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: 144 Genus: 217 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -10/1 -15/2 -7/1 -20/3 -28/5 -21/4 -5/1 -14/3 -40/9 -56/13 -30/7 -21/5 -15/4 -7/2 -10/3 -25/8 -14/5 -25/9 -21/8 -28/11 -5/2 -7/3 -20/9 -28/13 -15/7 -7/4 -5/3 -21/13 -175/123 -7/5 -15/11 -21/16 -175/138 -5/4 -21/17 -35/29 -7/6 0/1 1/1 7/6 21/17 5/4 35/27 21/16 15/11 7/5 105/74 35/24 3/2 35/22 21/13 5/3 105/61 7/4 105/58 35/19 2/1 15/7 28/13 35/16 20/9 140/61 7/3 245/104 490/207 105/44 70/29 5/2 28/11 31/12 70/27 175/67 490/187 21/8 140/53 35/13 25/9 14/5 3/1 25/8 35/11 105/32 10/3 175/52 105/31 7/2 245/69 25/7 140/39 18/5 70/19 15/4 140/37 4/1 25/6 21/5 30/7 56/13 13/3 35/8 31/7 40/9 9/2 105/23 37/8 14/3 175/37 24/5 5/1 26/5 21/4 16/3 70/13 27/5 11/2 28/5 17/3 23/4 35/6 6/1 25/4 19/3 70/11 32/5 13/2 33/5 20/3 27/4 34/5 7/1 29/4 22/3 15/2 23/3 8/1 25/3 17/2 9/1 19/2 29/3 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 -6/19 -5/16 -10/1 -2/7 -19/2 -13/48 -9/1 -8/31 -1/4 -17/2 -1/4 -8/1 -3/13 -5/22 -23/3 -2/9 -7/32 -15/2 -3/14 -22/3 -5/24 -1/5 -29/4 -5/24 -7/1 -1/5 -27/4 -7/36 -20/3 -4/21 -33/5 -4/21 -11/58 -13/2 -3/16 -32/5 -11/60 -13/71 -19/3 -2/11 -13/72 -6/1 -5/29 -1/6 -23/4 -19/116 -17/3 -1/6 -4/25 -45/8 -1/6 -73/13 -9/56 -4/25 -28/5 -4/25 -11/2 -5/32 -38/7 -5/32 -17/109 -27/5 -17/110 -2/13 -16/3 -5/33 -3/20 -37/7 -1/6 -2/13 -58/11 -5/33 -23/152 -21/4 -3/20 -47/9 -4/27 -13/88 -26/5 -3/20 -7/47 -5/1 -1/7 -24/5 -1/7 -5/36 -19/4 -7/52 -52/11 -1/7 -3/22 -85/18 -3/22 -33/7 -4/29 -3/22 -14/3 -2/15 -37/8 -11/84 -23/5 -2/15 -1/8 -55/12 -5/38 -32/7 -11/84 -3/23 -9/2 -1/8 -40/9 -6/47 -31/7 -8/63 -17/134 -22/5 -17/135 -1/8 -35/8 -1/8 -13/3 -1/8 -10/81 -56/13 -6/49 -43/10 -21/172 -30/7 -4/33 -17/4 -1/8 -38/9 -1/8 -7/57 -59/14 -1/8 -21/5 -3/25 -46/11 -7/59 -9/76 -25/6 -1/8 -4/1 -3/26 -1/9 -27/7 -10/91 -9/82 -23/6 -17/156 -19/5 -3/28 -2/19 -53/14 -3/28 -34/9 -1/9 -1/10 -15/4 -3/28 -71/19 -7/66 -2/19 -56/15 -2/19 -97/26 -7/68 -41/11 -2/19 -1/10 -67/18 -7/64 -26/7 -7/65 -3/28 -37/10 -3/28 -48/13 -11/104 -13/123 -11/3 -2/19 -5/48 -29/8 -5/48 -18/5 -1/9 -1/10 -61/17 -2/19 -5/48 -43/12 -5/48 -111/31 -4/39 -1/10 -68/19 -1/10 -1/11 -93/26 -11/104 -25/7 -3/29 -82/23 -3/29 -7/68 -139/39 -4/39 -1/10 -57/16 -7/68 -32/9 -13/127 -9/88 -7/2 -1/10 -38/11 -17/173 -11/112 -69/20 -49/500 -31/9 -17/174 -4/41 -55/16 -7/72 -79/23 -18/185 -7/72 -24/7 -3/31 -5/52 -17/5 -1/10 -4/41 -61/18 -7/72 -105/31 -3/31 -44/13 -3/31 -5/52 -71/21 -1/10 -2/21 -98/29 -2/21 -27/8 -5/52 -64/19 -1/10 -1/11 -37/11 -1/10 -6/61 -10/3 -2/21 -33/10 -1/12 -23/7 -2/21 -3/32 -13/4 -3/32 -42/13 -4/43 -29/9 -5/54 -16/173 -16/5 -11/120 -1/11 -35/11 -1/11 -19/6 -13/144 -41/13 -7/78 -6/67 -22/7 -11/123 -5/56 -25/8 -3/34 -3/1 -2/23 -1/12 -23/8 -15/184 -20/7 -2/25 -37/13 -5/62 -2/25 -54/19 -1/12 -1/13 -17/6 -1/12 -31/11 -4/49 -7/86 -14/5 -2/25 -39/14 -7/88 -142/51 -29/367 -3/38 -245/88 -3/38 -103/37 -3/38 -22/279 -64/23 -3/38 -7/89 -25/9 -1/13 -36/13 -1/13 -1/14 -11/4 -1/12 -30/11 -4/51 -79/29 -14/179 -5/64 -128/47 -31/396 -9/115 -49/18 -5/64 -117/43 -29/372 -6/77 -68/25 -3/38 -1/13 -19/7 -5/64 -6/77 -46/17 -9/116 -19/245 -73/27 -12/155 -13/168 -100/37 -12/155 -27/10 -17/220 -35/13 -1/13 -8/3 -1/13 -5/66 -45/17 -5/67 -82/31 -3/40 -5/67 -37/14 -11/148 -66/25 -9/122 -7/95 -29/11 -1/14 0/1 -50/19 -2/27 -71/27 -2/27 -1/14 -21/8 -1/14 -76/29 -1/14 -1/15 -207/79 -1/8 0/1 -131/50 -1/12 -55/21 -1/13 -34/13 -1/13 -1/14 -13/5 -3/40 -2/27 -44/17 -7/95 -5/68 -75/29 -3/41 -106/41 -3/41 -1/14 -31/12 -7/96 -142/55 -1/14 -5/71 -111/43 -1/14 0/1 -191/74 -7/92 -80/31 -2/27 -129/50 -5/68 -49/19 -3/41 -67/26 -7/96 -85/33 -5/69 -18/7 -1/14 -1/15 -41/16 -1/12 -23/9 -3/40 -2/27 -28/11 -2/27 -61/24 -5/68 -33/13 -8/109 -11/150 -5/2 -1/14 -37/15 -10/143 -13/186 -69/28 -41/588 -32/13 -13/187 -5/72 -27/11 -2/29 -7/102 -49/20 -1/14 -71/29 -1/14 -2/29 -93/38 -19/276 -22/9 -3/44 -1/15 -39/16 -1/12 -17/7 -1/14 -4/57 -46/19 -3/43 -5/72 -75/31 -3/43 -104/43 -1/14 -3/43 -29/12 -5/72 -12/5 -3/44 -1/15 -79/33 -2/31 -1/16 -67/28 -1/12 -55/23 -1/15 -43/18 -1/12 -74/31 -5/69 -1/14 -105/44 -1/14 -31/13 -1/14 -4/57 -50/21 -2/29 -69/29 -1/14 -2/29 -157/66 -3/44 -245/103 -1/15 -88/37 -1/14 -1/15 -19/8 -5/72 -45/19 -5/73 -116/49 -29/424 -37/541 -187/79 -8/117 -99/1448 -71/30 -41/600 -26/11 -3/44 -13/191 -33/14 -3/44 -7/3 -1/15 -37/16 -5/76 -104/45 -1/15 -3/46 -67/29 -5/76 -4/61 -30/13 -4/61 -23/10 -13/200 -62/27 -11/170 -13/201 -39/17 -2/31 -13/202 -55/24 -1/16 -71/31 -2/31 -5/78 -87/38 -1/16 -16/7 -3/47 -1/16 -41/18 -1/16 -66/29 -1/13 -1/14 -25/11 -1/15 -34/15 -1/14 -1/15 -43/19 -4/61 -3/46 -9/4 -1/16 -38/17 -3/44 -1/15 -105/47 -1/15 -67/30 -9/136 -29/13 -4/61 -3/46 -20/9 -2/31 -31/14 -13/204 -11/5 -6/95 -1/16 -35/16 -1/16 -24/11 -1/16 -13/209 -61/28 -1/16 -37/17 -13/210 -6/97 -13/6 -1/16 -28/13 -2/33 -43/20 -7/116 -15/7 -1/17 -17/8 -1/16 -19/9 -1/16 -2/33 -2/1 -1/17 -1/18 -17/9 -1/18 0/1 -15/8 -1/18 -28/15 -2/37 -13/7 -2/37 -3/56 -37/20 -7/132 -61/33 -7/132 -22/415 -24/13 -11/208 -1/19 -35/19 -1/19 -11/6 -5/96 -42/23 -2/39 -73/40 -1/20 -31/17 -4/77 -3/58 -20/11 -2/39 -29/16 -1/20 -9/5 -1/20 0/1 -43/24 -1/20 -77/43 -1/19 -111/62 -1/20 -34/19 -1/18 -1/19 -25/14 -1/20 -66/37 -1/21 -1/22 -41/23 -2/35 -1/18 -16/9 -1/19 -5/96 -71/40 -31/600 -55/31 -5/97 -39/22 -15/292 -140/79 -2/39 -101/57 -2/39 -37/722 -62/35 -13/254 -11/215 -23/13 -2/39 -1/20 -30/17 -2/39 -7/4 -1/20 -40/23 -4/81 -73/42 -13/264 -106/61 -43/874 -3/61 -245/141 -3/61 -139/80 -59/1200 -33/19 -8/163 -5/102 -26/15 -1/20 -3/61 -71/41 -5/102 -2/41 -187/108 -25/512 -490/283 -2/41 -303/175 -2/41 -39/800 -116/67 -7/144 -5/103 -45/26 -1/20 -64/37 -13/265 -5/102 -19/11 -2/41 -7/144 -69/40 -29/600 -50/29 -4/83 -31/18 -9/188 -105/61 -1/21 -74/43 -1/21 -17/358 -43/25 -5/106 -4/85 -98/57 -2/43 -55/32 -1/22 -67/39 -1/24 0/1 -12/7 -1/20 -1/21 -41/24 -1/24 -70/41 0/1 -29/17 -1/18 0/1 -17/10 -1/20 -39/23 -3/58 -2/39 -22/13 -1/20 -7/141 -49/29 -3/61 -27/16 -9/184 -32/19 -1/20 -1/21 -5/3 -1/21 -38/23 -1/21 -3/64 -33/20 -3/64 -61/37 -10/213 -3/64 -28/17 -2/43 -79/48 -5/108 -51/31 -5/108 -8/173 -23/14 -9/196 -18/11 -1/22 -1/23 -85/52 -1/22 -67/41 -1/20 0/1 -116/71 -3/64 -5/107 -49/30 -1/22 -129/79 -7/156 -10/223 -80/49 -2/45 -111/68 -3/68 -31/19 -1/22 0/1 -137/84 -3/68 -106/65 -1/23 -7/162 -75/46 -1/24 -44/27 -1/23 -1/24 -57/35 -1/28 0/1 -70/43 0/1 -13/8 -1/20 -47/29 -1/20 0/1 -175/108 -1/20 -128/79 -1/20 -3/61 -81/50 -1/20 -34/21 -1/21 -1/22 -55/34 -1/20 -131/81 -1/20 -4/81 -207/128 -9/184 -490/303 -2/41 -283/175 -2/41 -15/308 -76/47 -3/62 -1/21 -97/60 -11/228 -21/13 -1/21 -92/57 -7/148 -27/571 -163/101 -55/1164 -6/127 -71/44 -27/572 -50/31 -4/85 -29/18 -3/64 -66/41 -7/150 -9/193 -103/64 -27/580 -140/87 -2/43 -37/23 -2/43 -9/194 -82/51 -17/368 -3/65 -45/28 -1/22 -8/5 -3/65 -1/22 -35/22 -1/22 -27/17 -1/22 -10/221 -73/46 -13/288 -119/75 -7/155 -46/29 -11/244 -5/111 -19/12 -7/156 -68/43 -1/22 -1/23 -117/74 -23/512 -49/31 -3/67 -128/81 -3/67 -5/112 -207/131 -27/604 -8/179 -79/50 -5/112 -30/19 -2/45 -71/45 -1/22 -2/45 -41/26 -3/68 -11/7 -2/45 -3/68 -36/23 -1/23 -3/70 -25/16 -1/24 -64/41 -1/22 -3/67 -39/25 -3/70 -2/47 -14/9 0/1 -31/20 -1/24 -17/11 -4/87 -1/22 -37/24 -7/156 -20/13 -2/45 -23/15 -5/112 -2/45 -26/17 -5/113 -3/68 -3/2 -1/24 -25/17 -1/23 -47/32 -15/352 -22/15 -3/71 -1/24 -41/28 -1/24 -19/13 -6/143 -1/24 -35/24 -1/24 -16/11 -1/24 -5/121 -29/20 -1/24 -71/49 -5/122 -2/49 -42/29 -2/49 -13/9 -1/24 -2/49 -36/25 -3/74 -1/25 -59/41 -8/199 -9/224 -141/98 -43/1072 -82/57 -25/624 -1/25 -105/73 -1/25 -23/16 -7/176 -33/23 -4/103 -1/26 -10/7 0/1 -37/26 -3/68 -175/123 -1/23 -138/97 -1/23 -15/346 -101/71 -7/162 -6/139 -64/45 -3/70 -5/117 -91/64 -3/70 -27/19 -2/47 -5/118 -98/69 -4/95 -71/50 -21/500 -44/31 -13/311 -1/24 -105/74 -1/24 -61/43 -1/24 -18/433 -17/12 -1/24 -41/29 -2/49 -3/74 -24/17 -1/23 -1/24 -79/56 -1/24 -55/39 -3/73 -31/22 -7/172 -7/5 -1/25 -39/28 -5/128 -71/51 -2/51 -1/26 -245/176 -1/26 -174/125 -1/25 -1/26 -103/74 -3/76 -32/23 -1/25 -3/76 -57/41 -12/307 -5/128 -139/100 -39/1000 -82/59 -3/77 -19/488 -25/18 -1/26 -118/85 -3/83 -1/28 -93/67 -1/20 0/1 -68/49 -3/74 -1/25 -179/129 -6/151 -5/126 -111/80 -3/76 -43/31 -1/26 0/1 -61/44 -3/76 -140/101 -2/51 -79/57 -2/51 -5/128 -18/13 -1/25 -1/26 -47/34 -13/336 -76/55 -21/545 -1/26 -105/76 -1/26 -29/21 -1/26 -8/209 -98/71 -4/105 -69/50 -19/500 -109/79 -8/211 -21/554 -40/29 -2/53 -11/8 -1/28 -70/51 0/1 -59/43 -1/12 0/1 -48/35 -1/20 -1/21 -85/62 -1/22 -37/27 -1/22 -2/45 -26/19 -1/23 -1/24 -93/68 -9/212 -67/49 -8/191 -1/24 -41/30 -1/24 -97/71 -8/195 -5/122 -56/41 -2/49 -127/93 -7/172 -26/639 -71/52 -19/468 -15/11 -1/25 -34/25 -1/25 -1/26 -87/64 -3/76 -140/103 -2/51 -53/39 -2/51 -1/26 -72/53 -3/77 -1/26 -19/14 -1/24 -61/45 -3/76 -14/355 -42/31 -2/51 -23/17 -3/76 -2/51 -50/37 -2/51 -27/20 -7/180 -4/3 -1/26 -1/27 -25/19 -1/25 -46/35 -7/179 -5/128 -21/16 -1/26 -38/29 -3/80 -1/27 -55/42 -1/26 -17/13 -1/26 0/1 -47/36 -11/288 -30/23 -2/53 -73/56 -1/28 -43/33 -1/26 -4/105 -56/43 -2/53 -69/53 -1/26 -2/53 -13/10 -3/80 -35/27 -1/27 -22/17 -1/27 -5/136 -31/24 -7/192 -71/55 -3/82 -2/55 -40/31 -2/55 -9/7 -1/28 0/1 -41/32 -1/28 -73/57 -16/447 -1/28 -105/82 -1/28 -32/25 -1/28 -7/197 -87/68 -1/28 -55/43 -3/85 -23/18 -5/144 -37/29 -1/30 -2/61 -14/11 0/1 -33/26 -3/76 -85/67 -3/77 -52/41 -9/233 -1/26 -175/138 -1/26 -123/97 -1/26 -24/625 -71/56 -15/392 -19/15 -2/53 -3/80 -24/19 -3/83 -1/28 -29/23 -1/26 0/1 -34/27 -5/134 -1/27 -5/4 -1/28 -26/21 -1/28 -1/29 -47/38 -9/256 -21/17 -1/29 -58/47 -1/29 -3/88 -37/30 -5/148 -53/43 -10/299 -1/30 -69/56 -13/392 -16/13 -1/31 -1/32 -43/35 -1/42 0/1 -70/57 0/1 -27/22 -1/20 -38/31 -1/24 -1/25 -49/40 -1/26 -11/9 -2/55 -1/28 -39/32 -3/88 -106/87 -1/29 -1/30 -67/55 -1/28 0/1 -28/23 0/1 -73/60 -1/28 -45/37 -1/27 -62/51 -3/83 -7/194 -17/14 -1/28 -40/33 -2/57 -23/19 -1/28 -2/57 -29/24 -5/144 -35/29 -1/29 -6/5 -1/29 -1/30 -25/21 -1/31 -19/16 -1/36 -70/59 0/1 -51/43 -1/12 0/1 -32/27 -1/24 -1/25 -13/11 -1/28 -2/57 -33/28 -3/88 -20/17 0/1 -47/40 -7/200 -27/23 -2/59 -1/30 -34/29 -3/86 -1/29 -7/6 -1/30 -36/31 -5/154 -1/31 -29/25 -1/30 0/1 -22/19 -1/32 -1/33 -37/32 -1/28 -15/13 -1/31 -23/20 -3/100 -8/7 -1/29 -1/30 -25/22 -1/30 -17/15 -1/30 0/1 -9/8 -1/32 -19/17 -2/63 -1/32 -29/26 -1/32 -10/9 0/1 -11/10 -1/32 -12/11 -1/32 -1/33 -1/1 -1/34 0/1 0/1 0/1 1/1 0/1 1/34 11/10 1/32 10/9 0/1 19/17 1/32 2/63 9/8 1/32 17/15 0/1 1/30 8/7 1/30 1/29 23/20 3/100 15/13 1/31 22/19 1/33 1/32 29/25 0/1 1/30 7/6 1/30 27/23 1/30 2/59 20/17 0/1 33/28 3/88 13/11 2/57 1/28 32/27 1/25 1/24 19/16 1/36 6/5 1/30 1/29 23/19 2/57 1/28 17/14 1/28 45/37 1/27 73/60 1/28 28/23 0/1 11/9 1/28 2/55 38/31 1/25 1/24 27/22 1/20 16/13 1/32 1/31 37/30 5/148 58/47 3/88 1/29 21/17 1/29 47/38 9/256 26/21 1/29 1/28 5/4 1/28 24/19 1/28 3/83 19/15 3/80 2/53 52/41 1/26 9/233 85/67 3/77 33/26 3/76 14/11 0/1 37/29 2/61 1/30 23/18 5/144 55/43 3/85 32/25 7/197 1/28 9/7 0/1 1/28 40/31 2/55 31/24 7/192 22/17 5/136 1/27 35/27 1/27 13/10 3/80 56/43 2/53 43/33 4/105 1/26 30/23 2/53 17/13 0/1 1/26 38/29 1/27 3/80 59/45 5/132 8/211 21/16 1/26 46/35 5/128 7/179 25/19 1/25 4/3 1/27 1/26 27/20 7/180 23/17 2/51 3/76 19/14 1/24 53/39 1/26 2/51 34/25 1/26 1/25 15/11 1/25 71/52 19/468 56/41 2/49 97/71 5/122 8/195 41/30 1/24 67/49 1/24 8/191 26/19 1/24 1/23 37/27 2/45 1/22 48/35 1/21 1/20 11/8 1/28 29/21 8/209 1/26 18/13 1/26 1/25 61/44 3/76 43/31 0/1 1/26 111/80 3/76 68/49 1/25 3/74 93/67 0/1 1/20 25/18 1/26 82/59 19/488 3/77 139/100 39/1000 57/41 5/128 12/307 32/23 3/76 1/25 7/5 1/25 38/27 1/25 1/24 69/49 3/74 2/49 31/22 7/172 55/39 3/73 79/56 1/24 24/17 1/24 1/23 17/12 1/24 61/43 18/433 1/24 105/74 1/24 44/31 1/24 13/311 71/50 21/500 98/69 4/95 27/19 5/118 2/47 64/45 5/117 3/70 37/26 3/68 10/7 0/1 33/23 1/26 4/103 23/16 7/176 13/9 2/49 1/24 42/29 2/49 29/20 1/24 16/11 5/121 1/24 35/24 1/24 19/13 1/24 6/143 41/28 1/24 22/15 1/24 3/71 25/17 1/23 3/2 1/24 23/15 2/45 5/112 20/13 2/45 37/24 7/156 54/35 13/288 7/155 17/11 1/22 4/87 31/20 1/24 14/9 0/1 39/25 2/47 3/70 142/91 11/254 1/23 245/157 1/23 103/66 7/160 64/41 3/67 1/22 25/16 1/24 36/23 3/70 1/23 11/7 3/68 2/45 30/19 2/45 79/50 5/112 128/81 5/112 3/67 49/31 3/67 117/74 23/512 68/43 1/23 1/22 19/12 7/156 46/29 5/111 11/244 73/46 13/288 100/63 8/177 27/17 10/221 1/22 35/22 1/22 8/5 1/22 3/65 45/28 1/22 82/51 3/65 17/368 37/23 9/194 2/43 66/41 9/193 7/150 29/18 3/64 50/31 4/85 71/44 27/572 21/13 1/21 76/47 1/21 3/62 207/128 9/184 131/81 4/81 1/20 55/34 1/20 34/21 1/22 1/21 13/8 1/20 44/27 1/24 1/23 75/46 1/24 106/65 7/162 1/23 31/19 0/1 1/22 142/87 1/23 9/206 111/68 3/68 191/117 3/68 8/181 80/49 2/45 129/79 10/223 7/156 49/30 1/22 67/41 0/1 1/20 85/52 1/22 18/11 1/23 1/22 41/25 10/221 1/22 23/14 9/196 28/17 2/43 61/37 3/64 10/213 33/20 3/64 5/3 1/21 37/22 1/20 69/41 3/62 2/41 32/19 1/21 1/20 27/16 9/184 49/29 3/61 71/42 29/588 93/55 4/81 33/668 22/13 7/141 1/20 39/23 2/39 3/58 17/10 1/20 46/27 1/20 3/59 75/44 1/20 104/61 1/19 5/94 29/17 0/1 1/18 12/7 1/21 1/20 79/46 1/20 67/39 0/1 1/24 55/32 1/22 43/25 4/85 5/106 74/43 17/358 1/21 105/61 1/21 31/18 9/188 50/29 4/83 69/40 29/600 157/91 64/1323 3/62 245/142 3/62 88/51 3/62 35/723 19/11 7/144 2/41 45/26 1/20 116/67 5/103 7/144 187/108 25/512 71/41 2/41 5/102 26/15 3/61 1/20 33/19 5/102 8/163 7/4 1/20 37/21 7/138 10/197 104/59 3/59 41/806 67/38 11/216 30/17 2/39 23/13 1/20 2/39 62/35 11/215 13/254 39/22 15/292 55/31 5/97 71/40 31/600 87/49 3/58 34/657 16/9 5/96 1/19 41/23 1/18 2/35 66/37 1/22 1/21 25/14 1/20 34/19 1/19 1/18 43/24 1/20 9/5 0/1 1/20 38/21 7/141 1/20 105/58 1/20 67/37 1/20 16/319 29/16 1/20 20/11 2/39 31/17 3/58 4/77 11/6 5/96 35/19 1/19 24/13 1/19 11/208 61/33 22/415 7/132 37/20 7/132 13/7 3/56 2/37 28/15 2/37 43/23 8/147 11/202 15/8 1/18 17/9 0/1 1/18 19/10 3/56 2/1 1/18 1/17 17/8 1/16 15/7 1/17 28/13 2/33 13/6 1/16 37/17 6/97 13/210 61/28 1/16 24/11 13/209 1/16 35/16 1/16 11/5 1/16 6/95 42/19 4/63 73/33 1/16 4/63 31/14 13/204 20/9 2/31 29/13 3/46 4/61 9/4 1/16 43/19 3/46 4/61 77/34 3/46 111/49 3/46 4/61 34/15 1/15 1/14 25/11 1/15 66/29 1/14 1/13 41/18 1/16 16/7 1/16 3/47 71/31 5/78 2/31 55/24 1/16 39/17 13/202 2/31 140/61 2/31 101/44 39/604 62/27 13/201 11/170 23/10 13/200 30/13 4/61 7/3 1/15 40/17 4/59 73/31 4/59 3/44 106/45 1/15 5/74 245/104 5/74 139/59 5/74 4/59 33/14 3/44 26/11 13/191 3/44 71/30 41/600 187/79 99/1448 8/117 490/207 8/117 303/128 157/2296 116/49 37/541 29/424 45/19 5/73 64/27 7/102 9/131 19/8 5/72 69/29 2/29 1/14 50/21 2/29 31/13 4/57 1/14 105/44 1/14 74/31 1/14 5/69 43/18 1/12 98/41 0/1 55/23 1/15 67/28 1/12 12/5 1/15 3/44 41/17 7/102 2/29 70/29 2/29 29/12 5/72 17/7 4/57 1/14 39/16 1/12 22/9 1/15 3/44 49/20 1/14 27/11 7/102 2/29 32/13 5/72 13/187 5/2 1/14 38/15 7/96 17/233 33/13 11/150 8/109 61/24 5/68 28/11 2/27 79/31 14/187 3/40 51/20 1/12 23/9 2/27 3/40 18/7 1/15 1/14 85/33 5/69 67/26 7/96 116/45 5/69 9/124 49/19 3/41 129/50 5/68 80/31 2/27 111/43 0/1 1/14 31/12 7/96 137/53 5/68 2/27 106/41 1/14 3/41 75/29 3/41 44/17 5/68 7/95 57/22 13/176 70/27 2/27 13/5 2/27 3/40 47/18 11/144 175/67 1/13 128/49 1/13 21/272 81/31 5/64 4/51 34/13 1/14 1/13 55/21 1/13 131/50 1/12 207/79 0/1 1/8 490/187 0/1 283/108 1/20 76/29 1/15 1/14 97/37 0/1 1/10 21/8 1/14 92/35 3/41 5/68 163/62 21/284 71/27 1/14 2/27 50/19 2/27 29/11 0/1 1/14 66/25 7/95 9/122 103/39 25/338 2/27 140/53 2/27 37/14 11/148 82/31 5/67 3/40 45/17 5/67 8/3 5/66 1/13 35/13 1/13 27/10 17/220 73/27 13/168 12/155 119/44 11/142 46/17 19/245 9/116 19/7 6/77 5/64 68/25 1/13 3/38 117/43 6/77 29/372 49/18 5/64 128/47 9/115 31/396 207/76 21/268 79/29 5/64 14/179 30/11 4/51 71/26 45/572 41/15 22/279 3/38 11/4 1/12 36/13 1/14 1/13 25/9 1/13 64/23 7/89 3/38 39/14 7/88 14/5 2/25 31/11 7/86 4/49 17/6 1/12 37/13 2/25 5/62 20/7 2/25 23/8 15/184 26/9 5/61 1/12 3/1 1/12 2/23 25/8 3/34 47/15 27/304 4/45 22/7 5/56 11/123 41/13 6/67 7/78 19/6 13/144 35/11 1/11 16/5 1/11 11/120 29/9 16/173 5/54 71/22 49/528 42/13 4/43 13/4 3/32 36/11 1/11 1/10 59/18 3/32 141/43 4/43 11/118 82/25 7/75 3/32 105/32 3/32 23/7 3/32 2/21 33/10 1/12 10/3 2/21 37/11 6/61 1/10 175/52 1/10 138/41 1/10 11/109 101/30 5/48 64/19 1/11 1/10 91/27 1/11 27/8 5/52 98/29 2/21 71/21 2/21 1/10 44/13 5/52 3/31 105/31 3/31 61/18 7/72 17/5 4/41 1/10 41/12 5/52 24/7 5/52 3/31 79/23 7/72 18/185 55/16 7/72 31/9 4/41 17/174 7/2 1/10 39/11 6/59 23/226 71/20 51/500 245/69 5/49 174/49 5/49 119/1166 103/29 39/382 34/333 32/9 9/88 13/127 57/16 7/68 139/39 1/10 4/39 82/23 7/68 3/29 25/7 3/29 118/33 5/48 7/67 93/26 11/104 68/19 1/11 1/10 179/50 15/148 111/31 1/10 4/39 43/12 5/48 61/17 5/48 2/19 140/39 2/19 79/22 3/28 18/5 1/10 1/9 47/13 4/39 7/68 76/21 13/126 3/29 105/29 3/29 29/8 5/48 98/27 2/19 69/19 1/10 2/19 109/30 3/28 40/11 2/19 11/3 5/48 2/19 70/19 2/19 59/16 27/256 48/13 13/123 11/104 85/23 9/85 37/10 3/28 26/7 3/28 7/65 93/25 4/37 13/120 67/18 7/64 41/11 1/10 2/19 97/26 7/68 56/15 2/19 127/34 3/28 71/19 2/19 7/66 