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: 128 Genus: 225 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -15/17 -14/17 -13/17 -12/17 -35/51 -11/17 -10/17 -9/17 -1/2 -8/17 -63/136 -61/136 -59/136 -57/136 -7/17 -53/136 -103/272 -25/68 -6/17 -21/68 -41/136 -5/17 -67/238 -19/68 -5/18 -91/340 -1/4 -4/17 -7/30 -31/136 -7/32 -3/14 -29/136 -18/85 -71/340 -5/24 -5/26 -13/68 -3/16 -5/28 -3/17 -5/29 -1/6 -5/32 -5/33 -3/20 -3/22 -1/8 -3/25 -2/17 -3/26 -1/10 -1/12 0/1 1/11 1/10 2/19 1/9 2/17 1/8 3/23 2/15 3/22 1/7 5/34 4/27 3/20 2/13 3/19 4/25 1/6 4/23 3/17 5/28 2/11 5/27 3/16 4/21 1/5 7/34 6/29 5/24 3/14 2/9 23/102 7/31 3/13 7/30 4/17 5/21 1/4 9/34 5/18 2/7 5/17 10/33 31/102 16/51 1/3 6/17 13/34 12/31 2/5 7/17 5/12 15/34 7/15 8/17 1/2 9/17 19/34 10/17 21/34 11/17 2/3 71/102 12/17 171/238 25/34 13/17 79/102 67/85 27/34 14/17 29/34 15/17 1/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -1/1 0/1 1/32 -10/11 1/30 2/59 -9/10 0/1 2/57 -17/19 1/31 2/61 -8/9 2/59 1/29 -15/17 1/29 -7/8 2/57 -20/23 0/1 1/27 -13/15 0/1 1/30 -19/22 0/1 2/57 -6/7 2/57 1/28 -29/34 1/28 -23/27 1/28 8/223 -40/47 6/167 5/139 -17/20 2/55 -11/13 3/83 2/55 -16/19 1/28 2/55 -21/25 2/55 1/27 -5/6 0/1 2/55 -19/23 3/82 4/109 -14/17 1/27 -23/28 6/161 -9/11 1/27 2/53 -22/27 0/1 1/25 -13/16 2/53 -30/37 1/27 4/107 -17/21 3/80 2/53 -21/26 2/53 4/105 -4/5 2/53 1/26 -27/34 1/26 -23/29 1/26 12/311 -19/24 6/155 -72/91 29/747 4/103 -53/67 4/103 7/180 -34/43 1/26 2/51 -15/19 3/77 2/51 -26/33 1/26 2/51 -37/47 1/26 2/51 -48/61 5/128 2/51 -11/14 0/1 2/51 -29/37 1/26 4/103 -18/23 4/103 3/77 -25/32 2/51 -32/41 3/77 8/205 -7/9 2/51 3/76 -38/49 5/126 6/151 -31/40 6/151 -55/71 18/451 1/25 -79/102 1/25 -24/31 1/25 4/99 -65/84 2/49 -41/53 0/1 1/24 -17/22 0/1 2/51 -44/57 2/51 3/76 -27/35 2/51 1/25 -10/13 2/51 3/76 -33/43 6/151 1/25 -56/73 6/151 7/176 -23/30 6/151 8/201 -13/17 1/25 -29/38 10/249 8/199 -16/21 1/25 6/149 -51/67 5/124 4/99 -86/113 41/1015 4/99 -35/46 4/99 18/445 -19/25 5/123 2/49 -3/4 2/49 -17/23 7/170 4/97 -14/19 10/241 1/24 -25/34 1/24 -11/15 1/24 8/191 -30/41 13/309 4/95 -49/67 1/24 4/95 -68/93 7/166 10/237 -19/26 4/95 2/47 -46/63 1/24 2/47 -27/37 0/1 1/24 -8/11 1/24 2/47 -29/40 6/143 -50/69 4/95 3/71 -21/29 4/95 7/166 -13/18 8/189 2/47 -18/25 2/47 11/258 -23/32 2/47 -51/71 2/47 5/117 -28/39 5/117 8/187 -5/7 2/47 1/23 -22/31 4/93 1/23 -17/24 6/139 -12/17 1/23 -31/44 14/321 -50/71 10/229 9/206 -19/27 8/183 7/160 -45/64 6/137 -71/101 1/23 6/137 -26/37 1/23 4/91 -33/47 6/137 5/114 -7/10 4/91 2/45 -44/63 2/45 5/112 -37/53 0/1 1/22 -30/43 2/45 1/22 -23/33 1/23 2/45 -39/56 2/45 -55/79 2/47 1/23 -71/102 1/23 -16/23 1/23 4/91 -25/36 2/45 -59/85 1/23 -34/49 3/68 2/45 -9/13 5/113 2/45 -29/42 2/45 16/359 -20/29 8/179 3/67 -11/16 2/45 -35/51 1/22 -24/35 2/45 1/22 -13/19 1/23 2/45 -2/3 1/22 2/43 -15/23 11/234 4/85 -28/43 5/106 6/127 -13/20 6/127 -11/17 1/21 -20/31 1/21 8/167 -9/14 6/125 4/83 -43/67 4/83 11/228 -34/53 4/83 7/145 -59/92 10/207 -25/39 3/62 8/165 -66/103 3/62 2/41 -41/64 2/41 -16/25 7/144 2/41 -23/36 2/41 -53/83 0/1 1/20 -30/47 1/21 2/41 -7/11 1/21 2/41 -26/41 4/83 7/145 -45/71 1/21 2/41 -109/172 2/41 -64/101 3/62 2/41 -19/30 8/165 2/41 -12/19 2/41 5/102 -29/46 4/81 6/121 -17/27 4/81 1/20 -56/89 1/21 2/41 -95/151 0/1 1/20 -39/62 2/41 4/81 -22/35 2/41 1/20 -27/43 2/41 3/61 -5/8 2/41 -28/45 4/81 5/101 -23/37 4/81 1/20 -64/103 2/41 1/20 -41/66 2/41 4/81 -18/29 3/61 4/81 -13/21 10/201 1/20 -21/34 1/20 -8/13 1/20 6/119 -27/44 2/39 -19/31 1/20 4/79 -11/18 4/79 2/39 -36/59 2/39 9/175 -25/41 3/58 4/77 -14/23 0/1 1/21 -17/28 2/39 -20/33 1/20 2/39 -23/38 0/1 2/39 -3/5 2/39 1/19 -19/32 2/39 -16/27 4/77 1/19 -13/22 4/77 6/115 -10/17 1/19 -27/46 8/151 6/113 -44/75 7/132 6/113 -17/29 5/94 4/75 -41/70 6/113 4/75 -24/41 9/169 4/75 -31/53 3/56 8/149 -38/65 7/130 2/37 -83/142 2/37 8/147 -45/77 2/37 1/18 -7/12 2/37 -39/67 0/1 1/20 -71/122 0/1 2/33 -32/55 1/20 2/39 -25/43 1/19 2/37 -43/74 0/1 2/37 -18/31 0/1 1/19 -11/19 2/39 1/19 -26/45 9/169 4/75 -41/71 5/93 2/37 -56/97 8/149 5/93 -15/26 0/1 2/37 -49/85 1/19 -34/59 1/19 2/37 -19/33 1/19 2/37 -23/40 2/37 -50/87 3/56 2/37 -27/47 3/56 2/37 -4/7 2/37 1/18 -17/30 0/1 2/35 -30/53 0/1 1/21 -13/23 0/1 1/18 -35/62 4/75 2/37 -22/39 1/19 4/75 -9/16 2/37 -23/41 7/128 4/73 -37/66 2/37 4/73 -88/157 2/37 3/55 -51/91 4/73 17/310 -14/25 6/109 1/18 -19/34 1/18 -5/9 1/18 2/35 -26/47 2/35 1/17 -21/38 0/1 2/33 -16/29 0/1 1/15 -43/78 0/1 2/43 -27/49 2/39 1/19 -11/20 2/37 -17/31 1/18 4/71 -6/11 1/18 2/35 -19/35 2/35 1/17 -32/59 2/35 1/17 -13/24 2/35 -7/13 1/17 2/33 -29/54 0/1 2/27 -22/41 0/1 1/23 -15/28 2/37 -23/43 2/35 1/17 -8/15 0/1 1/17 -17/32 2/35 -9/17 1/17 -10/19 2/33 1/16 -11/21 2/33 1/16 -1/2 0/1 2/33 -10/21 1/17 2/33 -9/19 1/17 2/33 -8/17 1/16 -15/32 2/31 -7/15 0/1 1/16 -20/43 1/16 2/31 -13/28 2/29 -19/41 0/1 1/10 -63/136 0/1 -44/95 0/1 1/29 -25/54 0/1 2/39 -6/13 2/33 1/16 -11/24 2/31 -16/35 1/16 2/31 -5/11 2/31 1/15 -14/31 4/61 1/15 -23/51 1/15 -9/20 2/29 -22/49 1/14 2/27 -35/78 0/1 2/23 -48/107 0/1 1/5 -61/136 0/1 -13/29 0/1 1/18 -30/67 0/1 1/17 -17/38 0/1 2/33 -4/9 2/31 1/15 -15/34 1/15 -11/25 1/15 6/89 -40/91 17/251 4/59 -69/157 3/44 2/29 -29/66 4/59 2/29 -18/41 4/59 7/103 -7/16 2/29 -17/39 4/57 1/14 -10/23 0/1 1/15 -23/53 0/1 1/12 -59/136 0/1 -36/83 0/1 1/19 -13/30 0/1 2/31 -29/67 0/1 1/16 -16/37 0/1 1/15 -3/7 1/15 2/29 -20/47 2/29 3/43 -17/40 2/29 -14/33 2/29 1/14 -39/92 2/29 -64/151 0/1 1/15 -25/59 2/29 1/14 -11/26 0/1 2/29 -30/71 2/29 5/72 -19/45 4/57 9/128 -8/19 1/14 2/27 -37/88 2/29 -66/157 2/27 1/13 -29/69 0/1 1/14 -50/119 1/15 -21/50 0/1 2/29 -13/31 0/1 1/14 -57/136 0/1 -44/105 0/1 1/15 -31/74 0/1 2/29 -18/43 2/29 1/14 -23/55 2/27 1/13 -28/67 0/1 1/13 -5/12 2/29 -17/41 4/57 9/128 -29/70 4/57 6/85 -12/29 4/57 5/71 -7/17 1/14 -16/39 8/111 7/97 -25/61 6/83 5/69 -9/22 6/83 4/55 -11/27 1/14 4/55 -13/32 2/27 -15/37 0/1 1/14 -2/5 1/14 2/27 -15/38 0/1 2/27 -13/33 2/27 1/13 -11/28 2/27 -20/51 1/13 -9/23 0/1 1/12 -25/64 2/27 -16/41 4/55 3/41 -23/59 9/122 2/27 -53/136 2/27 -30/77 2/27 13/175 -7/18 2/27 4/53 -40/103 2/27 3/40 -33/85 3/40 -59/152 10/133 -26/67 4/53 1/13 -45/116 2/27 -19/49 6/79 1/13 -12/31 4/53 1/13 -17/44 2/27 -5/13 6/79 1/13 -13/34 1/13 -8/21 1/13 10/129 -27/71 13/167 6/77 -46/121 1/13 8/103 -19/50 8/103 6/77 -11/29 4/51 3/38 -25/66 4/51 2/25 -64/169 3/38 2/25 -103/272 2/25 -39/103 1/13 2/25 -14/37 1/13 4/51 -3/8 2/25 -19/51 1/13 -35/94 6/77 4/51 -16/43 3/38 2/25 -13/35 1/13 2/25 -36/97 1/13 4/51 -23/62 4/51 2/25 -33/89 2/25 1/12 -10/27 1/13 4/51 -17/46 6/77 4/51 -41/111 10/127 13/165 -24/65 3/38 14/177 -7/19 5/63 2/25 -25/68 2/25 -18/49 2/25 13/162 -11/30 2/25 8/99 -37/101 2/25 3/37 -26/71 2/25 1/12 -15/41 7/86 4/49 -4/11 2/25 1/12 -21/58 0/1 2/27 -17/47 2/25 1/12 -47/130 4/51 2/25 -77/213 2/25 1/12 -30/83 0/1 1/13 -13/36 2/25 -9/25 2/25 7/87 -23/64 2/25 -37/103 2/25 3/37 -14/39 8/99 3/37 -19/53 7/86 4/49 -43/120 10/123 -24/67 11/135 4/49 -29/81 18/221 11/135 -5/14 4/49 6/73 -11/31 8/97 1/12 -6/17 1/12 -13/37 1/12 12/143 -7/20 6/71 -22/63 6/71 11/130 -15/43 6/71 5/59 -8/23 4/47 11/129 -1/3 2/23 1/11 -9/28 10/109 -8/25 7/76 6/65 -7/22 4/43 10/107 -6/19 2/21 1/10 -5/16 2/21 -9/29 3/32 8/85 -22/71 3/32 2/21 -13/42 16/169 2/21 -17/55 21/221 2/21 -21/68 2/21 -4/13 2/21 5/52 -11/36 2/21 -7/23 4/41 1/10 -31/102 1/10 -24/79 1/10 2/19 -41/135 0/1 1/12 -17/56 2/21 -27/89 2/21 1/10 -10/33 2/21 1/10 -13/43 1/11 2/21 -16/53 0/1 1/11 -19/63 5/53 2/21 -41/136 2/21 -22/73 2/21 9/94 -3/10 2/21 4/41 -17/57 5/51 6/61 -14/47 5/51 6/61 -11/37 4/41 1/10 -30/101 6/61 1/10 -19/64 6/61 -8/27 7/71 8/81 -5/17 1/10 -12/41 13/129 12/119 -19/65 11/109 10/99 -26/89 9/89 26/257 -33/113 49/484 8/79 -7/24 6/59 -9/31 1/10 4/39 -29/100 6/59 -20/69 5/49 4/39 -11/38 6/59 4/39 -2/7 1/10 2/19 -11/39 8/77 5/48 -20/71 5/48 2/19 -29/103 3/29 2/19 -67/238 3/29 -38/135 3/29 8/77 -9/32 2/19 -7/25 11/105 2/19 -19/68 2/19 -12/43 2/19 19/180 -5/18 2/19 8/75 -23/83 8/75 3/28 -18/65 2/19 7/66 -31/112 18/169 -44/159 8/75 43/403 -13/47 14/131 3/28 -8/29 7/65 4/37 -27/98 2/19 4/37 -19/69 3/28 4/37 -30/109 15/139 4/37 -11/40 6/55 -3/11 2/19 1/9 -10/37 0/1 1/9 -37/137 0/1 1/10 -101/374 1/10 -64/237 1/10 2/19 -27/100 2/19 -17/63 2/19 1/9 -7/26 2/19 4/37 -25/93 10/93 7/65 -18/67 4/37 1/9 -29/108 10/93 -11/41 4/37 13/120 -15/56 6/55 -34/127 11/101 6/55 -53/198 40/367 6/55 -72/269 53/486 6/55 -91/340 6/55 -19/71 6/55 13/119 -4/15 8/73 1/9 -9/34 1/9 -5/19 1/9 10/89 -6/23 4/35 7/61 -7/27 0/1 1/8 -1/4 2/17 -6/25 2/17 5/42 -11/46 18/149 4/33 -16/67 4/33 5/41 -5/21 6/49 1/8 -4/17 1/8 -11/47 1/8 10/79 -29/124 10/79 -18/77 10/79 9/71 -7/30 8/63 6/47 -17/73 7/55 6/47 -27/116 6/47 -10/43 1/8 6/47 -3/13 3/23 2/15 -11/48 2/15 -30/131 5/38 2/15 -19/83 0/1 1/8 -27/118 0/1 2/15 -8/35 1/8 2/15 -13/57 3/23 2/15 -31/136 2/15 -18/79 2/15 3/22 -5/22 0/1 2/15 -12/53 0/1 1/9 -7/31 4/33 1/8 -23/102 1/8 -16/71 1/8 18/143 -25/111 10/79 9/71 -9/40 6/47 -20/89 6/47 5/39 -11/49 6/47 5/39 -2/9 3/23 2/15 -9/41 8/59 3/22 -7/32 2/15 -5/23 3/22 4/29 -13/60 6/43 -8/37 4/29 1/7 -3/14 0/1 2/15 -16/75 5/38 2/15 -29/136 2/15 -13/61 2/15 5/37 -10/47 2/15 1/7 -27/127 1/8 2/15 -17/80 2/15 -7/33 2/15 1/7 -25/118 2/15 4/29 -18/85 1/7 -29/137 0/1 1/6 -11/52 2/15 -4/19 2/15 3/22 -9/43 2/15 1/7 -14/67 7/51 4/29 -33/158 42/305 4/29 -52/249 71/515 4/29 -71/340 4/29 -19/91 4/29 29/210 -5/24 6/43 -16/77 6/43 1/7 -27/130 6/43 20/143 -11/53 7/50 8/57 -6/29 12/85 1/7 -7/34 1/7 -1/5 1/7 2/13 -5/26 4/27 2/13 -9/47 7/46 2/13 -13/68 2/13 -4/21 2/13 3/19 -7/37 4/25 1/6 -10/53 0/1 1/7 -13/69 0/1 1/8 -3/16 2/13 -5/27 0/1 1/8 -2/11 2/13 1/6 -5/28 6/37 -3/17 1/6 -7/40 6/35 -4/23 4/23 3/17 -5/29 0/1 1/6 -6/35 1/6 2/11 -1/6 0/1 2/11 -4/25 1/6 2/11 -3/19 2/11 1/5 -8/51 1/6 -5/32 2/11 -2/13 2/11 3/16 -5/33 2/11 1/5 -13/86 0/1 2/11 -8/53 0/1 1/5 -11/73 2/11 5/27 -3/20 2/11 -10/67 4/21 1/5 -7/47 5/26 6/31 -4/27 8/41 1/5 -5/34 1/5 -1/7 1/5 2/9 -3/22 0/1 2/9 -2/15 0/1 1/3 -3/23 0/1 1/6 -1/8 2/9 -3/25 2/9 3/13 -2/17 1/4 -5/43 6/23 5/19 -3/26 4/15 2/7 -1/9 1/4 2/7 -2/19 2/5 1/2 -1/10 0/1 2/9 -1/11 2/7 1/3 -1/12 2/5 0/1 0/1 1/1 1/11 -1/1 -2/3 1/10 -2/5 0/1 2/19 -2/1 1/0 1/9 -2/3 -1/2 2/17 -1/2 1/8 -2/5 3/23 -1/4 0/1 2/15 -1/1 0/1 3/22 -2/5 0/1 1/7 -2/5 -1/3 5/34 -1/3 4/27 -1/3 -8/25 7/47 -6/19 -5/16 3/20 -2/7 2/13 -3/10 -2/7 3/19 -1/3 -2/7 4/25 -2/7 -1/4 1/6 -2/7 0/1 4/23 -3/11 -4/15 3/17 -1/4 5/28 -6/25 2/11 -1/4 -2/9 5/27 -1/6 0/1 3/16 -2/9 7/37 -1/4 -4/17 4/21 -3/13 -2/9 5/26 -2/9 -4/19 1/5 -2/9 -1/5 7/34 -1/5 6/29 -1/5 -12/61 5/24 -6/31 19/91 -29/152 -4/21 14/67 -4/21 -7/37 9/43 -1/5 -2/11 4/19 -3/16 -2/11 7/33 -1/5 -2/11 10/47 -1/5 -2/11 13/61 -5/27 -2/11 3/14 -2/11 0/1 8/37 -1/5 -4/21 5/23 -4/21 -3/16 7/32 -2/11 9/41 -3/16 -8/43 2/9 -2/11 -3/17 11/49 -5/29 -6/35 9/40 -6/35 16/71 -18/107 -1/6 23/102 -1/6 7/31 -1/6 -4/25 19/84 -2/13 12/53 -1/7 0/1 5/22 -2/11 0/1 13/57 -2/11 -3/17 8/35 -2/11 -1/6 3/13 -2/11 -3/17 10/43 -6/35 -1/6 17/73 -6/35 -7/41 7/30 -6/35 -8/47 4/17 -1/6 9/38 -10/61 -8/49 5/21 -1/6 -6/37 16/67 -5/31 -4/25 27/113 -41/256 -4/25 11/46 -4/25 -18/113 6/25 -5/32 -2/13 1/4 -2/13 6/23 -7/47 -4/27 5/19 -10/69 -1/7 9/34 -1/7 4/15 -1/7 -8/57 11/41 -13/94 -4/29 18/67 -1/7 -4/29 25/93 -7/51 -10/73 7/26 -4/29 -2/15 17/63 -1/7 -2/15 10/37 -1/7 0/1 3/11 -1/7 -2/15 11/40 -6/43 19/69 -4/29 -3/22 8/29 -4/29 -7/51 5/18 -8/59 -2/15 7/25 -2/15 -11/83 9/32 -2/15 20/71 -2/15 -5/38 11/39 -5/38 -8/61 2/7 -2/15 -1/8 9/31 -4/31 -1/8 7/24 -6/47 5/17 -1/8 13/44 -14/113 21/71 -10/81 -9/73 8/27 -8/65 -7/57 19/64 -6/49 30/101 -1/8 -6/49 11/37 -1/8 -4/33 14/47 -6/49 -5/41 3/10 -4/33 -2/17 19/63 -2/17 -5/43 16/53 -1/9 0/1 13/43 -2/17 -1/9 10/33 -1/8 -2/17 17/56 -2/17 24/79 -2/15 -1/8 31/102 -1/8 7/23 -1/8 -4/33 11/36 -2/17 26/85 -1/8 15/49 -3/25 -2/17 4/13 -5/42 -2/17 13/42 -2/17 -16/137 9/29 -8/69 -3/26 5/16 -2/17 16/51 -1/9 11/35 -2/17 -1/9 6/19 -1/8 -2/17 1/3 -1/9 -2/19 8/23 -11/107 -4/39 15/43 -5/49 -6/59 7/20 -6/59 6/17 -1/10 11/31 -1/10 -8/81 5/14 -6/61 -4/41 24/67 -4/41 -11/113 19/53 -4/41 -7/72 33/92 -10/103 14/39 -3/31 -8/83 37/103 -3/31 -2/21 23/64 -2/21 9/25 -7/73 -2/21 13/36 -2/21 30/83 -1/11 0/1 17/47 -1/10 -2/21 4/11 -1/10 -2/21 15/41 -4/41 -7/72 26/71 -1/10 -2/21 63/172 -2/21 37/101 -3/31 -2/21 11/30 -8/83 -2/21 7/19 -2/21 -5/53 17/46 -4/43 -6/65 10/27 -4/43 -1/11 33/89 -1/10 -2/21 56/151 -1/11 0/1 23/62 -2/21 -4/43 13/35 -2/21 -1/11 16/43 -2/21 -3/32 3/8 -2/21 17/45 -4/43 -5/54 14/37 -4/43 -1/11 39/103 -2/21 -1/11 25/66 -2/21 -4/43 11/29 -3/32 -4/43 8/21 -10/109 -1/11 13/34 -1/11 5/13 -1/11 -6/67 17/44 -2/23 12/31 -1/11 -4/45 7/18 -4/45 -2/23 23/59 -2/23 -9/104 16/41 -3/35 -4/47 9/23 -1/10 0/1 11/28 -2/23 13/33 -1/11 -2/23 15/38 -2/23 0/1 2/5 -2/23 -1/12 13/32 -2/23 11/27 -4/47 -1/12 9/22 -4/47 -6/71 7/17 -1/12 19/46 -8/97 -6/73 31/75 -7/85 -6/73 12/29 -5/61 -4/49 29/70 -6/73 -4/49 17/41 -9/110 -4/49 22/53 -3/37 -8/99 27/65 -7/87 -2/25 59/142 -2/25 -8/101 32/77 -2/25 -1/13 5/12 -2/25 28/67 -1/11 0/1 51/122 -2/29 0/1 23/55 -1/11 -2/23 18/43 -1/12 -2/25 31/74 -2/25 0/1 13/31 -1/12 0/1 8/19 -2/23 -1/12 19/45 -9/110 -4/49 30/71 -5/62 -2/25 41/97 -8/99 -5/62 11/26 -2/25 0/1 36/85 -1/12 25/59 -1/12 -2/25 14/33 -1/12 -2/25 17/40 -2/25 37/87 -3/37 -2/25 20/47 -3/37 -2/25 3/7 -2/25 -1/13 13/30 -2/27 0/1 23/53 -1/10 0/1 10/23 -1/13 0/1 27/62 -4/49 -2/25 17/39 -1/12 -4/49 7/16 -2/25 18/41 -7/89 -4/51 29/66 -2/25 -4/51 69/157 -2/25 -3/38 40/91 -4/51 -17/217 11/25 -6/77 -1/13 15/34 -1/13 4/9 -1/13 -2/27 21/47 -2/27 -1/14 17/38 -2/29 0/1 13/29 -1/16 0/1 35/78 -2/19 0/1 22/49 -2/23 -1/12 9/20 -2/25 14/31 -1/13 -4/53 5/11 -1/13 -2/27 16/35 -2/27 -1/14 27/59 -2/27 -1/14 11/24 -2/27 6/13 -1/14 -2/29 25/54 -2/35 0/1 19/41 -1/8 0/1 13/28 -2/25 20/43 -2/27 -1/14 7/15 -1/14 0/1 15/32 -2/27 8/17 -1/14 9/19 -2/29 -1/15 10/21 -2/29 -1/15 1/2 -2/29 0/1 11/21 -1/14 -2/29 10/19 -1/14 -2/29 9/17 -1/15 17/32 -2/31 8/15 -1/15 0/1 23/43 -1/15 -2/31 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-8/137 -7/120 36/61 -6/103 -5/86 13/22 -6/103 -4/69 16/27 -1/17 -4/69 19/32 -2/35 22/37 -1/17 0/1 3/5 -1/17 -2/35 23/38 -2/35 0/1 20/33 -2/35 -1/18 17/28 -2/35 31/51 -1/18 14/23 -1/19 0/1 39/64 -2/35 25/41 -4/69 -3/52 36/59 -9/157 -2/35 83/136 -2/35 47/77 -2/35 -13/228 11/18 -2/35 -4/71 63/103 -2/35 -3/53 52/85 -3/53 93/152 -10/177 41/67 -4/71 -1/18 71/116 -2/35 30/49 -6/107 -1/18 19/31 -4/71 -1/18 27/44 -2/35 8/13 -6/107 -1/18 21/34 -1/18 13/21 -1/18 -10/181 44/71 -13/236 -6/109 75/121 -1/18 -8/145 31/50 -8/145 -6/109 18/29 -4/73 -3/55 41/66 -4/73 -2/37 105/169 -3/55 -2/37 169/272 -2/37 64/103 -1/18 -2/37 23/37 -1/18 -4/73 5/8 -2/37 32/51 -1/18 59/94 -6/109 -4/73 27/43 -3/55 -2/37 22/35 -1/18 -2/37 61/97 -1/18 -4/73 39/62 -4/73 -2/37 56/89 -2/37 -1/19 17/27 -1/18 -4/73 29/46 -6/109 -4/73 70/111 -10/183 -13/238 41/65 -3/55 -14/257 12/19 -5/92 -2/37 43/68 -2/37 31/49 -2/37 -13/241 19/30 -2/37 -8/149 64/101 -2/37 -3/56 45/71 -2/37 -1/19 26/41 -7/131 -4/75 7/11 -2/37 -1/19 37/58 -2/35 0/1 30/47 -2/37 -1/19 83/130 -4/73 -2/37 136/213 -2/37 -1/19 53/83 -1/18 0/1 23/36 -2/37 16/25 -2/37 -7/130 41/64 -2/37 66/103 -2/37 -3/56 25/39 -8/149 -3/56 34/53 -7/131 -4/75 77/120 -10/187 43/67 -11/206 -4/75 52/81 -18/337 -11/206 9/14 -4/75 -6/113 20/31 -8/151 -1/19 11/17 -1/19 24/37 -1/19 -12/229 13/20 -6/115 41/63 -6/115 -11/211 28/43 -6/115 -5/96 15/23 -4/77 -11/212 2/3 -2/39 -1/20 19/28 -10/201 17/25 -7/141 -6/121 15/22 -4/81 -10/203 13/19 -2/41 -1/21 11/16 -2/41 20/29 -3/61 -8/163 49/71 -3/61 -2/41 29/42 -16/327 -2/41 38/55 -21/430 -2/41 47/68 -2/41 9/13 -2/41 -5/103 25/36 -2/41 16/23 -4/83 -1/21 71/102 -1/21 55/79 -1/21 -2/43 94/135 -1/19 0/1 39/56 -2/41 62/89 -2/41 -1/21 23/33 -2/41 -1/21 30/43 -1/20 -2/41 37/53 -1/20 0/1 44/63 -5/102 -2/41 95/136 -2/41 51/73 -2/41 -9/185 7/10 -2/41 -4/83 40/57 -5/104 -6/125 33/47 -5/104 -6/125 26/37 -4/83 -1/21 71/101 -6/125 -1/21 45/64 -6/125 19/27 -7/146 -8/167 12/17 -1/21 29/41 -13/274 -12/253 46/65 -11/232 -10/211 63/89 -9/190 -26/549 80/113 -49/1035 -8/169 17/24 -6/127 22/31 -1/21 -4/85 71/100 -6/127 49/69 -5/106 -4/85 27/38 -6/127 -4/85 5/7 -1/21 -2/43 28/39 -8/171 -5/107 51/71 -5/107 -2/43 74/103 -3/64 -2/43 171/238 -3/64 97/135 -3/64 -8/171 23/32 -2/43 18/25 -11/236 -2/43 49/68 -2/43 31/43 -2/43 -19/409 13/18 -2/43 -8/173 60/83 -8/173 -3/65 47/65 -2/43 -7/151 81/112 -18/389 115/159 -8/173 -43/930 34/47 -14/303 -3/65 21/29 -7/152 -4/87 71/98 -2/43 -4/87 50/69 -3/65 -4/87 79/109 -15/326 -4/87 29/40 -6/131 8/11 -2/43 -1/22 27/37 -1/22 0/1 100/137 -1/21 0/1 273/374 -1/21 173/237 -1/21 -2/43 73/100 -2/43 46/63 -2/43 -1/22 19/26 -2/43 -4/87 68/93 -10/217 -7/152 49/67 -4/87 -1/22 79/108 -10/217 30/41 -4/87 -13/283 41/56 -6/131 93/127 -11/240 -6/131 145/198 -40/873 -6/131 197/269 -53/1157 -6/131 249/340 -6/131 52/71 -6/131 -13/284 11/15 -8/175 -1/22 25/34 -1/22 14/19 -1/22 -10/221 17/23 -4/89 -7/156 20/27 -1/23 0/1 3/4 -2/45 19/25 -2/45 -5/113 35/46 -18/409 -4/91 51/67 -4/91 -5/114 16/21 -6/137 -1/23 13/17 -1/23 36/47 -1/23 -10/231 95/124 -10/231 59/77 -10/231 -9/208 23/30 -8/185 -6/139 56/73 -7/162 -6/139 89/116 -6/139 33/43 -1/23 -6/139 10/13 -3/70 -2/47 37/48 -2/47 101/131 -5/117 -2/47 64/83 -1/23 0/1 91/118 -2/47 0/1 27/35 -1/23 -2/47 44/57 -3/70 -2/47 105/136 -2/47 61/79 -2/47 -3/71 17/22 -2/47 0/1 41/53 -1/22 0/1 24/31 -4/91 -1/23 79/102 -1/23 55/71 -1/23 -18/415 86/111 -10/231 -9/208 31/40 -6/139 69/89 -6/139 -5/116 38/49 -6/139 -5/116 7/9 -3/70 -2/47 32/41 -8/189 -3/71 25/32 -2/47 18/23 -3/71 -4/95 47/60 -6/143 29/37 -4/95 -1/24 11/14 -2/47 0/1 59/75 -5/117 -2/47 107/136 -2/47 48/61 -2/47 -5/118 37/47 -2/47 -1/24 100/127 -1/23 -2/47 63/80 -2/47 26/33 -2/47 -1/24 93/118 -2/47 -4/95 67/85 -1/24 108/137 -1/25 0/1 41/52 -2/47 15/19 -2/47 -3/71 34/43 -2/47 -1/24 53/67 -7/166 -4/95 125/158 -42/997 -4/95 197/249 -71/1686 -4/95 269/340 -4/95 72/91 -4/95 -29/689 19/24 -6/143 61/77 -6/143 -1/24 103/130 -6/143 -20/477 42/53 -7/167 -8/191 23/29 -12/287 -1/24 27/34 -1/24 4/5 -1/24 -2/49 21/26 -4/97 -2/49 38/47 -7/171 -2/49 55/68 -2/49 17/21 -2/49 -3/74 30/37 -4/99 -1/25 43/53 -1/24 0/1 56/69 -1/23 0/1 13/16 -2/49 22/27 -1/23 0/1 9/11 -2/49 -1/25 23/28 -6/149 14/17 -1/25 33/40 -6/151 19/23 -4/101 -3/76 24/29 -1/25 0/1 29/35 -1/25 -2/51 5/6 -2/51 0/1 21/25 -1/25 -2/51 16/19 -2/51 -1/26 43/51 -1/25 27/32 -2/51 11/13 -2/51 -3/77 28/33 -2/51 -1/26 73/86 -2/51 0/1 45/53 -1/26 0/1 62/73 -2/51 -5/128 17/20 -2/51 57/67 -4/103 -1/26 40/47 -5/129 -6/155 23/27 -8/207 -1/26 29/34 -1/26 6/7 -1/26 -2/53 19/22 -2/53 0/1 13/15 -1/28 0/1 20/23 -1/25 0/1 7/8 -2/53 22/25 -2/53 -3/80 15/17 -1/27 38/43 -6/163 -5/136 23/26 -4/109 -2/55 8/9 -1/27 -2/55 17/19 -2/57 -1/29 9/10 -2/53 0/1 10/11 -2/55 -1/28 11/12 -2/57 1/1 -1/30 0/1 1/0 0/1 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(1,2,0,1) (-1/1,1/0) -> (1/1,1/0) Parabolic Matrix(475,434,-1564,-1429) (-1/1,-10/11) -> (-24/79,-41/135) Hyperbolic Matrix(477,430,680,613) (-10/11,-9/10) -> (7/10,40/57) Hyperbolic Matrix(1087,974,1972,1767) (-9/10,-17/19) -> (27/49,43/78) Hyperbolic Matrix(137,122,612,545) (-17/19,-8/9) -> (2/9,11/49) Hyperbolic Matrix(1019,902,-1768,-1565) (-8/9,-15/17) -> (-49/85,-34/59) Hyperbolic Matrix(203,178,-544,-477) (-15/17,-7/8) -> (-3/8,-19/51) Hyperbolic Matrix(1225,1066,1564,1361) (-7/8,-20/23) -> (18/23,47/60) Hyperbolic Matrix(679,590,1564,1359) (-20/23,-13/15) -> (23/53,10/23) Hyperbolic Matrix(1157,1000,1496,1293) (-13/15,-19/22) -> (17/22,41/53) Hyperbolic Matrix(883,762,1496,1291) (-19/22,-6/7) -> (36/61,13/22) Hyperbolic Matrix(407,348,476,407) (-6/7,-29/34) -> (29/34,6/7) Hyperbolic Matrix(1565,1334,1836,1565) (-29/34,-23/27) -> (23/27,29/34) Hyperbolic Matrix(2311,1968,3672,3127) (-23/27,-40/47) -> (56/89,17/27) Hyperbolic Matrix(3059,2602,-7276,-6189) (-40/47,-17/20) -> (-37/88,-66/157) Hyperbolic Matrix(203,172,-884,-749) (-17/20,-11/13) -> (-3/13,-11/48) Hyperbolic Matrix(613,518,-884,-747) (-11/13,-16/19) -> (-34/49,-9/13) Hyperbolic Matrix(271,228,1292,1087) (-16/19,-21/25) -> (9/43,4/19) Hyperbolic Matrix(1225,1028,2108,1769) (-21/25,-5/6) -> (43/74,25/43) Hyperbolic Matrix(883,730,-1564,-1293) (-5/6,-19/23) -> (-13/23,-35/62) Hyperbolic Matrix(613,506,-1564,-1291) (-19/23,-14/17) -> (-20/51,-9/23) Hyperbolic Matrix(747,614,-1904,-1565) (-14/17,-23/28) -> (-11/28,-20/51) Hyperbolic Matrix(205,168,748,613) (-23/28,-9/11) -> (3/11,11/40) Hyperbolic Matrix(475,388,748,611) (-9/11,-22/27) -> (26/41,7/11) Hyperbolic Matrix(477,388,1088,885) (-22/27,-13/16) -> (7/16,18/41) Hyperbolic Matrix(2789,2262,-3604,-2923) (-13/16,-30/37) -> (-24/31,-65/84) Hyperbolic Matrix(1767,1432,2516,2039) (-30/37,-17/21) -> (33/47,26/37) Hyperbolic Matrix(339,274,-1768,-1429) (-17/21,-21/26) -> (-5/26,-9/47) Hyperbolic Matrix(1291,1042,1768,1427) (-21/26,-4/5) -> (46/63,19/26) Hyperbolic Matrix(271,216,340,271) (-4/5,-27/34) -> (27/34,4/5) Hyperbolic Matrix(1565,1242,1972,1565) (-27/34,-23/29) -> (23/29,27/34) Hyperbolic Matrix(2311,1832,-3604,-2857) (-23/29,-19/24) -> (-59/92,-25/39) Hyperbolic Matrix(3467,2744,4896,3875) (-19/24,-72/91) -> (80/113,17/24) Hyperbolic Matrix(10403,8230,-13668,-10813) (-72/91,-53/67) -> (-51/67,-86/113) Hyperbolic Matrix(6663,5270,9112,7207) (-53/67,-34/43) -> (68/93,49/67) Hyperbolic Matrix(205,162,1292,1021) (-34/43,-15/19) -> (3/19,4/25) Hyperbolic Matrix(885,698,-1292,-1019) (-15/19,-26/33) -> (-24/35,-13/19) Hyperbolic Matrix(1361,1072,-4488,-3535) (-26/33,-37/47) -> (-27/89,-10/33) Hyperbolic Matrix(1835,1444,3196,2515) (-37/47,-48/61) -> (4/7,27/47) Hyperbolic Matrix(407,320,-1904,-1497) (-48/61,-11/14) -> (-3/14,-16/75) Hyperbolic Matrix(339,266,952,747) (-11/14,-29/37) -> (11/31,5/14) Hyperbolic Matrix(1565,1226,-2516,-1971) (-29/37,-18/23) -> (-28/45,-23/37) Hyperbolic Matrix(1087,850,1564,1223) (-18/23,-25/32) -> (25/36,16/23) Hyperbolic Matrix(1291,1008,2176,1699) (-25/32,-32/41) -> (16/27,19/32) Hyperbolic Matrix(1087,848,2788,2175) (-32/41,-7/9) -> (23/59,16/41) Hyperbolic Matrix(67,52,612,475) (-7/9,-38/49) -> (2/19,1/9) Hyperbolic Matrix(3127,2424,-5440,-4217) (-38/49,-31/40) -> (-23/40,-50/87) Hyperbolic Matrix(679,526,-2108,-1633) (-31/40,-55/71) -> (-1/3,-9/28) Hyperbolic Matrix(11219,8690,14484,11219) (-55/71,-79/102) -> (79/102,55/71) Hyperbolic Matrix(4897,3792,6324,4897) (-79/102,-24/31) -> (24/31,79/102) Hyperbolic Matrix(3875,2998,-10812,-8365) (-65/84,-41/53) -> (-19/53,-43/120) Hyperbolic Matrix(1293,1000,1496,1157) (-41/53,-17/22) -> (19/22,13/15) Hyperbolic Matrix(681,526,-2992,-2311) (-17/22,-44/57) -> (-18/79,-5/22) Hyperbolic Matrix(1293,998,2380,1837) (-44/57,-27/35) -> (19/35,6/11) Hyperbolic Matrix(135,104,-884,-681) (-27/35,-10/13) -> (-2/13,-5/33) Hyperbolic Matrix(1701,1306,2924,2245) (-10/13,-33/43) -> (25/43,32/55) Hyperbolic Matrix(2041,1566,-5848,-4487) (-33/43,-56/73) -> (-22/63,-15/43) Hyperbolic Matrix(1155,886,2924,2243) (-56/73,-23/30) -> (15/38,2/5) Hyperbolic Matrix(883,676,-1156,-885) (-23/30,-13/17) -> (-13/17,-29/38) Parabolic Matrix(1429,1090,-2584,-1971) (-29/38,-16/21) -> (-26/47,-21/38) Hyperbolic Matrix(3877,2952,4556,3469) (-16/21,-51/67) -> (57/67,40/47) Hyperbolic Matrix(6121,4658,-29308,-22303) (-86/113,-35/46) -> (-33/158,-52/249) Hyperbolic Matrix(1157,880,1700,1293) (-35/46,-19/25) -> (17/25,15/22) Hyperbolic Matrix(611,464,1700,1291) (-19/25,-3/4) -> (23/64,9/25) Hyperbolic Matrix(611,452,-1564,-1157) (-3/4,-17/23) -> (-9/23,-25/64) Hyperbolic Matrix(545,402,1292,953) (-17/23,-14/19) -> (8/19,19/45) Hyperbolic Matrix(951,700,1292,951) (-14/19,-25/34) -> (25/34,14/19) Hyperbolic Matrix(749,550,1020,749) (-25/34,-11/15) -> (11/15,25/34) Hyperbolic Matrix(1631,1194,-2788,-2041) (-11/15,-30/41) -> (-24/41,-31/53) Hyperbolic Matrix(2789,2040,-10132,-7411) (-30/41,-49/67) -> (-19/69,-30/109) Hyperbolic Matrix(7207,5270,9112,6663) (-49/67,-68/93) -> (34/43,53/67) Hyperbolic Matrix(3671,2684,-9860,-7209) (-68/93,-19/26) -> (-35/94,-16/43) Hyperbolic Matrix(1427,1042,1768,1291) (-19/26,-46/63) -> (4/5,21/26) Hyperbolic Matrix(1019,744,-2516,-1837) (-46/63,-27/37) -> (-15/37,-2/5) Hyperbolic Matrix(409,298,748,545) (-27/37,-8/11) -> (6/11,17/31) Hyperbolic Matrix(135,98,748,543) (-8/11,-29/40) -> (5/28,2/11) Hyperbolic Matrix(2721,1972,-10132,-7343) (-29/40,-50/69) -> (-18/67,-29/108) Hyperbolic Matrix(1767,1280,-3944,-2857) (-50/69,-21/29) -> (-13/29,-30/67) Hyperbolic Matrix(749,542,-1972,-1427) (-21/29,-13/18) -> (-19/50,-11/29) Hyperbolic Matrix(341,246,-1224,-883) (-13/18,-18/25) -> (-12/43,-5/18) Hyperbolic Matrix(1087,782,1700,1223) (-18/25,-23/32) -> (23/36,16/25) Hyperbolic Matrix(9179,6594,-14484,-10405) (-23/32,-51/71) -> (-45/71,-109/172) Hyperbolic Matrix(3331,2392,4828,3467) (-51/71,-28/39) -> (20/29,49/71) Hyperbolic Matrix(1293,928,3128,2245) (-28/39,-5/7) -> (31/75,12/29) Hyperbolic Matrix(205,146,-476,-339) (-5/7,-22/31) -> (-16/37,-3/7) Hyperbolic Matrix(815,578,2108,1495) (-22/31,-17/24) -> (17/44,12/31) Hyperbolic Matrix(815,576,-1156,-817) (-17/24,-12/17) -> (-12/17,-31/44) Parabolic Matrix(2993,2108,-10812,-7615) (-31/44,-50/71) -> (-18/65,-31/112) Hyperbolic Matrix(1767,1244,4828,3399) (-50/71,-19/27) -> (15/41,26/71) Hyperbolic Matrix(2653,1866,4352,3061) (-19/27,-45/64) -> (39/64,25/41) Hyperbolic Matrix(4691,3298,13056,9179) (-45/64,-71/101) -> (37/103,23/64) Hyperbolic Matrix(2857,2008,7548,5305) (-71/101,-26/37) -> (14/37,39/103) Hyperbolic Matrix(2039,1432,2516,1767) (-26/37,-33/47) -> (17/21,30/37) Hyperbolic Matrix(1157,812,-3196,-2243) (-33/47,-7/10) -> (-21/58,-17/47) Hyperbolic Matrix(409,286,-1360,-951) (-7/10,-44/63) -> (-22/73,-3/10) Hyperbolic Matrix(6121,4274,7208,5033) (-44/63,-37/53) -> (45/53,62/73) Hyperbolic Matrix(1361,950,2924,2041) (-37/53,-30/43) -> (20/43,7/15) Hyperbolic Matrix(1087,758,2924,2039) (-30/43,-23/33) -> (13/35,16/43) Hyperbolic Matrix(953,664,-4488,-3127) (-23/33,-39/56) -> (-17/80,-7/33) Hyperbolic Matrix(135,94,-1564,-1089) (-39/56,-55/79) -> (-1/11,-1/12) Hyperbolic Matrix(11219,7810,16116,11219) (-55/79,-71/102) -> (71/102,55/79) Hyperbolic Matrix(3265,2272,4692,3265) (-71/102,-16/23) -> (16/23,71/102) Hyperbolic Matrix(1223,850,1564,1087) (-16/23,-25/36) -> (25/32,18/23) Hyperbolic Matrix(1769,1228,3332,2313) (-25/36,-59/85) -> (9/17,17/32) Hyperbolic Matrix(1291,896,2448,1699) (-59/85,-34/49) -> (10/19,9/17) Hyperbolic Matrix(883,610,-2856,-1973) (-9/13,-29/42) -> (-13/42,-17/55) Hyperbolic Matrix(2787,1924,-4828,-3333) (-29/42,-20/29) -> (-56/97,-15/26) Hyperbolic Matrix(613,422,1088,749) (-20/29,-11/16) -> (9/16,22/39) Hyperbolic Matrix(3537,2428,-9112,-6255) (-11/16,-35/51) -> (-33/85,-59/152) Hyperbolic Matrix(3195,2192,-8228,-5645) (-35/51,-24/35) -> (-40/103,-33/85) Hyperbolic Matrix(477,326,-1292,-883) (-13/19,-2/3) -> (-24/65,-7/19) Hyperbolic Matrix(747,488,1768,1155) (-2/3,-15/23) -> (19/45,30/71) Hyperbolic Matrix(2515,1638,4488,2923) (-15/23,-28/43) -> (14/25,51/91) Hyperbolic Matrix(1361,886,-5848,-3807) (-28/43,-13/20) -> (-27/116,-10/43) Hyperbolic Matrix(613,398,-1360,-883) (-13/20,-11/17) -> (-23/51,-9/20) Hyperbolic Matrix(951,614,-2108,-1361) (-11/17,-20/31) -> (-14/31,-23/51) Hyperbolic Matrix(205,132,952,613) (-20/31,-9/14) -> (3/14,8/37) Hyperbolic Matrix(5303,3404,-9112,-5849) (-9/14,-43/67) -> (-39/67,-71/122) Hyperbolic Matrix(1359,872,-7208,-4625) (-43/67,-34/53) -> (-10/53,-13/69) Hyperbolic Matrix(7955,5102,-18768,-12037) (-34/53,-59/92) -> (-39/92,-64/151) Hyperbolic Matrix(7141,4576,11356,7277) (-25/39,-66/103) -> (22/35,61/97) Hyperbolic Matrix(3877,2484,13056,8365) (-66/103,-41/64) -> (19/64,30/101) Hyperbolic Matrix(409,262,1700,1089) (-41/64,-16/25) -> (6/25,1/4) Hyperbolic Matrix(1223,782,1700,1087) (-16/25,-23/36) -> (23/32,18/25) Hyperbolic Matrix(1497,956,3196,2041) (-23/36,-53/83) -> (7/15,15/32) Hyperbolic Matrix(9113,5818,-14484,-9247) (-53/83,-30/47) -> (-56/89,-95/151) Hyperbolic Matrix(953,608,-3196,-2039) (-30/47,-7/11) -> (-17/57,-14/47) Hyperbolic Matrix(611,388,748,475) (-7/11,-26/41) -> (22/27,9/11) Hyperbolic