980,-708,-1691) -> Matrix(303,23,-8708,-661) Matrix(2339,5580,-1434,-3421) -> Matrix(541,41,-10886,-825) Matrix(937,2232,212,505) -> Matrix(27,2,256,19) Matrix(107,252,76,179) -> Matrix(41,3,1052,77) Matrix(109,252,16,37) -> Matrix(13,1,64,5) Matrix(721,1656,502,1153) -> Matrix(157,12,3938,301) Matrix(1225,2808,-722,-1655) -> Matrix(239,18,-4634,-349) Matrix(1295,2952,-948,-2161) -> Matrix(163,12,-3980,-293) Matrix(4175,9504,-2594,-5905) -> Matrix(55,4,-1114,-81) Matrix(1693,3852,396,901) -> Matrix(13,1,116,9) Matrix(1079,2448,666,1511) -> Matrix(247,18,5530,403) Matrix(287,648,-128,-289) -> Matrix(111,8,-1568,-113) Matrix(1693,3780,984,2197) -> Matrix(413,29,8616,605) Matrix(469,1044,146,325) -> Matrix(15,1,194,13) Matrix(179,396,146,323) -> Matrix(73,5,2146,147) Matrix(1153,2520,264,577) -> Matrix(1,0,24,1) Matrix(613,1332,-480,-1043) -> Matrix(41,3,-1080,-79) Matrix(251,540,-218,-469) -> Matrix(101,7,-2958,-205) Matrix(253,540,186,397) -> Matrix(103,7,2722,185) Matrix(251,468,96,179) -> Matrix(53,3,724,41) Matrix(1441,2664,390,721) -> Matrix(69,4,638,37) Matrix(431,792,-314,-577) -> Matrix(71,4,-1722,-97) Matrix(179,324,-100,-181) -> Matrix(89,5,-1620,-91) Matrix(827,1476,302,539) -> Matrix(201,11,2686,147) Matrix(2771,4932,586,1043) -> Matrix(313,17,1970,107) Matrix(467,828,304,539) -> Matrix(93,5,2176,117) Matrix(935,1656,284,503) -> Matrix(113,6,1224,65) Matrix(1223,2160,774,1367) -> Matrix(33,2,742,45) Matrix(757,1332,-470,-827) -> Matrix(19,1,-362,-19) Matrix(3023,5256,662,1151) -> Matrix(1,0,26,1) Matrix(8101,14076,-4744,-8243) -> Matrix(277,15,-5300,-287) Matrix(685,1188,478,829) -> Matrix(241,13,6062,327) Matrix(395,684,-354,-613) -> Matrix(205,11,-6206,-333) Matrix(397,684,314,541) -> Matrix(207,11,5890,313) Matrix(503,864,-294,-505) -> Matrix(265,14,-5054,-267) Matrix(30635,52308,-22202,-37909) -> Matrix(1091,57,-26318,-1375) Matrix(2341,3996,1034,1765) -> Matrix(555,29,8746,457) Matrix(2449,4176,1774,3025) -> Matrix(845,44,22066,1149) Matrix(613,1044,64,109) -> Matrix(19,1,-20,-1) Matrix(719,1224,84,143) -> Matrix(77,4,404,21) Matrix(7633,12960,1612,2737) -> Matrix(851,44,5164,267) Matrix(4751,8064,1272,2159) -> Matrix(697,36,6060,313) Matrix(829,1404,532,901) -> Matrix(215,11,4984,255) Matrix(109,180,66,109) -> Matrix(59,3,1278,65) Matrix(683,1116,418,683) -> Matrix(381,19,8402,419) Matrix(12673,20664,-9184,-14975) -> Matrix(1,0,-4,1) Matrix(3997,6516,1436,2341) -> Matrix(825,41,10564,525) Matrix(685,1116,-596,-971) -> Matrix(383,19,-11228,-557) Matrix(6013,9756,2286,3709) -> Matrix(1279,63,16830,829) Matrix(577,936,-532,-863) -> Matrix(325,16,-10136,-499) Matrix(4175,6768,-2932,-4753) -> Matrix(163,8,-3688,-181) Matrix(1511,2448,666,1079) -> Matrix(367,18,5770,283) Matrix(12815,20736,4894,7919) -> Matrix(1639,80,22106,1079) Matrix(12817,20736,4896,7921) -> Matrix(1477,72,19960,973) Matrix(935,1512,222,359) -> Matrix(41,2,266,13) Matrix(1405,2268,1138,1837) -> Matrix(185,9,5406,263) Matrix(1295,2088,178,287) -> Matrix(83,4,394,19) Matrix(10585,17064,6566,10585) -> Matrix(209,10,4786,229) Matrix(3887,6264,2412,3887) -> Matrix(1,0,44,1) Matrix(2483,3996,1006,1619) -> Matrix(21,1,314,15) Matrix(359,576,134,215) -> Matrix(41,2,594,29) Matrix(361,576,136,217) -> Matrix(41,2,512,25) Matrix(1223,1944,860,1367) -> Matrix(43,2,1096,51) Matrix(613,972,432,685) -> Matrix(103,5,2616,127) Matrix(251,396,-206,-325) -> Matrix(145,7,-3998,-193) Matrix(505,792,322,505) -> Matrix(293,14,6718,321) Matrix(1151,1800,736,1151) -> Matrix(673,32,15500,737) Matrix(2053,3204,808,1261) -> Matrix(359,17,5216,247) Matrix(647,1008,138,215) -> Matrix(127,6,910,43) Matrix(395,612,162,251) -> Matrix(107,5,1562,73) Matrix(1189,1836,770,1189) -> Matrix(65,3,1538,71) Matrix(2521,3888,1728,2665) -> Matrix(41,2,1004,49) Matrix(2267,3492,-1660,-2557) -> Matrix(149,7,-3640,-171) Matrix(539,828,304,467) -> Matrix(107,5,2204,103) Matrix(467,684,368,539) -> Matrix(159,7,4520,199) Matrix(1405,2052,962,1405) -> Matrix(67,3,1630,73) Matrix(2665,3888,1728,2521) -> Matrix(45,2,1012,45) Matrix(791,1152,642,935) -> Matrix(47,2,1386,59) Matrix(323,468,-274,-397) -> Matrix(205,9,-5854,-257) Matrix(649,936,450,649) -> Matrix(413,18,10302,449) Matrix(1151,1656,800,1151) -> Matrix(737,32,18448,801) Matrix(1153,1656,502,721) -> Matrix(277,12,4178,181) Matrix(829,1188,478,685) -> Matrix(301,13,6182,267) Matrix(1693,2412,-1288,-1835) -> Matrix(117,5,-2972,-127) Matrix(1367,1944,860,1223) -> Matrix(47,2,1104,47) Matrix(685,972,432,613) -> Matrix(117,5,2644,113) Matrix(179,252,76,107) -> Matrix(71,3,1112,47) Matrix(181,252,130,181) -> Matrix(119,5,3070,129) Matrix(755,1044,546,755) -> Matrix(505,21,13154,547) Matrix(2843,3924,860,1187) -> Matrix(603,25,6440,267) Matrix(72793,100440,20508,28297) -> Matrix(531,22,5672,235) Matrix(71855,99144,20246,27935) -> Matrix(193,8,1954,81) Matrix(3601,4968,1462,2017) -> Matrix(193,8,2726,113) Matrix(1907,2628,-1542,-2125) -> Matrix(1039,43,-28198,-1167) Matrix(1943,2664,892,1223) -> Matrix(49,2,808,33) Matrix(973,1332,290,397) -> Matrix(121,5,1234,51) Matrix(1369,1872,264,361) -> Matrix(243,10,1628,67) Matrix(10585,14472,7742,10585) -> Matrix(1897,78,49930,2053) Matrix(6479,8856,4740,6479) -> Matrix(1169,48,30808,1265) Matrix(397,540,186,253) -> Matrix(171,7,2858,117) Matrix(3815,5184,1006,1367) -> Matrix(49,2,1298,53) Matrix(3817,5184,1008,1369) -> Matrix(49,2,-368,-15) Matrix(1009,1368,638,865) -> Matrix(295,12,6662,271) Matrix(613,828,134,181) -> Matrix(123,5,910,37) Matrix(1153,1512,440,577) -> Matrix(305,12,4092,161) Matrix(2845,3708,1078,1405) -> Matrix(25,1,274,11) Matrix(251,324,-196,-253) -> Matrix(181,7,-4732,-183) Matrix(2341,2988,1270,1621) -> Matrix(27,1,566,21) Matrix(2089,2664,396,505) -> Matrix(157,6,968,37) Matrix(1045,1332,142,181) -> Matrix(131,5,550,21) Matrix(793,1008,284,361) -> Matrix(263,10,3340,127) Matrix(539,684,368,467) -> Matrix(185,7,4572,173) Matrix(541,684,314,397) -> Matrix(291,11,6058,229) Matrix(1511,1872,406,503) -> Matrix(379,14,3438,127) Matrix(4247,5256,1570,1943) -> Matrix(1247,46,17214,635) Matrix(2159,2664,466,575) -> Matrix(109,4,790,29) Matrix(935,1152,642,791) -> Matrix(55,2,1402,51) Matrix(323,396,146,179) -> Matrix(137,5,2274,83) Matrix(683,828,504,611) -> Matrix(305,11,8124,293) Matrix(685,828,388,469) -> Matrix(83,3,1632,59) Matrix(1511,1800,664,791) -> Matrix(57,2,940,33) Matrix(1801,2088,684,793) -> Matrix(523,18,6828,235) Matrix(1369,1584,312,361) -> Matrix(175,6,1604,55) Matrix(541,612,160,181) -> Matrix(149,5,1460,49) Matrix(685,756,164,181) -> Matrix(153,5,1132,37) Matrix(1,0,2,1) -> Matrix(1,0,70,1) Matrix(611,-684,226,-253) -> Matrix(225,-7,3118,-97) Matrix(469,-540,218,-251) -> Matrix(219,-7,3598,-115) Matrix(397,-468,274,-323) -> Matrix(275,-9,6814,-223) Matrix(395,-468,92,-109) -> Matrix(91,-3,880,-29) Matrix(325,-396,206,-251) -> Matrix(207,-7,4702,-159) Matrix(1223,-1512,292,-361) -> Matrix(175,-6,1196,-41) Matrix(253,-324,196,-251) -> Matrix(197,-7,5488,-195) Matrix(721,-936,332,-431) -> Matrix(111,-4,1804,-65) Matrix(469,-612,82,-107) -> Matrix(83,-3,526,-19) Matrix(683,-900,192,-253) -> Matrix(191,-7,1992,-73) Matrix(1801,-2448,476,-647) -> Matrix(53,-2,80,-3) Matrix(2161,-2952,948,-1295) -> Matrix(317,-12,4940,-187) Matrix(577,-792,314,-431) -> Matrix(105,-4,2074,-79) Matrix(757,-1044,182,-251) -> Matrix(183,-7,1438,-55) Matrix(10801,-14904,3130,-4319) -> Matrix(209,-8,2482,-95) Matrix(3743,-5328,810,-1153) -> Matrix(101,-4,682,-27) Matrix(1187,-1692,228,-325) -> Matrix(77,-3,488,-19) Matrix(793,-1152,148,-215) -> Matrix(49,-2,368,-15) Matrix(2663,-4104,608,-937) -> Matrix(47,-2,400,-17) Matrix(899,-1404,162,-253) -> Matrix(23,-1,438,-19) Matrix(827,-1332,470,-757) -> Matrix(21,