15/4 3/28 34/9 1/10 1/9 87/23 1/10 2/19 140/37 2/19 53/14 3/28 72/19 5/46 1/9 19/5 2/19 3/28 61/16 3/28 42/11 4/37 23/6 17/156 50/13 8/73 27/7 9/82 10/91 4/1 1/9 3/26 25/6 1/8 46/11 9/76 7/59 21/5 3/25 38/9 7/57 1/8 55/13 3/25 17/4 1/8 47/11 4/33 1/8 30/7 4/33 73/17 4/33 1/8 43/10 21/172 56/13 6/49 69/16 53/432 13/3 10/81 1/8 35/8 1/8 22/5 1/8 17/135 31/7 17/134 8/63 71/16 55/432 40/9 6/47 9/2 1/8 41/9 7/54 10/77 73/16 25/192 105/23 3/23 32/7 3/23 11/84 87/19 5/38 2/15 55/12 5/38 23/5 1/8 2/15 37/8 11/84 14/3 2/15 33/7 3/22 4/29 85/18 3/22 52/11 3/22 1/7 175/37 1/7 123/26 1/8 71/15 2/15 3/22 19/4 7/52 24/5 5/36 1/7 29/6 5/36 34/7 3/22 1/7 5/1 1/7 26/5 7/47 3/20 47/9 13/88 4/27 21/4 3/20 58/11 23/152 5/33 37/7 2/13 1/6 53/10 3/20 69/13 7/46 2/13 16/3 3/20 5/33 43/8 27/176 70/13 2/13 27/5 2/13 17/110 38/7 17/109 5/32 49/9 3/19 11/2 5/32 39/7 2/13 1/6 106/19 23/146 3/19 67/12 7/44 28/5 4/25 73/13 4/25 9/56 45/8 1/6 62/11 3/19 1/6 17/3 4/25 1/6 40/7 6/37 23/4 19/116 29/5 24/145 1/6 35/6 1/6 6/1 1/6 5/29 25/4 5/28 19/3 13/72 2/11 70/11 2/11 51/8 35/192 32/5 13/71 11/60 13/2 3/16 33/5 11/58 4/21 20/3 4/21 47/7 4/21 13/68 27/4 7/36 34/5 5/26 1/5 7/1 1/5 36/5 1/5 7/34 29/4 5/24 22/3 1/5 5/24 37/5 10/47 3/14 15/2 3/14 23/3 7/32 2/9 8/1 5/22 3/13 25/3 5/21 17/2 1/4 9/1 1/4 8/31 19/2 13/48 29/3 8/29 5/18 10/1 2/7 11/1 5/16 6/19 12/1 1/3 11/32 1/0 1/0 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(141,1610,-98,-1119) (-11/1,1/0) -> (-59/41,-141/98) Hyperbolic Matrix(209,2170,128,1329) (-11/1,-10/1) -> (80/49,129/79) Hyperbolic Matrix(351,3430,-136,-1329) (-10/1,-19/2) -> (-191/74,-80/31) Hyperbolic Matrix(209,1960,82,769) (-19/2,-9/1) -> (79/31,51/20) Hyperbolic Matrix(139,1190,98,839) (-9/1,-17/2) -> (17/12,61/43) Hyperbolic Matrix(141,1190,-116,-979) (-17/2,-8/1) -> (-62/51,-17/14) Hyperbolic Matrix(209,1610,118,909) (-8/1,-23/3) -> (23/13,62/35) Hyperbolic Matrix(211,1610,46,351) (-23/3,-15/2) -> (55/12,23/5) Hyperbolic Matrix(351,2590,-256,-1889) (-15/2,-22/3) -> (-48/35,-85/62) Hyperbolic Matrix(211,1540,144,1051) (-22/3,-29/4) -> (41/28,22/15) Hyperbolic Matrix(419,3010,-234,-1681) (-29/4,-7/1) -> (-77/43,-111/62) Hyperbolic Matrix(351,2380,-196,-1329) (-7/1,-27/4) -> (-43/24,-77/43) Hyperbolic Matrix(281,1890,-208,-1399) (-27/4,-20/3) -> (-50/37,-27/20) Hyperbolic Matrix(211,1400,74,491) (-20/3,-33/5) -> (37/13,20/7) Hyperbolic Matrix(139,910,64,419) (-33/5,-13/2) -> (13/6,37/17) Hyperbolic Matrix(349,2240,98,629) (-13/2,-32/5) -> (32/9,57/16) Hyperbolic Matrix(351,2240,-296,-1889) (-32/5,-19/3) -> (-51/43,-32/27) Hyperbolic Matrix(211,1330,-122,-769) (-19/3,-6/1) -> (-64/37,-19/11) Hyperbolic Matrix(351,2030,-254,-1469) (-6/1,-23/4) -> (-47/34,-76/55) Hyperbolic Matrix(209,1190,-160,-911) (-23/4,-17/3) -> (-17/13,-47/36) Hyperbolic Matrix(211,1190,-186,-1049) (-17/3,-45/8) -> (-25/22,-17/15) Hyperbolic Matrix(349,1960,112,629) (-45/8,-73/13) -> (3/1,25/8) Hyperbolic Matrix(911,5110,412,2311) (-73/13,-28/5) -> (42/19,73/33) Hyperbolic Matrix(139,770,-76,-421) (-28/5,-11/2) -> (-11/6,-42/23) Hyperbolic Matrix(489,2660,-116,-631) (-11/2,-38/7) -> (-38/9,-59/14) Hyperbolic Matrix(349,1890,142,769) (-38/7,-27/5) -> (27/11,32/13) Hyperbolic Matrix(209,1120,-170,-911) (-27/5,-16/3) -> (-16/13,-43/35) Hyperbolic Matrix(489,2590,-172,-911) (-16/3,-37/7) -> (-37/13,-54/19) Hyperbolic Matrix(981,5180,610,3221) (-37/7,-58/11) -> (82/51,37/23) Hyperbolic Matrix(1051,5530,386,2031) (-58/11,-21/4) -> (49/18,128/47) Hyperbolic Matrix(909,4760,334,1749) (-21/4,-47/9) -> (117/43,49/18) Hyperbolic Matrix(699,3640,188,979) (-47/9,-26/5) -> (26/7,93/25) Hyperbolic Matrix(419,2170,162,839) (-26/5,-5/1) -> (75/29,44/17) Hyperbolic Matrix(421,2030,-174,-839) (-5/1,-24/5) -> (-46/19,-75/31) Hyperbolic Matrix(279,1330,176,839) (-24/5,-19/4) -> (19/12,46/29) Hyperbolic Matrix(561,2660,-236,-1119) (-19/4,-52/11) -> (-88/37,-19/8) Hyperbolic Matrix(1259,5950,770,3639) (-52/11,-85/18) -> (85/52,18/11) Hyperbolic Matrix(771,3640,104,491) (-85/18,-33/7) -> (37/5,15/2) Hyperbolic Matrix(209,980,164,769) (-33/7,-14/3) -> (14/11,37/29) Hyperbolic Matrix(211,980,166,771) (-14/3,-37/8) -> (33/26,14/11) Hyperbolic Matrix(349,1610,106,489) (-37/8,-23/5) -> (23/7,33/10) Hyperbolic Matrix(351,1610,46,211) (-23/5,-55/12) -> (15/2,23/3) Hyperbolic Matrix(841,3850,-642,-2939) (-55/12,-32/7) -> (-38/29,-55/42) Hyperbolic Matrix(139,630,-62,-281) (-32/7,-9/2) -> (-9/4,-38/17) Hyperbolic Matrix(771,3430,488,2171) (-9/2,-40/9) -> (30/19,79/50) Hyperbolic Matrix(1261,5600,-914,-4059) (-40/9,-31/7) -> (-109/79,-40/29) Hyperbolic Matrix(349,1540,206,909) (-31/7,-22/5) -> (22/13,39/23) Hyperbolic Matrix(351,1540,80,351) (-22/5,-35/8) -> (35/8,22/5) Hyperbolic Matrix(209,910,48,209) (-35/8,-13/3) -> (13/3,35/8) Hyperbolic Matrix(1819,7840,-1332,-5741) (-13/3,-56/13) -> (-56/41,-127/93) Hyperbolic Matrix(1821,7840,488,2101) (-56/13,-43/10) -> (97/26,56/15) Hyperbolic Matrix(1189,5110,-440,-1891) (-43/10,-30/7) -> (-100/37,-27/10) Hyperbolic Matrix(279,1190,-230,-981) (-30/7,-17/4) -> (-17/14,-40/33) Hyperbolic Matrix(911,3850,-712,-3009) (-17/4,-38/9) -> (-32/25,-87/68) Hyperbolic Matrix(1331,5600,516,2171) (-59/14,-21/5) -> (49/19,129/50) Hyperbolic Matrix(1119,4690,434,1819) (-21/5,-46/11) -> (116/45,49/19) Hyperbolic Matrix(1191,4970,688,2871) (-46/11,-25/6) -> (45/26,116/67) Hyperbolic Matrix(421,1750,236,981) (-25/6,-4/1) -> (66/37,25/14) Hyperbolic Matrix(561,2170,326,1261) (-4/1,-27/7) -> (43/25,74/43) Hyperbolic Matrix(491,1890,-418,-1609) (-27/7,-23/6) -> (-47/40,-27/23) Hyperbolic Matrix(421,1610,-256,-979) (-23/6,-19/5) -> (-51/31,-23/14) Hyperbolic Matrix(351,1330,-166,-629) (-19/5,-53/14) -> (-17/8,-19/9) Hyperbolic Matrix(1259,4760,-926,-3501) (-53/14,-34/9) -> (-34/25,-87/64) Hyperbolic Matrix(631,2380,390,1471) (-34/9,-15/4) -> (55/34,34/21) Hyperbolic Matrix(1329,4970,580,2169) (-15/4,-71/19) -> (71/31,55/24) Hyperbolic Matrix(2099,7840,-1612,-6021) (-71/19,-56/15) -> (-56/43,-69/53) Hyperbolic Matrix(2101,7840,488,1821) (-56/15,-97/26) -> (43/10,56/13) Hyperbolic Matrix(3359,12530,938,3499) (-97/26,-41/11) -> (111/31,43/12) Hyperbolic Matrix(1259,4690,-564,-2101) (-41/11,-67/18) -> (-67/30,-29/13) Hyperbolic Matrix(489,1820,-320,-1191) (-67/18,-26/7) -> (-26/17,-3/2) Hyperbolic Matrix(491,1820,208,771) (-26/7,-37/10) -> (33/14,26/11) Hyperbolic Matrix(701,2590,-606,-2239) (-37/10,-48/13) -> (-22/19,-37/32) Hyperbolic Matrix(911,3360,-664,-2449) (-48/13,-11/3) -> (-59/43,-48/35) Hyperbolic Matrix(211,770,-134,-489) (-11/3,-29/8) -> (-41/26,-11/7) Hyperbolic Matrix(349,1260,-136,-491) (-29/8,-18/5) -> (-18/7,-41/16) Hyperbolic Matrix(701,2520,-506,-1819) (-18/5,-61/17) -> (-79/57,-18/13) Hyperbolic Matrix(839,3010,468,1679) (-61/17,-43/12) -> (43/24,9/5) Hyperbolic Matrix(3499,12530,938,3359) (-43/12,-111/31) -> (41/11,97/26) Hyperbolic Matrix(6511,23310,-2522,-9029) (-111/31,-68/19) -> (-142/55,-111/43) Hyperbolic Matrix(3991,14280,2524,9031) (-68/19,-93/26) -> (117/74,68/43) Hyperbolic Matrix(979,3500,-666,-2381) (-93/26,-25/7) -> (-25/17,-47/32) Hyperbolic Matrix(1609,5740,608,2169) (-25/7,-82/23) -> (82/31,45/17) Hyperbolic Matrix(6441,22960,1964,7001) (-82/23,-139/39) -> (141/43,82/25) Hyperbolic Matrix(6089,21700,1630,5809) (-139/39,-57/16) -> (127/34,71/19) Hyperbolic Matrix(629,2240,98,349) (-57/16,-32/9) -> (32/5,13/2) Hyperbolic Matrix(139,490,-40,-141) (-32/9,-7/2) -> (-7/2,-38/11) Parabolic Matrix(1399,4830,-568,-1961) (-38/11,-69/20) -> (-69/28,-32/13) Hyperbolic Matrix(1259,4340,284,979) (-69/20,-31/9) -> (31/7,71/16) Hyperbolic Matrix(1119,3850,488,1679) (-31/9,-55/16) -> (55/24,39/17) Hyperbolic Matrix(3361,11550,2078,7141) (-55/16,-79/23) -> (131/81,55/34) Hyperbolic Matrix(979,3360,530,1819) (-79/23,-24/7) -> (24/13,61/33) Hyperbolic Matrix(349,1190,-144,-491) (-24/7,-17/5) -> (-17/7,-46/19) Hyperbolic Matrix(351,1190,310,1051) (-17/5,-61/18) -> (9/8,17/15) Hyperbolic Matrix(3781,12810,1116,3781) (-61/18,-105/31) -> (105/31,61/18) Hyperbolic Matrix(2729,9240,806,2729) (-105/31,-44/13) -> (44/13,105/31) Hyperbolic Matrix(1469,4970,848,2869) (-44/13,-71/21) -> (71/41,26/15) Hyperbolic Matrix(4059,13720,1118,3779) (-71/21,-98/29) -> (98/27,69/19) Hyperbolic Matrix(2031,6860,850,2871) (-98/29,-27/8) -> (43/18,98/41) Hyperbolic Matrix(2451,8260,-1516,-5109) (-27/8,-64/19) -> (-76/47,-97/60) Hyperbolic Matrix(2661,8960,-956,-3219) (-64/19,-37/11) -> (-103/37,-64/23) Hyperbolic Matrix(209,700,146,489) (-37/11,-10/3) -> (10/7,33/23) Hyperbolic Matrix(211,700,148,491) (-10/3,-33/10) -> (37/26,10/7) Hyperbolic Matrix(489,1610,106,349) (-33/10,-23/7) -> (23/5,37/8) Hyperbolic Matrix(279,910,-172,-561) (-23/7,-13/4) -> (-13/8,-47/29) Hyperbolic Matrix(281,910,130,421) (-13/4,-42/13) -> (28/13,13/6) Hyperbolic Matrix(1259,4060,-912,-2941) (-42/13,-29/9) -> (-29/21,-98/71) Hyperbolic Matrix(349,1120,196,629) (-29/9,-16/5) -> (16/9,41/23) Hyperbolic Matrix(351,1120,110,351) (-16/5,-35/11) -> (35/11,16/5) Hyperbolic Matrix(419,1330,132,419) (-35/11,-19/6) -> (19/6,35/11) Hyperbolic Matrix(3149,9940,-1220,-3851) (-19/6,-41/13) -> (-111/43,-191/74) Hyperbolic Matrix(489,1540,422,1329) (-41/13,-22/7) -> (22/19,29/25) Hyperbolic Matrix(1119,3500,-806,-2521) (-22/7,-25/8) -> (-25/18,-118/85) Hyperbolic Matrix(629,1960,112,349) (-25/8,-3/1) -> (73/13,45/8) Hyperbolic Matrix(629,1820,-460,-1331) (-3/1,-23/8) -> (-93/68,-67/49) Hyperbolic Matrix(489,1400,-416,-1191) (-23/8,-20/7) -> (-20/17,-47/40) Hyperbolic Matrix(491,1400,74,211) (-20/7,-37/13) -> (33/5,20/3) Hyperbolic Matrix(1749,4970,-764,-2171) (-54/19,-17/6) -> (-87/38,-16/7) Hyperbolic Matrix(421,1190,248,701) (-17/6,-31/11) -> (39/23,17/10) Hyperbolic Matrix(349,980,224,629) (-31/11,-14/5) -> (14/9,39/25) Hyperbolic Matrix(351,980,226,631) (-14/5,-39/14) -> (31/20,14/9) Hyperbolic Matrix(10081,28070,2816,7841) (-39/14,-142/51) -> (68/19,179/50) Hyperbolic Matrix(21069,58660,6260,17429) (-142/51,-245/88) -> (175/52,138/41) Hyperbolic Matrix(9731,27090,2892,8051) (-245/88,-103/37) -> (37/11,175/52) Hyperbolic Matrix(1611,4480,680,1891) (-64/23,-25/9) -> (45/19,64/27) Hyperbolic Matrix(631,1750,278,771) (-25/9,-36/13) -> (34/15,25/11) Hyperbolic Matrix(1189,3290,-734,-2031) (-36/13,-11/4) -> (-81/50,-34/21) Hyperbolic Matrix(281,770,-204,-559) (-11/4,-30/11) -> (-40/29,-11/8) Hyperbolic Matrix(1259,3430,976,2659) (-30/11,-79/29) -> (9/7,40/31) Hyperbolic Matrix(4061,11060,-1696,-4619) (-79/29,-128/47) -> (-12/5,-79/33) Hyperbolic Matrix(2031,5530,386,1051) (-128/47,-49/18) -> (21/4,58/11) Hyperbolic Matrix(1749,4760,334,909) (-49/18,-117/43) -> (47/9,21/4) Hyperbolic Matrix(5249,14280,3782,10289) (-117/43,-68/25) -> (68/49,93/67) Hyperbolic Matrix(489,1330,-232,-631) (-68/25,-19/7) -> (-19/9,-2/1) Hyperbolic Matrix(491,1330,388,1051) (-19/7,-46/17) -> (24/19,19/15) Hyperbolic Matrix(4271,11550,-2614,-7069) (-46/17,-73/27) -> (-67/41,-116/71) Hyperbolic Matrix(3781,10220,1606,4341) (-73/27,-100/37) -> (40/17,73/31) Hyperbolic Matrix(701,1890,260,701) (-27/10,-35/13) -> (35/13,27/10) Hyperbolic Matrix(209,560,78,209) (-35/13,-8/3) -> (8/3,35/13) Hyperbolic Matrix(1189,3150,-978,-2591) (-8/3,-45/17) -> (-45/37,-62/51) Hyperbolic Matrix(2169,5740,608,1609) (-45/17,-82/31) -> (82/23,25/7) Hyperbolic Matrix(1959,5180,1588,4199) (-82/31,-37/14) -> (37/30,58/47) Hyperbolic Matrix(3499,9240,-2174,-5741) (-37/14,-66/25) -> (-66/41,-103/64) Hyperbolic Matrix(1751,4620,982,2591) (-66/25,-29/11) -> (41/23,66/37) Hyperbolic Matrix(771,2030,346,911) (-29/11,-50/19) -> (20/9,29/13) Hyperbolic Matrix(2661,7000,1118,2941) (-50/19,-71/27) -> (69/29,50/21) Hyperbolic Matrix(1891,4970,-772,-2029) (-71/27,-21/8) -> (-49/20,-71/29) Hyperbolic Matrix(3151,8260,-2216,-5809) (-21/8,-76/29) -> (-64/45,-91/64) Hyperbolic Matrix(14211,37240,-8788,-23029) (-76/29,-207/79) -> (-283/175,-76/47) Hyperbolic Matrix(9591,25130,5584,14631) (-207/79,-131/50) -> (79/46,67/39) Hyperbolic Matrix(4409,11550,3126,8189) (-131/50,-55/21) -> (55/39,79/56) Hyperbolic Matrix(909,2380,668,1749) (-55/21,-34/13) -> (34/25,15/11) Hyperbolic Matrix(349,910,-242,-631) (-34/13,-13/5) -> (-13/9,-36/25) Hyperbolic Matrix(1189,3080,-730,-1891) (-13/5,-44/17) -> (-44/27,-57/35) Hyperbolic Matrix(839,2170,162,419) (-44/17,-75/29) -> (5/1,26/5) Hyperbolic Matrix(1191,3080,244,631) (-75/29,-106/41) -> (34/7,5/1) Hyperbolic Matrix(2871,7420,-2356,-6089) (-106/41,-31/12) -> (-39/32,-106/87) Hyperbolic Matrix(7211,18620,2142,5531) (-31/12,-142/55) -> (138/41,101/30) Hyperbolic Matrix(841,2170,760,1961) (-80/31,-129/50) -> (11/10,10/9) Hyperbolic Matrix(2659,6860,488,1259) (-129/50,-49/19) -> (49/9,11/2) Hyperbolic Matrix(4481,11550,-2824,-7279) (-49/19,-67/26) -> (-73/46,-119/75) Hyperbolic Matrix(3641,9380,1522,3921) (-67/26,-85/33) -> (55/23,67/28) Hyperbolic Matrix(2311,5950,1822,4691) (-85/33,-18/7) -> (52/41,85/67) Hyperbolic Matrix(629,1610,-520,-1331) (-41/16,-23/9) -> (-23/19,-29/24) Hyperbolic Matrix(631,1610,-466,-1189) (-23/9,-28/11) -> (-42/31,-23/17) Hyperbolic Matrix(1679,4270,440,1119) (-28/11,-61/24) -> (61/16,42/11) Hyperbolic Matrix(1681,4270,772,1961) (-61/24,-33/13) -> (37/17,61/28) Hyperbolic Matrix(139,350,-56,-141) (-33/13,-5/2) -> (-5/2,-37/15) Parabolic Matrix(3009,7420,-1732,-4271) (-37/15,-69/28) -> (-139/80,-33/19) Hyperbolic Matrix(769,1890,142,349) (-32/13,-27/11) -> (27/5,38/7) Hyperbolic Matrix(1541,3780,-1084,-2659) (-27/11,-49/20) -> (-91/64,-27/19) Hyperbolic Matrix(8121,19880,4690,11481) (-71/29,-93/38) -> (187/108,71/41) Hyperbolic Matrix(5321,13020,1488,3641) (-93/38,-22/9) -> (118/33,93/26) Hyperbolic Matrix(631,1540,488,1191) (-22/9,-39/16) -> (31/24,22/17) Hyperbolic Matrix(489,1190,316,769) (-39/16,-17/7) -> (17/11,31/20) Hyperbolic Matrix(6511,15750,2518,6091) (-75/31,-104/43) -> (106/41,75/29) Hyperbolic Matrix(5181,12530,-2894,-6999) (-104/43,-29/12) -> (-111/62,-34/19) Hyperbolic Matrix(349,840,-204,-491) (-29/12,-12/5) -> (-12/7,-41/24) Hyperbolic Matrix(10499,25130,6492,15539) (-79/33,-67/28) -> (207/128,131/81) Hyperbolic Matrix(3921,9380,1522,3641) (-67/28,-55/23) -> (85/33,67/26) Hyperbolic Matrix(1259,3010,-586,-1401) (-55/23,-43/18) -> (-43/20,-15/7) Hyperbolic Matrix(909,2170,674,1609) (-43/18,-74/31) -> (4/3,27/20) Hyperbolic Matrix(6511,15540,2728,6511) (-74/31,-105/44) -> (105/44,74/31) Hyperbolic Matrix(2729,6510,1144,2729) (-105/44,-31/13) -> (31/13,105/44) Hyperbolic Matrix(911,2170,500,1191) (-31/13,-50/21) -> (20/11,31/17) Hyperbolic Matrix(2941,7000,1118,2661) (-50/21,-69/29) -> (71/27,50/19) Hyperbolic Matrix(6091,14490,1148,2731) (-69/29,-157/66) -> (53/10,69/13) Hyperbolic Matrix(24219,57610,5120,12179) (-157/66,-245/103) -> (175/37,123/26) Hyperbolic Matrix(11831,28140,2502,5951) (-245/103,-88/37) -> (52/11,175/37) Hyperbolic Matrix(561,1330,-472,-1119) (-19/8,-45/19) -> (-25/21,-19/16) Hyperbolic Matrix(2099,4970,1596,3779) (-45/19,-116/49) -> (46/35,25/19) Hyperbolic Matrix(24011,56840,-13868,-32829) (-116/49,-187/79) -> (-303/175,-116/67) Hyperbolic Matrix(8399,19880,4968,11759) (-187/79,-71/30) -> (71/42,93/55) Hyperbolic Matrix(2101,4970,1480,3501) (-71/30,-26/11) -> (44/31,71/50) Hyperbolic Matrix(771,1820,208,491) (-26/11,-33/14) -> (37/10,26/7) Hyperbolic Matrix(209,490,-90,-211) (-33/14,-7/3) -> (-7/3,-37/16) Parabolic Matrix(7419,17150,-5330,-12321) (-37/16,-104/45) -> (-174/125,-103/74) Hyperbolic Matrix(9239,21350,3574,8259) (-104/45,-67/29) -> (137/53,106/41) Hyperbolic Matrix(1819,4200,424,979) (-67/29,-30/13) -> (30/7,73/17) Hyperbolic Matrix(911,2100,-698,-1609) (-30/13,-23/10) -> (-47/36,-30/23) Hyperbolic Matrix(701,1610,610,1401) (-23/10,-62/27) -> (8/7,23/20) Hyperbolic Matrix(3781,8680,-2134,-4899) (-62/27,-39/17) -> (-101/57,-62/35) Hyperbolic Matrix(1679,3850,488,1119) (-39/17,-55/24) -> (55/16,31/9) Hyperbolic Matrix(2169,4970,580,1329) (-55/24,-71/31) -> (71/19,15/4) Hyperbolic Matrix(6511,14910,1376,3151) (-71/31,-87/38) -> (123/26,71/15) Hyperbolic Matrix(491,1120,338,771) (-16/7,-41/18) -> (29/20,16/11) Hyperbolic Matrix(2029,4620,1260,2869) (-41/18,-66/29) -> (66/41,29/18) Hyperbolic Matrix(769,1750,584,1329) (-66/29,-25/11) -> (25/19,4/3) Hyperbolic Matrix(771,1750,278,631) (-25/11,-34/15) -> (36/13,25/9) Hyperbolic Matrix(1051,2380,-896,-2029) (-34/15,-43/19) -> (-27/23,-34/29) Hyperbolic Matrix(1331,3010,960,2171) (-43/19,-9/4) -> (61/44,43/31) Hyperbolic Matrix(3289,7350,720,1609) (-38/17,-105/47) -> (105/23,32/7) Hyperbolic Matrix(6581,14700,1442,3221) (-105/47,-67/30) -> (73/16,105/23) Hyperbolic Matrix(911,2030,346,771) (-29/13,-20/9) -> (50/19,29/11) Hyperbolic Matrix(979,2170,568,1259) (-20/9,-31/14) -> (31/18,50/29) Hyperbolic Matrix(349,770,-286,-631) (-31/14,-11/5) -> (-11/9,-39/32) Hyperbolic Matrix(351,770,160,351) (-11/5,-35/16) -> (35/16,11/5) Hyperbolic Matrix(769,1680,352,769) (-35/16,-24/11) -> (24/11,35/16) Hyperbolic