Matrix(1429,906,4828,3061) (-26/41,-45/71) -> (21/71,8/27) Hyperbolic Matrix(13735,8704,-50864,-32233) (-109/172,-64/101) -> (-64/237,-27/100) Hyperbolic Matrix(2923,1852,4828,3059) (-64/101,-19/30) -> (23/38,20/33) Hyperbolic Matrix(749,474,-2040,-1291) (-19/30,-12/19) -> (-18/49,-11/30) Hyperbolic Matrix(409,258,-1292,-815) (-12/19,-29/46) -> (-7/22,-6/19) Hyperbolic Matrix(749,472,1836,1157) (-29/46,-17/27) -> (11/27,9/22) Hyperbolic Matrix(3127,1968,3672,2311) (-17/27,-56/89) -> (40/47,23/27) Hyperbolic Matrix(4759,2994,-22916,-14417) (-95/151,-39/62) -> (-27/130,-11/53) Hyperbolic Matrix(407,256,-2380,-1497) (-39/62,-22/35) -> (-6/35,-1/6) Hyperbolic Matrix(885,556,2924,1837) (-22/35,-27/43) -> (13/43,10/33) Hyperbolic Matrix(67,42,-544,-341) (-27/43,-5/8) -> (-1/8,-3/25) Hyperbolic Matrix(475,296,544,339) (-5/8,-28/45) -> (20/23,7/8) Hyperbolic Matrix(2243,1394,7548,4691) (-23/37,-64/103) -> (30/101,11/37) Hyperbolic Matrix(6799,4224,-17952,-11153) (-64/103,-41/66) -> (-25/66,-64/169) Hyperbolic Matrix(1633,1014,3944,2449) (-41/66,-18/29) -> (12/29,29/70) Hyperbolic Matrix(545,338,-1972,-1223) (-18/29,-13/21) -> (-13/47,-8/29) Hyperbolic Matrix(883,546,1428,883) (-13/21,-21/34) -> (21/34,13/21) Hyperbolic Matrix(545,336,884,545) (-21/34,-8/13) -> (8/13,21/34) Hyperbolic Matrix(407,250,884,543) (-8/13,-27/44) -> (11/24,6/13) Hyperbolic Matrix(613,376,2108,1293) (-27/44,-19/31) -> (9/31,7/24) Hyperbolic Matrix(885,542,-2108,-1291) (-19/31,-11/18) -> (-21/50,-13/31) Hyperbolic Matrix(953,582,-2448,-1495) (-11/18,-36/59) -> (-30/77,-7/18) Hyperbolic Matrix(613,374,2788,1701) (-36/59,-25/41) -> (9/41,2/9) Hyperbolic Matrix(407,248,-1564,-953) (-25/41,-14/23) -> (-6/23,-7/27) Hyperbolic Matrix(273,166,-1564,-951) (-14/23,-17/28) -> (-7/40,-4/23) Hyperbolic Matrix(953,578,2244,1361) (-17/28,-20/33) -> (14/33,17/40) Hyperbolic Matrix(3059,1852,4828,2923) (-20/33,-23/38) -> (19/30,64/101) Hyperbolic Matrix(681,412,2924,1769) (-23/38,-3/5) -> (17/73,7/30) Hyperbolic Matrix(679,404,-2516,-1497) (-3/5,-19/32) -> (-27/100,-17/63) Hyperbolic Matrix(1699,1008,2176,1291) (-19/32,-16/27) -> (32/41,25/32) Hyperbolic Matrix(679,402,1836,1087) (-16/27,-13/22) -> (17/46,10/27) Hyperbolic Matrix(679,400,-1156,-681) (-13/22,-10/17) -> (-10/17,-27/46) Parabolic Matrix(1701,998,1972,1157) (-27/46,-44/75) -> (6/7,19/22) Hyperbolic Matrix(883,518,3128,1835) (-44/75,-17/29) -> (11/39,2/7) Hyperbolic Matrix(1495,876,3944,2311) (-17/29,-41/70) -> (25/66,11/29) Hyperbolic Matrix(2449,1434,5576,3265) (-41/70,-24/41) -> (18/41,29/66) Hyperbolic Matrix(7207,4214,11628,6799) (-31/53,-38/65) -> (44/71,75/121) Hyperbolic Matrix(13669,7990,-51068,-29851) (-38/65,-83/142) -> (-53/198,-72/269) Hyperbolic Matrix(16593,9698,20944,12241) (-83/142,-45/77) -> (61/77,103/130) Hyperbolic Matrix(8023,4688,10472,6119) (-45/77,-7/12) -> (95/124,59/77) Hyperbolic Matrix(1631,950,-5372,-3129) (-7/12,-39/67) -> (-41/135,-17/56) Hyperbolic Matrix(2107,1226,4556,2651) (-71/122,-32/55) -> (6/13,25/54) Hyperbolic Matrix(2245,1306,2924,1701) (-32/55,-25/43) -> (33/43,10/13) Hyperbolic Matrix(1769,1028,2108,1225) (-25/43,-43/74) -> (5/6,21/25) Hyperbolic Matrix(4217,2450,-10064,-5847) (-43/74,-18/31) -> (-44/105,-31/74) Hyperbolic Matrix(817,474,-2108,-1223) (-18/31,-11/19) -> (-19/49,-12/31) Hyperbolic Matrix(339,196,1292,747) (-11/19,-26/45) -> (6/23,5/19) Hyperbolic Matrix(613,354,1768,1021) (-26/45,-41/71) -> (1/3,8/23) Hyperbolic Matrix(6935,4004,9656,5575) (-41/71,-56/97) -> (28/39,51/71) Hyperbolic Matrix(3469,2000,-9316,-5371) (-15/26,-49/85) -> (-19/51,-35/94) Hyperbolic Matrix(2177,1254,-4012,-2311) (-34/59,-19/33) -> (-19/35,-32/59) Hyperbolic Matrix(883,508,2244,1291) (-19/33,-23/40) -> (11/28,13/33) Hyperbolic Matrix(1427,820,2720,1563) (-50/87,-27/47) -> (11/21,10/19) Hyperbolic Matrix(2515,1444,3196,1835) (-27/47,-4/7) -> (48/61,37/47) Hyperbolic Matrix(137,78,-476,-271) (-4/7,-17/30) -> (-11/38,-2/7) Hyperbolic Matrix(1769,1002,-4080,-2311) (-17/30,-30/53) -> (-36/83,-13/30) Hyperbolic Matrix(205,116,1564,885) (-30/53,-13/23) -> (3/23,2/15) Hyperbolic Matrix(3129,1766,-8432,-4759) (-35/62,-22/39) -> (-36/97,-23/62) Hyperbolic Matrix(749,422,1088,613) (-22/39,-9/16) -> (11/16,20/29) Hyperbolic Matrix(203,114,1088,611) (-9/16,-23/41) -> (5/27,3/16) Hyperbolic Matrix(2311,1296,5576,3127) (-23/41,-37/66) -> (29/70,17/41) Hyperbolic Matrix(817,458,1700,953) (-37/66,-88/157) -> (10/21,1/2) Hyperbolic Matrix(21149,11854,29240,16389) (-88/157,-51/91) -> (115/159,34/47) Hyperbolic Matrix(2923,1638,4488,2515) (-51/91,-14/25) -> (28/43,15/23) Hyperbolic Matrix(951,532,1700,951) (-14/25,-19/34) -> (19/34,14/25) Hyperbolic Matrix(341,190,612,341) (-19/34,-5/9) -> (5/9,19/34) Hyperbolic Matrix(1359,752,-6392,-3537) (-5/9,-26/47) -> (-10/47,-27/127) Hyperbolic Matrix(1087,600,-3944,-2177) (-21/38,-16/29) -> (-8/29,-27/98) Hyperbolic Matrix(4759,2624,-10608,-5849) (-16/29,-43/78) -> (-35/78,-48/107) Hyperbolic Matrix(1767,974,1972,1087) (-43/78,-27/49) -> (17/19,9/10) Hyperbolic Matrix(2585,1424,-6664,-3671) (-27/49,-11/20) -> (-45/116,-19/49) Hyperbolic Matrix(477,262,-1360,-747) (-11/20,-17/31) -> (-13/37,-7/20) Hyperbolic Matrix(545,298,748,409) (-17/31,-6/11) -> (8/11,27/37) Hyperbolic Matrix(1837,998,2380,1293) (-6/11,-19/35) -> (27/35,44/57) Hyperbolic Matrix(679,368,-3264,-1769) (-32/59,-13/24) -> (-5/24,-16/77) Hyperbolic Matrix(341,184,884,477) (-13/24,-7/13) -> (5/13,17/44) Hyperbolic Matrix(1905,1024,4556,2449) (-7/13,-29/54) -> (51/122,23/55) Hyperbolic Matrix(3401,1826,-7344,-3943) (-29/54,-22/41) -> (-44/95,-25/54) Hyperbolic Matrix(4079,2188,5576,2991) (-22/41,-15/28) -> (79/108,30/41) Hyperbolic Matrix(1087,582,-4828,-2585) (-15/28,-23/43) -> (-25/111,-9/40) Hyperbolic Matrix(883,472,2924,1563) (-23/43,-8/15) -> (16/53,13/43) Hyperbolic Matrix(1155,614,3196,1699) (-8/15,-17/32) -> (13/36,30/83) Hyperbolic Matrix(1835,974,2176,1155) (-17/32,-9/17) -> (43/51,27/32) Hyperbolic Matrix(1089,574,1292,681) (-9/17,-10/19) -> (16/19,43/51) Hyperbolic Matrix(2109,1108,2720,1429) (-10/19,-11/21) -> (69/89,38/49) Hyperbolic Matrix(747,388,1700,883) (-11/21,-1/2) -> (29/66,69/157) Hyperbolic Matrix(953,458,1700,817) (-1/2,-10/21) -> (88/157,37/66) Hyperbolic Matrix(1157,550,2720,1293) (-10/21,-9/19) -> (37/87,20/47) Hyperbolic Matrix(749,354,2448,1157) (-9/19,-8/17) -> (26/85,15/49) Hyperbolic Matrix(1019,478,3332,1563) (-8/17,-15/32) -> (11/36,26/85) Hyperbolic Matrix(2041,956,3196,1497) (-15/32,-7/15) -> (53/83,23/36) Hyperbolic Matrix(2041,950,2924,1361) (-7/15,-20/43) -> (30/43,37/53) Hyperbolic Matrix(611,284,-1904,-885) (-20/43,-13/28) -> (-9/28,-8/25) Hyperbolic Matrix(3401,1578,4692,2177) (-13/28,-19/41) -> (79/109,29/40) Hyperbolic Matrix(9929,4600,18496,8569) (-19/41,-63/136) -> (73/136,51/95) Hyperbolic Matrix(9927,4598,18496,8567) (-63/136,-44/95) -> (22/41,73/136) Hyperbolic Matrix(2925,1354,4556,2109) (-25/54,-6/13) -> (52/81,9/14) Hyperbolic Matrix(543,250,884,407) (-6/13,-11/24) -> (27/44,8/13) Hyperbolic Matrix(1701,778,-4012,-1835) (-11/24,-16/35) -> (-14/33,-39/92) Hyperbolic Matrix(543,248,2380,1087) (-16/35,-5/11) -> (13/57,8/35) Hyperbolic Matrix(203,92,748,339) (-5/11,-14/31) -> (10/37,3/11) Hyperbolic Matrix(1973,886,-4692,-2107) (-9/20,-22/49) -> (-8/19,-37/88) Hyperbolic Matrix(205,92,1972,885) (-22/49,-35/78) -> (1/10,2/19) Hyperbolic Matrix(10201,4576,18496,8297) (-48/107,-61/136) -> (75/136,16/29) Hyperbolic Matrix(10199,4574,18496,8295) (-61/136,-13/29) -> (59/107,75/136) Hyperbolic Matrix(2583,1156,4556,2039) (-30/67,-17/38) -> (17/30,38/67) Hyperbolic Matrix(747,334,-3196,-1429) (-17/38,-4/9) -> (-18/77,-7/30) Hyperbolic Matrix(271,120,612,271) (-4/9,-15/34) -> (15/34,4/9) Hyperbolic Matrix(749,330,1700,749) (-15/34,-11/25) -> (11/25,15/34) Hyperbolic Matrix(1565,688,4488,1973) (-11/25,-40/91) -> (8/23,15/43) Hyperbolic Matrix(18293,8040,25840,11357) (-40/91,-69/157) -> (63/89,80/113) Hyperbolic Matrix(883,388,1700,747) (-69/157,-29/66) -> (1/2,11/21) Hyperbolic Matrix(3265,1434,5576,2449) (-29/66,-18/41) -> (24/41,41/70) Hyperbolic Matrix(885,388,1088,477) (-18/41,-7/16) -> (13/16,22/27) Hyperbolic Matrix(339,148,1088,475) (-7/16,-17/39) -> (9/29,5/16) Hyperbolic Matrix(271,118,-1564,-681) (-17/39,-10/23) -> (-4/23,-5/29) Hyperbolic Matrix(1359,590,1564,679) (-10/23,-23/53) -> (13/15,20/23) Hyperbolic Matrix(10473,4544,18496,8025) (-23/53,-59/136) -> (77/136,47/83) Hyperbolic Matrix(10471,4542,18496,8023) (-59/136,-36/83) -> (30/53,77/136) Hyperbolic Matrix(2517,1090,4556,1973) (-13/30,-29/67) -> (37/67,21/38) Hyperbolic Matrix(2039,882,-7548,-3265) (-29/67,-16/37) -> (-10/37,-37/137) Hyperbolic Matrix(681,290,3196,1361) (-3/7,-20/47) -> (10/47,13/61) Hyperbolic Matrix(1223,520,-5440,-2313) (-20/47,-17/40) -> (-9/40,-20/89) Hyperbolic Matrix(1361,578,2244,953) (-17/40,-14/33) -> (20/33,17/28) Hyperbolic Matrix(13397,5678,-37060,-15707) (-64/151,-25/59) -> (-77/213,-30/83) Hyperbolic Matrix(203,86,-1768,-749) (-25/59,-11/26) -> (-3/26,-1/9) Hyperbolic Matrix(1495,632,-4828,-2041) (-11/26,-30/71) -> (-22/71,-13/42) Hyperbolic Matrix(1155,488,1768,747) (-30/71,-19/45) -> (15/23,2/3) Hyperbolic Matrix(953,402,1292,545) (-19/45,-8/19) -> (14/19,17/23) Hyperbolic Matrix(9111,3830,11968,5031) (-66/157,-29/69) -> (51/67,16/21) Hyperbolic