-1,442,-21) Matrix(1763,-2844,380,-613) -> Matrix(23,-1,116,-5) Matrix(3025,-4896,1156,-1871) -> Matrix(449,-20,6084,-271) Matrix(5329,-8640,1154,-1871) -> Matrix(447,-20,3062,-137) Matrix(7991,-12960,1732,-2809) -> Matrix(1027,-46,7256,-325) Matrix(575,-936,266,-433) -> Matrix(89,-4,1402,-63) Matrix(2737,-4464,794,-1295) -> Matrix(177,-8,2102,-95) Matrix(107,-180,22,-37) -> Matrix(21,-1,190,-9) Matrix(1331,-2268,402,-685) -> Matrix(149,-7,1554,-73) Matrix(505,-864,294,-503) -> Matrix(295,-14,6174,-293) Matrix(899,-1548,356,-613) -> Matrix(271,-13,3940,-189) Matrix(791,-1368,292,-505) -> Matrix(207,-10,2836,-137) Matrix(289,-504,82,-143) -> Matrix(1,0,-10,1) Matrix(3205,-5652,1408,-2483) -> Matrix(101,-5,1596,-79) Matrix(181,-324,100,-179) -> Matrix(101,-5,2000,-99) Matrix(1403,-2556,376,-685) -> Matrix(215,-11,1896,-97) Matrix(505,-936,116,-215) -> Matrix(39,-2,332,-17) Matrix(361,-792,98,-215) -> Matrix(33,-2,314,-19) Matrix(289,-648,128,-287) -> Matrix(129,-8,2048,-127) Matrix(2699,-6156,616,-1405) -> Matrix(47,-3,392,-25) Matrix(1115,-2556,236,-541) -> Matrix(107,-7,688,-45) Matrix(469,-1116,166,-395) -> Matrix(107,-7,1330,-87) Matrix(467,-1116,136,-325) -> Matrix(15,-1,256,-17) Matrix(253,-612,74,-179) -> Matrix(15,-1,106,-7) Matrix(2089,-5112,794,-1943) -> Matrix(315,-22,4138,-289) Matrix(2015,-5112,568,-1441) -> Matrix(1,0,-4,1) Matrix(325,-828,42,-107) -> Matrix(43,-3,158,-11) Matrix(973,-2556,260,-683) -> Matrix(93,-7,784,-59) Matrix(8533,-23076,1850,-5003) -> Matrix(733,-53,5214,-377) Matrix(251,-684,40,-109) -> Matrix(13,-1,92,-7) Matrix(2161,-5904,474,-1295) -> Matrix(1,0,-6,1) Matrix(647,-1800,78,-217) -> Matrix(77,-6,398,-31) Matrix(37,-108,12,-35) -> Matrix(13,-1,144,-11) Matrix(863,-2736,182,-577) -> Matrix(49,-4,282,-23) Matrix(323,-1044,56,-181) -> Matrix(11,-1,100,-9) Matrix(5401,-18648,1522,-5255) -> Matrix(23,-2,242,-21) Matrix(791,-2736,146,-505) -> Matrix(25,-2,138,-11) Matrix(899,-3204,172,-613) -> Matrix(11,-1,56,-5) Matrix(107,-396,10,-37) -> Matrix(9,-1,46,-5) Matrix(935,-3528,172,-649) -> Matrix(13,-2,72,-11) Matrix(287,-1224,34,-145) -> Matrix(1,0,-6,1) Matrix(145,-648,32,-143) -> Matrix(33,-4,256,-31) Matrix(541,-2916,100,-539) -> Matrix(31,-5,180,-29) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 3 Minimal number of generators: 2 Number of equivalence classes of elliptic points of order 2: 1 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 2 Genus: 0 Degree of H/liftables -> H/(image of liftables): 288 Imminent integer overflow caused the modular group computation to abort.