Matrix(1541,3360,1092,2381) (-24/11,-61/28) -> (79/56,24/17) Hyperbolic Matrix(1961,4270,772,1681) (-61/28,-37/17) -> (33/13,61/24) Hyperbolic Matrix(419,910,64,139) (-37/17,-13/6) -> (13/2,33/5) Hyperbolic Matrix(421,910,130,281) (-13/6,-28/13) -> (42/13,13/4) Hyperbolic Matrix(2311,4970,684,1471) (-28/13,-43/20) -> (27/8,98/29) Hyperbolic Matrix(1049,2240,-820,-1751) (-15/7,-17/8) -> (-87/68,-55/43) Hyperbolic Matrix(701,1330,-516,-979) (-2/1,-17/9) -> (-53/39,-72/53) Hyperbolic Matrix(631,1190,-482,-909) (-17/9,-15/8) -> (-55/42,-17/13) Hyperbolic Matrix(1609,3010,-936,-1751) (-15/8,-28/15) -> (-98/57,-55/32) Hyperbolic Matrix(489,910,338,629) (-28/15,-13/7) -> (13/9,42/29) Hyperbolic Matrix(491,910,416,771) (-13/7,-37/20) -> (33/28,13/11) Hyperbolic Matrix(2309,4270,1400,2589) (-37/20,-61/33) -> (61/37,33/20) Hyperbolic Matrix(1819,3360,530,979) (-61/33,-24/13) -> (24/7,79/23) Hyperbolic Matrix(911,1680,494,911) (-24/13,-35/19) -> (35/19,24/13) Hyperbolic Matrix(419,770,228,419) (-35/19,-11/6) -> (11/6,35/19) Hyperbolic Matrix(2799,5110,2300,4199) (-42/23,-73/40) -> (73/60,28/23) Hyperbolic Matrix(3569,6510,-2188,-3991) (-73/40,-31/17) -> (-31/19,-137/84) Hyperbolic Matrix(1191,2170,500,911) (-31/17,-20/11) -> (50/21,31/13) Hyperbolic Matrix(1119,2030,694,1259) (-20/11,-29/16) -> (29/18,50/31) Hyperbolic Matrix(349,630,-272,-491) (-29/16,-9/5) -> (-9/7,-41/32) Hyperbolic Matrix(1679,3010,468,839) (-9/5,-43/24) -> (43/12,61/17) Hyperbolic Matrix(979,1750,626,1119) (-34/19,-25/14) -> (25/16,36/23) Hyperbolic Matrix(981,1750,236,421) (-25/14,-66/37) -> (4/1,25/6) Hyperbolic Matrix(2591,4620,982,1751) (-66/37,-41/23) -> (29/11,66/25) Hyperbolic Matrix(629,1120,196,349) (-41/23,-16/9) -> (16/5,29/9) Hyperbolic Matrix(1261,2240,-1024,-1819) (-16/9,-71/40) -> (-69/56,-16/13) Hyperbolic Matrix(2801,4970,2052,3641) (-71/40,-55/31) -> (15/11,71/52) Hyperbolic Matrix(2171,3850,1540,2731) (-55/31,-39/22) -> (31/22,55/39) Hyperbolic Matrix(11059,19600,4818,8539) (-39/22,-140/79) -> (140/61,101/44) Hyperbolic Matrix(11061,19600,4820,8541) (-140/79,-101/57) -> (39/17,140/61) Hyperbolic Matrix(909,1610,118,209) (-62/35,-23/13) -> (23/3,8/1) Hyperbolic Matrix(911,1610,-752,-1329) (-23/13,-30/17) -> (-40/33,-23/19) Hyperbolic Matrix(279,490,-160,-281) (-30/17,-7/4) -> (-7/4,-40/23) Parabolic Matrix(5879,10220,3704,6439) (-40/23,-73/42) -> (73/46,100/63) Hyperbolic Matrix(8539,14840,1530,2659) (-73/42,-106/61) -> (106/19,67/12) Hyperbolic Matrix(39479,68600,11118,19319) (-106/61,-245/141) -> (245/69,174/49) Hyperbolic Matrix(29611,51450,8340,14491) (-245/141,-139/80) -> (71/20,245/69) Hyperbolic Matrix(1049,1820,766,1329) (-33/19,-26/15) -> (26/19,37/27) Hyperbolic Matrix(2869,4970,848,1469) (-26/15,-71/41) -> (71/21,44/13) Hyperbolic Matrix(14351,24850,5458,9451) (-71/41,-187/108) -> (163/62,71/27) Hyperbolic Matrix(138669,240100,58580,101429) (-187/108,-490/283) -> (490/207,303/128) Hyperbolic Matrix(138671,240100,58582,101431) (-490/283,-303/175) -> (187/79,490/207) Hyperbolic Matrix(2871,4970,688,1191) (-116/67,-45/26) -> (25/6,46/11) Hyperbolic Matrix(2589,4480,1658,2869) (-45/26,-64/37) -> (64/41,25/16) Hyperbolic Matrix(1541,2660,-1216,-2099) (-19/11,-69/40) -> (-71/56,-19/15) Hyperbolic Matrix(4059,7000,2516,4339) (-69/40,-50/29) -> (50/31,71/44) Hyperbolic Matrix(1259,2170,568,979) (-50/29,-31/18) -> (31/14,20/9) Hyperbolic Matrix(3781,6510,2196,3781) (-31/18,-105/61) -> (105/61,31/18) Hyperbolic Matrix(9029,15540,5246,9029) (-105/61,-74/43) -> (74/43,105/61) Hyperbolic Matrix(1261,2170,326,561) (-74/43,-43/25) -> (27/7,4/1) Hyperbolic Matrix(3989,6860,2808,4829) (-43/25,-98/57) -> (98/69,27/19) Hyperbolic Matrix(5459,9380,3340,5739) (-55/32,-67/39) -> (67/41,85/52) Hyperbolic Matrix(6441,11060,-4076,-6999) (-67/39,-12/7) -> (-128/81,-207/131) Hyperbolic Matrix(2869,4900,1188,2029) (-41/24,-70/41) -> (70/29,29/12) Hyperbolic Matrix(2871,4900,1190,2031) (-70/41,-29/17) -> (41/17,70/29) Hyperbolic Matrix(699,1190,-494,-841) (-29/17,-17/10) -> (-17/12,-41/29) Hyperbolic Matrix(701,1190,248,421) (-17/10,-39/23) -> (31/11,17/6) Hyperbolic Matrix(909,1540,206,349) (-39/23,-22/13) -> (22/5,31/7) Hyperbolic Matrix(2941,4970,-1822,-3079) (-22/13,-49/29) -> (-21/13,-92/57) Hyperbolic Matrix(3149,5320,-1948,-3291) (-49/29,-27/16) -> (-97/60,-21/13) Hyperbolic Matrix(1121,1890,914,1541) (-27/16,-32/19) -> (38/31,27/22) Hyperbolic Matrix(209,350,-126,-211) (-32/19,-5/3) -> (-5/3,-38/23) Parabolic Matrix(3009,4970,-2162,-3571) (-38/23,-33/20) -> (-103/74,-32/23) Hyperbolic Matrix(2589,4270,1400,2309) (-33/20,-61/37) -> (61/33,37/20) Hyperbolic Matrix(2379,3920,934,1539) (-61/37,-28/17) -> (28/11,79/31) Hyperbolic Matrix(2381,3920,936,1541) (-28/17,-79/48) -> (61/24,28/11) Hyperbolic Matrix(1191,1960,1064,1751) (-79/48,-51/31) -> (19/17,9/8) Hyperbolic Matrix(769,1260,-556,-911) (-23/14,-18/11) -> (-18/13,-47/34) Hyperbolic Matrix(3639,5950,770,1259) (-18/11,-85/52) -> (85/18,52/11) Hyperbolic Matrix(5739,9380,3340,5459) (-85/52,-67/41) -> (67/39,55/32) Hyperbolic Matrix(2871,4690,2186,3571) (-116/71,-49/30) -> (21/16,46/35) Hyperbolic Matrix(3429,5600,2614,4269) (-49/30,-129/79) -> (59/45,21/16) Hyperbolic Matrix(1329,2170,128,209) (-129/79,-80/49) -> (10/1,11/1) Hyperbolic Matrix(2101,3430,-1886,-3079) (-80/49,-111/68) -> (-29/26,-10/9) Hyperbolic Matrix(14281,23310,-10292,-16799) (-111/68,-31/19) -> (-179/129,-111/80) Hyperbolic Matrix(13091,21350,7426,12111) (-137/84,-106/65) -> (104/59,67/38) Hyperbolic Matrix(9659,15750,5666,9239) (-106/65,-75/46) -> (75/44,104/61) Hyperbolic Matrix(1331,2170,1074,1751) (-75/46,-44/27) -> (26/21,5/4) Hyperbolic Matrix(3009,4900,1160,1889) (-57/35,-70/43) -> (70/27,13/5) Hyperbolic Matrix(3011,4900,1162,1891) (-70/43,-13/8) -> (57/22,70/27) Hyperbolic Matrix(5529,8960,1684,2729) (-47/29,-175/108) -> (105/32,23/7) Hyperbolic Matrix(17151,27790,5228,8471) (-175/108,-128/79) -> (82/25,105/32) Hyperbolic Matrix(1469,2380,-1340,-2171) (-128/79,-81/50) -> (-11/10,-12/11) Hyperbolic Matrix(1471,2380,390,631) (-34/21,-55/34) -> (15/4,34/9) Hyperbolic Matrix(7141,11550,2078,3361) (-55/34,-131/81) -> (79/23,55/16) Hyperbolic Matrix(26879,43470,9868,15959) (-131/81,-207/128) -> (207/76,79/29) Hyperbolic Matrix(148469,240100,56660,91629) (-207/128,-490/303) -> (490/187,283/108) Hyperbolic Matrix(148471,240100,56662,91631) (-490/303,-283/175) -> (207/79,490/187) Hyperbolic Matrix(4901,7910,1562,2521) (-92/57,-163/101) -> (47/15,22/7) Hyperbolic Matrix(15399,24850,6506,10499) (-163/101,-71/44) -> (71/30,187/79) Hyperbolic Matrix(4339,7000,2516,4059) (-71/44,-50/31) -> (50/29,69/40) Hyperbolic Matrix(1259,2030,694,1119) (-50/31,-29/18) -> (29/16,20/11) Hyperbolic Matrix(2869,4620,1260,2029) (-29/18,-66/41) -> (66/29,41/18) Hyperbolic Matrix(12179,19600,4610,7419) (-103/64,-140/87) -> (140/53,37/14) Hyperbolic Matrix(12181,19600,4612,7421) (-140/87,-37/23) -> (103/39,140/53) Hyperbolic Matrix(3221,5180,610,981) (-37/23,-82/51) -> (58/11,37/7) Hyperbolic Matrix(3571,5740,2570,4131) (-82/51,-45/28) -> (25/18,82/59) Hyperbolic Matrix(349,560,-306,-491) (-45/28,-8/5) -> (-8/7,-25/22) Hyperbolic Matrix(351,560,220,351) (-8/5,-35/22) -> (35/22,8/5) Hyperbolic Matrix(1189,1890,748,1189) (-35/22,-27/17) -> (27/17,35/22) Hyperbolic Matrix(3219,5110,-2470,-3921) (-27/17,-73/46) -> (-73/56,-43/33) Hyperbolic Matrix(4059,6440,970,1539) (-119/75,-46/29) -> (46/11,21/5) Hyperbolic Matrix(839,1330,176,279) (-46/29,-19/12) -> (19/4,24/5) Hyperbolic Matrix(1681,2660,-1238,-1959) (-19/12,-68/43) -> (-72/53,-19/14) Hyperbolic Matrix(9031,14280,2524,3991) (-68/43,-117/74) -> (93/26,68/19) Hyperbolic Matrix(3011,4760,2436,3851) (-117/74,-49/31) -> (21/17,47/38) Hyperbolic Matrix(3499,5530,2834,4479) (-49/31,-128/81) -> (58/47,21/17) Hyperbolic Matrix(27511,43470,10500,16591) (-207/131,-79/50) -> (131/50,207/79) Hyperbolic Matrix(2171,3430,488,771) (-79/50,-30/19) -> (40/9,9/2) Hyperbolic Matrix(3149,4970,-2440,-3851) (-30/19,-71/45) -> (-71/55,-40/31) Hyperbolic Matrix(3151,4970,-2174,-3429) (-71/45,-41/26) -> (-29/20,-71/49) Hyperbolic Matrix(1609,2520,-1118,-1751) (-11/7,-36/23) -> (-36/25,-59/41) Hyperbolic Matrix(1119,1750,626,979) (-36/23,-25/16) -> (25/14,34/19) Hyperbolic Matrix(1121,1750,180,281) (-25/16,-64/41) -> (6/1,25/4) Hyperbolic Matrix(5741,8960,-4036,-6299) (-64/41,-39/25) -> (-101/71,-64/45) Hyperbolic Matrix(629,980,224,349) (-39/25,-14/9) -> (14/5,31/11) Hyperbolic Matrix(631,980,226,351) (-14/9,-31/20) -> (39/14,14/5) Hyperbolic Matrix(769,1190,316,489) (-31/20,-17/11) -> (17/7,39/16) Hyperbolic Matrix(1679,2590,-1362,-2101) (-17/11,-37/24) -> (-37/30,-53/43) Hyperbolic Matrix(909,1400,772,1189) (-37/24,-20/13) -> (20/17,33/28) Hyperbolic Matrix(1049,1610,-776,-1191) (-20/13,-23/15) -> (-23/17,-50/37) Hyperbolic Matrix(1189,1820,228,349) (-23/15,-26/17) -> (26/5,47/9) Hyperbolic Matrix(1331,1960,1094,1611) (-3/2,-25/17) -> (45/37,73/60) Hyperbolic Matrix(5389,7910,2050,3009) (-47/32,-22/15) -> (92/35,163/62) Hyperbolic Matrix(1051,1540,144,211) (-22/15,-41/28) -> (29/4,22/3) Hyperbolic Matrix(909,1330,-814,-1191) (-41/28,-19/13) -> (-19/17,-29/26) Hyperbolic Matrix(911,1330,624,911) (-19/13,-35/24) -> (35/24,19/13) Hyperbolic Matrix(769,1120,528,769) (-35/24,-16/11) -> (16/11,35/24) Hyperbolic Matrix(771,1120,338,491) (-16/11,-29/20) -> (41/18,16/7) Hyperbolic Matrix(6861,9940,2030,2941) (-71/49,-42/29) -> (98/29,71/21) Hyperbolic Matrix(629,910,338,489) (-42/29,-13/9) -> (13/7,28/15) Hyperbolic Matrix(15959,22960,11482,16519) (-141/98,-82/57) -> (82/59,139/100) Hyperbolic Matrix(19319,27790,7396,10639) (-82/57,-105/73) -> (175/67,128/49) Hyperbolic Matrix(6231,8960,2386,3431) (-105/73,-23/16) -> (47/18,175/67) Hyperbolic Matrix(1121,1610,878,1261) (-23/16,-33/23) -> (37/29,23/18) Hyperbolic Matrix(489,700,146,209) (-33/23,-10/7) -> (10/3,37/11) Hyperbolic Matrix(491,700,148,211) (-10/7,-37/26) -> (33/10,10/3) Hyperbolic Matrix(19039,27090,12200,17359) (-37/26,-175/123) -> (245/157,103/66) Hyperbolic Matrix(41231,58660,26422,37591) (-175/123,-138/97) -> (142/91,245/157) Hyperbolic Matrix(13089,18620,8020,11409) (-138/97,-101/71) -> (31/19,142/87) Hyperbolic Matrix(3499,4970,1872,2659) (-27/19,-98/69) -> (28/15,43/23) Hyperbolic Matrix(6999,9940,2168,3079) (-98/69,-71/50) -> (71/22,42/13) Hyperbolic Matrix(3501,4970,1480,2101) (-71/50,-44/31) -> (26/11,71/30) Hyperbolic Matrix(6511,9240,4588,6511) (-44/31,-105/74) -> (105/74,44/31) Hyperbolic Matrix(9029,12810,6364,9029) (-105/74,-61/43) -> (61/43,105/74) Hyperbolic Matrix(839,1190,98,139) (-61/43,-17/12) -> (17/2,9/1) Hyperbolic Matrix(1189,1680,-942,-1331) (-41/29,-24/17) -> (-24/19,-29/23) Hyperbolic Matrix(2381,3360,1092,1541) (-24/17,-79/56) -> (61/28,24/11) Hyperbolic Matrix(8189,11550,3126,4409) (-79/56,-55/39) -> (55/21,131/50) Hyperbolic Matrix(2731,3850,1540,2171) (-55/39,-31/22) -> (39/22,55/31) Hyperbolic Matrix(349,490,-250,-351) (-31/22,-7/5) -> (-7/5,-39/28) Parabolic Matrix(7491,10430,2062,2871) (-39/28,-71/51) -> (69/19,109/30) Hyperbolic Matrix(36959,51450,15688,21839) (-71/51,-245/176) -> (245/104,139/59) Hyperbolic Matrix(49281,68600,20920,29121) (-245/176,-174/125) -> (106/45,245/104) Hyperbolic Matrix(1611,2240,1360,1891) (-32/23,-57/41) -> (13/11,32/27) Hyperbolic Matrix(4129,5740,956,1329) (-57/41,-139/100) -> (69/16,13/3) Hyperbolic Matrix(1259,1750,100,139) (-139/100,-82/59) -> (12/1,1/0) Hyperbolic Matrix(4131,5740,2570,3571) (-82/59,-25/18) -> (45/28,82/51) Hyperbolic Matrix(9379,13020,5546,7699) (-118/85,-93/67) -> (93/55,22/13) Hyperbolic Matrix(10289,14280,3782,5249) (-93/67,-68/49) -> (68/25,117/43) Hyperbolic Matrix(20229,28070,12964,17989) (-68/49,-179/129) -> (39/25,142/91) Hyperbolic Matrix(9031,12530,6610,9171) (-111/80,-43/31) -> (97/71,41/30) Hyperbolic Matrix(2171,3010,960,1331) (-43/31,-61/44) -> (9/4,43/19) Hyperbolic Matrix(14139,19600,3938,5459) (-61/44,-140/101) -> (140/39,79/22) Hyperbolic Matrix(14141,19600,3940,5461) (-140/101,-79/57) -> (61/17,140/39) Hyperbolic Matrix(2381,3290,406,561) (-76/55,-105/76) -> (35/6,6/1) Hyperbolic Matrix(2939,4060,506,699) (-105/76,-29/21) -> (29/5,35/6) Hyperbolic Matrix(9941,13720,7000,9661) (-98/71,-69/50) -> (71/50,98/69) Hyperbolic Matrix(7559,10430,2130,2939) (-69/50,-109/79) -> (39/11,71/20) Hyperbolic Matrix(3569,4900,968,1329) (-11/8,-70/51) -> (70/19,59/16) Hyperbolic Matrix(3571,4900,970,1331) (-70/51,-59/43) -> (11/3,70/19) Hyperbolic Matrix(4341,5950,920,1261) (-85/62,-37/27) -> (33/7,85/18) Hyperbolic Matrix(1329,1820,766,1049) (-37/27,-26/19) -> (26/15,33/19) Hyperbolic Matrix(2661,3640,2150,2941) (-26/19,-93/68) -> (47/38,26/21) Hyperbolic Matrix(4199,5740,-3278,-4481) (-67/49,-41/30) -> (-41/32,-73/57) Hyperbolic Matrix(9171,12530,6610,9031) (-41/30,-97/71) -> (43/31,111/80) Hyperbolic Matrix(5739,7840,4406,6019) (-97/71,-56/41) -> (56/43,43/33) Hyperbolic Matrix(15891,21700,11432,15611) (-127/93,-71/52) -> (139/100,57/41) Hyperbolic Matrix(3641,4970,2052,2801) (-71/52,-15/11) -> (55/31,71/40) Hyperbolic Matrix(1749,2380,668,909) (-15/11,-34/25) -> (34/13,55/21) Hyperbolic Matrix(14419,19600,3810,5179) (-87/64,-140/103) -> (140/37,53/14) Hyperbolic Matrix(14421,19600,3812,5181) (-140/103,-53/39) -> (87/23,140/37) Hyperbolic Matrix(981,1330,104,141) (-19/14,-61/45) -> (9/1,19/2) Hyperbolic Matrix(3151,4270,1912,2591) (-61/45,-42/31) -> (28/17,61/37) Hyperbolic Matrix(1609,2170,674,909) (-27/20,-4/3) -> (74/31,43/18) Hyperbolic Matrix(1329,1750,584,769) (-4/3,-25/19) -> (25/11,66/29) Hyperbolic Matrix(3779,4970,1596,2099) (-25/19,-46/35) -> (116/49,45/19) Hyperbolic Matrix(4901,6440,1812,2381) (-46/35,-21/16) -> (119/44,46/17) Hyperbolic Matrix(2029,2660,-1656,-2171) (-21/16,-38/29) -> (-38/31,-49/40) Hyperbolic Matrix(3221,4200,1826,2381) (-30/23,-73/56) -> (67/38,30/17) Hyperbolic Matrix(6019,7840,4406,5739) (-43/33,-56/43) -> (56/41,97/71) Hyperbolic Matrix(4411,5740,1238,1611) (-69/53,-13/10) -> (57/16,139/39) Hyperbolic Matrix(701,910,540,701) (-13/10,-35/27) -> (35/27,13/10) Hyperbolic Matrix(1189,1540,918,1189) (-35/27,-22/17) -> (22/17,35/27) Hyperbolic Matrix(1191,1540,488,631) (-22/17,-31/24) -> (39/16,22/9) Hyperbolic Matrix(3361,4340,2386,3081) (-31/24,-71/55) -> (69/49,31/22) Hyperbolic Matrix(2659,3430,976,1259) (-40/31,-9/7) -> (79/29,30/11) Hyperbolic Matrix(11479,14700,6340,8119) (-73/57,-105/82) -> (105/58,67/37) Hyperbolic Matrix(5741,7350,3172,4061) (-105/82,-32/25) -> (38/21,105/58) Hyperbolic Matrix(1259,1610,1094,1399) (-55/43,-23/18) -> (23/20,15/13) Hyperbolic Matrix(1261,1610,878,1121) (-23/18,-37/29) -> (33/23,23/16) Hyperbolic Matrix(769,980,164,209) (-37/29,-14/11) -> (14/3,33/7) Hyperbolic Matrix(771,980,166,211) (-14/11,-33/26) -> (37/8,14/3) Hyperbolic Matrix(4689,5950,1268,1609) (-33/26,-85/67) -> (85/23,37/10) Hyperbolic Matrix(4691,5950,1822,2311) (-85/67,-52/41) -> (18/7,85/33) Hyperbolic Matrix(22189,28140,12860,16309) (-52/41,-175/138) -> (245/142,88/51) Hyperbolic Matrix(45431,57610,26332,33391) (-175/138,-123/97) -> (157/91,245/142) Hyperbolic Matrix(11759,14910,6624,8399) (-123/97,-71/56) -> (71/40,87/49) Hyperbolic Matrix(1051,1330,388,491) (-19/15,-24/19) -> (46/17,19/7) Hyperbolic Matrix(1611,2030,-1388,-1749) (-29/23,-34/27) -> (-36/31,-29/25) Hyperbolic Matrix(2449,3080,1502,1889) (-34/27,-5/4) -> (75/46,106/65) Hyperbolic Matrix(1751,2170,1074,1331) (-5/4,-26/21) -> (44/27,75/46) Hyperbolic Matrix(1471,1820,510,631) (-26/21,-47/38) -> (23/8,26/9) Hyperbolic Matrix(3851,4760,2436,3011) (-47/38,-21/17) -> (49/31,117/74) Hyperbolic Matrix(4479,5530,2834,3499) (-21/17,-58/47) -> (128/81,49/31) Hyperbolic Matrix(4199,5180,1588,1959) (-58/47,-37/30) -> (37/14,82/31) Hyperbolic Matrix(11759,14490,6816,8399) (-53/43,-69/56) -> (69/40,157/91) Hyperbolic Matrix(3989,4900,740,909) (-43/35,-70/57) -> (70/13,27/5) Hyperbolic Matrix(3991,4900,742,911) (-70/57,-27/22) -> (43/8,70/13) Hyperbolic Matrix(1541,1890,914,1121) (-27/22,-38/31) -> (32/19,27/16) Hyperbolic Matrix(5601,6860,3430,4201) (-49/40,-11/9) -> (129/79,49/30) Hyperbolic Matrix(12181,14840,5172,6301) (-106/87,-67/55) -> (73/31,106/45) Hyperbolic Matrix(3219,3920,574,699) (-67/55,-28/23) -> (28/5,73/13) Hyperbolic Matrix(3221,3920,576,701) (-28/23,-73/60) -> (67/12,28/5) Hyperbolic Matrix(1611,1960,1094,1331) (-73/60,-45/37) -> (25/17,3/2) Hyperbolic Matrix(3361,4060,928,1121) (-29/24,-35/29) -> (105/29,29/8) Hyperbolic Matrix(2729,3290,754,909) (-35/29,-6/5) -> (76/21,105/29) Hyperbolic Matrix(1469,1750,528,629) (-6/5,-25/21) -> (25/9,64/23) Hyperbolic Matrix(4129,4900,648,769) (-19/16,-70/59) -> (70/11,51/8) Hyperbolic Matrix(4131,4900,650,771) (-70/59,-51/43) -> (19/3,70/11) Hyperbolic Matrix(1891,2240,1360,1611) (-32/27,-13/11) -> (57/41,32/23) Hyperbolic