Matrix(4693,1972,-22168,-9315) (-29/69,-50/119) -> (-18/85,-29/137) Hyperbolic Matrix(3875,1628,-18292,-7685) (-50/119,-21/50) -> (-25/118,-18/85) Hyperbolic Matrix(10745,4504,18496,7753) (-13/31,-57/136) -> (79/136,61/105) Hyperbolic Matrix(10743,4502,18496,7751) (-57/136,-44/105) -> (18/31,79/136) Hyperbolic Matrix(339,142,2108,883) (-31/74,-18/43) -> (4/25,1/6) Hyperbolic Matrix(679,284,2924,1223) (-18/43,-23/55) -> (3/13,10/43) Hyperbolic Matrix(3263,1364,-9112,-3809) (-23/55,-28/67) -> (-24/67,-29/81) Hyperbolic Matrix(67,28,-816,-341) (-28/67,-5/12) -> (-1/12,0/1) Hyperbolic Matrix(747,310,-2788,-1157) (-5/12,-17/41) -> (-11/41,-15/56) Hyperbolic Matrix(3127,1296,5576,2311) (-17/41,-29/70) -> (37/66,23/41) Hyperbolic Matrix(2449,1014,3944,1633) (-29/70,-12/29) -> (18/29,41/66) Hyperbolic Matrix(475,196,-1156,-477) (-12/29,-7/17) -> (-7/17,-16/39) Parabolic Matrix(1903,780,2652,1087) (-16/39,-25/61) -> (5/7,28/39) Hyperbolic Matrix(205,84,1496,613) (-25/61,-9/22) -> (3/22,1/7) Hyperbolic Matrix(1157,472,1836,749) (-9/22,-11/27) -> (17/27,29/46) Hyperbolic Matrix(477,194,2176,885) (-11/27,-13/32) -> (7/32,9/41) Hyperbolic Matrix(1361,552,-4692,-1903) (-13/32,-15/37) -> (-9/31,-29/100) Hyperbolic Matrix(2243,886,2924,1155) (-2/5,-15/38) -> (23/30,56/73) Hyperbolic Matrix(1769,698,4828,1905) (-15/38,-13/33) -> (37/101,11/30) Hyperbolic Matrix(1291,508,2244,883) (-13/33,-11/28) -> (23/40,19/33) Hyperbolic Matrix(1291,504,4352,1699) (-25/64,-16/41) -> (8/27,19/64) Hyperbolic Matrix(2175,848,2788,1087) (-16/41,-23/59) -> (7/9,32/41) Hyperbolic Matrix(11289,4400,18496,7209) (-23/59,-53/136) -> (83/136,47/77) Hyperbolic Matrix(11287,4398,18496,7207) (-53/136,-30/77) -> (36/59,83/136) Hyperbolic Matrix(8023,3116,9452,3671) (-7/18,-40/103) -> (28/33,73/86) Hyperbolic Matrix(9383,3642,11560,4487) (-59/152,-26/67) -> (56/69,13/16) Hyperbolic Matrix(1361,528,-9112,-3535) (-26/67,-45/116) -> (-3/20,-10/67) Hyperbolic Matrix(1495,578,2108,815) (-12/31,-17/44) -> (17/24,22/31) Hyperbolic Matrix(477,184,884,341) (-17/44,-5/13) -> (7/13,13/24) Hyperbolic Matrix(339,130,884,339) (-5/13,-13/34) -> (13/34,5/13) Hyperbolic Matrix(545,208,1428,545) (-13/34,-8/21) -> (8/21,13/34) Hyperbolic Matrix(2245,854,-7684,-2923) (-8/21,-27/71) -> (-19/65,-26/89) Hyperbolic Matrix(4829,1836,11628,4421) (-27/71,-46/121) -> (22/53,27/65) Hyperbolic Matrix(1973,750,-13056,-4963) (-46/121,-19/50) -> (-13/86,-8/53) Hyperbolic Matrix(2311,876,3944,1495) (-11/29,-25/66) -> (41/70,17/29) Hyperbolic Matrix(45969,17408,73984,28017) (-64/169,-103/272) -> (169/272,64/103) Hyperbolic Matrix(45967,17406,73984,28015) (-103/272,-39/103) -> (105/169,169/272) Hyperbolic Matrix(5305,2008,7548,2857) (-39/103,-14/37) -> (26/37,71/101) Hyperbolic Matrix(545,206,-2516,-951) (-14/37,-3/8) -> (-13/60,-8/37) Hyperbolic Matrix(2039,758,2924,1087) (-16/43,-13/35) -> (23/33,30/43) Hyperbolic Matrix(4079,1514,11356,4215) (-13/35,-36/97) -> (14/39,37/103) Hyperbolic Matrix(5237,1942,-14484,-5371) (-23/62,-33/89) -> (-17/47,-47/130) Hyperbolic Matrix(545,202,3672,1361) (-33/89,-10/27) -> (4/27,7/47) Hyperbolic Matrix(1087,402,1836,679) (-10/27,-17/46) -> (13/22,16/27) Hyperbolic Matrix(4759,1758,6256,2311) (-17/46,-41/111) -> (19/25,35/46) Hyperbolic Matrix(3401,1256,-15096,-5575) (-41/111,-24/65) -> (-16/71,-25/111) Hyperbolic Matrix(2925,1076,4624,1701) (-7/19,-25/68) -> (43/68,31/49) Hyperbolic Matrix(2923,1074,4624,1699) (-25/68,-18/49) -> (12/19,43/68) Hyperbolic Matrix(1905,698,4828,1769) (-11/30,-37/101) -> (13/33,15/38) Hyperbolic Matrix(4079,1494,-14484,-5305) (-37/101,-26/71) -> (-20/71,-29/103) Hyperbolic Matrix(3945,1444,5576,2041) (-26/71,-15/41) -> (29/41,46/65) Hyperbolic Matrix(137,50,748,273) (-15/41,-4/11) -> (2/11,5/27) Hyperbolic Matrix(679,246,748,271) (-4/11,-21/58) -> (9/10,10/11) Hyperbolic Matrix(42975,15536,58684,21215) (-47/130,-77/213) -> (93/127,145/198) Hyperbolic Matrix(1699,614,3196,1155) (-30/83,-13/36) -> (17/32,8/15) Hyperbolic Matrix(477,172,1700,613) (-13/36,-9/25) -> (7/25,9/32) Hyperbolic Matrix(1291,464,1700,611) (-9/25,-23/64) -> (3/4,19/25) Hyperbolic Matrix(9179,3298,13056,4691) (-23/64,-37/103) -> (71/101,45/64) Hyperbolic Matrix(3603,1294,4352,1563) (-37/103,-14/39) -> (24/29,29/35) Hyperbolic Matrix(747,268,-3604,-1293) (-14/39,-19/53) -> (-11/53,-6/29) Hyperbolic Matrix(15707,5628,19924,7139) (-43/120,-24/67) -> (108/137,41/52) Hyperbolic Matrix(2447,876,4556,1631) (-29/81,-5/14) -> (29/54,7/13) Hyperbolic Matrix(747,266,952,339) (-5/14,-11/31) -> (29/37,11/14) Hyperbolic Matrix(407,144,-1156,-409) (-11/31,-6/17) -> (-6/17,-13/37) Parabolic Matrix(2311,808,2720,951) (-7/20,-22/63) -> (62/73,17/20) Hyperbolic Matrix(1973,688,4488,1565) (-15/43,-8/23) -> (40/91,11/25) Hyperbolic Matrix(1021,354,1768,613) (-8/23,-1/3) -> (41/71,26/45) Hyperbolic Matrix(407,130,1700,543) (-8/25,-7/22) -> (11/46,6/25) Hyperbolic Matrix(273,86,-1292,-407) (-6/19,-5/16) -> (-11/52,-4/19) Hyperbolic Matrix(475,148,1088,339) (-5/16,-9/29) -> (17/39,7/16) Hyperbolic Matrix(1361,422,4828,1497) (-9/29,-22/71) -> (20/71,11/39) Hyperbolic Matrix(3197,988,4624,1429) (-17/55,-21/68) -> (47/68,9/13) Hyperbolic Matrix(3195,986,4624,1427) (-21/68,-4/13) -> (38/55,47/68) Hyperbolic Matrix(137,42,-884,-271) (-4/13,-11/36) -> (-5/32,-2/13) Hyperbolic Matrix(341,104,1564,477) (-11/36,-7/23) -> (5/23,7/32) Hyperbolic Matrix(1427,434,4692,1427) (-7/23,-31/102) -> (31/102,7/23) Hyperbolic Matrix(4897,1488,16116,4897) (-31/102,-24/79) -> (24/79,31/102) Hyperbolic Matrix(3197,970,-13668,-4147) (-17/56,-27/89) -> (-11/47,-29/124) Hyperbolic Matrix(1837,556,2924,885) (-10/33,-13/43) -> (27/43,22/35) Hyperbolic Matrix(1563,472,2924,883) (-13/43,-16/53) -> (8/15,23/43) Hyperbolic Matrix(9385,2832,12172,3673) (-16/53,-19/63) -> (101/131,64/83) Hyperbolic Matrix(12921,3896,18496,5577) (-19/63,-41/136) -> (95/136,51/73) Hyperbolic Matrix(12919,3894,18496,5575) (-41/136,-22/73) -> (44/63,95/136) Hyperbolic Matrix(67,20,680,203) (-3/10,-17/57) -> (1/11,1/10) Hyperbolic Matrix(477,142,2516,749) (-14/47,-11/37) -> (7/37,4/21) Hyperbolic Matrix(4691,1394,7548,2243) (-11/37,-30/101) -> (64/103,23/37) Hyperbolic Matrix(8365,2484,13056,3877) (-30/101,-19/64) -> (41/64,66/103) Hyperbolic Matrix(1361,404,1836,545) (-19/64,-8/27) -> (20/27,3/4) Hyperbolic Matrix(339,100,-1156,-341) (-8/27,-5/17) -> (-5/17,-12/41) Parabolic Matrix(3535,1034,5576,1631) (-12/41,-19/65) -> (45/71,26/41) Hyperbolic Matrix(14483,4230,25840,7547) (-26/89,-33/113) -> (51/91,88/157) Hyperbolic Matrix(1021,298,4896,1429) (-33/113,-7/24) -> (5/24,19/91) Hyperbolic Matrix(1293,376,2108,613) (-7/24,-9/31) -> (19/31,27/44) Hyperbolic Matrix(4421,1282,-15708,-4555) (-29/100,-20/69) -> (-38/135,-9/32) Hyperbolic Matrix(6799,1970,9384,2719) (-20/69,-11/38) -> (71/98,50/69) Hyperbolic Matrix(1565,442,2652,749) (-2/7,-11/39) -> (23/39,36/61) Hyperbolic Matrix(4081,1150,9656,2721) (-11/39,-20/71) -> (30/71,41/97) Hyperbolic Matrix(69293,19508,94928,26725) (-29/103,-67/238) -> (273/374,173/237) Hyperbolic Matrix(60655,17074,83096,23391) (-67/238,-38/135) -> (100/137,273/374) Hyperbolic Matrix(613,172,1700,477) (-9/32,-7/25) -> (9/25,13/36) Hyperbolic Matrix(3333,932,4624,1293) (-7/25,-19/68) -> (49/68,31/43) Hyperbolic Matrix(3331,930,4624,1291) (-19/68,-12/43) -> (18/25,49/68) Hyperbolic Matrix(2583,716,-11288,-3129) (-5/18,-23/83) -> (-19/83,-27/118) Hyperbolic Matrix(5031,1394,6868,1903) (-23/83,-18/65) -> (52/71,11/15) Hyperbolic Matrix(11085,3068,14008,3877) (-31/112,-44/159) -> (72/91,19/24) Hyperbolic Matrix(12851,3556,29240,8091) (-44/159,-13/47) -> (69/157,40/91) Hyperbolic Matrix(6665,1836,9384,2585) (-27/98,-19/69) -> (49/69,27/38) Hyperbolic Matrix(2515,692,4692,1291) (-30/109,-11/40) -> (15/28,22/41) Hyperbolic Matrix(613,168,748,205) (-11/40,-3/11) -> (9/11,23/28) Hyperbolic Matrix(339,92,748,203) (-3/11,-10/37) -> (14/31,5/11) Hyperbolic Matrix(59705,16124,83096,22441) (-37/137,-101/374) -> (171/238,97/135) Hyperbolic Matrix(68203,18418,94928,25635) (-101/374,-64/237) -> (74/103,171/238) Hyperbolic Matrix(341,92,1768,477) (-17/63,-7/26) -> (5/26,1/5) Hyperbolic Matrix(409,110,-3536,-951) (-7/26,-25/93) -> (-5/43,-3/26) Hyperbolic Matrix(1905,512,9112,2449) (-25/93,-18/67) -> (14/67,9/43) Hyperbolic Matrix(2585,694,5576,1497) (-29/108,-11/41) -> (19/41,13/28) Hyperbolic Matrix(13601,3642,17272,4625) (-15/56,-34/127) -> (100/127,63/80) Hyperbolic Matrix(37469,10030,58684,15709) (-34/127,-53/198) -> (83/130,136/213) Hyperbolic Matrix(84661,22660,115600,30941) (-72/269,-91/340) -> (249/340,52/71) Hyperbolic Matrix(84659,22658,115600,30939) (-91/340,-19/71) -> (197/269,249/340) Hyperbolic Matrix(4965,1328,6868,1837) (-19/71,-4/15) -> (60/83,47/65) Hyperbolic Matrix(271,72,1020,271) (-4/15,-9/34) -> (9/34,4/15) Hyperbolic Matrix(341,90,1292,341) (-9/34,-5/19) -> (5/19,9/34) Hyperbolic Matrix(747,196,1292,339) (-5/19,-6/23) -> (26/45,11/19) Hyperbolic Matrix(1291,334,1836,475) (-7/27,-1/4) -> (45/64,19/27) Hyperbolic Matrix(1089,262,1700,409) (-1/4,-6/25) -> (16/25,41/64) Hyperbolic Matrix(3945,944,6256,1497) (-6/25,-11/46) -> (29/46,70/111) Hyperbolic Matrix(2855,682,-13668,-3265) (-11/46,-16/67) -> (-14/67,-33/158) Hyperbolic Matrix(6937,1656,11968,2857) (-16/67,-5/21) -> (91/157,40/69) Hyperbolic Matrix(271,64,-1156,-273) (-5/21,-4/17) -> (-4/17,-11/47) Parabolic Matrix(4353,1018,10472,2449) (-29/124,-18/77) -> (32/77,5/12) Hyperbolic Matrix(1769,412,2924,681) (-7/30,-17/73) -> (3/5,23/38) Hyperbolic Matrix(14417,3356,18700,4353) (-17/73,-27/116) -> (37/48,101/131) Hyperbolic Matrix(1223,284,2924,679) (-10/43,-3/13) -> (23/55,18/43) Hyperbolic Matrix(14347,3286,18700,4283) (-11/48,-30/131) -> (56/73,89/116) Hyperbolic Matrix(8499,1946,12172,2787) (-30/131,-19/83) -> (37/53,44/63) Hyperbolic Matrix(6323,1446,8024,1835) (-27/118,-8/35) -> (26/33,93/118) Hyperbolic Matrix(1087,248,2380,543) (-8/35,-13/57) -> (5/11,16/35) Hyperbolic Matrix(14281,3256,18496,4217) (-13/57,-31/136) -> (105/136,61/79) Hyperbolic Matrix(14279,3254,18496,4215) (-31/136,-18/79) -> (44/57,105/136) Hyperbolic Matrix(203,46,1496,339) (-5/22,-12/53) -> (2/15,3/22) Hyperbolic Matrix(681,154,-3604,-815) (-12/53,-7/31) -> (-7/37,-10/53) Hyperbolic Matrix(1427,322,6324,1427) (-7/31,-23/102) -> (23/102,7/31) Hyperbolic Matrix(3265,736,14484,3265) (-23/102,-16/71) -> (16/71,23/102) Hyperbolic Matrix(1291,290,2720,611) (-20/89,-11/49) -> (9/19,10/21) Hyperbolic Matrix(545,122,612,137) (-11/49,-2/9) -> (8/9,17/19) Hyperbolic Matrix(1701,374,2788,613) (-2/9,-9/41) -> (25/41,36/59) Hyperbolic Matrix(885,194,2176,477) (-9/41,-7/32) -> (13/32,11/27) Hyperbolic Matrix(477,104,1564,341) (-7/32,-5/23) -> (7/23,11/36) Hyperbolic Matrix(203,44,1564,339) (-5/23,-13/60) -> (1/8,3/23) Hyperbolic Matrix(613,132,952,205) (-8/37,-3/14) -> (9/14,20/31) Hyperbolic Matrix(14553,3104,18496,3945) (-16/75,-29/136) -> (107/136,48/61) Hyperbolic Matrix(14551,3102,18496,3943) (-29/136,-13/61) -> (59/75,107/136) Hyperbolic Matrix(1361,290,3196,681) (-13/61,-10/47) -> (20/47,3/7) Hyperbolic Matrix(12647,2688,17272,3671) (-27/127,-17/80) -> (41/56,93/127) Hyperbolic Matrix(6189,1312,8024,1701) (-7/33,-25/118) -> (91/118,27/35) Hyperbolic Matrix(12785,2706,19924,4217) (-29/137,-11/52) -> (77/120,43/67) Hyperbolic Matrix(1087,228,1292,271) (-4/19,-9/43) -> (21/25,16/19) Hyperbolic Matrix(2449,512,9112,1905) (-9/43,-14/67) -> (18/67,25/93) Hyperbolic Matrix(91461,19100,115600,24141) (-52/249,-71/340) -> (269/340,72/91) Hyperbolic Matrix(91459,19098,115600,24139) (-71/340,-19/91) -> (197/249,269/340) Hyperbolic Matrix(10131,2114,14008,2923) (-19/91,-5/24) -> (81/112,115/159) Hyperbolic Matrix(8703,1808,20944,4351) (-16/77,-27/130) -> (59/142,32/77) Hyperbolic Matrix(407,84,1972,407) (-6/29,-7/34) -> (7/34,6/29) Hyperbolic Matrix(69,14,340,69) (-7/34,-1/5) -> (1/5,7/34) Hyperbolic Matrix(477,92,1768,341) (-1/5,-5/26) -> (7/26,17/63) Hyperbolic Matrix(3741,716,4624,885) (-9/47,-13/68) -> (55/68,17/21) Hyperbolic Matrix(3739,714,4624,883) (-13/68,-4/21) -> (38/47,55/68) Hyperbolic Matrix(749,142,2516,477) (-4/21,-7/37) -> (11/37,14/47) Hyperbolic Matrix(7073,1332,11560,2177) (-13/69,-3/16) -> (93/152,41/67) Hyperbolic Matrix(611,114,1088,203) (-3/16,-5/27) -> (23/41,9/16) Hyperbolic Matrix(273,50,748,137) (-5/27,-2/11) -> (4/11,15/41) Hyperbolic Matrix(543,98,748,135) (-2/11,-5/28) -> (29/40,8/11) Hyperbolic Matrix(203,36,-1156,-205) (-5/28,-3/17) -> (-3/17,-7/40) Parabolic Matrix(2789,480,4352,749) (-5/29,-6/35) -> (66/103,25/39) Hyperbolic Matrix(883,142,2108,339) (-1/6,-4/25) -> (18/43,31/74) Hyperbolic Matrix(1021,162,1292,205) (-4/25,-3/19) -> (15/19,34/43) Hyperbolic Matrix(611,96,1292,203) (-3/19,-8/51) -> (8/17,9/19) Hyperbolic Matrix(1021,160,2176,341) (-8/51,-5/32) -> (15/32,8/17) Hyperbolic Matrix(5781,874,9452,1429) (-5/33,-13/86) -> (11/18,63/103) Hyperbolic Matrix(2175,328,7208,1087) (-8/53,-11/73) -> (19/63,16/53) Hyperbolic Matrix(1769,266,2720,409) (-11/73,-3/20) -> (13/20,41/63) Hyperbolic Matrix(1087,162,4556,679) (-10/67,-7/47) -> (5/21,16/67) Hyperbolic Matrix(1361,202,3672,545) (-7/47,-4/27) -> (10/27,33/89) Hyperbolic Matrix(271,40,1836,271) (-4/27,-5/34) -> (5/34,4/27) Hyperbolic Matrix(69,10,476,69) (-5/34,-1/7) -> (1/7,5/34) Hyperbolic Matrix(815,112,1972,271) (-1/7,-3/22) -> (19/46,31/75) Hyperbolic Matrix(339,46,1496,203) (-3/22,-2/15) -> (12/53,5/22) Hyperbolic Matrix(885,116,1564,205) (-2/15,-3/23) -> (13/23,30/53) Hyperbolic Matrix(205,26,544,69) (-3/23,-1/8) -> (3/8,17/45) Hyperbolic Matrix(135,16,-1156,-137) (-3/25,-2/17) -> (-2/17,-5/43) Parabolic Matrix(475,52,612,67) (-1/9,-2/19) -> (38/49,7/9) Hyperbolic Matrix(885,92,1972,205) (-2/19,-1/10) -> (35/78,22/49) Hyperbolic Matrix(477,44,748,69) (-1/10,-1/11) -> (7/11,37/58) Hyperbolic Matrix(1089,-94,1564,-135) (0/1,1/11) -> (55/79,94/135) Hyperbolic Matrix(749,-86,1768,-203) (1/9,2/17) -> (36/85,25/59) Hyperbolic Matrix(341,-42,544,-67) (2/17,1/8) -> (5/8,32/51) Hyperbolic Matrix(4217,-630,7276,-1087) (7/47,3/20) -> (51/88,91/157) Hyperbolic Matrix(681,-104,884,-135) (3/20,2/13) -> (10/13,37/48) Hyperbolic Matrix(271,-42,884,-137) (2/13,3/19) -> (15/49,4/13) Hyperbolic Matrix(681,-118,1564,-271) (1/6,4/23) -> (10/23,27/62) Hyperbolic Matrix(951,-166,1564,-273) (4/23,3/17) -> (31/51,14/23) Hyperbolic Matrix(1157,-206,1904,-339) (3/17,5/28) -> (17/28,31/51) Hyperbolic Matrix(815,-154,3604,-681) (3/16,7/37) -> (7/31,19/84) Hyperbolic Matrix(1429,-274,1768,-339) (4/21,5/26) -> (21/26,38/47) Hyperbolic Matrix(1293,-268,3604,-747) (6/29,5/24) -> (33/92,14/39) Hyperbolic Matrix(3265,-682,13668,-2855) (19/91,14/67) -> (16/67,27/113) Hyperbolic Matrix(407,-86,1292,-273) (4/19,7/33) -> (11/35,6/19) Hyperbolic Matrix(3127,-664,4488,-953) (7/33,10/47) -> (62/89,23/33) Hyperbolic Matrix(1497,-320,1904,-407) (13/61,3/14) -> (11/14,59/75) Hyperbolic Matrix(951,-206,2516,-545) (8/37,5/23) -> (17/45,14/37) Hyperbolic Matrix(2313,-520,5440,-1223) (11/49,9/40) -> (17/40,37/87) Hyperbolic Matrix(1429,-322,2108,-475) (9/40,16/71) -> (2/3,19/28) Hyperbolic Matrix(6937,-1570,10812,-2447) (19/84,12/53) -> (34/53,77/120) Hyperbolic Matrix(2311,-526,2992,-681) (5/22,13/57) -> (61/79,17/22) Hyperbolic Matrix(749,-172,884,-203) (8/35,3/13) -> (11/13,28/33) Hyperbolic Matrix(3807,-886,5848,-1361) (10/43,17/73) -> (41/63,28/43) Hyperbolic Matrix(273,-64,1156,-271) (7/30,4/17) -> (4/17,9/38) Parabolic Matrix(1155,-274,2584,-613) (9/38,5/21) -> (21/47,17/38) Hyperbolic Matrix(23187,-5542,29308,-7005) (27/113,11/46) -> (125/158,197/249) Hyperbolic Matrix(953,-248,1564,-407) (1/4,6/23) -> (14/23,39/64) Hyperbolic Matrix(1157,-310,2788,-747) (4/15,11/41) -> (17/41,22/53) Hyperbolic Matrix(7343,-1972,10132,-2721) (11/41,18/67) -> (50/69,79/109) Hyperbolic Matrix(6189,-1664,9860,-2651) (25/93,7/26) -> (59/94,27/43) Hyperbolic Matrix(1497,-404,2516,-679) (17/63,10/37) -> (22/37,3/5) Hyperbolic Matrix(7411,-2040,10132,-2789) (11/40,19/69) -> (49/67,79/108) Hyperbolic Matrix(2177,-600,3944,-1087) (19/69,8/29) -> (16/29,37/67) Hyperbolic Matrix(1223,-338,1972,-545) (8/29,5/18) -> (31/50,18/29) Hyperbolic Matrix(883,-246,1224,-341) (5/18,7/25) -> (31/43,13/18) Hyperbolic Matrix(5305,-1494,14484,-4079) (9/32,20/71) -> (26/71,63/172) Hyperbolic Matrix(271,-78,476,-137) (2/7,9/31) -> (21/37,4/7) Hyperbolic Matrix(341,-100,1156,-339) (7/24,5/17) -> (5/17,13/44) Parabolic Matrix(7819,-2312,10812,-3197) (13/44,21/71) -> (47/65,81/112) Hyperbolic Matrix(2039,-608,3196,-953) (14/47,3/10) -> (37/58,30/47) Hyperbolic Matrix(951,-286,1360,-409) (3/10,19/63) -> (51/73,7/10) Hyperbolic Matrix(3535,-1072,4488,-1361) (10/33,17/56) -> (63/80,26/33) Hyperbolic Matrix(1429,-434,1564,-475) (17/56,24/79) -> (10/11,11/12) Hyperbolic Matrix(1973,-610,2856,-883) (4/13,13/42) -> (29/42,38/55) Hyperbolic Matrix(2041,-632,4828,-1495) (13/42,9/29) -> (41/97,11/26) Hyperbolic Matrix(5575,-1748,9112,-2857) (5/16,16/51) -> (52/85,93/152) Hyperbolic Matrix(5033,-1580,8228,-2583) (16/51,11/35) -> (63/103,52/85) Hyperbolic Matrix(815,-258,1292,-409) (6/19,1/3) -> (41/65,12/19) Hyperbolic Matrix(4487,-1566,5848,-2041) (15/43,7/20) -> (89/116,33/43) Hyperbolic Matrix(747,-262,1360,-477) (7/20,6/17) -> (28/51,11/20) Hyperbolic Matrix(1157,-410,2108,-747) (6/17,11/31) -> (17/31,28/51) Hyperbolic Matrix(3809,-1364,9112,-3263) (5/14,24/67) -> (28/67,51/122) Hyperbolic Matrix(5849,-2096,7208,-2583) (24/67,19/53) -> (43/53,56/69) Hyperbolic Matrix(10813,-3878,18768,-6731) (19/53,33/92) -> (53/92,87/151) Hyperbolic Matrix(5371,-1942,14484,-5237) (30/83,17/47) -> (33/89,56/151) Hyperbolic Matrix(2243,-812,3196,-1157) (17/47,4/11) -> (40/57,33/47) Hyperbolic Matrix(37129,-13600,50864,-18631) (63/172,37/101) -> (173/237,73/100) Hyperbolic Matrix(1291,-474,2040,-749) (11/30,7/19) -> (31/49,19/30) Hyperbolic Matrix(883,-326,1292,-477) (7/19,17/46) -> (15/22,13/19) Hyperbolic Matrix(18157,-6734,22916,-8499) (56/151,23/62) -> (103/130,42/53) Hyperbolic Matrix(1973,-732,2380,-883) (23/62,13/35) -> (29/35,5/6) Hyperbolic Matrix(477,-178,544,-203) (16/43,3/8) -> (7/8,22/25) Hyperbolic Matrix(11153,-4224,17952,-6799) (39/103,25/66) -> (41/66,105/169) Hyperbolic Matrix(1427,-542,1972,-749) (11/29,8/21) -> (34/47,21/29) Hyperbolic Matrix(1223,-474,2108,-817) (12/31,7/18) -> (29/50,18/31) Hyperbolic Matrix(1495,-582,2448,-953) (7/18,23/59) -> (47/77,11/18) Hyperbolic Matrix(1157,-452,1564,-611) (16/41,9/23) -> (17/23,20/27) Hyperbolic Matrix(1291,-506,1564,-613) (9/23,11/28) -> (33/40,19/23) Hyperbolic Matrix(1837,-744,2516,-1019) (2/5,13/32) -> (73/100,46/63) Hyperbolic Matrix(477,-196,1156,-475) (9/22,7/17) -> (7/17,19/46) Parabolic Matrix(37399,-15538,51068,-21217) (27/65,59/142) -> (145/198,197/269) Hyperbolic Matrix(3741,-1562,5372,-2243) (5/12,28/67) -> (94/135,39/56) Hyperbolic Matrix(5847,-2450,10064,-4217) (31/74,13/31) -> (61/105,43/74) Hyperbolic Matrix(1291,-542,2108,-885) (13/31,8/19) -> (30/49,19/31) Hyperbolic Matrix(5847,-2476,9316,-3945) (11/26,36/85) -> (32/51,59/94) Hyperbolic Matrix(1835,-778,4012,-1701) (25/59,14/33) -> (16/35,27/59) Hyperbolic Matrix(339,-146,476,-205) (3/7,13/30) -> (27/38,5/7) Hyperbolic Matrix(2311,-1002,4080,-1769) (13/30,23/53) -> (47/83,17/30) Hyperbolic Matrix(5303,-2310,8432,-3673) (27/62,17/39) -> (61/97,39/62) Hyperbolic Matrix(5033,-2248,6392,-2855) (4/9,21/47) -> (37/47,100/127) Hyperbolic Matrix(2857,-1280,3944,-1767) (17/38,13/29) -> (21/29,71/98) Hyperbolic Matrix(5849,-2624,10608,-4759) (13/29,35/78) -> (43/78,59/107) Hyperbolic Matrix(4079,-1832,6664,-2993) (22/49,9/20) -> (71/116,30/49) Hyperbolic Matrix(883,-398,1360,-613) (9/20,14/31) -> (24/37,13/20) Hyperbolic Matrix(2585,-1184,3264,-1495) (27/59,11/24) -> (19/24,61/77) Hyperbolic Matrix(3943,-1826,7344,-3401) (25/54,19/41) -> (51/95,29/54) Hyperbolic Matrix(3741,-1738,4828,-2243) (13/28,20/43) -> (86/111,31/40) Hyperbolic Matrix(1293,-692,1904,-1019) (23/43,15/28) -> (19/28,17/25) Hyperbolic Matrix(2311,-1254,4012,-2177) (13/24,19/35) -> (19/33,53/92) Hyperbolic Matrix(2719,-1498,4692,-2585) (11/20,27/49) -> (11/19,51/88) Hyperbolic Matrix(2449,-1354,3196,-1767) (21/38,5/9) -> (59/77,23/30) Hyperbolic Matrix(1293,-730,1564,-883) (22/39,13/23) -> (19/23,24/29) Hyperbolic Matrix(5509,-3126,7548,-4283) (38/67,21/37) -> (27/37,100/137) Hyperbolic Matrix(4217,-2424,5440,-3127) (27/47,23/40) -> (31/40,69/89) Hyperbolic Matrix(23663,-13634,37060,-21353) (87/151,34/59) -> (136/213,53/83) Hyperbolic Matrix(1565,-902,1768,-1019) (34/59,15/26) -> (23/26,8/9) Hyperbolic Matrix(3333,-1924,4828,-2787) (15/26,41/71) -> (49/71,29/42) Hyperbolic Matrix(17475,-10132,22168,-12853) (40/69,69/119) -> (67/85,108/137) Hyperbolic Matrix(14417,-8360,18292,-10607) (69/119,29/50) -> (93/118,67/85) Hyperbolic Matrix(5849,-3404,9112,-5303) (32/55,39/67) -> (43/67,52/81) Hyperbolic Matrix(749,-436,816,-475) (39/67,7/12) -> (11/12,1/1) Hyperbolic Matrix(2041,-1194,2788,-1631) (7/12,24/41) -> (30/41,41/56) Hyperbolic Matrix(681,-400,1156,-679) (17/29,10/17) -> (10/17,23/39) Parabolic Matrix(3331,-1980,4692,-2789) (19/32,22/37) -> (22/31,71/100) Hyperbolic Matrix(7751,-4744,9112,-5577) (41/67,71/116) -> (17/20,57/67) Hyperbolic Matrix(5439,-3370,7684,-4761) (13/21,44/71) -> (46/65,63/89) Hyperbolic Matrix(11083,-6870,13056,-8093) (75/121,31/50) -> (73/86,45/53) Hyperbolic Matrix(1971,-1226,2516,-1565) (23/37,5/8) -> (47/60,29/37) Hyperbolic Matrix(9247,-5818,14484,-9113) (39/62,56/89) -> (30/47,83/130) Hyperbolic Matrix(11695,-7376,15096,-9521) (70/111,41/65) -> (55/71,86/111) Hyperbolic Matrix(10405,-6594,14484,-9179) (64/101,45/71) -> (51/71,74/103) Hyperbolic Matrix(2857,-1832,3604,-2311) (25/39,34/53) -> (42/53,23/29) Hyperbolic Matrix(749,-484,1156,-747) (20/31,11/17) -> (11/17,24/37) Parabolic Matrix(1019,-698,1292,-885) (13/19,11/16) -> (41/52,15/19) Hyperbolic Matrix(747,-518,884,-613) (9/13,25/36) -> (27/32,11/13) Hyperbolic Matrix(10471,-7294,13668,-9521) (39/56,62/89) -> (36/47,95/124) Hyperbolic Matrix(817,-576,1156,-815) (19/27,12/17) -> (12/17,29/41) Parabolic Matrix(11287,-8014,15708,-11153) (71/100,49/69) -> (97/135,23/32) Hyperbolic Matrix(8705,-6292,11288,-8159) (13/18,60/83) -> (64/83,91/118) Hyperbolic Matrix(3127,-2286,3536,-2585) (19/26,68/93) -> (38/43,23/26) Hyperbolic Matrix(10813,-8230,13668,-10403) (35/46,51/67) -> (53/67,125/158) Hyperbolic Matrix(885,-676,1156,-883) (16/21,13/17) -> (13/17,36/47) Parabolic Matrix(2923,-2262,3604,-2789) (41/53,24/31) -> (30/37,43/53) Hyperbolic Matrix(953,-784,1156,-951) (23/28,14/17) -> (14/17,33/40) Parabolic Matrix(1021,-900,1156,-1019) (22/25,15/17) -> (15/17,38/43) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(1,2,0,1) -> Matrix(1,0,-62,1) Matrix(475,434,-1564,-1429) -> Matrix(1,0,-20,1) Matrix(477,430,680,613) -> Matrix(115,-4,-2386,83) Matrix(1087,974,1972,1767) -> Matrix(1,0,-48,1) Matrix(137,122,612,545) -> Matrix(119,-4,-684,23) Matrix(1019,902,-1768,-1565) -> Matrix(117,-4,2194,-75) Matrix(203,178,-544,-477) -> Matrix(1,0,-16,1) Matrix(1225,1066,1564,1361) -> Matrix(111,-4,-2636,95) Matrix(679,590,1564,1359) -> Matrix(1,0,-40,1) Matrix(1157,1000,1496,1293) -> Matrix(1,0,-52,1) Matrix(883,762,1496,1291) -> Matrix(117,-4,-2018,69) Matrix(407,348,476,407) -> Matrix(113,-4,-2966,105) Matrix(1565,1334,1836,1565) -> Matrix(447,-16,-11594,415) Matrix(2311,1968,3672,3127) -> Matrix(111,-4,-1970,71) Matrix(3059,2602,-7276,-6189) -> Matrix(111,-4,1582,-57) Matrix(203,172,-884,-749) -> Matrix(1,0,-20,1) Matrix(613,518,-884,-747) -> Matrix(109,-4,2480,-91) Matrix(271,228,1292,1087) -> Matrix(109,-4,-572,21) Matrix(1225,1028,2108,1769) -> Matrix(1,0,-44,1) Matrix(883,730,-1564,-1293) -> Matrix(109,-4,2044,-75) Matrix(613,506,-1564,-1291) -> Matrix(109,-4,1390,-51) Matrix(747,614,-1904,-1565) -> Matrix(215,-8,2822,-105) Matrix(205,168,748,613) -> Matrix(1,0,-34,1) Matrix(475,388,748,611) -> Matrix(107,-4,-2006,75) Matrix(477,388,1088,885) -> Matrix(107,-4,-1364,51) Matrix(2789,2262,-3604,-2923) -> Matrix(1,0,-2,1) Matrix(1767,1432,2516,2039) -> Matrix(215,-8,-4488,167) Matrix(339,274,-1768,-1429) -> Matrix(211,-8,1398,-53) Matrix(1291,1042,1768,1427) -> Matrix(1,0,-48,1) Matrix(271,216,340,271) -> Matrix(105,-4,-2546,97) Matrix(1565,1242,1972,1565) -> Matrix(623,-24,-14926,575) Matrix(2311,1832,-3604,-2857) -> Matrix(725,-28,14992,-579) Matrix(3467,2744,4896,3875) -> Matrix(929,-36,-19638,761) Matrix(10403,8230,-13668,-10813) -> Matrix(1235,-48,30592,-1189) Matrix(6663,5270,9112,7207) -> Matrix(617,-24,-13394,521) Matrix(205,162,1292,1021) -> Matrix(103,-4,-386,15) Matrix(885,698,-1292,-1019) -> Matrix(103,-4,2292,-89) Matrix(1361,1072,-4488,-3535) -> Matrix(103,-4,1056,-41) Matrix(1835,1444,3196,2515) -> Matrix(205,-8,-3408,133) Matrix(407,320,-1904,-1497) -> Matrix(1,0,-18,1) Matrix(339,266,952,747) -> Matrix(105,-4,-1076,41) Matrix(1565,1226,-2516,-1971) -> Matrix(207,-8,4166,-161) Matrix(1087,850,1564,1223) -> Matrix(205,-8,-4228,165) Matrix(1291,1008,2176,1699) -> Matrix(103,-4,-1828,71) Matrix(1087,848,2788,2175) -> Matrix(307,-12,-3556,139) Matrix(67,52,612,475) -> Matrix(101,-4,-126,5) Matrix(3127,2424,-5440,-4217) -> Matrix(201,-8,3794,-151) Matrix(679,526,-2108,-1633) -> Matrix(401,-16,4386,-175) Matrix(11219,8690,14484,11219) -> Matrix(901,-36,-20748,829) Matrix(4897,3792,6324,4897) -> Matrix(199,-8,-4552,183) Matrix(3875,2998,-10812,-8365) -> Matrix(103,-4,1262,-49) Matrix(1293,1000,1496,1157) -> Matrix(1,0,-52,1) Matrix(681,526,-2992,-2311) -> Matrix(1,0,-18,1) Matrix(1293,998,2380,1837) -> Matrix(101,-4,-1540,61) Matrix(135,104,-884,-681) -> Matrix(1,0,-20,1) Matrix(1701,1306,2924,2245) -> Matrix(101,-4,-1742,69) Matrix(2041,1566,-5848,-4487) -> Matrix(605,-24,7134,-283) Matrix(1155,886,2924,2243) -> Matrix(201,-8,-2236,89) Matrix(883,676,-1156,-885) -> Matrix(401,-16,10000,-399) Matrix(1429,1090,-2584,-1971) -> Matrix(199,-8,3408,-137) Matrix(3877,2952,4556,3469) -> Matrix(595,-24,-15346,619) Matrix(6121,4658,-29308,-22303) -> Matrix(2969,-120,21550,-871) Matrix(1157,880,1700,1293) -> Matrix(395,-16,-7974,323) Matrix(611,464,1700,1291) -> Matrix(97,-4,-994,41) Matrix(611,452,-1564,-1157) -> Matrix(97,-4,1334,-55) Matrix(545,402,1292,953) -> Matrix(193,-8,-2340,97) Matrix(951,700,1292,951) -> Matrix(481,-20,-10606,441) Matrix(749,550,1020,749) -> Matrix(383,-16,-8402,351) Matrix(1631,1194,-2788,-2041) -> Matrix(381,-16,7120,-299) Matrix(2789,2040,-10132,-7411) -> Matrix(189,-8,1772,-75) Matrix(7207,5270,9112,6663) -> Matrix(569,-24,-13490,569) Matrix(3671,2684,-9860,-7209) -> Matrix(379,-16,4856,-205) Matrix(1427,1042,1768,1291) -> Matrix(1,0,-48,1) Matrix(1019,744,-2516,-1837) -> Matrix(1,0,-10,1) Matrix(409,298,748,545) -> Matrix(95,-4,-1496,63) Matrix(135,98,748,543) -> Matrix(1,0,-28,1) Matrix(2721,1972,-10132,-7343) -> Matrix(189,-8,1772,-75) Matrix(1767,1280,-3944,-2857) -> Matrix(95,-4,1544,-65) Matrix(749,542,-1972,-1427) -> Matrix(379,-16,4856,-205) Matrix(341,246,-1224,-883) -> Matrix(377,-16,3558,-151) Matrix(1087,782,1700,1223) -> Matrix(187,-8,-3436,147) Matrix(9179,6594,-14484,-10405) -> Matrix(281,-12,5784,-247) Matrix(3331,2392,4828,3467) -> Matrix(375,-16,-7664,327) Matrix(1293,928,3128,2245) -> Matrix(467,-20,-5674,243) Matrix(205,146,-476,-339) -> Matrix(93,-4,1372,-59) Matrix(815,578,2108,1495) -> Matrix(185,-8,-2058,89) Matrix(815,576,-1156,-817) -> Matrix(461,-20,10580,-459) Matrix(2993,2108,-10812,-7615) -> Matrix(1191,-52,11200,-489) Matrix(1767,1244,4828,3399) -> Matrix(641,-28,-6616,289) Matrix(2653,1866,4352,3061) -> Matrix(91,-4,-1524,67) Matrix(4691,3298,13056,9179) -> Matrix(365,-16,-3764,165) Matrix(2857,2008,7548,5305) -> Matrix(183,-8,-1990,87) Matrix(2039,1432,2516,1767) -> Matrix(183,-8,-4552,199) Matrix(1157,812,-3196,-2243) -> Matrix(91,-4,1206,-53) Matrix(409,286,-1360,-951) -> Matrix(181,-8,1878