Matrix(771,910,416,491) (-13/11,-33/28) -> (37/20,13/7) Hyperbolic Matrix(1189,1400,772,909) (-33/28,-20/17) -> (20/13,37/24) Hyperbolic Matrix(419,490,-360,-421) (-34/29,-7/6) -> (-7/6,-36/31) Parabolic Matrix(1329,1540,422,489) (-29/25,-22/19) -> (22/7,41/13) Hyperbolic Matrix(3149,3640,2482,2869) (-37/32,-15/13) -> (85/67,33/26) Hyperbolic Matrix(1399,1610,1094,1259) (-15/13,-23/20) -> (23/18,55/43) Hyperbolic Matrix(1401,1610,610,701) (-23/20,-8/7) -> (62/27,23/10) Hyperbolic Matrix(1051,1190,310,351) (-17/15,-9/8) -> (61/18,17/5) Hyperbolic Matrix(1189,1330,312,349) (-9/8,-19/17) -> (19/5,61/16) Hyperbolic Matrix(1961,2170,760,841) (-10/9,-11/10) -> (129/50,80/31) Hyperbolic Matrix(1611,1750,452,491) (-12/11,-1/1) -> (139/39,82/23) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(1469,-1610,448,-491) (1/1,11/10) -> (59/18,141/43) Hyperbolic Matrix(3079,-3430,1886,-2101) (10/9,19/17) -> (191/117,80/49) Hyperbolic Matrix(1049,-1190,186,-211) (17/15,8/7) -> (62/11,17/3) Hyperbolic Matrix(2239,-2590,606,-701) (15/13,22/19) -> (48/13,85/23) Hyperbolic Matrix(2591,-3010,1144,-1329) (29/25,7/6) -> (77/34,111/49) Hyperbolic Matrix(2029,-2380,896,-1051) (7/6,27/23) -> (43/19,77/34) Hyperbolic Matrix(1609,-1890,418,-491) (27/23,20/17) -> (50/13,27/7) Hyperbolic Matrix(1889,-2240,296,-351) (32/27,19/16) -> (51/8,32/5) Hyperbolic Matrix(1119,-1330,472,-561) (19/16,6/5) -> (64/27,19/8) Hyperbolic Matrix(1679,-2030,464,-561) (6/5,23/19) -> (47/13,76/21) Hyperbolic Matrix(981,-1190,230,-279) (23/19,17/14) -> (17/4,47/11) Hyperbolic Matrix(979,-1190,116,-141) (17/14,45/37) -> (25/3,17/2) Hyperbolic Matrix(631,-770,286,-349) (28/23,11/9) -> (11/5,42/19) Hyperbolic Matrix(2171,-2660,1656,-2029) (11/9,38/31) -> (38/29,59/45) Hyperbolic Matrix(911,-1120,170,-209) (27/22,16/13) -> (16/3,43/8) Hyperbolic Matrix(2101,-2590,1362,-1679) (16/13,37/30) -> (37/24,54/35) Hyperbolic Matrix(1609,-2030,944,-1191) (5/4,24/19) -> (46/27,75/44) Hyperbolic Matrix(2099,-2660,1216,-1541) (19/15,52/41) -> (88/51,19/11) Hyperbolic Matrix(3009,-3850,712,-911) (55/43,32/25) -> (38/9,55/13) Hyperbolic Matrix(491,-630,272,-349) (32/25,9/7) -> (9/5,38/21) Hyperbolic Matrix(4339,-5600,1194,-1541) (40/31,31/24) -> (109/30,40/11) Hyperbolic Matrix(6021,-7840,1612,-2099) (13/10,56/43) -> (56/15,127/34) Hyperbolic Matrix(3921,-5110,2470,-3219) (43/33,30/23) -> (100/63,27/17) Hyperbolic Matrix(911,-1190,160,-209) (30/23,17/13) -> (17/3,40/7) Hyperbolic Matrix(2939,-3850,642,-841) (17/13,38/29) -> (32/7,87/19) Hyperbolic Matrix(1399,-1890,208,-281) (27/20,23/17) -> (47/7,27/4) Hyperbolic Matrix(1189,-1610,466,-631) (23/17,19/14) -> (51/20,23/9) Hyperbolic Matrix(979,-1330,516,-701) (19/14,53/39) -> (17/9,19/10) Hyperbolic Matrix(3501,-4760,926,-1259) (53/39,34/25) -> (34/9,87/23) Hyperbolic Matrix(5741,-7840,1332,-1819) (71/52,56/41) -> (56/13,69/16) Hyperbolic Matrix(3431,-4690,1894,-2589) (41/30,67/49) -> (67/37,29/16) Hyperbolic Matrix(1331,-1820,460,-629) (67/49,26/19) -> (26/9,3/1) Hyperbolic Matrix(1889,-2590,256,-351) (37/27,48/35) -> (22/3,37/5) Hyperbolic Matrix(2449,-3360,664,-911) (48/35,11/8) -> (59/16,48/13) Hyperbolic Matrix(559,-770,204,-281) (11/8,29/21) -> (41/15,11/4) Hyperbolic Matrix(911,-1260,556,-769) (29/21,18/13) -> (18/11,41/25) Hyperbolic Matrix(1819,-2520,506,-701) (18/13,61/44) -> (79/22,18/5) Hyperbolic Matrix(16799,-23310,10292,-14281) (111/80,68/49) -> (142/87,111/68) Hyperbolic Matrix(2521,-3500,806,-1119) (93/67,25/18) -> (25/8,47/15) Hyperbolic Matrix(351,-490,250,-349) (32/23,7/5) -> (7/5,38/27) Parabolic Matrix(3431,-4830,2038,-2869) (38/27,69/49) -> (69/41,32/19) Hyperbolic Matrix(841,-1190,494,-699) (24/17,17/12) -> (17/10,46/27) Hyperbolic Matrix(5809,-8260,2216,-3151) (27/19,64/45) -> (76/29,97/37) Hyperbolic Matrix(6299,-8960,4036,-5741) (64/45,37/26) -> (103/66,64/41) Hyperbolic Matrix(631,-910,242,-349) (23/16,13/9) -> (13/5,47/18) Hyperbolic Matrix(2801,-4060,772,-1119) (42/29,29/20) -> (29/8,98/27) Hyperbolic Matrix(6791,-9940,4160,-6089) (19/13,41/28) -> (111/68,191/117) Hyperbolic Matrix(2381,-3500,666,-979) (22/15,25/17) -> (25/7,118/33) Hyperbolic Matrix(1191,-1820,320,-489) (3/2,23/15) -> (93/25,67/18) Hyperbolic Matrix(911,-1400,136,-209) (23/15,20/13) -> (20/3,47/7) Hyperbolic Matrix(3221,-4970,1814,-2799) (54/35,17/11) -> (87/49,16/9) Hyperbolic Matrix(2101,-3290,804,-1259) (36/23,11/7) -> (81/31,34/13) Hyperbolic Matrix(489,-770,134,-211) (11/7,30/19) -> (40/11,11/3) Hyperbolic Matrix(6999,-11060,4076,-6441) (79/50,128/81) -> (12/7,79/46) Hyperbolic Matrix(841,-1330,442,-699) (68/43,19/12) -> (19/10,2/1) Hyperbolic Matrix(7279,-11550,2824,-4481) (46/29,73/46) -> (67/26,116/45) Hyperbolic Matrix(1961,-3150,348,-559) (8/5,45/28) -> (45/8,62/11) Hyperbolic Matrix(5741,-9240,2174,-3499) (37/23,66/41) -> (66/25,103/39) Hyperbolic Matrix(3079,-4970,1822,-2941) (71/44,21/13) -> (49/29,71/42) Hyperbolic Matrix(5109,-8260,1516,-2451) (21/13,76/47) -> (64/19,91/27) Hyperbolic Matrix(23029,-37240,8788,-14211) (76/47,207/128) -> (283/108,76/29) Hyperbolic Matrix(561,-910,172,-279) (34/21,13/8) -> (13/4,36/11) Hyperbolic Matrix(1891,-3080,730,-1189) (13/8,44/27) -> (44/17,57/22) Hyperbolic Matrix(4549,-7420,816,-1331) (106/65,31/19) -> (39/7,106/19) Hyperbolic Matrix(7069,-11550,2614,-4271) (49/30,67/41) -> (73/27,119/44) Hyperbolic Matrix(981,-1610,170,-279) (41/25,23/14) -> (23/4,29/5) Hyperbolic Matrix(979,-1610,256,-421) (23/14,28/17) -> (42/11,23/6) Hyperbolic Matrix(211,-350,126,-209) (33/20,5/3) -> (5/3,37/22) Parabolic Matrix(4411,-7420,1872,-3149) (37/22,69/41) -> (139/59,33/14) Hyperbolic Matrix(2239,-3780,664,-1121) (27/16,49/29) -> (91/27,27/8) Hyperbolic Matrix(7349,-12530,3244,-5531) (104/61,29/17) -> (111/49,34/15) Hyperbolic Matrix(491,-840,204,-349) (29/17,12/7) -> (12/5,41/17) Hyperbolic Matrix(1751,-3010,936,-1609) (55/32,43/25) -> (43/23,15/8) Hyperbolic Matrix(769,-1330,122,-211) (19/11,45/26) -> (25/4,19/3) Hyperbolic Matrix(32829,-56840,13868,-24011) (116/67,187/108) -> (303/128,116/49) Hyperbolic Matrix(281,-490,160,-279) (33/19,7/4) -> (7/4,37/21) Parabolic Matrix(9731,-17150,2740,-4829) (37/21,104/59) -> (174/49,103/29) Hyperbolic Matrix(1189,-2100,278,-491) (30/17,23/13) -> (47/11,30/7) Hyperbolic Matrix(4899,-8680,2134,-3781) (62/35,39/22) -> (101/44,62/27) Hyperbolic Matrix(1329,-2380,196,-351) (34/19,43/24) -> (27/4,34/5) Hyperbolic Matrix(421,-770,76,-139) (31/17,11/6) -> (11/2,39/7) Hyperbolic Matrix(1191,-2240,260,-489) (15/8,17/9) -> (87/19,55/12) Hyperbolic Matrix(629,-1330,166,-351) (2/1,17/8) -> (53/14,72/19) Hyperbolic Matrix(559,-1190,132,-281) (17/8,15/7) -> (55/13,17/4) Hyperbolic Matrix(1401,-3010,586,-1259) (15/7,28/13) -> (98/41,55/23) Hyperbolic Matrix(2941,-6510,1138,-2519) (73/33,31/14) -> (31/12,137/53) Hyperbolic Matrix(281,-630,62,-139) (29/13,9/4) -> (9/2,41/9) Hyperbolic Matrix(979,-2240,184,-421) (16/7,71/31) -> (69/13,16/3) Hyperbolic Matrix(699,-1610,122,-281) (23/10,30/13) -> (40/7,23/4) Hyperbolic Matrix(211,-490,90,-209) (30/13,7/3) -> (7/3,40/17) Parabolic Matrix(1119,-2660,236,-561) (19/8,69/29) -> (71/15,19/4) Hyperbolic Matrix(4619,-11060,1696,-4061) (67/28,12/5) -> (128/47,207/76) Hyperbolic Matrix(491,-1190,144,-349) (29/12,17/7) -> (17/5,41/12) Hyperbolic Matrix(2029,-4970,772,-1891) (22/9,49/20) -> (21/8,92/35) Hyperbolic Matrix(2171,-5320,828,-2029) (49/20,27/11) -> (97/37,21/8) Hyperbolic Matrix(141,-350,56,-139) (32/13,5/2) -> (5/2,38/15) Parabolic Matrix(1961,-4970,552,-1399) (38/15,33/13) -> (103/29,32/9) Hyperbolic Matrix(491,-1260,136,-349) (23/9,18/7) -> (18/5,47/13) Hyperbolic Matrix(1329,-3430,136,-351) (80/31,111/43) -> (29/3,10/1) Hyperbolic Matrix(9029,-23310,2522,-6511) (111/43,31/12) -> (179/50,111/31) Hyperbolic Matrix(911,-2380,80,-209) (128/49,81/31) -> (11/1,12/1) Hyperbolic Matrix(211,-560,26,-69) (45/17,8/3) -> (8/1,25/3) Hyperbolic Matrix(1891,-5110,440,-1189) (27/10,73/27) -> (73/17,43/10) Hyperbolic Matrix(979,-2660,258,-701) (19/7,68/25) -> (72/19,19/5) Hyperbolic Matrix(1821,-4970,410,-1119) (30/11,71/26) -> (71/16,40/9) Hyperbolic Matrix(1819,-4970,564,-1541) (71/26,41/15) -> (29/9,71/22) Hyperbolic Matrix(911,-2520,278,-769) (11/4,36/13) -> (36/11,59/18) Hyperbolic Matrix(3219,-8960,956,-2661) (64/23,39/14) -> (101/30,64/19) Hyperbolic Matrix(911,-2590,172,-489) (17/6,37/13) -> (37/7,53/10) Hyperbolic Matrix(561,-1610,146,-419) (20/7,23/8) -> (23/6,50/13) Hyperbolic Matrix(421,-1330,44,-139) (41/13,19/6) -> (19/2,29/3) Hyperbolic Matrix(491,-1680,102,-349) (41/12,24/7) -> (24/5,29/6) Hyperbolic Matrix(141,-490,40,-139) (31/9,7/2) -> (7/2,39/11) Parabolic Matrix(1541,-5740,338,-1259) (67/18,41/11) -> (41/9,73/16) Hyperbolic Matrix(631,-2660,116,-489) (21/5,38/9) -> (38/7,49/9) Hyperbolic Matrix(419,-2030,58,-281) (29/6,34/7) -> (36/5,29/4) Hyperbolic Matrix(71,-490,10,-69) (34/5,7/1) -> (7/1,36/5) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(141,1610,-98,-1119) -> Matrix(43,14,-1072,-349) Matrix(209,2170,128,1329) -> Matrix(27,8,604,179) Matrix(351,3430,-136,-1329) -> Matrix(29,8,-388,-107) Matrix(209,1960,82,769) -> Matrix(37,10,492,133) Matrix(139,1190,98,839) -> Matrix(41,10,988,241) Matrix(141,1190,-116,-979) -> Matrix(25,6,-696,-167) Matrix(209,1610,118,909) -> Matrix(73,16,1428,313) Matrix(211,1610,46,351) -> Matrix(73,16,552,121) Matrix(351,2590,-256,-1889) -> Matrix(19,4,-404,-85) Matrix(211,1540,144,1051) -> Matrix(67,14,1584,331) Matrix(419,3010,-234,-1681) -> Matrix(29,6,-556,-115) Matrix(351,2380,-196,-1329) -> Matrix(31,6,-584,-113) Matrix(281,1890,-208,-1399) -> Matrix(73,14,-1872,-359) Matrix(211,1400,74,491) -> Matrix(11,2,148,27) Matrix(139,910,64,419) -> Matrix(75,14,1216,227) Matrix(349,2240,98,629) -> Matrix(141,26,1372,253) Matrix(351,2240,-296,-1889) -> Matrix(11,2,-204,-37) Matrix(211,1330,-122,-769) -> Matrix(67,12,-1368,-245) Matrix(351,2030,-254,-1469) -> Matrix(97,16,-2516,-415) Matrix(209,1190,-160,-911) -> Matrix(25,4,-644,-103) Matrix(211,1190,-186,-1049) -> Matrix(25,4,-744,-119) Matrix(349,1960,112,629) -> Matrix(87,14,988,159) Matrix(911,5110,412,2311) -> Matrix(199,32,3128,503) Matrix(139,770,-76,-421) -> Matrix(63,10,-1216,-193) Matrix(489,2660,-116,-631) -> Matrix(115,18,-952,-149) Matrix(349,1890,142,769) -> Matrix(129,20,1864,289) Matrix(209,1120,-170,-911) -> Matrix(13,2,-436,-67) Matrix(489,2590,-172,-911) -> Matrix(53,8,-656,-99) Matrix(981,5180,610,3221) -> Matrix(105,16,2264,345) Matrix(1051,5530,386,2031) -> Matrix(345,52,4412,665) Matrix(909,4760,334,1749) -> Matrix(255,38,3268,487) Matrix(699,3640,188,979) -> Matrix(1,0,16,1) Matrix(419,2170,162,839) -> Matrix(95,14,1296,191) Matrix(421,2030,-174,-839) -> Matrix(73,10,-1044,-143) Matrix(279,1330,176,839) -> Matrix(103,14,2288,311) Matrix(561,2660,-236,-1119) -> Matrix(29,4,-428,-59) Matrix(1259,5950,770,3639) -> Matrix(15,2,352,47) Matrix(771,3640,104,491) -> Matrix(133,18,628,85) Matrix(209,980,164,769) -> Matrix(15,2,472,63) Matrix(211,980,166,771) -> Matrix(15,2,352,47) Matrix(349,1610,106,489) -> Matrix(61,8,648,85) Matrix(351,1610,46,211) -> Matrix(121,16,552,73) Matrix(841,3850,-642,-2939) -> Matrix(15,2,-428,-57) Matrix(139,630,-62,-281) -> Matrix(15,2,-248,-33) Matrix(771,3430,488,2171) -> Matrix(219,28,4904,627) Matrix(1261,5600,-914,-4059) -> Matrix(251,32,-6628,-845) Matrix(349,1540,206,909) -> Matrix(79,10,1572,199) Matrix(351,1540,80,351) -> Matrix(271,34,2160,271) Matrix(209,910,48,209) -> Matrix(161,20,1296,161) Matrix(1819,7840,-1332,-5741) -> Matrix(359,44,-8820,-1081) Matrix(1821,7840,488,2101) -> Matrix(229,28,2200,269) Matrix(1189,5110,-440,-1891) -> Matrix(525,64,-6784,-827) Matrix(279,1190,-230,-981) -> Matrix(17,2,-468,-55) Matrix(911,3850,-712,-3009) -> Matrix(1,0,-20,1) Matrix(1331,5600,516,2171) -> Matrix(149,18,2028,245) Matrix(1119,4690,434,1819) -> Matrix(151,18,2072,247) Matrix(1191,4970,688,2871) -> Matrix(33,4,668,81) Matrix(421,1750,236,981) -> Matrix(17,2,348,41) Matrix(561,2170,326,1261) -> Matrix(127,14,2676,295) Matrix(491,1890,-418,-1609) -> Matrix(73,8,-2108,-231) Matrix(421,1610,-256,-979) -> Matrix(129,14,-2792,-303) Matrix(351,1330,-166,-629) -> Matrix(37,4,-620,-67) Matrix(1259,4760,-926,-3501) -> Matrix(1,0,-16,1) Matrix(631,2380,390,1471) -> Matrix(19,2,408,43) Matrix(1329,4970,580,2169) -> Matrix(37,4,564,61) Matrix(2099,7840,-1612,-6021) -> Matrix(113,12,-3004,-319) Matrix(2101,7840,488,1821) -> Matrix(269,28,2200,229) Matrix(3359,12530,938,3499) -> Matrix(59,6,580,59) Matrix(1259,4690,-564,-2101) -> Matrix(17,2,-264,-31) Matrix(489,1820,-320,-1191) -> Matrix(55,6,-1256,-137) Matrix(491,1820,208,771) -> Matrix(169,18,2488,265) Matrix(701,2590,-606,-2239) -> Matrix(19,2,-504,-53) Matrix(911,3360,-664,-2449) -> Matrix(19,2,-276,-29) Matrix(211,770,-134,-489) -> Matrix(39,4,-868,-89) Matrix(349,1260,-136,-491) -> Matrix(19,2,-276,-29) Matrix(701,2520,-506,-1819) -> Matrix(1,0,-16,1) Matrix(839,3010,468,1679) -> Matrix(19,2,332,35) Matrix(3499,12530,938,3359) -> Matrix(59,6,580,59) Matrix(6511,23310,-2522,-9029) -> Matrix(39,4,-556,-57) Matrix(3991,14280,2524,9031) -> Matrix(21,2,472,45) Matrix(979,3500,-666,-2381) -> Matrix(77,8,-1800,-187) Matrix(1609,5740,608,2169) -> Matrix(253,26,3396,349) Matrix(6441,22960,1964,7001) -> Matrix(389,40,4172,429) Matrix(6089,21700,1630,5809) -> Matrix(253,26,2384,245) Matrix(629,2240,98,349) -> Matrix(253,26,1372,141) Matrix(139,490,-40,-141) -> Matrix(99,10,-1000,-101) Matrix(1399,4830,-568,-1961) -> Matrix(591,58,-8488,-833) Matrix(1259,4340,284,979) -> Matrix(695,68,5468,535) Matrix(1119,3850,488,1679) -> Matrix(185,18,2888,281) Matrix(3361,11550,2078,7141) -> Matrix(103,10,2132,207) Matrix(979,3360,530,1819) -> Matrix(289,28,5460,529) Matrix(349,1190,-144,-491) -> Matrix(1,0,-4,1) Matrix(351,1190,310,1051) -> Matrix(41,4,1240,121) Matrix(3781,12810,1116,3781) -> Matrix(433,42,4464,433) Matrix(2729,9240,806,2729) -> Matrix(311,30,3224,311) Matrix(1469,4970,848,2869) -> Matrix(125,12,2552,245) Matrix(4059,13720,1118,3779) -> Matrix(1,0,20,1) Matrix(2031,6860,850,2871) -> Matrix(21,2,304,29) Matrix(2451,8260,-1516,-5109) -> Matrix(23,2,-472,-41) Matrix(2661,8960,-956,-3219) -> Matrix(37,4,-472,-51) Matrix(209,700,146,489) -> Matrix(21,2,556,53) Matrix(211,700,148,491) -> Matrix(21,2,472,45) Matrix(489,1610,106,349) -> Matrix(85,8,648,61) Matrix(279,910,-172,-561) -> Matrix(21,2,-452,-43) Matrix(281,910,130,421) -> Matrix(107,10,1744,163) Matrix(1259,4060,-912,-2941) -> Matrix(259,24,-6788,-629) Matrix(349,1120,196,629) -> Matrix(65,6,1224,113) Matrix(351,1120,110,351) -> Matrix(241,22,2640,241) Matrix(419,1330,132,419) -> Matrix(287,26,3168,287) Matrix(3149,9940,-1220,-3851) -> Matrix(67,6,-860,-77) Matrix(489,1540,422,1329) -> Matrix(67,6,2088,187) Matrix(1119,3500,-806,-2521) -> Matrix(45,4,-1204,-107) Matrix(629,1960,112,349) -> Matrix(159,14,988,87) Matrix(629,1820,-460,-1331) -> Matrix(73,6,-1740,-143) Matrix(489,1400,-416,-1191) -> Matrix(25,2,-688,-55) Matrix(491,1400,74,211) -> Matrix(27,2,148,11) Matrix(1749,4970,-764,-2171) -> Matrix(49,4,-772,-63) Matrix(421,1190,248,701) -> Matrix(25,2,512,41) Matrix(349,980,224,629) -> Matrix(25,2,612,49) Matrix(351,980,226,631) -> Matrix(25,2,512,41) Matrix(10081,28070,2816,7841) -> Matrix(329,26,3252,257) Matrix(21069,58660,6260,17429) -> Matrix(785,62,7812,617) Matrix(9731,27090,2892,8051) -> Matrix(507,40,5108,403) Matrix(1611,4480,680,1891) -> Matrix(281,22,4100,321) Matrix(631,1750,278,771) -> Matrix(1,0,28,1) Matrix(1189,3290,-734,-2031) -> Matrix(1,0,-8,1) Matrix(281,770,-204,-559) -> Matrix(25,2,-688,-55) Matrix(1259,3430,976,2659) -> Matrix(179,14,4948,387) Matrix(4061,11060,-1696,-4619) -> Matrix(51,4,-880,-69) Matrix(2031,5530,386,1051) -> Matrix(665,52,4412,345) Matrix(1749,4760,334,909) -> Matrix(487,38,3268,255) Matrix(5249,14280,3782,10289) -> Matrix(77,6,1912,149) Matrix(489,1330,-232,-631) -> Matrix(51,4,-880,-69) Matrix(491,1330,388,1051) -> Matrix(103,8,2768,215) Matrix(4271,11550,-2614,-7069) -> Matrix(155,12,-3268,-253) Matrix(3781,10220,1606,4341) -> Matrix(207,16,3092,239) Matrix(701,1890,260,701) -> Matrix(441,34,5720,441) Matrix(209,560,78,209) -> Matrix(131,10,1716,131) Matrix(1189,3150,-978,-2591) -> Matrix(107,8,-2956,-221) Matrix(2169,5740,608,1609) -> Matrix(349,26,3396,253) Matrix(1959,5180,1588,4199) -> Matrix(161,12,4736,353) Matrix(3499,9240,-2174,-5741) -> Matrix(433,32,-9296,-687) Matrix(1751,4620,982,2591) -> Matrix(27,2,472,35) Matrix(771,2030,346,911) -> Matrix(53,4,808,61) Matrix(2661,7000,1118,2941) -> Matrix(1,0,28,1) Matrix(1891,4970,-772,-2029) -> Matrix(55,4,-784,-57) Matrix(3151,8260,-2216,-5809) -> Matrix(25,2,-588,-47) Matrix(14211,37240,-8788,-23029) -> Matrix(31,2,-636,-41) Matrix(9591,25130,5584,14631) -> Matrix(1,0,32,1) Matrix(4409,11550,3126,8189) -> Matrix(49,4,1188,97) Matrix(909,2380,668,1749) -> Matrix(27,2,688,51) Matrix(349,910,-242,-631) -> Matrix(53,4,-1312,-99) Matrix(1189,3080,-730,-1891) -> Matrix(27,2,-716,-53) Matrix(839,2170,162,419) -> Matrix(191,14,1296,95) Matrix(1191,3080,244,631) -> Matrix(137,10,1000,73) Matrix(2871,7420,-2356,-6089) -> Matrix(27,2,-824,-61) Matrix(7211,18620,2142,5531) -> Matrix(83,6,816,59) Matrix(841,2170,760,1961) -> Matrix(27,2,796,59) Matrix(2659,6860,488,1259) -> Matrix(1,0,20,1) Matrix(4481,11550,-2824,-7279) -> Matrix(139,10,-3072,-221) Matrix(3641,9380,1522,3921) -> Matrix(55,4,756,55) Matrix(2311,5950,1822,4691) -> Matrix(111,8,2872,207) Matrix(629,1610,-520,-1331) -> Matrix(53,4,-1524,-115) Matrix(631,1610,-466,-1189) -> Matrix(1,0,-12,1) Matrix(1679,4270,440,1119) -> Matrix(353,26,3272,241) Matrix(1681,4270,772,1961) -> Matrix(517,38,8340,613) Matrix(139,350,-56,-141) -> Matrix(83,6,-1176,-85) Matrix(3009,7420,-1732,-4271) -> Matrix(773,54,-15732,-1099) Matrix(769,1890,142,349) -> Matrix(289,20,1864,129) Matrix(1541,3780,-1084,-2659) -> Matrix(59,4,-1372,-93) Matrix(8121,19880,4690,11481) -> Matrix(173,12,3532,245) Matrix(5321,13020,1488,3641) -> Matrix(233,16,2228,153) Matrix(631,1540,488,1191) -> Matrix(31,2,852,55) Matrix(489,1190,316,769) -> Matrix(1,0,36,1) Matrix(6511,15750,2518,6091) -> Matrix(1,0,28,1) Matrix(5181,12530,-2894,-6999) -> Matrix(29,2,-508,-35) Matrix(349,840,-204,-491) -> Matrix(29,2,-624,-43) Matrix(10499,25130,6492,15539) -> Matrix(33,2,676,41) Matrix(3921,9380,1522,3641) -> Matrix(55,4,756,55) Matrix(1259,3010,-586,-1401) -> Matrix(31,2,-512,-33) Matrix(909,2170,674,1609) -> Matrix(55,4,1416,103) Matrix(6511,15540,2728,6511) -> Matrix(139,10,1932,139) Matrix(2729,6510,1144,2729) -> Matrix(113,8,1596,113) Matrix(911,2170,500,1191) -> Matrix(115,8,2228,155) Matrix(2941,7000,1118,2661) -> Matrix(1,0,28,1) Matrix(6091,14490,1148,2731) -> Matrix(175,12,1152,79) Matrix(24219,57610,5120,12179) -> Matrix(29,2,188,13) Matrix(11831,28140,2502,5951) -> Matrix(31,2,232,15) Matrix(561,1330,-472,-1119) -> Matrix(29,2,-972,-67) Matrix(2099,4970,1596,3779) -> Matrix(263,18,6648,455) Matrix(24011,56840,-13868,-32829) -> Matrix(1667,114,-34232,-2341) Matrix(8399,19880,4968,11759) -> Matrix(1931,132,39132,2675) Matrix(2101,4970,1480,3501) -> Matrix(381,26,9100,621) Matrix(771,1820,208,491) -> Matrix(265,18,2488,169) Matrix(209,490,-90,-211) -> Matrix(119,8,-1800,-121) Matrix(7419,17150,-5330,-12321) -> Matrix(31,2,-760,-49) Matrix(9239,21350,3574,8259) -> Matrix(153,10,2096,137) Matrix(1819,4200,424,979) -> Matrix(365,24,2996,197) Matrix(911,2100,-698,-1609) -> Matrix(153,10,-4024,-263) Matrix(701,1610,610,1401) -> Matrix(31,2,1100,71) Matrix(3781,8680,-2134,-4899) -> Matrix(743,48,-14504,-937) Matrix(1679,3850,488,1119) -> Matrix(281,18,2888,185) Matrix(2169,4970,580,1329) -> Matrix(61,4,564,37) Matrix(6511,14910,1376,3151) -> Matrix(63,4,488,31) Matrix(491,1120,338,771) -> Matrix(33,2,808,49) Matrix(2029,4620,1260,2869) -> Matrix(35,2,752,43) Matrix(769,1750,584,1329) -> Matrix(1,0,40,1) Matrix(771,1750,278,631) -> Matrix(1,0,28,1) Matrix(1051,2380,-896,-2029) -> Matrix(31,2,-884,-57) Matrix(1331,3010,960,2171) -> Matrix(61,4,1540,101) Matrix(3289,7350,720,1609) -> Matrix(297,20,2272,153) Matrix(6581,14700,1442,3221) -> Matrix(783,52,6008,399) Matrix(911,2030,346,771) -> Matrix(61,4,808,53) Matrix(979,2170,568,1259) -> Matrix(219,14,4552,291) Matrix(349,770,-286,-631) -> Matrix(63,4,-1780,-113) Matrix(351,770,160,351) -> Matrix(191,12,3040,191) Matrix(769,1680,352,769) -> Matrix(417,26,6688,417) Matrix(1541,3360,1092,2381) -> Matrix(193,12,4648,289) Matrix(1961,4270,772,1681) -> Matrix(613,38,8340,517) Matrix(419,910,64,139) -> Matrix(227,14,1216,75) Matrix(421,910,130,281) -> Matrix(163,10,1744,107) Matrix(2311,4970,684,1471) -> Matrix(67,4,720,43) Matrix(1049,2240,-820,-1751) -> Matrix(31,2,-884,-57) Matrix(701,1330,-516,-979) -> Matrix(37,2,-944,-51) Matrix(631,1190,-482,-909) -> Matrix(1,0,-8,1) Matrix(1609,3010,-936,-1751) -> Matrix(73,4,-1588,-87) Matrix(489,910,338,629) -> Matrix(75,4,1856,99) Matrix(491,910,416,771) -> Matrix(75,4,2156,115) Matrix(2309,4270,1400,2589) -> Matrix(75,4,1556,83) Matrix(1819,3360,530,979) -> Matrix(529,28,5460,289) Matrix(911,1680,494,911) -> Matrix(417,22,7904,417) Matrix(419,770,228,419) -> Matrix(191,10,3648,191) Matrix(2799,5110,2300,4199) -> Matrix(39,2,1072,55) Matrix(3569,6510,-2188,-3991) -> Matrix(77,4,-1752,-91) Matrix(1191,2170,500,911) -> Matrix(155,8,2228,115) Matrix(1119,2030,694,1259) -> Matrix(197,10,4196,213) Matrix(349,630,-272,-491) -> Matrix(1,0,-8,1) Matrix(1679,3010,468,839) -> Matrix(35,2,332,19) Matrix(979,1750,626,1119) -> Matrix(39,2,916,47) Matrix(981,1750,236,421) -> Matrix(41,2,348,17) Matrix(2591,4620,982,1751) -> Matrix(35,2,472,27) Matrix(629,1120,196,349) -> Matrix(113,6,1224,65) Matrix(1261,2240,-1024,-1819) -> Matrix(77,4,-2368,-123) Matrix(2801,4970,2052,3641) -> Matrix(349,18,8628,445) Matrix(2171,3850,1540,2731) -> Matrix(311,16,7600,391) Matrix(11059,19600,4818,8539) -> Matrix(2105,108,32608,1673) Matrix(11061,19600,4820,8541) -> Matrix(1951,100,30260,1551) Matrix(909,1610,118,209) -> Matrix(313,16,1428,73) Matrix(911,1610,-752,-1329) -> Matrix(79,4,-2232,-113) Matrix(279,490,-160,-281) -> Matrix(119,6,-2400,-121) Matrix(5879,10220,3704,6439) -> Matrix(1055,52,23352,1151) Matrix(8539,14840,1530,2659) -> Matrix(1219,60,7700,379) Matrix(39479,68600,11118,19319) -> Matrix(11629,572,113952,5605) Matrix(29611,51450,8340,14491) -> Matrix(9111,448,89300,4391) Matrix(1049,1820,766,1329) -> Matrix(41,2,1004,49) Matrix(2869,4970,848,1469) -> Matrix(245,12,2552,125) Matrix(14351,24850,5458,9451) -> Matrix(163,8,2180,107) Matrix(138669,240100,58580,101429) -> Matrix(10533,514,154040,7517) Matrix(138671,240100,58582,101431) -> Matrix(10459,510,152968,7459) Matrix(2871,4970,688,1191) -> Matrix(81,4,668,33) Matrix(2589,4480,1658,2869) -> Matrix(41,2,1004,49) Matrix(1541,2660,-1216,-2099) -> Matrix(165,8,-4352,-211) Matrix(4059,7000,2516,4339) -> Matrix(663,32,14068,679) Matrix(1259,2170,568,979) -> Matrix(291,14,4552,219) Matrix(3781,6510,2196,3781) -> Matrix(377,18,7896,377) Matrix(9029,15540,5246,9029) -> Matrix(715,34,15036,715) Matrix(1261,2170,326,561) -> Matrix(295,14,2676,127) Matrix(3989,6860,2808,4829) -> Matrix(213,10,5048,237) Matrix(5459,9380,3340,5739) -> Matrix(1,0,44,1) Matrix(6441,11060,-4076,-6999) -> Matrix(165,8,-3692,-179) Matrix(2869,4900,1188,2029) -> Matrix(53,2,768,29) Matrix(2871,4900,1190,2031) -> Matrix(29,2,420,29) Matrix(699,1190,-494,-841) -> Matrix(39,2,-956,-49) Matrix(701,1190,248,421) -> Matrix(41,2,512,25) Matrix(909,1540,206,349) -> Matrix(199,10,1572,79) Matrix(2941,4970,-1822,-3079) -> Matrix(447,22,-9448,-465) Matrix(3149,5320,-1948,-3291) -> Matrix(285,14,-5924,-291) Matrix(1121,1890,914,1541) -> Matrix(41,2,1004,49) Matrix(209,350,-126,-211) -> Matrix(83,4,-1764,-85) Matrix(3009,4970,-2162,-3571) -> Matrix(1,0,-4,1) Matrix(2589,4270,1400,2309) -> Matrix(83,4,1556,75) Matrix(2379,3920,934,1539) -> Matrix(257,12,3448,161) Matrix(2381,3920,936,1541) -> Matrix(431,20,5840,271) Matrix(1191,1960,1064,1751) -> Matrix(43,2,1268,59) Matrix(769,1260,-556,-911) -> Matrix(45,2,-1148,-51) Matrix(3639,5950,770,1259) -> Matrix(47,2,352,15) Matrix(5739,9380,3340,5459) -> Matrix(1,0,44,1) Matrix(2871,4690,2186,3571) -> Matrix(87,4,2240,103) Matrix(3429,5600,2614,4269) -> Matrix(133,6,3480,157) Matrix(1329,2170,128,209) -> Matrix(179,8,604,27) Matrix(2101,3430,-1886,-3079) -> Matrix(45,2,-1508,-67) Matrix(14281,23310,-10292,-16799) -> Matrix(137,6,-3448,-151) Matrix(13091,21350,7426,12111) -> Matrix(457,20,8980,393) Matrix(9659,15750,5666,9239) -> Matrix(47,2,916,39) Matrix(1331,2170,1074,1751) -> Matrix(1,0,52,1) Matrix(3009,4900,1160,1889) -> Matrix(59,2,796,27) Matrix(3011,4900,1162,1891) -> Matrix(27,2,364,27) Matrix(5529,8960,1684,2729) -> Matrix(37,2,388,21) Matrix(17151,27790,5228,8471) -> Matrix(323,16,3452,171) Matrix(1469,2380,-1340,-2171) -> Matrix(41,2,-1292,-63) Matrix(1471,2380,390,631) -> Matrix(43,2,408,19) Matrix(7141,11550,2078,3361) -> Matrix(207,10,2132,103) Matrix(26879,43470,9868,15959) -> Matrix(125,6,1604,77) Matrix(148469,240100,56660,91629) -> Matrix(41,2,1004,49) Matrix(148471,240100,56662,91631) -> Matrix(41,2,20,1) Matrix(4901,7910,1562,2521) -> Matrix(1227,58,13772,651) Matrix(15399,24850,6506,10499) -> Matrix(3261,154,47708,2253) Matrix(4339,7000,2516,4059) -> Matrix(679,32,14068,663) Matrix(1259,2030,694,1119) -> Matrix(213,10,4196,197) Matrix(2869,4620,1260,2029) -> Matrix(43,2,752,35) Matrix(12179,19600,4610,7419) -> Matrix(1633,76,22024,1025) Matrix(12181,19600,4612,7421) -> Matrix(1463,68,19772,919) Matrix(3221,5180,610,981) -> Matrix(345,16,2264,105) Matrix(3571,5740,2570,4131) -> Matrix(131,6,3384,155) Matrix(349,560,-306,-491) -> Matrix(43,2,-1312,-61) Matrix(351,560,220,351) -> Matrix(131,6,2860,131) Matrix(1189,1890,748,1189) -> Matrix(441,20,9724,441) Matrix(3219,5110,-2470,-3921) -> Matrix(133,6,-3436,-155) Matrix(4059,6440,970,1539) -> Matrix(709,32,5960,269) Matrix(839,1330,176,279) -> Matrix(311,14,2288,103) Matrix(1681,2660,-1238,-1959) -> Matrix(89,4,-2292,-103) Matrix(9031,14280,2524,3991) -> Matrix(45,2,472,21) Matrix(3011,4760,2436,3851) -> Matrix(223,10,6400,287) Matrix(3499,5530,2834,4479) -> Matrix(313,14,9144,409) Matrix(27511,43470,10500,16591) -> Matrix(179,8,2036,91) Matrix(2171,3430,488,771) -> Matrix(627,28,4904,219) Matrix(3149,4970,-2440,-3851) -> Matrix(91,4,-2480,-109) Matrix(3151,4970,-2174,-3429) -> Matrix(181,8,-4412,-195) Matrix(1609,2520,-1118,-1751) -> Matrix(139,6,-3452,-149) Matrix(1119,1750,626,979) -> Matrix(47,2,916,39) Matrix(1121,1750,180,281) -> Matrix(43,2,236,11) Matrix(5741,8960,-4036,-6299) -> Matrix(91,4,-2116,-93) Matrix(629,980,224,349) -> Matrix(49,2,612,25) Matrix(631,980,226,351) -> Matrix(41,2,512,25) Matrix(769,1190,316,489) -> Matrix(1,0,36,1) Matrix(1679,2590,-1362,-2101) -> Matrix(133,6,-3968,-179) Matrix(909,1400,772,1189) -> Matrix(45,2,1372,61) Matrix(1049,1610,-776,-1191) -> Matrix(89,4,-2292,-103) Matrix(1189,1820,228,349) -> Matrix(137,6,936,41) Matrix(1331,1960,1094,1611) -> Matrix(47,2,1292,55) Matrix(5389,7910,2050,3009) -> Matrix(283,12,3844,163) Matrix(1051,1540,144,211) -> Matrix(331,14,1584,67) Matrix(909,1330,-814,-1191) -> Matrix(95,4,-3064,-129) Matrix(911,1330,624,911) -> Matrix(287,12,6864,287) Matrix(769,1120,528,769) -> Matrix(241,10,5808,241) Matrix(771,1120,338,491) -> Matrix(49,2,808,33) Matrix(6861,9940,2030,2941) -> Matrix(293,12,3052,125) Matrix(629,910,338,489) -> Matrix(99,4,1856,75) Matrix(15959,22960,11482,16519) -> Matrix(1397,56,35848,1437) Matrix(19319,27790,7396,10639) -> Matrix(1149,46,14912,597) Matrix(6231,8960,2386,3431) -> Matrix(451,18,5888,235) Matrix(1121,1610,878,1261) -> Matrix(51,2,1504,59) Matrix(489,700,146,209) -> Matrix(53,2,556,21) Matrix(491,700,148,211) -> Matrix(45,2,472,21) Matrix(19039,27090,12200,17359) -> Matrix(229,10,5244,229) Matrix(41231,58660,26422,37591) -> Matrix(599,26,13800,599) Matrix(13089,18620,8020,11409) -> Matrix(139,6,3220,139) Matrix(3499,4970,1872,2659) -> Matrix(427,18,7852,331) Matrix(6999,9940,2168,3079) -> Matrix(1331,56,14332,603) Matrix(3501,4970,1480,2101) -> Matrix(621,26,9100,381) Matrix(6511,9240,4588,6511) -> Matrix(623,26,14928,623) Matrix(9029,12810,6364,9029) -> Matrix(865,36,20784,865) Matrix(839,1190,98,139) -> Matrix(241,10,988,41) Matrix(1189,1680,-942,-1331) -> Matrix(49,2,-1348,-55) Matrix(2381,3360,1092,1541) -> Matrix(289,12,4648,193) Matrix(8189,11550,3126,4409) -> Matrix(97,4,1188,49) Matrix(2731,3850,1540,2171) -> Matrix(391,16,7600,311) Matrix(349,490,-250,-351) -> Matrix(99,4,-2500,-101) Matrix(7491,10430,2062,2871) -> Matrix(103,4,1004,39) Matrix(36959,51450,15688,21839) -> Matrix(359,14,5308,207) Matrix(49281,68600,20920,29121) -> Matrix(99,4,1460,59) Matrix(1611,2240,1360,1891) -> Matrix(51,2,1300,51) Matrix(4129,5740,956,1329) -> Matrix(973,38,7912,309) Matrix(1259,1750,100,139) -> Matrix(359,14,1000,39) Matrix(4131,5740,2570,3571) -> Matrix(155,6,3384,131) Matrix(9379,13020,5546,7699) -> Matrix(113,4,2288,81) Matrix(10289,14280,3782,5249) -> Matrix(149,6,1912,77) Matrix(20229,28070,12964,17989) -> Matrix(201,8,4648,185) Matrix(9031,12530,6610,9171) -> Matrix(203,8,4948,195) Matrix(2171,3010,960,1331) -> Matrix(101,4,1540,61) Matrix(14139,19600,3938,5459) -> Matrix(305,12,2872,113) Matrix(14141,19600,3940,5461) -> Matrix(511,20,4880,191) Matrix(2381,3290,406,561) -> Matrix(675,26,4024,155) Matrix(2939,4060,506,699) -> Matrix(833,32,5024,193) Matrix(9941,13720,7000,9661) -> Matrix(841,32,20000,761) Matrix(7559,10430,2130,2939) -> Matrix(1529,58,15000,569) Matrix(3569,4900,968,1329) -> Matrix(83,2,788,19) Matrix(3571,4900,970,1331) -> Matrix(19,2,180,19) Matrix(4341,5950,920,1261) -> Matrix(47,2,352,15) Matrix(1329,1820,766,1049) -> Matrix(49,2,1004,41) Matrix(2661,3640,2150,2941) -> Matrix(1,0,52,1) Matrix(4199,5740,-3278,-4481) -> Matrix(193,8,-5380,-223) Matrix(9171,12530,6610,9031) -> Matrix(195,8,4948,203) Matrix(5739,7840,4406,6019) -> Matrix(293,12,7740,317) Matrix(15891,21700,11432,15611) -> Matrix(1131,46,28988,1179) Matrix(3641,4970,2052,2801) -> Matrix(445,18,8628,349) Matrix(1749,2380,668,909) -> Matrix(51,2,688,27) Matrix(14419,19600,3810,5179) -> Matrix(305,12,2872,113) Matrix(14421,19600,3812,5181) -> Matrix(103,4,1004,39) Matrix(981,1330,104,141) -> Matrix(253,10,936,37) Matrix(3151,4270,1912,2591) -> Matrix(305,12,6532,257) Matrix(1609,2170,674,909) -> Matrix(103,4,1416,55) Matrix(1329,1750,584,769) -> Matrix(1,0,40,1) Matrix(3779,4970,1596,2099) -> Matrix(455,18,6648,263) Matrix(4901,6440,1812,2381) -> Matrix(821,32,10596,413) Matrix(2029,2660,-1656,-2171) -> Matrix(53,2,-1352,-51) Matrix(3221,4200,1826,2381) -> Matrix(213,8,4180,157) Matrix(6019,7840,4406,5739) -> Matrix(317,12,7740,293) Matrix(4411,5740,1238,1611) -> Matrix(51,2,484,19) Matrix(701,910,540,701) -> Matrix(161,6,4320,161) Matrix(1189,1540,918,1189) -> Matrix(271,10,7344,271) Matrix(1191,1540,488,631) -> Matrix(55,2,852,31) Matrix(3361,4340,2386,3081) -> Matrix(1,0,52,1) Matrix(2659,3430,976,1259) -> Matrix(387,14,4948,179) Matrix(11479,14700,6340,8119) -> Matrix(895,32,17872,639) Matrix(5741,7350,3172,4061) -> Matrix(393,14,7888,281) Matrix(1259,1610,1094,1399) -> Matrix(57,2,1852,65) Matrix(1261,1610,878,1121) -> Matrix(59,2,1504,51) Matrix(769,980,164,209) -> Matrix(63,2,472,15) Matrix(771,980,166,211) -> Matrix(47,2,352,15) Matrix(4689,5950,1268,1609) -> Matrix(305,12,2872,113) Matrix(4691,5950,1822,2311) -> Matrix(207,8,2872,111) Matrix(22189,28140,12860,16309) -> Matrix(1609,62,33244,1281) Matrix(45431,57610,26332,33391) -> Matrix(3539,136,73148,2811) Matrix(11759,14910,6624,8399) -> Matrix(991,38,19168,735) Matrix(1051,1330,388,491) -> Matrix(215,8,2768,103) Matrix(1611,2030,-1388,-1749) -> Matrix(1,0,-4,1) Matrix(2449,3080,1502,1889) -> Matrix(55,2,1292,47) Matrix(1751,2170,1074,1331) -> Matrix(1,0,52,1) Matrix(1471,1820,510,631) -> Matrix(169,6,2056,73) Matrix(3851,4760,2436,3011) -> Matrix(287,10,6400,223) Matrix(4479,5530,2834,3499) -> Matrix(409,14,9144,313) Matrix(4199,5180,1588,1959) -> Matrix(353,12,4736,161) Matrix(11759,14490,6816,8399) -> Matrix(1023,34,21152,703) Matrix(3989,4900,740,909) -> Matrix(101,2,656,13) Matrix(3991,4900,742,911) -> Matrix(13,2,84,13) Matrix(1541,1890,914,1121) -> Matrix(49,2,1004,41) Matrix(5601,6860,3430,4201) -> Matrix(105,4,2336,89) Matrix(12181,14840,5172,6301) -> Matrix(115,4,1696,59) Matrix(3219,3920,574,699) -> Matrix(121,4,756,25) Matrix(3221,3920,576,701) -> Matrix(105,4,656,25) Matrix(1611,1960,1094,1331) -> Matrix(55,2,1292,47) Matrix(3361,4060,928,1121) -> Matrix(577,20,5568,193) Matrix(2729,3290,754,909) -> Matrix(467,16,4524,155) Matrix(1469,1750,528,629) -> Matrix(123,4,1568,51) Matrix(4129,4900,648,769) -> Matrix(107,2,588,11) Matrix(4131,4900,650,771) -> Matrix(11,2,60,11) Matrix(1891,2240,1360,1611) -> Matrix(51,2,1300,51) Matrix(771,910,416,491) -> Matrix(115,4,2156,75) Matrix(1189,1400,772,909) -> Matrix(61,2,1372,45) Matrix(419,490,-360,-421) -> Matrix(59,2,-1800,-61) Matrix(1329,1540,422,489) -> Matrix(187,6,2088,67) Matrix(3149,3640,2482,2869) -> Matrix(59,2,1504,51) Matrix(1399,1610,1094,1259) -> Matrix(65,2,1852,57) Matrix(1401,1610,610,701) -> Matrix(71,2,1100,31) Matrix(1051,1190,310,351) -> Matrix(121,4,1240,41) Matrix(1189,1330,312,349) -> Matrix(125,4,1156,37) Matrix(1961,2170,760,841) -> Matrix(59,2,796,27) Matrix(1611,1750,452,491) -> Matrix(135,4,1316,39) Matrix(1,0,2,1) -> Matrix(1,0,68,1) Matrix(1469,-1610,448,-491) -> Matrix(125,-4,1344,-43) Matrix(3079,-3430,1886,-2101) -> Matrix(67,-2,1508,-45) Matrix(1049,-1190,186,-211) -> Matrix(119,-4,744,-25) Matrix(2239,-2590,606,-701) -> Matrix(53,-2,504,-19) Matrix(2591,-3010,1144,-1329) -> Matrix(123,-4,1876,-61) Matrix(2029,-2380,896,-1051) -> Matrix(57,-2,884,-31) Matrix(1609,-1890,418,-491) -> Matrix(231,-8,2108,-73) Matrix(1889,-2240,296,-351) -> Matrix(37,-2,204,-11) Matrix(1119,-1330,472,-561) -> Matrix(67,-2,972,-29) Matrix(1679,-2030,464,-561) -> Matrix(287,-10,2784,-97) Matrix(981,-1190,230,-279) -> Matrix(55,-2,468,-17) Matrix(979,-1190,116,-141) -> Matrix(167,-6,696,-25) Matrix(631,-770,286,-349) -> Matrix(113,-4,1780,-63) Matrix(2171,-2660,1656,-2029) -> Matrix(51,-2,1352,-53) Matrix(911,-1120,170,-209) -> Matrix(67,-2,436,-13) Matrix(2101,-2590,1362,-1679) -> Matrix(179,-6,3968,-133) Matrix(1609,-2030,944,-1191) -> Matrix(1,0,-8,1) Matrix(2099,-2660,1216,-1541) -> Matrix(211,-8,4352,-165) Matrix(3009,-3850,712,-911) -> Matrix(1,0,-20,1) Matrix(491,-630,272,-349) -> Matrix(1,0,-8,1) Matrix(4339,-5600,1194,-1541) -> Matrix(219,-8,2108,-77) Matrix(6021,-7840,1612,-2099) -> Matrix(319,-12,3004,-113) Matrix(3921,-5110,2470,-3219) -> Matrix(155,-6,3436,-133) Matrix(911,-1190,160,-209) -> Matrix(103,-4,644,-25) Matrix(2939,-3850,642,-841) -> Matrix(57,-2,428,-15) Matrix(1399,-1890,208,-281) -> Matrix(359,-14,1872,-73) Matrix(1189,-1610,466,-631) -> Matrix(1,0,-12,1) Matrix(979,-1330,516,-701) -> Matrix(51,-2,944,-37) Matrix(3501,-4760,926,-1259) -> Matrix(1,0,-16,1) Matrix(5741,-7840,1332,-1819) -> Matrix(1081,-44,8820,-359) Matrix(3431,-4690,1894,-2589) -> Matrix(193,-8,3836,-159) Matrix(1331,-1820,460,-629) -> Matrix(143,-6,1740,-73) Matrix(1889,-2590,256,-351) -> Matrix(85,-4,404,-19) Matrix(2449,-3360,664,-911) -> Matrix(29,-2,276,-19) Matrix(559,-770,204,-281) -> Matrix(55,-2,688,-25) Matrix(911,-1260,556,-769) -> Matrix(51,-2,1148,-45) Matrix(1819,-2520,506,-701) -> Matrix(1,0,-16,1) Matrix(16799,-23310,10292,-14281) -> Matrix(151,-6,3448,-137) Matrix(2521,-3500,806,-1119) -> Matrix(107,-4,1204,-45) Matrix(351,-490,250,-349) -> Matrix(101,-4,2500,-99) Matrix(3431,-4830,2038,-2869) -> Matrix(1,0,-4,1) Matrix(841,-1190,494,-699) -> Matrix(49,-2,956,-39) Matrix(5809,-8260,2216,-3151) -> Matrix(47,-2,588,-25) Matrix(6299,-8960,4036,-5741) -> Matrix(93,-4,2116,-91) Matrix(631,-910,242,-349) -> Matrix(99,-4,1312,-53) Matrix(2801,-4060,772,-1119) -> Matrix(293,-12,2808,-115) Matrix(6791,-9940,4160,-6089) -> Matrix(237,-10,5380,-227) Matrix(2381,-3500,666,-979) -> Matrix(187,-8,1800,-77) Matrix(1191,-1820,320,-489) -> Matrix(137,-6,1256,-55) Matrix(911,-1400,136,-209) -> Matrix(137,-6,708,-31) Matrix(3221,-4970,1814,-2799) -> Matrix(487,-22,9408,-425) Matrix(2101,-3290,804,-1259) -> Matrix(47,-2,588,-25) Matrix(489,-770,134,-211) -> Matrix(89,-4,868,-39) Matrix(6999,-11060,4076,-6441) -> Matrix(179,-8,3692,-165) Matrix(841,-1330,442,-699) -> Matrix(45,-2,788,-35) Matrix(7279,-11550,2824,-4481) -> Matrix(221,-10,3072,-139) Matrix(1961,-3150,348,-559) -> Matrix(131,-6,808,-37) Matrix(5741,-9240,2174,-3499) -> Matrix(687,-32,9296,-433) Matrix(3079,-4970,1822,-2941) -> Matrix(465,-22,9448,-447) Matrix(5109,-8260,1516,-2451) -> Matrix(41,-2,472,-23) Matrix(23029,-37240,8788,-14211) -> Matrix(41,-2,636,-31) Matrix(561,-910,172,-279) -> Matrix(43,-2,452,-21) Matrix(1891,-3080,730,-1189) -> Matrix(53,-2,716,-27) Matrix(4549,-7420,816,-1331) -> Matrix(43,-2,280,-13) Matrix(7069,-11550,2614,-4271) -> Matrix(253,-12,3268,-155) Matrix(981,-1610,170,-279) -> Matrix(307,-14,1864,-85) Matrix(979,-1610,256,-421) -> Matrix(303,-14,2792,-129) Matrix(211,-350,126,-209) -> Matrix(85,-4,1764,-83) Matrix(4411,-7420,1872,-3149) -> Matrix(43,-2,624,-29) Matrix(2239,-3780,664,-1121) -> Matrix(163,-8,1732,-85) Matrix(7349,-12530,3244,-5531) -> Matrix(75,-4,1144,-61) Matrix(491,-840,204,-349) -> Matrix(43,-2,624,-29) Matrix(1751,-3010,936,-1609) -> Matrix(87,-4,1588,-73) Matrix(769,-1330,122,-211) -> Matrix(245,-12,1368,-67) Matrix(32829,-56840,13868,-24011) -> Matrix(2341,-114,34232,-1667) Matrix(281,-490,160,-279) -> Matrix(121,-6,2400,-119) Matrix(9731,-17150,2740,-4829) -> Matrix(2991,-152,29300,-1489) Matrix(1189,-2100,278,-491) -> Matrix(119,-6,972,-49) Matrix(4899,-8680,2134,-3781) -> Matrix(937,-48,14504,-743) Matrix(1329,-2380,196,-351) -> Matrix(113,-6,584,-31) Matrix(421,-770,76,-139) -> Matrix(193,-10,1216,-63) Matrix(1191,-2240,260,-489) -> Matrix(41,-2,308,-15) Matrix(629,-1330,166,-351) -> Matrix(67,-4,620,-37) Matrix(559,-1190,132,-281) -> Matrix(31,-2,264,-17) Matrix(1401,-3010,586,-1259) -> Matrix(33,-2,512,-31) Matrix(2941,-6510,1138,-2519) -> Matrix(283,-18,3852,-245) Matrix(281,-630,62,-139) -> Matrix(33,-2,248,-15) Matrix(979,-2240,184,-421) -> Matrix(61,-4,412,-27) Matrix(699,-1610,122,-281) -> Matrix(337,-22,2068,-135) Matrix(211,-490,90,-209) -> Matrix(121,-8,1800,-119) Matrix(1119,-2660,236,-561) -> Matrix(59,-4,428,-29) Matrix(4619,-11060,1696,-4061) -> Matrix(69,-4,880,-51) Matrix(491,-1190,144,-349) -> Matrix(1,0,-4,1) Matrix(2029,-4970,772,-1891) -> Matrix(57,-4,784,-55) Matrix(2171,-5320,828,-2029) -> Matrix(29,-2,392,-27) Matrix(141,-350,56,-139) -> Matrix(85,-6,1176,-83) Matrix(1961,-4970,552,-1399) -> Matrix(849,-62,8312,-607) Matrix(491,-1260,136,-349) -> Matrix(29,-2,276,-19) Matrix(1329,-3430,136,-351) -> Matrix(107,-8,388,-29) Matrix(9029,-23310,2522,-6511) -> Matrix(57,-4,556,-39) Matrix(911,-2380,80,-209) -> Matrix(129,-10,400,-31) Matrix(211,-560,26,-69) -> Matrix(133,-10,572,-43) Matrix(1891,-5110,440,-1189) -> Matrix(827,-64,6784,-525) Matrix(979,-2660,258,-701) -> Matrix(103,-8,940,-73) Matrix(1821,-4970,410,-1119) -> Matrix(891,-70,6988,-549) Matrix(1819,-4970,564,-1541) -> Matrix(787,-62,8492,-669) Matrix(911,-2520,278,-769) -> Matrix(27,-2,284,-21) Matrix(3219,-8960,956,-2661) -> Matrix(51,-4,472,-37) Matrix(911,-2590,172,-489) -> Matrix(99,-8,656,-53) Matrix(561,-1610,146,-419) -> Matrix(271,-22,2476,-201) Matrix(421,-1330,44,-139) -> Matrix(289,-26,1056,-95) Matrix(491,-1680,102,-349) -> Matrix(103,-10,752,-73) Matrix(141,-490,40,-139) -> Matrix(101,-10,1000,-99) Matrix(1541,-5740,338,-1259) -> Matrix(33,-4,256,-31) Matrix(631,-2660,116,-489) -> Matrix(149,-18,952,-115) Matrix(419,-2030,58,-281) -> Matrix(71,-10,348,-49) Matrix(71,-490,10,-69) -> Matrix(61,-12,300,-59) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 12 Minimal number of generators: 3 Number of equivalence classes of cusps: 4 Genus: 0 Degree of H/liftables -> H/(image of liftables): 144 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 -15/2 -7/1 -20/3 -5/1 -14/3 -15/4 -7/2 -10/3 -14/5 -25/9 -21/8 -5/2 -7/3 -20/9 -25/14 -7/4 -5/3 -21/13 -7/5 -25/18 -5/4 -7/6 0/1 1/1 7/6 5/4 35/27 21/16 25/18 7/5 105/74 35/24 3/2 35/22 21/13 49/30 5/3 105/61 245/142 7/4 25/14 105/58 35/19 2/1 35/16 20/9 7/3 245/104 105/44 70/29 5/2 31/12 175/67 21/8 140/53 35/13 49/18 14/5 3/1 35/11 105/32 10/3 175/52 105/31 7/2 29/8 15/4 140/37 4/1 17/4 13/3 35/8 9/2 105/23 37/8 14/3 19/4 5/1 21/4 16/3 11/2 17/3 23/4 35/6 6/1 13/2 20/3 27/4 7/1 15/2 8/1 9/1 10/1 11/1 12/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -9/1 -8/31 -1/4 -8/1 -3/13 -5/22 -15/2 -3/14 -7/1 -1/5 -27/4 -7/36 -20/3 -4/21 -13/2 -3/16 -6/1 -5/29 -1/6 -11/2 -5/32 -5/1 -1/7 -19/4 -7/52 -52/11 -1/7 -3/22 -33/7 -4/29 -3/22 -14/3 -2/15 -37/8 -11/84 -23/5 -2/15 -1/8 -55/12 -5/38 -32/7 -11/84 -3/23 -9/2 -1/8 -13/3 -1/8 -10/81 -17/4 -1/8 -4/1 -3/26 -1/9 -19/5 -3/28 -2/19 -53/14 -3/28 -34/9 -1/9 -1/10 -15/4 -3/28 -41/11 -2/19 -1/10 -67/18 -7/64 -26/7 -7/65 -3/28 -37/10 -3/28 -11/3 -2/19 -5/48 -29/8 -5/48 -18/5 -1/9 -1/10 -7/2 -1/10 -17/5 -1/10 -4/41 -61/18 -7/72 -105/31 -3/31 -44/13 -3/31 -5/52 -27/8 -5/52 -64/19 -1/10 -1/11 -37/11 -1/10 -6/61 -10/3 -2/21 -33/10 -1/12 -23/7 -2/21 -3/32 -13/4 -3/32 -16/5 -11/120 -1/11 -35/11 -1/11 -19/6 -13/144 -3/1 -2/23 -1/12 -20/7 -2/25 -17/6 -1/12 -14/5 -2/25 -39/14 -7/88 -103/37 -3/38 -22/279 -64/23 -3/38 -7/89 -25/9 -1/13 -36/13 -1/13 -1/14 -11/4 -1/12 -19/7 -5/64 -6/77 -27/10 -17/220 -35/13 -1/13 -8/3 -1/13 -5/66 -37/14 -11/148 -66/25 -9/122 -7/95 -29/11 -1/14 0/1 -50/19 -2/27 -21/8 -1/14 -55/21 -1/13 -34/13 -1/13 -1/14 -13/5 -3/40 -2/27 -31/12 -7/96 -18/7 -1/14 -1/15 -5/2 -1/14 -17/7 -1/14 -4/57 -29/12 -5/72 -12/5 -3/44 -1/15 -55/23 -1/15 -43/18 -1/12 -31/13 -1/14 -4/57 -19/8 -5/72 -45/19 -5/73 -26/11 -3/44 -13/191 -33/14 -3/44 -7/3 -1/15 -23/10 -13/200 -16/7 -3/47 -1/16 -41/18 -1/16 -66/29 -1/13 -1/14 -25/11 -1/15 -34/15 -1/14 -1/15 -9/4 -1/16 -38/17 -3/44 -1/15 -105/47 -1/15 -67/30 -9/136 -29/13 -4/61 -3/46 -20/9 -2/31 -31/14 -13/204 -11/5 -6/95 -1/16 -13/6 -1/16 -15/7 -1/17 -2/1 -1/17 -1/18 -17/9 -1/18 0/1 -15/8 -1/18 -13/7 -2/37 -3/56 -24/13 -11/208 -1/19 -35/19 -1/19 -11/6 -5/96 -9/5 -1/20 0/1 -34/19 -1/18 -1/19 -25/14 -1/20 -41/23 -2/35 -1/18 -16/9 -1/19 -5/96 -7/4 -1/20 -19/11 -2/41 -7/144 -69/40 -29/600 -50/29 -4/83 -31/18 -9/188 -105/61 -1/21 -74/43 -1/21 -17/358 -43/25 -5/106 -4/85 -12/7 -1/20 -1/21 -41/24 -1/24 -70/41 0/1 -29/17 -1/18 0/1 -17/10 -1/20 -22/13 -1/20 -7/141 -49/29 -3/61 -27/16 -9/184 -32/19 -1/20 -1/21 -5/3 -1/21 -23/14 -9/196 -18/11 -1/22 -1/23 -13/8 -1/20 -47/29 -1/20 0/1 -81/50 -1/20 -34/21 -1/21 -1/22 -55/34 -1/20 -21/13 -1/21 -92/57 -7/148 -27/571 -71/44 -27/572 -50/31 -4/85 -29/18 -3/64 -66/41 -7/150 -9/193 -103/64 -27/580 -140/87 -2/43 -37/23 -2/43 -9/194 -8/5 -3/65 -1/22 -19/12 -7/156 -30/19 -2/45 -71/45 -1/22 -2/45 -41/26 -3/68 -11/7 -2/45 -3/68 -36/23 -1/23 -3/70 -25/16 -1/24 -39/25 -3/70 -2/47 -14/9 0/1 -17/11 -4/87 -1/22 -37/24 -7/156 -20/13 -2/45 -23/15 -5/112 -2/45 -26/17 -5/113 -3/68 -3/2 -1/24 -16/11 -1/24 -5/121 -29/20 -1/24 -71/49 -5/122 -2/49 -42/29 -2/49 -13/9 -1/24 -2/49 -36/25 -3/74 -1/25 -59/41 -8/199 -9/224 -82/57 -25/624 -1/25 -105/73 -1/25 -23/16 -7/176 -33/23 -4/103 -1/26 -10/7 0/1 -37/26 -3/68 -27/19 -2/47 -5/118 -44/31 -13/311 -1/24 -17/12 -1/24 -24/17 -1/23 -1/24 -31/22 -7/172 -7/5 -1/25 -39/28 -5/128 -71/51 -2/51 -1/26 -32/23 -1/25 -3/76 -57/41 -12/307 -5/128 -82/59 -3/77 -19/488 -25/18 -1/26 -43/31 -1/26 0/1 -18/13 -1/25 -1/26 -11/8 -1/28 -15/11 -1/25 -34/25 -1/25 -1/26 -87/64 -3/76 -140/103 -2/51 -53/39 -2/51 -1/26 -19/14 -1/24 -4/3 -1/26 -1/27 -13/10 -3/80 -35/27 -1/27 -22/17 -1/27 -5/136 -9/7 -1/28 0/1 -32/25 -1/28 -7/197 -23/18 -5/144 -37/29 -1/30 -2/61 -14/11 0/1 -33/26 -3/76 -52/41 -9/233 -1/26 -71/56 -15/392 -19/15 -2/53 -3/80 -5/4 -1/28 -16/13 -1/31 -1/32 -11/9 -2/55 -1/28 -17/14 -1/28 -6/5 -1/29 -1/30 -25/21 -1/31 -19/16 -1/36 -13/11 -1/28 -2/57 -33/28 -3/88 -20/17 0/1 -7/6 -1/30 -15/13 -1/31 -23/20 -3/100 -8/7 -1/29 -1/30 -9/8 -1/32 -1/1 -1/34 0/1 0/1 0/1 1/1 0/1 1/34 9/8 1/32 17/15 0/1 1/30 8/7 1/30 1/29 23/20 3/100 15/13 1/31 7/6 1/30 20/17 0/1 33/28 3/88 13/11 2/57 1/28 32/27 1/25 1/24 19/16 1/36 6/5 1/30 1/29 17/14 1/28 11/9 1/28 2/55 38/31 1/25 1/24 27/22 1/20 16/13 1/32 1/31 5/4 1/28 19/15 3/80 2/53 52/41 1/26 9/233 33/26 3/76 14/11 0/1 37/29 2/61 1/30 23/18 5/144 55/43 3/85 32/25 7/197 1/28 9/7 0/1 1/28 40/31 2/55 31/24 7/192 22/17 5/136 1/27 35/27 1/27 13/10 3/80 17/13 0/1 1/26 38/29 1/27 3/80 59/45 5/132 8/211 21/16 1/26 46/35 5/128 7/179 25/19 1/25 4/3 1/27 1/26 19/14 1/24 53/39 1/26 2/51 34/25 1/26 1/25 15/11 1/25 41/30 1/24 67/49 1/24 8/191 26/19 1/24 1/23 11/8 1/28 29/21 8/209 1/26 18/13 1/26 1/25 61/44 3/76 43/31 0/1 1/26 68/49 1/25 3/74 93/67 0/1 1/20 25/18 1/26 82/59 19/488 3/77 139/100 39/1000 57/41 5/128 12/307 32/23 3/76 1/25 7/5 1/25 38/27 1/25 1/24 69/49 3/74 2/49 31/22 7/172 24/17 1/24 1/23 17/12 1/24 61/43 18/433 1/24 105/74 1/24 44/31 1/24 13/311 27/19 5/118 2/47 37/26 3/68 10/7 0/1 33/23 1/26 4/103 23/16 7/176 13/9 2/49 1/24 42/29 2/49 29/20 1/24 16/11 5/121 1/24 35/24 1/24 19/13 1/24 6/143 3/2 1/24 23/15 2/45 5/112 20/13 2/45 37/24 7/156 17/11 1/22 4/87 31/20 1/24 14/9 0/1 39/25 2/47 3/70 64/41 3/67 1/22 25/16 1/24 36/23 3/70 1/23 11/7 3/68 2/45 30/19 2/45 19/12 7/156 27/17 10/221 1/22 35/22 1/22 8/5 1/22 3/65 45/28 1/22 82/51 3/65 17/368 37/23 9/194 2/43 66/41 9/193 7/150 29/18 3/64 50/31 4/85 71/44 27/572 21/13 1/21 76/47 1/21 3/62 55/34 1/20 34/21 1/22 1/21 13/8 1/20 31/19 0/1 1/22 80/49 2/45 129/79 10/223 7/156 49/30 1/22 67/41 0/1 1/20 85/52 1/22 18/11 1/23 1/22 41/25 10/221 1/22 23/14 9/196 28/17 2/43 33/20 3/64 5/3 1/21 37/22 1/20 69/41 3/62 2/41 32/19 1/21 1/20 27/16 9/184 49/29 3/61 71/42 29/588 93/55 4/81 33/668 22/13 7/141 1/20 17/10 1/20 29/17 0/1 1/18 12/7 1/21 1/20 55/32 1/22 43/25 4/85 5/106 74/43 17/358 1/21 105/61 1/21 31/18 9/188 50/29 4/83 69/40 29/600 157/91 64/1323 3/62 245/142 3/62 88/51 3/62 35/723 19/11 7/144 2/41 7/4 1/20 16/9 5/96 1/19 41/23 1/18 2/35 66/37 1/22 1/21 25/14 1/20 34/19 1/19 1/18 43/24 1/20 9/5 0/1 1/20 38/21 7/141 1/20 105/58 1/20 67/37 1/20 16/319 29/16 1/20 20/11 2/39 11/6 5/96 35/19 1/19 24/13 1/19 11/208 37/20 7/132 13/7 3/56 2/37 28/15 2/37 15/8 1/18 17/9 0/1 1/18 2/1 1/18 1/17 17/8 1/16 15/7 1/17 13/6 1/16 24/11 13/209 1/16 35/16 1/16 11/5 1/16 6/95 31/14 13/204 20/9 2/31 29/13 3/46 4/61 9/4 1/16 34/15 1/15 1/14 25/11 1/15 66/29 1/14 1/13 41/18 1/16 16/7 1/16 3/47 39/17 13/202 2/31 62/27 13/201 11/170 23/10 13/200 30/13 4/61 7/3 1/15 40/17 4/59 73/31 4/59 3/44 106/45 1/15 5/74 245/104 5/74 139/59 5/74 4/59 33/14 3/44 26/11 13/191 3/44 71/30 41/600 187/79 99/1448 8/117 116/49 37/541 29/424 45/19 5/73 64/27 7/102 9/131 19/8 5/72 31/13 4/57 1/14 105/44 1/14 74/31 1/14 5/69 43/18 1/12 55/23 1/15 12/5 1/15 3/44 41/17 7/102 2/29 70/29 2/29 29/12 5/72 17/7 4/57 1/14 5/2 1/14 18/7 1/15 1/14 49/19 3/41 31/12 7/96 106/41 1/14 3/41 75/29 3/41 44/17 5/68 7/95 13/5 2/27 3/40 47/18 11/144 175/67 1/13 128/49 1/13 21/272 81/31 5/64 4/51 34/13 1/14 1/13 55/21 1/13 21/8 1/14 50/19 2/27 29/11 0/1 1/14 66/25 7/95 9/122 103/39 25/338 2/27 140/53 2/27 37/14 11/148 8/3 5/66 1/13 35/13 1/13 27/10 17/220 73/27 13/168 12/155 119/44 11/142 46/17 19/245 9/116 19/7 6/77 5/64 68/25 1/13 3/38 117/43 6/77 29/372 49/18 5/64 128/47 9/115 31/396 79/29 5/64 14/179 30/11 4/51 11/4 1/12 36/13 1/14 1/13 25/9 1/13 64/23 7/89 3/38 39/14 7/88 14/5 2/25 31/11 7/86 4/49 17/6 1/12 37/13 2/25 5/62 20/7 2/25 23/8 15/184 3/1 1/12 2/23 22/7 5/56 11/123 19/6 13/144 35/11 1/11 16/5 1/11 11/120 29/9 16/173 5/54 13/4 3/32 36/11 1/11 1/10 59/18 3/32 82/25 7/75 3/32 105/32 3/32 23/7 3/32 2/21 33/10 1/12 10/3 2/21 37/11 6/61 1/10 175/52 1/10 138/41 1/10 11/109 101/30 5/48 64/19 1/11 1/10 91/27 1/11 27/8 5/52 98/29 2/21 71/21 2/21 1/10 44/13 5/52 3/31 105/31 3/31 61/18 7/72 17/5 4/41 1/10 7/2 1/10 18/5 1/10 1/9 29/8 5/48 98/27 2/19 69/19 1/10 2/19 109/30 3/28 40/11 2/19 11/3 5/48 2/19 48/13 13/123 11/104 37/10 3/28 26/7 3/28 7/65 93/25 4/37 13/120 67/18 7/64 41/11 1/10 2/19 97/26 7/68 56/15 2/19 15/4 3/28 34/9 1/10 1/9 87/23 1/10 2/19 140/37 2/19 53/14 3/28 72/19 5/46 1/9 19/5 2/19 3/28 23/6 17/156 27/7 9/82 10/91 4/1 1/9 3/26 21/5 3/25 17/4 1/8 13/3 10/81 1/8 35/8 1/8 22/5 1/8 17/135 9/2 1/8 41/9 7/54 10/77 73/16 25/192 105/23 3/23 32/7 3/23 11/84 87/19 5/38 2/15 55/12 5/38 23/5 1/8 2/15 37/8 11/84 14/3 2/15 33/7 3/22 4/29 52/11 3/22 1/7 19/4 7/52 5/1 1/7 26/5 7/47 3/20 47/9 13/88 4/27 21/4 3/20 58/11 23/152 5/33 37/7 2/13 1/6 53/10 3/20 16/3 3/20 5/33 11/2 5/32 17/3 4/25 1/6 23/4 19/116 29/5 24/145 1/6 35/6 1/6 6/1 1/6 5/29 19/3 13/72 2/11 13/2 3/16 20/3 4/21 27/4 7/36 34/5 5/26 1/5 7/1 1/5 22/3 1/5 5/24 15/2 3/14 23/3 7/32 2/9 8/1 5/22 3/13 9/1 1/4 8/31 10/1 2/7 11/1 5/16 6/19 12/1 1/3 11/32 1/0 1/0 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(71,665,30,281) (-9/1,1/0) -> (26/11,71/30) Hyperbolic Matrix(71,595,-50,-419) (-9/1,-8/1) -> (-27/19,-44/31) Hyperbolic Matrix(141,1085,82,631) (-8/1,-15/2) -> (55/32,43/25) Hyperbolic Matrix(71,525,38,281) (-15/2,-7/1) -> (28/15,15/8) Hyperbolic Matrix(419,2835,124,839) (-7/1,-27/4) -> (27/8,98/29) Hyperbolic Matrix(349,2345,-146,-981) (-27/4,-20/3) -> (-55/23,-43/18) Hyperbolic Matrix(69,455,-32,-211) (-20/3,-13/2) -> (-13/6,-15/7) Hyperbolic Matrix(71,455,22,141) (-13/2,-6/1) -> (29/9,13/4) Hyperbolic Matrix(69,385,50,279) (-6/1,-11/2) -> (11/8,29/21) Hyperbolic Matrix(71,385,26,141) (-11/2,-5/1) -> (30/11,11/4) Hyperbolic Matrix(139,665,-88,-421) (-5/1,-19/4) -> (-19/12,-30/19) Hyperbolic Matrix(421,1995,-310,-1469) (-19/4,-52/11) -> (-53/39,-19/14) Hyperbolic Matrix(141,665,-74,-349) (-52/11,-33/7) -> (-2/1,-17/9) Hyperbolic Matrix(209,980,164,769) (-33/7,-14/3) -> (14/11,37/29) Hyperbolic Matrix(211,980,166,771) (-14/3,-37/8) -> (33/26,14/11) Hyperbolic Matrix(349,1610,106,489) (-37/8,-23/5) -> (23/7,33/10) Hyperbolic Matrix(351,1610,46,211) (-23/5,-55/12) -> (15/2,23/3) Hyperbolic Matrix(1399,6405,856,3919) (-55/12,-32/7) -> (67/41,85/52) Hyperbolic Matrix(139,630,-62,-281) (-32/7,-9/2) -> (-9/4,-38/17) Hyperbolic Matrix(71,315,16,71) (-9/2,-13/3) -> (22/5,9/2) Hyperbolic Matrix(139,595,-82,-351) (-13/3,-17/4) -> (-17/10,-22/13) Hyperbolic Matrix(141,595,50,211) (-17/4,-4/1) -> (31/11,17/6) Hyperbolic Matrix(211,805,92,351) (-4/1,-19/5) -> (16/7,39/17) Hyperbolic Matrix(489,1855,92,349) (-19/5,-53/14) -> (53/10,16/3) Hyperbolic Matrix(1259,4760,-926,-3501) (-53/14,-34/9) -> (-34/25,-87/64) Hyperbolic Matrix(631,2380,390,1471) (-34/9,-15/4) -> (55/34,34/21) Hyperbolic Matrix(909,3395,562,2099) (-15/4,-41/11) -> (76/47,55/34) Hyperbolic Matrix(1259,4690,-564,-2101) (-41/11,-67/18) -> (-67/30,-29/13) Hyperbolic Matrix(489,1820,-320,-1191) (-67/18,-26/7) -> (-26/17,-3/2) Hyperbolic Matrix(491,1820,208,771) (-26/7,-37/10) -> (33/14,26/11) Hyperbolic Matrix(351,1295,190,701) (-37/10,-11/3) -> (24/13,37/20) Hyperbolic Matrix(211,770,-134,-489) (-11/3,-29/8) -> (-41/26,-11/7) Hyperbolic Matrix(281,1015,-116,-419) (-29/8,-18/5) -> (-17/7,-29/12) Hyperbolic Matrix(69,245,-20,-71) (-18/5,-7/2) -> (-7/2,-17/5) Parabolic Matrix(351,1190,310,1051) (-17/5,-61/18) -> (9/8,17/15) Hyperbolic Matrix(3781,12810,1116,3781) (-61/18,-105/31) -> (105/31,61/18) Hyperbolic Matrix(2729,9240,806,2729) (-105/31,-44/13) -> (44/13,105/31) Hyperbolic Matrix(631,2135,352,1191) (-44/13,-27/8) -> (43/24,9/5) Hyperbolic Matrix(2171,7315,582,1961) (-27/8,-64/19) -> (41/11,97/26) Hyperbolic Matrix(2661,8960,-956,-3219) (-64/19,-37/11) -> (-103/37,-64/23) Hyperbolic Matrix(209,700,146,489) (-37/11,-10/3) -> (10/7,33/23) Hyperbolic Matrix(211,700,148,491) (-10/3,-33/10) -> (37/26,10/7) Hyperbolic Matrix(489,1610,106,349) (-33/10,-23/7) -> (23/5,37/8) Hyperbolic Matrix(279,910,-172,-561) (-23/7,-13/4) -> (-13/8,-47/29) Hyperbolic Matrix(141,455,22,71) (-13/4,-16/5) -> (19/3,13/2) Hyperbolic Matrix(351,1120,110,351) (-16/5,-35/11) -> (35/11,16/5) Hyperbolic Matrix(419,1330,132,419) (-35/11,-19/6) -> (19/6,35/11) Hyperbolic Matrix(211,665,178,561) (-19/6,-3/1) -> (32/27,19/16) Hyperbolic Matrix(279,805,218,629) (-3/1,-20/7) -> (55/43,32/25) Hyperbolic Matrix(209,595,98,279) (-20/7,-17/6) -> (17/8,15/7) Hyperbolic Matrix(211,595,50,141) (-17/6,-14/5) -> (21/5,17/4) Hyperbolic Matrix(351,980,226,631) (-14/5,-39/14) -> (31/20,14/9) Hyperbolic Matrix(5669,15785,1684,4689) (-39/14,-103/37) -> (138/41,101/30) Hyperbolic Matrix(1611,4480,680,1891) (-64/23,-25/9) -> (45/19,64/27) Hyperbolic Matrix(631,1750,278,771) (-25/9,-36/13) -> (34/15,25/11) Hyperbolic Matrix(1189,3290,-734,-2031) (-36/13,-11/4) -> (-81/50,-34/21) Hyperbolic Matrix(141,385,26,71) (-11/4,-19/7) -> (16/3,11/2) Hyperbolic Matrix(349,945,284,769) (-19/7,-27/10) -> (27/22,16/13) Hyperbolic Matrix(701,1890,260,701) (-27/10,-35/13) -> (35/13,27/10) Hyperbolic Matrix(209,560,78,209) (-35/13,-8/3) -> (8/3,35/13) Hyperbolic Matrix(489,1295,-344,-911) (-8/3,-37/14) -> (-37/26,-27/19) Hyperbolic Matrix(3499,9240,-2174,-5741) (-37/14,-66/25) -> (-66/41,-103/64) Hyperbolic Matrix(1751,4620,982,2591) (-66/25,-29/11) -> (41/23,66/37) Hyperbolic Matrix(771,2030,346,911) (-29/11,-50/19) -> (20/9,29/13) Hyperbolic Matrix(839,2205,-320,-841) (-50/19,-21/8) -> (-21/8,-55/21) Parabolic Matrix(909,2380,668,1749) (-55/21,-34/13) -> (34/25,15/11) Hyperbolic Matrix(349,910,-242,-631) (-34/13,-13/5) -> (-13/9,-36/25) Hyperbolic Matrix(419,1085,324,839) (-13/5,-31/12) -> (31/24,22/17) Hyperbolic Matrix(421,1085,272,701) (-31/12,-18/7) -> (17/11,31/20) Hyperbolic Matrix(69,175,-28,-71) (-18/7,-5/2) -> (-5/2,-17/7) Parabolic Matrix(349,840,-204,-491) (-29/12,-12/5) -> (-12/7,-41/24) Hyperbolic Matrix(629,1505,-410,-981) (-12/5,-55/23) -> (-20/13,-23/15) Hyperbolic Matrix(1891,4515,792,1891) (-43/18,-31/13) -> (74/31,43/18) Hyperbolic Matrix(279,665,-206,-491) (-31/13,-19/8) -> (-19/14,-4/3) Hyperbolic Matrix(561,1330,-472,-1119) (-19/8,-45/19) -> (-25/21,-19/16) Hyperbolic Matrix(281,665,30,71) (-45/19,-26/11) -> (9/1,10/1) Hyperbolic Matrix(771,1820,208,491) (-26/11,-33/14) -> (37/10,26/7) Hyperbolic Matrix(491,1155,298,701) (-33/14,-7/3) -> (28/17,33/20) Hyperbolic Matrix(349,805,212,489) (-7/3,-23/10) -> (23/14,28/17) Hyperbolic Matrix(351,805,92,211) (-23/10,-16/7) -> (19/5,23/6) Hyperbolic Matrix(491,1120,338,771) (-16/7,-41/18) -> (29/20,16/11) Hyperbolic Matrix(2029,4620,1260,2869) (-41/18,-66/29) -> (66/41,29/18) Hyperbolic Matrix(769,1750,584,1329) (-66/29,-25/11) -> (25/19,4/3) Hyperbolic Matrix(771,1750,278,631) (-25/11,-34/15) -> (36/13,25/9) Hyperbolic Matrix(139,315,-124,-281) (-34/15,-9/4) -> (-9/8,-1/1) Hyperbolic Matrix(3289,7350,720,1609) (-38/17,-105/47) -> (105/23,32/7) Hyperbolic Matrix(6581,14700,1442,3221) (-105/47,-67/30) -> (73/16,105/23) Hyperbolic Matrix(911,2030,346,771) (-29/13,-20/9) -> (50/19,29/11) Hyperbolic Matrix(979,2170,568,1259) (-20/9,-31/14) -> (31/18,50/29) Hyperbolic Matrix(491,1085,-348,-769) (-31/14,-11/5) -> (-24/17,-31/22) Hyperbolic Matrix(209,455,96,209) (-11/5,-13/6) -> (13/6,24/11) Hyperbolic Matrix(279,595,98,209) (-15/7,-2/1) -> (37/13,20/7) Hyperbolic Matrix(909,1715,556,1049) (-17/9,-15/8) -> (85/52,18/11) Hyperbolic Matrix(281,525,38,71) (-15/8,-13/7) -> (22/3,15/2) Hyperbolic Matrix(701,1295,190,351) (-13/7,-24/13) -> (11/3,48/13) Hyperbolic Matrix(911,1680,494,911) (-24/13,-35/19) -> (35/19,24/13) Hyperbolic Matrix(419,770,228,419) (-35/19,-11/6) -> (11/6,35/19) Hyperbolic Matrix(211,385,154,281) (-11/6,-9/5) -> (26/19,11/8) Hyperbolic Matrix(1191,2135,352,631) (-9/5,-34/19) -> (71/21,44/13) Hyperbolic Matrix(979,1750,626,1119) (-34/19,-25/14) -> (25/16,36/23) Hyperbolic Matrix(1471,2625,942,1681) (-25/14,-41/23) -> (64/41,25/16) Hyperbolic Matrix(629,1120,196,349) (-41/23,-16/9) -> (16/5,29/9) Hyperbolic Matrix(139,245,-80,-141) (-16/9,-7/4) -> (-7/4,-19/11) Parabolic Matrix(1541,2660,-1216,-2099) (-19/11,-69/40) -> (-71/56,-19/15) Hyperbolic Matrix(4059,7000,2516,4339) (-69/40,-50/29) -> (50/31,71/44) Hyperbolic Matrix(1259,2170,568,979) (-50/29,-31/18) -> (31/14,20/9) Hyperbolic Matrix(3781,6510,2196,3781) (-31/18,-105/61) -> (105/61,31/18) Hyperbolic Matrix(9029,15540,5246,9029) (-105/61,-74/43) -> (74/43,105/61) Hyperbolic Matrix(1261,2170,326,561) (-74/43,-43/25) -> (27/7,4/1) Hyperbolic Matrix(631,1085,82,141) (-43/25,-12/7) -> (23/3,8/1) Hyperbolic Matrix(2869,4900,1188,2029) (-41/24,-70/41) -> (70/29,29/12) Hyperbolic Matrix(2871,4900,1190,2031) (-70/41,-29/17) -> (41/17,70/29) Hyperbolic Matrix(349,595,-288,-491) (-29/17,-17/10) -> (-17/14,-6/5) Hyperbolic Matrix(2941,4970,-1822,-3079) (-22/13,-49/29) -> (-21/13,-92/57) Hyperbolic Matrix(3709,6265,994,1679) (-49/29,-27/16) -> (97/26,56/15) Hyperbolic Matrix(1121,1890,914,1541) (-27/16,-32/19) -> (38/31,27/22) Hyperbolic Matrix(979,1645,416,699) (-32/19,-5/3) -> (40/17,73/31) Hyperbolic Matrix(489,805,212,349) (-5/3,-23/14) -> (23/10,30/13) Hyperbolic Matrix(491,805,86,141) (-23/14,-18/11) -> (17/3,23/4) Hyperbolic Matrix(279,455,214,349) (-18/11,-13/8) -> (13/10,17/13) Hyperbolic Matrix(5811,9415,1772,2871) (-47/29,-81/50) -> (59/18,82/25) Hyperbolic Matrix(1471,2380,390,631) (-34/21,-55/34) -> (15/4,34/9) Hyperbolic Matrix(2099,3395,562,909) (-55/34,-21/13) -> (56/15,15/4) Hyperbolic Matrix(10431,16835,7504,12111) (-92/57,-71/44) -> (139/100,57/41) Hyperbolic Matrix(4339,7000,2516,4059) (-71/44,-50/31) -> (50/29,69/40) Hyperbolic Matrix(1259,2030,694,1119) (-50/31,-29/18) -> (29/16,20/11) Hyperbolic Matrix(2869,4620,1260,2029) (-29/18,-66/41) -> (66/29,41/18) Hyperbolic Matrix(12179,19600,4610,7419) (-103/64,-140/87) -> (140/53,37/14) Hyperbolic Matrix(12181,19600,4612,7421) (-140/87,-37/23) -> (103/39,140/53) Hyperbolic Matrix(1329,2135,958,1539) (-37/23,-8/5) -> (43/31,68/49) Hyperbolic Matrix(419,665,264,419) (-8/5,-19/12) -> (19/12,27/17) Hyperbolic Matrix(5389,8505,2084,3289) (-30/19,-71/45) -> (106/41,75/29) Hyperbolic Matrix(3151,4970,-2174,-3429) (-71/45,-41/26) -> (-29/20,-71/49) Hyperbolic Matrix(1609,2520,-1118,-1751) (-11/7,-36/23) -> (-36/25,-59/41) Hyperbolic Matrix(1119,1750,626,979) (-36/23,-25/16) -> (25/14,34/19) Hyperbolic Matrix(1681,2625,942,1471) (-25/16,-39/25) -> (66/37,25/14) Hyperbolic Matrix(629,980,224,349) (-39/25,-14/9) -> (14/5,31/11) Hyperbolic Matrix(701,1085,272,421) (-14/9,-17/11) -> (18/7,49/19) Hyperbolic Matrix(1611,2485,-1270,-1959) (-17/11,-37/24) -> (-33/26,-52/41) Hyperbolic Matrix(909,1400,772,1189) (-37/24,-20/13) -> (20/17,33/28) Hyperbolic Matrix(1189,1820,228,349) (-23/15,-26/17) -> (26/5,47/9) Hyperbolic Matrix(71,105,48,71) (-3/2,-16/11) -> (19/13,3/2) Hyperbolic Matrix(771,1120,338,491) (-16/11,-29/20) -> (41/18,16/7) Hyperbolic Matrix(6861,9940,2030,2941) (-71/49,-42/29) -> (98/29,71/21) Hyperbolic Matrix(629,910,338,489) (-42/29,-13/9) -> (13/7,28/15) Hyperbolic Matrix(14279,20545,6032,8679) (-59/41,-82/57) -> (187/79,116/49) Hyperbolic Matrix(19319,27790,7396,10639) (-82/57,-105/73) -> (175/67,128/49) Hyperbolic Matrix(6231,8960,2386,3431) (-105/73,-23/16) -> (47/18,175/67) Hyperbolic Matrix(1121,1610,878,1261) (-23/16,-33/23) -> (37/29,23/18) Hyperbolic Matrix(489,700,146,209) (-33/23,-10/7) -> (10/3,37/11) Hyperbolic Matrix(491,700,148,211) (-10/7,-37/26) -> (33/10,10/3) Hyperbolic Matrix(1259,1785,888,1259) (-44/31,-17/12) -> (17/12,61/43) Hyperbolic Matrix(421,595,-346,-489) (-17/12,-24/17) -> (-11/9,-17/14) Hyperbolic Matrix(349,490,-250,-351) (-31/22,-7/5) -> (-7/5,-39/28) Parabolic Matrix(7491,10430,2062,2871) (-39/28,-71/51) -> (69/19,109/30) Hyperbolic Matrix(6161,8575,2616,3641) (-71/51,-32/23) -> (73/31,106/45) Hyperbolic Matrix(1611,2240,1360,1891) (-32/23,-57/41) -> (13/11,32/27) Hyperbolic Matrix(5111,7105,3022,4201) (-57/41,-82/59) -> (93/55,22/13) Hyperbolic Matrix(4131,5740,2570,3571) (-82/59,-25/18) -> (45/28,82/51) Hyperbolic Matrix(1539,2135,958,1329) (-25/18,-43/31) -> (8/5,45/28) Hyperbolic Matrix(631,875,556,771) (-43/31,-18/13) -> (17/15,8/7) Hyperbolic Matrix(279,385,50,69) (-18/13,-11/8) -> (11/2,17/3) Hyperbolic Matrix(281,385,154,211) (-11/8,-15/11) -> (20/11,11/6) Hyperbolic Matrix(1749,2380,668,909) (-15/11,-34/25) -> (34/13,55/21) Hyperbolic Matrix(14419,19600,3810,5179) (-87/64,-140/103) -> (140/37,53/14) Hyperbolic Matrix(14421,19600,3812,5181) (-140/103,-53/39) -> (87/23,140/37) Hyperbolic Matrix(349,455,214,279) (-4/3,-13/10) -> (13/8,31/19) Hyperbolic Matrix(701,910,540,701) (-13/10,-35/27) -> (35/27,13/10) Hyperbolic Matrix(1189,1540,918,1189) (-35/27,-22/17) -> (22/17,35/27) Hyperbolic Matrix(839,1085,324,419) (-22/17,-9/7) -> (44/17,13/5) Hyperbolic Matrix(1119,1435,818,1049) (-9/7,-32/25) -> (67/49,26/19) Hyperbolic Matrix(629,805,218,279) (-32/25,-23/18) -> (23/8,3/1) Hyperbolic Matrix(1261,1610,878,1121) (-23/18,-37/29) -> (33/23,23/16) Hyperbolic Matrix(769,980,164,209) (-37/29,-14/11) -> (14/3,33/7) Hyperbolic Matrix(771,980,166,211) (-14/11,-33/26) -> (37/8,14/3) Hyperbolic Matrix(11621,14735,6736,8541) (-52/41,-71/56) -> (69/40,157/91) Hyperbolic Matrix(139,175,-112,-141) (-19/15,-5/4) -> (-5/4,-16/13) Parabolic Matrix(769,945,284,349) (-16/13,-11/9) -> (46/17,19/7) Hyperbolic Matrix(1469,1750,528,629) (-6/5,-25/21) -> (25/9,64/23) Hyperbolic Matrix(561,665,178,211) (-19/16,-13/11) -> (22/7,19/6) Hyperbolic Matrix(771,910,416,491) (-13/11,-33/28) -> (37/20,13/7) Hyperbolic Matrix(1189,1400,772,909) (-33/28,-20/17) -> (20/13,37/24) Hyperbolic Matrix(209,245,-180,-211) (-20/17,-7/6) -> (-7/6,-15/13) Parabolic Matrix(1399,1610,1094,1259) (-15/13,-23/20) -> (23/18,55/43) Hyperbolic Matrix(1401,1610,610,701) (-23/20,-8/7) -> (62/27,23/10) Hyperbolic Matrix(771,875,556,631) (-8/7,-9/8) -> (61/44,43/31) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(281,-315,124,-139) (1/1,9/8) -> (9/4,34/15) Hyperbolic Matrix(701,-805,182,-209) (8/7,23/20) -> (23/6,27/7) Hyperbolic Matrix(699,-805,244,-281) (23/20,15/13) -> (20/7,23/8) Hyperbolic Matrix(211,-245,180,-209) (15/13,7/6) -> (7/6,20/17) Parabolic Matrix(1751,-2065,474,-559) (33/28,13/11) -> (48/13,37/10) Hyperbolic Matrix(1119,-1330,472,-561) (19/16,6/5) -> (64/27,19/8) Hyperbolic Matrix(491,-595,288,-349) (6/5,17/14) -> (17/10,29/17) Hyperbolic Matrix(489,-595,346,-421) (17/14,11/9) -> (24/17,17/12) Hyperbolic Matrix(2171,-2660,1656,-2029) (11/9,38/31) -> (38/29,59/45) Hyperbolic Matrix(141,-175,112,-139) (16/13,5/4) -> (5/4,19/15) Parabolic Matrix(2099,-2660,1216,-1541) (19/15,52/41) -> (88/51,19/11) Hyperbolic Matrix(1959,-2485,1270,-1611) (52/41,33/26) -> (37/24,17/11) Hyperbolic Matrix(491,-630,272,-349) (32/25,9/7) -> (9/5,38/21) Hyperbolic Matrix(841,-1085,162,-209) (9/7,40/31) -> (5/1,26/5) Hyperbolic Matrix(4339,-5600,1194,-1541) (40/31,31/24) -> (109/30,40/11) Hyperbolic Matrix(2939,-3850,642,-841) (17/13,38/29) -> (32/7,87/19) Hyperbolic Matrix(1681,-2205,1280,-1679) (59/45,21/16) -> (21/16,46/35) Parabolic Matrix(559,-735,54,-71) (46/35,25/19) -> (10/1,11/1) Hyperbolic Matrix(491,-665,206,-279) (4/3,19/14) -> (19/8,31/13) Hyperbolic Matrix(1469,-1995,310,-421) (19/14,53/39) -> (52/11,19/4) Hyperbolic Matrix(3501,-4760,926,-1259) (53/39,34/25) -> (34/9,87/23) Hyperbolic Matrix(1819,-2485,1128,-1541) (15/11,41/30) -> (29/18,50/31) Hyperbolic Matrix(3431,-4690,1894,-2589) (41/30,67/49) -> (67/37,29/16) Hyperbolic Matrix(911,-1260,556,-769) (29/21,18/13) -> (18/11,41/25) Hyperbolic Matrix(1541,-2135,454,-629) (18/13,61/44) -> (61/18,17/5) Hyperbolic Matrix(5321,-7385,1008,-1399) (68/49,93/67) -> (58/11,37/7) Hyperbolic Matrix(3151,-4375,2268,-3149) (93/67,25/18) -> (25/18,82/59) Parabolic Matrix(22889,-31815,9670,-13441) (82/59,139/100) -> (71/30,187/79) Hyperbolic Matrix(629,-875,202,-281) (57/41,32/23) -> (3/1,22/7) Hyperbolic Matrix(351,-490,250,-349) (32/23,7/5) -> (7/5,38/27) Parabolic Matrix(3431,-4830,2038,-2869) (38/27,69/49) -> (69/41,32/19) Hyperbolic Matrix(3851,-5425,1490,-2099) (69/49,31/22) -> (31/12,106/41) Hyperbolic Matrix(769,-1085,348,-491) (31/22,24/17) -> (11/5,31/14) Hyperbolic Matrix(7771,-11025,5476,-7769) (61/43,105/74) -> (105/74,44/31) Parabolic Matrix(419,-595,50,-71) (44/31,27/19) -> (8/1,9/1) Hyperbolic Matrix(911,-1295,344,-489) (27/19,37/26) -> (37/14,8/3) Hyperbolic Matrix(631,-910,242,-349) (23/16,13/9) -> (13/5,47/18) Hyperbolic Matrix(701,-1015,96,-139) (13/9,42/29) -> (7/1,22/3) Hyperbolic Matrix(2801,-4060,772,-1119) (42/29,29/20) -> (29/8,98/27) Hyperbolic Matrix(841,-1225,576,-839) (16/11,35/24) -> (35/24,19/13) Parabolic Matrix(1191,-1820,320,-489) (3/2,23/15) -> (93/25,67/18) Hyperbolic Matrix(981,-1505,410,-629) (23/15,20/13) -> (55/23,12/5) Hyperbolic Matrix(561,-875,134,-209) (14/9,39/25) -> (4/1,21/5) Hyperbolic Matrix(3431,-5355,1300,-2029) (39/25,64/41) -> (29/11,66/25) Hyperbolic Matrix(2101,-3290,804,-1259) (36/23,11/7) -> (81/31,34/13) Hyperbolic Matrix(489,-770,134,-211) (11/7,30/19) -> (40/11,11/3) Hyperbolic Matrix(421,-665,88,-139) (30/19,19/12) -> (19/4,5/1) Hyperbolic Matrix(771,-1225,484,-769) (27/17,35/22) -> (35/22,8/5) Parabolic Matrix(6159,-9905,2264,-3641) (82/51,37/23) -> (68/25,117/43) Hyperbolic Matrix(5741,-9240,2174,-3499) (37/23,66/41) -> (66/25,103/39) Hyperbolic Matrix(3079,-4970,1822,-2941) (71/44,21/13) -> (49/29,71/42) Hyperbolic Matrix(5109,-8260,1516,-2451) (21/13,76/47) -> (64/19,91/27) Hyperbolic Matrix(561,-910,172,-279) (34/21,13/8) -> (13/4,36/11) Hyperbolic Matrix(3709,-6055,1630,-2661) (31/19,80/49) -> (25/11,66/29) Hyperbolic Matrix(9239,-15085,3902,-6371) (80/49,129/79) -> (116/49,45/19) Hyperbolic Matrix(10781,-17605,3986,-6509) (129/79,49/30) -> (119/44,46/17) Hyperbolic Matrix(7069,-11550,2614,-4271) (49/30,67/41) -> (73/27,119/44) Hyperbolic Matrix(981,-1610,170,-279) (41/25,23/14) -> (23/4,29/5) Hyperbolic Matrix(211,-350,126,-209) (33/20,5/3) -> (5/3,37/22) Parabolic Matrix(4411,-7420,1872,-3149) (37/22,69/41) -> (139/59,33/14) Hyperbolic Matrix(1681,-2835,622,-1049) (32/19,27/16) -> (27/10,73/27) Hyperbolic Matrix(2239,-3780,664,-1121) (27/16,49/29) -> (91/27,27/8) Hyperbolic Matrix(559,-945,42,-71) (71/42,93/55) -> (12/1,1/0) Hyperbolic Matrix(351,-595,82,-139) (22/13,17/10) -> (17/4,13/3) Hyperbolic Matrix(491,-840,204,-349) (29/17,12/7) -> (12/5,41/17) Hyperbolic Matrix(1121,-1925,244,-419) (12/7,55/32) -> (55/12,23/5) Hyperbolic Matrix(3641,-6265,1586,-2729) (43/25,74/43) -> (39/17,62/27) Hyperbolic Matrix(34791,-60025,20164,-34789) (157/91,245/142) -> (245/142,88/51) Parabolic Matrix(141,-245,80,-139) (19/11,7/4) -> (7/4,16/9) Parabolic Matrix(491,-875,78,-139) (16/9,41/23) -> (6/1,19/3) Hyperbolic Matrix(1329,-2380,196,-351) (34/19,43/24) -> (27/4,34/5) Hyperbolic Matrix(6091,-11025,3364,-6089) (38/21,105/58) -> (105/58,67/37) Parabolic Matrix(1191,-2240,260,-489) (15/8,17/9) -> (87/19,55/12) Hyperbolic Matrix(349,-665,74,-141) (17/9,2/1) -> (33/7,52/11) Hyperbolic Matrix(629,-1330,166,-351) (2/1,17/8) -> (53/14,72/19) Hyperbolic Matrix(211,-455,32,-69) (15/7,13/6) -> (13/2,20/3) Hyperbolic Matrix(561,-1225,256,-559) (24/11,35/16) -> (35/16,11/5) Parabolic Matrix(281,-630,62,-139) (29/13,9/4) -> (9/2,41/9) Hyperbolic Matrix(211,-490,90,-209) (30/13,7/3) -> (7/3,40/17) Parabolic Matrix(25481,-60025,10816,-25479) (106/45,245/104) -> (245/104,139/59) Parabolic Matrix(4621,-11025,1936,-4619) (31/13,105/44) -> (105/44,74/31) Parabolic Matrix(981,-2345,146,-349) (43/18,55/23) -> (20/3,27/4) Hyperbolic Matrix(419,-1015,116,-281) (29/12,17/7) -> (18/5,29/8) Hyperbolic Matrix(71,-175,28,-69) (17/7,5/2) -> (5/2,18/7) Parabolic Matrix(909,-2345,326,-841) (49/19,31/12) -> (39/14,14/5) Hyperbolic Matrix(2801,-7245,1028,-2659) (75/29,44/17) -> (79/29,30/11) Hyperbolic Matrix(911,-2380,80,-209) (128/49,81/31) -> (11/1,12/1) Hyperbolic Matrix(841,-2205,320,-839) (55/21,21/8) -> (21/8,50/19) Parabolic Matrix(979,-2660,258,-701) (19/7,68/25) -> (72/19,19/5) Hyperbolic Matrix(4411,-12005,1620,-4409) (117/43,49/18) -> (49/18,128/47) Parabolic Matrix(3919,-10675,1054,-2871) (128/47,79/29) -> (26/7,93/25) Hyperbolic Matrix(911,-2520,278,-769) (11/4,36/13) -> (36/11,59/18) Hyperbolic Matrix(3219,-8960,956,-2661) (64/23,39/14) -> (101/30,64/19) Hyperbolic Matrix(911,-2590,172,-489) (17/6,37/13) -> (37/7,53/10) Hyperbolic Matrix(3361,-11025,1024,-3359) (82/25,105/32) -> (105/32,23/7) Parabolic Matrix(9101,-30625,2704,-9099) (37/11,175/52) -> (175/52,138/41) Parabolic Matrix(71,-245,20,-69) (17/5,7/2) -> (7/2,18/5) Parabolic Matrix(1051,-3815,154,-559) (98/27,69/19) -> (34/5,7/1) Hyperbolic Matrix(1541,-5740,338,-1259) (67/18,41/11) -> (41/9,73/16) Hyperbolic Matrix(281,-1225,64,-279) (13/3,35/8) -> (35/8,22/5) Parabolic Matrix(421,-2205,80,-419) (47/9,21/4) -> (21/4,58/11) Parabolic Matrix(211,-1225,36,-209) (29/5,35/6) -> (35/6,6/1) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(71,665,30,281) -> Matrix(41,11,600,161) Matrix(71,595,-50,-419) -> Matrix(21,5,-500,-119) Matrix(141,1085,82,631) -> Matrix(23,5,492,107) Matrix(71,525,38,281) -> Matrix(33,7,608,129) Matrix(419,2835,124,839) -> Matrix(47,9,496,95) Matrix(349,2345,-146,-981) -> Matrix(5,1,-96,-19) Matrix(69,455,-32,-211) -> Matrix(37,7,-608,-115) Matrix(71,455,22,141) -> Matrix(49,9,528,97) Matrix(69,385,50,279) -> Matrix(19,3,500,79) Matrix(71,385,26,141) -> Matrix(45,7,572,89) Matrix(139,665,-88,-421) -> Matrix(51,7,-1144,-157) Matrix(421,1995,-310,-1469) -> Matrix(37,5,-940,-127) Matrix(141,665,-74,-349) -> Matrix(7,1,-148,-21) Matrix(209,980,164,769) -> Matrix(15,2,472,63) Matrix(211,980,166,771) -> Matrix(15,2,352,47) Matrix(349,1610,106,489) -> Matrix(61,8,648,85) Matrix(351,1610,46,211) -> Matrix(121,16,552,73) Matrix(1399,6405,856,3919) -> Matrix(23,3,544,71) Matrix(139,630,-62,-281) -> Matrix(15,2,-248,-33) Matrix(71,315,16,71) -> Matrix(55,7,432,55) Matrix(139,595,-82,-351) -> Matrix(25,3,-492,-59) Matrix(141,595,50,211) -> Matrix(41,5,500,61) Matrix(211,805,92,351) -> Matrix(65,7,1012,109) Matrix(489,1855,92,349) -> Matrix(83,9,544,59) Matrix(1259,4760,-926,-3501) -> Matrix(1,0,-16,1) Matrix(631,2380,390,1471) -> Matrix(19,2,408,43) Matrix(909,3395,562,2099) -> Matrix(47,5,968,103) Matrix(1259,4690,-564,-2101) -> Matrix(17,2,-264,-31) Matrix(489,1820,-320,-1191) -> Matrix(55,6,-1256,-137) Matrix(491,1820,208,771) -> Matrix(169,18,2488,265) Matrix(351,1295,190,701) -> Matrix(161,17,3040,321) Matrix(211,770,-134,-489) -> Matrix(39,4,-868,-89) Matrix(281,1015,-116,-419) -> Matrix(49,5,-696,-71) Matrix(69,245,-20,-71) -> Matrix(49,5,-500,-51) Matrix(351,1190,310,1051) -> Matrix(41,4,1240,121) Matrix(3781,12810,1116,3781) -> Matrix(433,42,4464,433) Matrix(2729,9240,806,2729) -> Matrix(311,30,3224,311) Matrix(631,2135,352,1191) -> Matrix(31,3,568,55) Matrix(2171,7315,582,1961) -> Matrix(9,1,80,9) Matrix(2661,8960,-956,-3219) -> Matrix(37,4,-472,-51) Matrix(209,700,146,489) -> Matrix(21,2,556,53) Matrix(211,700,148,491) -> Matrix(21,2,472,45) Matrix(489,1610,106,349) -> Matrix(85,8,648,61) Matrix(279,910,-172,-561) -> Matrix(21,2,-452,-43) Matrix(141,455,22,71) -> Matrix(97,9,528,49) Matrix(351,1120,110,351) -> Matrix(241,22,2640,241) Matrix(419,1330,132,419) -> Matrix(287,26,3168,287) Matrix(211,665,178,561) -> Matrix(11,1,252,23) Matrix(279,805,218,629) -> Matrix(61,5,1720,141) Matrix(209,595,98,279) -> Matrix(37,3,604,49) Matrix(211,595,50,141) -> Matrix(61,5,500,41) Matrix(351,980,226,631) -> Matrix(25,2,512,41) Matrix(5669,15785,1684,4689) -> Matrix(139,11,1352,107) Matrix(1611,4480,680,1891) -> Matrix(281,22,4100,321) Matrix(631,1750,278,771) -> Matrix(1,0,28,1) Matrix(1189,3290,-734,-2031) -> Matrix(1,0,-8,1) Matrix(141,385,26,71) -> Matrix(89,7,572,45) Matrix(349,945,284,769) -> Matrix(13,1,480,37) Matrix(701,1890,260,701) -> Matrix(441,34,5720,441) Matrix(209,560,78,209) -> Matrix(131,10,1716,131) Matrix(489,1295,-344,-911) -> Matrix(67,5,-1568,-117) Matrix(3499,9240,-2174,-5741) -> Matrix(433,32,-9296,-687) Matrix(1751,4620,982,2591) -> Matrix(27,2,472,35) Matrix(771,2030,346,911) -> Matrix(53,4,808,61) Matrix(839,2205,-320,-841) -> Matrix(13,1,-196,-15) Matrix(909,2380,668,1749) -> Matrix(27,2,688,51) Matrix(349,910,-242,-631) -> Matrix(53,4,-1312,-99) Matrix(419,1085,324,839) -> Matrix(95,7,2592,191) Matrix(421,1085,272,701) -> Matrix(41,3,888,65) Matrix(69,175,-28,-71) -> Matrix(41,3,-588,-43) Matrix(349,840,-204,-491) -> Matrix(29,2,-624,-43) Matrix(629,1505,-410,-981) -> Matrix(13,1,-300,-23) Matrix(1891,4515,792,1891) -> Matrix(13,1,168,13) Matrix(279,665,-206,-491) -> Matrix(43,3,-1104,-77) Matrix(561,1330,-472,-1119) -> Matrix(29,2,-972,-67) Matrix(281,665,30,71) -> Matrix(161,11,600,41) Matrix(771,1820,208,491) -> Matrix(265,18,2488,169) Matrix(491,1155,298,701) -> Matrix(133,9,2852,193) Matrix(349,805,212,489) -> Matrix(107,7,2308,151) Matrix(351,805,92,211) -> Matrix(109,7,1012,65) Matrix(491,1120,338,771) -> Matrix(33,2,808,49) Matrix(2029,4620,1260,2869) -> Matrix(35,2,752,43) Matrix(769,1750,584,1329) -> Matrix(1,0,40,1) Matrix(771,1750,278,631) -> Matrix(1,0,28,1) Matrix(139,315,-124,-281) -> Matrix(15,1,-496,-33) Matrix(3289,7350,720,1609) -> Matrix(297,20,2272,153) Matrix(6581,14700,1442,3221) -> Matrix(783,52,6008,399) Matrix(911,2030,346,771) -> Matrix(61,4,808,53) Matrix(979,2170,568,1259) -> Matrix(219,14,4552,291) Matrix(491,1085,-348,-769) -> Matrix(79,5,-1912,-121) Matrix(209,455,96,209) -> Matrix(113,7,1824,113) Matrix(279,595,98,209) -> Matrix(49,3,604,37) Matrix(909,1715,556,1049) -> Matrix(19,1,436,23) Matrix(281,525,38,71) -> Matrix(129,7,608,33) Matrix(701,1295,190,351) -> Matrix(321,17,3040,161) Matrix(911,1680,494,911) -> Matrix(417,22,7904,417) Matrix(419,770,228,419) -> Matrix(191,10,3648,191) Matrix(211,385,154,281) -> Matrix(19,1,436,23) Matrix(1191,2135,352,631) -> Matrix(55,3,568,31) Matrix(979,1750,626,1119) -> Matrix(39,2,916,47) Matrix(1471,2625,942,1681) -> Matrix(19,1,436,23) Matrix(629,1120,196,349) -> Matrix(113,6,1224,65) Matrix(139,245,-80,-141) -> Matrix(59,3,-1200,-61) Matrix(1541,2660,-1216,-2099) -> Matrix(165,8,-4352,-211) Matrix(4059,7000,2516,4339) -> Matrix(663,32,14068,679) Matrix(1259,2170,568,979) -> Matrix(291,14,4552,219) Matrix(3781,6510,2196,3781) -> Matrix(377,18,7896,377) Matrix(9029,15540,5246,9029) -> Matrix(715,34,15036,715) Matrix(1261,2170,326,561) -> Matrix(295,14,2676,127) Matrix(631,1085,82,141) -> Matrix(107,5,492,23) Matrix(2869,4900,1188,2029) -> Matrix(53,2,768,29) Matrix(2871,4900,1190,2031) -> Matrix(29,2,420,29) Matrix(349,595,-288,-491) -> Matrix(19,1,-552,-29) Matrix(2941,4970,-1822,-3079) -> Matrix(447,22,-9448,-465) Matrix(3709,6265,994,1679) -> Matrix(265,13,2548,125) Matrix(1121,1890,914,1541) -> Matrix(41,2,1004,49) Matrix(979,1645,416,699) -> Matrix(143,7,2104,103) Matrix(489,805,212,349) -> Matrix(151,7,2308,107) Matrix(491,805,86,141) -> Matrix(111,5,688,31) Matrix(279,455,214,349) -> Matrix(23,1,620,27) Matrix(5811,9415,1772,2871) -> Matrix(143,7,1532,75) Matrix(1471,2380,390,631) -> Matrix(43,2,408,19) Matrix(2099,3395,562,909) -> Matrix(103,5,968,47) Matrix(10431,16835,7504,12111) -> Matrix(1079,51,27652,1307) Matrix(4339,7000,2516,4059) -> Matrix(679,32,14068,663) Matrix(1259,2030,694,1119) -> Matrix(213,10,4196,197) Matrix(2869,4620,1260,2029) -> Matrix(43,2,752,35) Matrix(12179,19600,4610,7419) -> Matrix(1633,76,22024,1025) Matrix(12181,19600,4612,7421) -> Matrix(1463,68,19772,919) Matrix(1329,2135,958,1539) -> Matrix(65,3,1668,77) Matrix(419,665,264,419) -> Matrix(155,7,3432,155) Matrix(5389,8505,2084,3289) -> Matrix(21,1,272,13) Matrix(3151,4970,-2174,-3429) -> Matrix(181,8,-4412,-195) Matrix(1609,2520,-1118,-1751) -> Matrix(139,6,-3452,-149) Matrix(1119,1750,626,979) -> Matrix(47,2,916,39) Matrix(1681,2625,942,1471) -> Matrix(23,1,436,19) Matrix(629,980,224,349) -> Matrix(49,2,612,25) Matrix(701,1085,272,421) -> Matrix(65,3,888,41) Matrix(1611,2485,-1270,-1959) -> Matrix(111,5,-2864,-129) Matrix(909,1400,772,1189) -> Matrix(45,2,1372,61) Matrix(1189,1820,228,349) -> Matrix(137,6,936,41) Matrix(71,105,48,71) -> Matrix(23,1,528,23) Matrix(771,1120,338,491) -> Matrix(49,2,808,33) Matrix(6861,9940,2030,2941) -> Matrix(293,12,3052,125) Matrix(629,910,338,489) -> Matrix(99,4,1856,75) Matrix(14279,20545,6032,8679) -> Matrix(2517,101,36808,1477) Matrix(19319,27790,7396,10639) -> Matrix(1149,46,14912,597) Matrix(6231,8960,2386,3431) -> Matrix(451,18,5888,235) Matrix(1121,1610,878,1261) -> Matrix(51,2,1504,59) Matrix(489,700,146,209) -> Matrix(53,2,556,21) Matrix(491,700,148,211) -> Matrix(45,2,472,21) Matrix(1259,1785,888,1259) -> Matrix(121,5,2928,121) Matrix(421,595,-346,-489) -> Matrix(25,1,-676,-27) Matrix(349,490,-250,-351) -> Matrix(99,4,-2500,-101) Matrix(7491,10430,2062,2871) -> Matrix(103,4,1004,39) Matrix(6161,8575,2616,3641) -> Matrix(229,9,3384,133) Matrix(1611,2240,1360,1891) -> Matrix(51,2,1300,51) Matrix(5111,7105,3022,4201) -> Matrix(589,23,11908,465) Matrix(4131,5740,2570,3571) -> Matrix(155,6,3384,131) Matrix(1539,2135,958,1329) -> Matrix(77,3,1668,65) Matrix(631,875,556,771) -> Matrix(25,1,724,29) Matrix(279,385,50,69) -> Matrix(79,3,500,19) Matrix(281,385,154,211) -> Matrix(23,1,436,19) Matrix(1749,2380,668,909) -> Matrix(51,2,688,27) Matrix(14419,19600,3810,5179) -> Matrix(305,12,2872,113) Matrix(14421,19600,3812,5181) -> Matrix(103,4,1004,39) Matrix(349,455,214,279) -> Matrix(27,1,620,23) Matrix(701,910,540,701) -> Matrix(161,6,4320,161) Matrix(1189,1540,918,1189) -> Matrix(271,10,7344,271) Matrix(839,1085,324,419) -> Matrix(191,7,2592,95) Matrix(1119,1435,818,1049) -> Matrix(27,1,620,23) Matrix(629,805,218,279) -> Matrix(141,5,1720,61) Matrix(1261,1610,878,1121) -> Matrix(59,2,1504,51) Matrix(769,980,164,209) -> Matrix(63,2,472,15) Matrix(771,980,166,211) -> Matrix(47,2,352,15) Matrix(11621,14735,6736,8541) -> Matrix(965,37,19952,765) Matrix(139,175,-112,-141) -> Matrix(27,1,-784,-29) Matrix(769,945,284,349) -> Matrix(37,1,480,13) Matrix(1469,1750,528,629) -> Matrix(123,4,1568,51) Matrix(561,665,178,211) -> Matrix(23,1,252,11) Matrix(771,910,416,491) -> Matrix(115,4,2156,75) Matrix(1189,1400,772,909) -> Matrix(61,2,1372,45) Matrix(209,245,-180,-211) -> Matrix(29,1,-900,-31) Matrix(1399,1610,1094,1259) -> Matrix(65,2,1852,57) Matrix(1401,1610,610,701) -> Matrix(71,2,1100,31) Matrix(771,875,556,631) -> Matrix(29,1,724,25) Matrix(1,0,2,1) -> Matrix(1,0,68,1) Matrix(281,-315,124,-139) -> Matrix(33,-1,496,-15) Matrix(701,-805,182,-209) -> Matrix(39,-1,352,-9) Matrix(699,-805,244,-281) -> Matrix(95,-3,1172,-37) Matrix(211,-245,180,-209) -> Matrix(31,-1,900,-29) Matrix(1751,-2065,474,-559) -> Matrix(263,-9,2484,-85) Matrix(1119,-1330,472,-561) -> Matrix(67,-2,972,-29) Matrix(491,-595,288,-349) -> Matrix(29,-1,552,-19) Matrix(489,-595,346,-421) -> Matrix(27,-1,676,-25) Matrix(2171,-2660,1656,-2029) -> Matrix(51,-2,1352,-53) Matrix(141,-175,112,-139) -> Matrix(29,-1,784,-27) Matrix(2099,-2660,1216,-1541) -> Matrix(211,-8,4352,-165) Matrix(1959,-2485,1270,-1611) -> Matrix(129,-5,2864,-111) Matrix(491,-630,272,-349) -> Matrix(1,0,-8,1) Matrix(841,-1085,162,-209) -> Matrix(193,-7,1296,-47) Matrix(4339,-5600,1194,-1541) -> Matrix(219,-8,2108,-77) Matrix(2939,-3850,642,-841) -> Matrix(57,-2,428,-15) Matrix(1681,-2205,1280,-1679) -> Matrix(131,-5,3380,-129) Matrix(559,-735,54,-71) -> Matrix(127,-5,432,-17) Matrix(491,-665,206,-279) -> Matrix(77,-3,1104,-43) Matrix(1469,-1995,310,-421) -> Matrix(127,-5,940,-37) Matrix(3501,-4760,926,-1259) -> Matrix(1,0,-16,1) Matrix(1819,-2485,1128,-1541) -> Matrix(171,-7,3640,-149) Matrix(3431,-4690,1894,-2589) -> Matrix(193,-8,3836,-159) Matrix(911,-1260,556,-769) -> Matrix(51,-2,1148,-45) Matrix(1541,-2135,454,-629) -> Matrix(129,-5,1316,-51) Matrix(5321,-7385,1008,-1399) -> Matrix(123,-5,812,-33) Matrix(3151,-4375,2268,-3149) -> Matrix(79,-3,2028,-77) Matrix(22889,-31815,9670,-13441) -> Matrix(3719,-145,54400,-2121) Matrix(629,-875,202,-281) -> Matrix(127,-5,1448,-57) Matrix(351,-490,250,-349) -> Matrix(101,-4,2500,-99) Matrix(3431,-4830,2038,-2869) -> Matrix(1,0,-4,1) Matrix(3851,-5425,1490,-2099) -> Matrix(173,-7,2348,-95) Matrix(769,-1085,348,-491) -> Matrix(121,-5,1912,-79) Matrix(7771,-11025,5476,-7769) -> Matrix(745,-31,17856,-743) Matrix(419,-595,50,-71) -> Matrix(119,-5,500,-21) Matrix(911,-1295,344,-489) -> Matrix(117,-5,1568,-67) Matrix(631,-910,242,-349) -> Matrix(99,-4,1312,-53) Matrix(701,-1015,96,-139) -> Matrix(221,-9,1056,-43) Matrix(2801,-4060,772,-1119) -> Matrix(293,-12,2808,-115) Matrix(841,-1225,576,-839) -> Matrix(265,-11,6336,-263) Matrix(1191,-1820,320,-489) -> Matrix(137,-6,1256,-55) Matrix(981,-1505,410,-629) -> Matrix(23,-1,300,-13) Matrix(561,-875,134,-209) -> Matrix(71,-3,592,-25) Matrix(3431,-5355,1300,-2029) -> Matrix(67,-3,916,-41) Matrix(2101,-3290,804,-1259) -> Matrix(47,-2,588,-25) Matrix(489,-770,134,-211) -> Matrix(89,-4,868,-39) Matrix(421,-665,88,-139) -> Matrix(157,-7,1144,-51) Matrix(771,-1225,484,-769) -> Matrix(287,-13,6292,-285) Matrix(6159,-9905,2264,-3641) -> Matrix(323,-15,4156,-193) Matrix(5741,-9240,2174,-3499) -> Matrix(687,-32,9296,-433) Matrix(3079,-4970,1822,-2941) -> Matrix(465,-22,9448,-447) Matrix(5109,-8260,1516,-2451) -> Matrix(41,-2,472,-23) Matrix(561,-910,172,-279) -> Matrix(43,-2,452,-21) Matrix(3709,-6055,1630,-2661) -> Matrix(23,-1,300,-13) Matrix(9239,-15085,3902,-6371) -> Matrix(695,-31,10156,-453) Matrix(10781,-17605,3986,-6509) -> Matrix(957,-43,12352,-555) Matrix(7069,-11550,2614,-4271) -> Matrix(253,-12,3268,-155) Matrix(981,-1610,170,-279) -> Matrix(307,-14,1864,-85) Matrix(211,-350,126,-209) -> Matrix(85,-4,1764,-83) Matrix(4411,-7420,1872,-3149) -> Matrix(43,-2,624,-29) Matrix(1681,-2835,622,-1049) -> Matrix(513,-25,6628,-323) Matrix(2239,-3780,664,-1121) -> Matrix(163,-8,1732,-85) Matrix(559,-945,42,-71) -> Matrix(223,-11,588,-29) Matrix(351,-595,82,-139) -> Matrix(59,-3,492,-25) Matrix(491,-840,204,-349) -> Matrix(43,-2,624,-29) Matrix(1121,-1925,244,-419) -> Matrix(61,-3,468,-23) Matrix(3641,-6265,1586,-2729) -> Matrix(443,-21,6856,-325) Matrix(34791,-60025,20164,-34789) -> Matrix(6139,-297,126852,-6137) Matrix(141,-245,80,-139) -> Matrix(61,-3,1200,-59) Matrix(491,-875,78,-139) -> Matrix(55,-3,312,-17) Matrix(1329,-2380,196,-351) -> Matrix(113,-6,584,-31) Matrix(6091,-11025,3364,-6089) -> Matrix(461,-23,9200,-459) Matrix(1191,-2240,260,-489) -> Matrix(41,-2,308,-15) Matrix(349,-665,74,-141) -> Matrix(21,-1,148,-7) Matrix(629,-1330,166,-351) -> Matrix(67,-4,620,-37) Matrix(211,-455,32,-69) -> Matrix(115,-7,608,-37) Matrix(561,-1225,256,-559) -> Matrix(305,-19,4864,-303) Matrix(281,-630,62,-139) -> Matrix(33,-2,248,-15) Matrix(211,-490,90,-209) -> Matrix(121,-8,1800,-119) Matrix(25481,-60025,10816,-25479) -> Matrix(371,-25,5476,-369) Matrix(4621,-11025,1936,-4619) -> Matrix(127,-9,1764,-125) Matrix(981,-2345,146,-349) -> Matrix(19,-1,96,-5) Matrix(419,-1015,116,-281) -> Matrix(71,-5,696,-49) Matrix(71,-175,28,-69) -> Matrix(43,-3,588,-41) Matrix(909,-2345,326,-841) -> Matrix(95,-7,1208,-89) Matrix(2801,-7245,1028,-2659) -> Matrix(477,-35,6092,-447) Matrix(911,-2380,80,-209) -> Matrix(129,-10,400,-31) Matrix(841,-2205,320,-839) -> Matrix(15,-1,196,-13) Matrix(979,-2660,258,-701) -> Matrix(103,-8,940,-73) Matrix(4411,-12005,1620,-4409) -> Matrix(961,-75,12288,-959) Matrix(3919,-10675,1054,-2871) -> Matrix(89,-7,852,-67) Matrix(911,-2520,278,-769) -> Matrix(27,-2,284,-21) Matrix(3219,-8960,956,-2661) -> Matrix(51,-4,472,-37) Matrix(911,-2590,172,-489) -> Matrix(99,-8,656,-53) Matrix(3361,-11025,1024,-3359) -> Matrix(289,-27,3072,-287) Matrix(9101,-30625,2704,-9099) -> Matrix(171,-17,1700,-169) Matrix(71,-245,20,-69) -> Matrix(51,-5,500,-49) Matrix(1051,-3815,154,-559) -> Matrix(85,-9,444,-47) Matrix(1541,-5740,338,-1259) -> Matrix(33,-4,256,-31) Matrix(281,-1225,64,-279) -> Matrix(217,-27,1728,-215) Matrix(421,-2205,80,-419) -> Matrix(181,-27,1200,-179) Matrix(211,-1225,36,-209) -> Matrix(175,-29,1044,-173) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 6 Minimal number of generators: 2 Number of equivalence classes of elliptic points of order 2: 0 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 3 Genus: 0 Degree of H/liftables -> H/(image of liftables): 144 Imminent integer overflow caused the modular group computation to abort.