,-83) Matrix(6121,4274,7208,5033) -> Matrix(1,0,-48,1) Matrix(1361,950,2924,2041) -> Matrix(1,0,-36,1) Matrix(1087,758,2924,2039) -> Matrix(91,-4,-978,43) Matrix(953,664,-4488,-3127) -> Matrix(91,-4,660,-29) Matrix(135,94,-1564,-1089) -> Matrix(1,0,-20,1) Matrix(11219,7810,16116,11219) -> Matrix(93,-4,-1976,85) Matrix(3265,2272,4692,3265) -> Matrix(183,-8,-3820,167) Matrix(1223,850,1564,1087) -> Matrix(181,-8,-4276,189) Matrix(1769,1228,3332,2313) -> Matrix(1,0,-38,1) Matrix(1291,896,2448,1699) -> Matrix(91,-4,-1342,59) Matrix(883,610,-2856,-1973) -> Matrix(719,-32,7572,-337) Matrix(2787,1924,-4828,-3333) -> Matrix(359,-16,6664,-297) Matrix(613,422,1088,749) -> Matrix(89,-4,-1446,65) Matrix(3537,2428,-9112,-6255) -> Matrix(355,-16,4726,-213) Matrix(3195,2192,-8228,-5645) -> Matrix(91,-4,1206,-53) Matrix(477,326,-1292,-883) -> Matrix(179,-8,2260,-101) Matrix(747,488,1768,1155) -> Matrix(171,-8,-2116,99) Matrix(2515,1638,4488,2923) -> Matrix(509,-24,-8250,389) Matrix(1361,886,-5848,-3807) -> Matrix(509,-24,3966,-187) Matrix(613,398,-1360,-883) -> Matrix(169,-8,2514,-119) Matrix(951,614,-2108,-1361) -> Matrix(251,-12,3786,-181) Matrix(205,132,952,613) -> Matrix(83,-4,-394,19) Matrix(5303,3404,-9112,-5849) -> Matrix(83,-4,1432,-69) Matrix(1359,872,-7208,-4625) -> Matrix(83,-4,436,-21) Matrix(7955,5102,-18768,-12037) -> Matrix(83,-4,1100,-53) Matrix(7141,4576,11356,7277) -> Matrix(83,-4,-1556,75) Matrix(3877,2484,13056,8365) -> Matrix(331,-16,-2710,131) Matrix(409,262,1700,1089) -> Matrix(83,-4,-560,27) Matrix(1223,782,1700,1087) -> Matrix(163,-8,-3484,171) Matrix(1497,956,3196,2041) -> Matrix(1,0,-34,1) Matrix(9113,5818,-14484,-9247) -> Matrix(1,0,0,1) Matrix(953,608,-3196,-2039) -> Matrix(79,-4,810,-41) Matrix(611,388,748,475) -> Matrix(83,-4,-2054,99) Matrix(1429,906,4828,3061) -> Matrix(579,-28,-4694,227) Matrix(13735,8704,-50864,-32233) -> Matrix(83,-4,768,-37) Matrix(2923,1852,4828,3059) -> Matrix(165,-8,-2908,141) Matrix(749,474,-2040,-1291) -> Matrix(329,-16,4092,-199) Matrix(409,258,-1292,-815) -> Matrix(163,-8,1732,-85) Matrix(749,472,1836,1157) -> Matrix(1,0,-32,1) Matrix(3127,1968,3672,2311) -> Matrix(79,-4,-2034,103) Matrix(4759,2994,-22916,-14417) -> Matrix(167,-8,1190,-57) Matrix(407,256,-2380,-1497) -> Matrix(81,-4,466,-23) Matrix(885,556,2924,1837) -> Matrix(81,-4,-668,33) Matrix(67,42,-544,-341) -> Matrix(1,0,-16,1) Matrix(475,296,544,339) -> Matrix(81,-4,-2126,105) Matrix(2243,1394,7548,4691) -> Matrix(161,-8,-1308,65) Matrix(6799,4224,-17952,-11153) -> Matrix(163,-8,2058,-101) Matrix(1633,1014,3944,2449) -> Matrix(161,-8,-1952,97) Matrix(545,338,-1972,-1223) -> Matrix(323,-16,3008,-149) Matrix(883,546,1428,883) -> Matrix(401,-20,-7238,361) Matrix(545,336,884,545) -> Matrix(239,-12,-4282,215) Matrix(407,250,884,543) -> Matrix(79,-4,-1086,55) Matrix(613,376,2108,1293) -> Matrix(159,-8,-1252,63) Matrix(885,542,-2108,-1291) -> Matrix(79,-4,1126,-57) Matrix(953,582,-2448,-1495) -> Matrix(157,-8,2100,-107) Matrix(613,374,2788,1701) -> Matrix(233,-12,-1262,65) Matrix(407,248,-1564,-953) -> Matrix(77,-4,674,-35) Matrix(273,166,-1564,-951) -> Matrix(81,-4,466,-23) Matrix(953,578,2244,1361) -> Matrix(1,0,-32,1) Matrix(3059,1852,4828,2923) -> Matrix(157,-8,-2924,149) Matrix(681,412,2924,1769) -> Matrix(159,-8,-934,47) Matrix(679,404,-2516,-1497) -> Matrix(1,0,-10,1) Matrix(1699,1008,2176,1291) -> Matrix(79,-4,-1876,95) Matrix(679,402,1836,1087) -> Matrix(1,0,-30,1) Matrix(679,400,-1156,-681) -> Matrix(229,-12,4332,-227) Matrix(1701,998,1972,1157) -> Matrix(151,-8,-4058,215) Matrix(883,518,3128,1835) -> Matrix(377,-20,-2884,153) Matrix(1495,876,3944,2311) -> Matrix(151,-8,-1642,87) Matrix(2449,1434,5576,3265) -> Matrix(151,-8,-1944,103) Matrix(7207,4214,11628,6799) -> Matrix(299,-16,-5438,291) Matrix(13669,7990,-51068,-29851) -> Matrix(1181,-64,10832,-587) Matrix(16593,9698,20944,12241) -> Matrix(71,-4,-1686,95) Matrix(8023,4688,10472,6119) -> Matrix(153,-8,-3538,185) Matrix(1631,950,-5372,-3129) -> Matrix(1,0,-8,1) Matrix(2107,1226,4556,2651) -> Matrix(1,0,-34,1) Matrix(2245,1306,2924,1701) -> Matrix(77,-4,-1790,93) Matrix(1769,1028,2108,1225) -> Matrix(1,0,-44,1) Matrix(4217,2450,-10064,-5847) -> Matrix(1,0,-4,1) Matrix(817,474,-2108,-1223) -> Matrix(75,-4,994,-53) Matrix(339,196,1292,747) -> Matrix(151,-8,-1038,55) Matrix(613,354,1768,1021) -> Matrix(149,-8,-1434,77) Matrix(6935,4004,9656,5575) -> Matrix(1,0,-40,1) Matrix(3469,2000,-9316,-5371) -> Matrix(77,-4,982,-51) Matrix(2177,1254,-4012,-2311) -> Matrix(75,-4,1294,-69) Matrix(883,508,2244,1291) -> Matrix(1,0,-30,1) Matrix(1427,820,2720,1563) -> Matrix(75,-4,-1106,59) Matrix(2515,1444,3196,1835) -> Matrix(149,-8,-3520,189) Matrix(137,78,-476,-271) -> Matrix(73,-4,712,-39) Matrix(1769,1002,-4080,-2311) -> Matrix(1,0,-2,1) Matrix(205,116,1564,885) -> Matrix(1,0,-22,1) Matrix(3129,1766,-8432,-4759) -> Matrix(1,0,-6,1) Matrix(749,422,1088,613) -> Matrix(73,-4,-1478,81) Matrix(203,114,1088,611) -> Matrix(73,-4,-310,17) Matrix(2311,1296,5576,3127) -> Matrix(145,-8,-1758,97) Matrix(817,458,1700,953) -> Matrix(73,-4,-1040,57) Matrix(21149,11854,29240,16389) -> Matrix(659,-36,-14260,779) Matrix(2923,1638,4488,2515) -> Matrix(437,-24,-8394,461) Matrix(951,532,1700,951) -> Matrix(217,-12,-3490,193) Matrix(341,190,612,341) -> Matrix(71,-4,-1118,63) Matrix(1359,752,-6392,-3537) -> Matrix(1,0,-10,1) Matrix(1087,600,-3944,-2177) -> Matrix(67,-4,620,-37) Matrix(4759,2624,-10608,-5849) -> Matrix(1,0,-10,1) Matrix(1767,974,1972,1087) -> Matrix(1,0,-48,1) Matrix(2585,1424,-6664,-3671) -> Matrix(75,-4,994,-53) Matrix(477,262,-1360,-747) -> Matrix(145,-8,1722,-95) Matrix(545,298,748,409) -> Matrix(71,-4,-1544,87) Matrix(1837,998,2380,1293) -> Matrix(69,-4,-1604,93) Matrix(679,368,-3264,-1769) -> Matrix(67,-4,486,-29) Matrix(341,184,884,477) -> Matrix(69,-4,-776,45) Matrix(1905,1024,4556,2449) -> Matrix(1,0,-28,1) Matrix(3401,1826,-7344,-3943) -> Matrix(1,0,6,1) Matrix(4079,2188,5576,2991) -> Matrix(79,-4,-1718,87) Matrix(1087,582,-4828,-2585) -> Matrix(145,-8,1142,-63) Matrix(883,472,2924,1563) -> Matrix(1,0,-26,1) Matrix(1155,614,3196,1699) -> Matrix(1,0,-28,1) Matrix(1835,974,2176,1155) -> Matrix(69,-4,-1742,101) Matrix(1089,574,1292,681) -> Matrix(1,0,-42,1) Matrix(2109,1108,2720,1429) -> Matrix(69,-4,-1604,93) Matrix(747,388,1700,883) -> Matrix(67,-4,-854,51) Matrix(953,458,1700,817) -> Matrix(65,-4,-1056,65) Matrix(1157,550,2720,1293) -> Matrix(65,-4,-796,49) Matrix(749,354,2448,1157) -> Matrix(65,-4,-536,33) Matrix(1019,478,3332,1563) -> Matrix(1,0,-24,1) Matrix(2041,956,3196,1497) -> Matrix(1,0,-34,1) Matrix(2041,950,2924,1361) -> Matrix(1,0,-36,1) Matrix(611,284,-1904,-885) -> Matrix(121,-8,1316,-87) Matrix(3401,1578,4692,2177) -> Matrix(55,-4,-1196,87) Matrix(9929,4600,18496,8569) -> Matrix(1,0,-12,1) Matrix(9927,4598,18496,8567) -> Matrix(1,0,-50,1) Matrix(2925,1354,4556,2109) -> Matrix(75,-4,-1406,75) Matrix(543,250,884,407) -> Matrix(63,-4,-1118,71) Matrix(1701,778,-4012,-1835) -> Matrix(63,-4,898,-57) Matrix(543,248,2380,1087) -> Matrix(63,-4,-362,23) Matrix(203,92,748,339) -> Matrix(61,-4,-442,29) Matrix(1973,886,-4692,-2107) -> Matrix(1,0,0,1) Matrix(205,92,1972,885) -> Matrix(1,0,-14,1) Matrix(10201,4576,18496,8297) -> Matrix(1,0,-18,1) Matrix(10199,4574,18496,8295) -> Matrix(1,0,-44,1) Matrix(2583,1156,4556,2039) -> Matrix(1,0,-32,1) Matrix(747,334,-3196,-1429) -> Matrix(129,-8,1016,-63) Matrix(271,120,612,271) -> Matrix(61,-4,-808,53) Matrix(749,330,1700,749) -> Matrix(179,-12,-2312,155) Matrix(1565,688,4488,1973) -> Matrix(355,-24,-3476,235) Matrix(18293,8040,25840,11357) -> Matrix(883,-60,-18646,1267) Matrix(883,388,1700,747) -> Matrix(59,-4,-870,59) Matrix(3265,1434,5576,2449) -> Matrix(119,-8,-2008,135) Matrix(885,388,1088,477) -> Matrix(59,-4,-1460,99) Matrix(339,148,1088,475) -> Matrix(59,-4,-516,35) Matrix(271,118,-1564,-681) -> Matrix(57,-4,328,-23) Matrix(1359,590,1564,679) -> Matrix(1,0,-40,1) Matrix(10473,4544,18496,8025) -> Matrix(1,0,-24,1) Matrix(10471,4542,18496,8023) -> Matrix(1,0,-38,1) Matrix(2517,1090,4556,1973) -> Matrix(1,0,-30,1) Matrix(2039,882,-7548,-3265) -> Matrix(1,0,-6,1) Matrix(681,290,3196,1361) -> Matrix(115,-8,-618,43) Matrix(1223,520,-5440,-2313) -> Matrix(113,-8,890,-63) Matrix(1361,578,2244,953) -> Matrix(1,0,-32,1) Matrix(13397,5678,-37060,-15707) -> Matrix(1,0,-2,1) Matrix(203,86,-1768,-749) -> Matrix(57,-4,214,-15) Matrix(1495,632,-4828,-2041) -> Matrix(231,-16,2440,-169) Matrix(1155,488,1768,747) -> Matrix(115,-8,-2228,155) Matrix(953,402,1292,545) -> Matrix(113,-8,-2500,177) Matrix(9111,3830,11968,5031) -> Matrix(51,-4,-1160,91) Matrix(4693,1972,-22168,-9315) -> Matrix(1,0,-8,1) Matrix(3875,1628,-18292,-7685) -> Matrix(59,-4,428,-29) Matrix(10745,4504,18496,7753) -> Matrix(1,0,-30,1) Matrix(10743,4502,18496,7751) -> Matrix(1,0,-32,1) Matrix(339,142,2108,883) -> Matrix(1,0,-18,1) Matrix(679,284,2924,1223) -> Matrix(55,-4,-316,23) Matrix(3263,1364,-9112,-3809) -> Matrix(63,-4,772,-49) Matrix(67,28,-816,-341) -> Matrix(1,0,-12,1) Matrix(747,310,-2788,-1157) -> Matrix(229,-16,2104,-147) Matrix(3127,1296,5576,2311) -> Matrix(113,-8,-1822,129) Matrix(2449,1014,3944,1633) -> Matrix(113,-8,-2048,145) Matrix(475,196,-1156,-477) -> Matrix(169,-12,2352,-167) Matrix(1903,780,2652,1087) -> Matrix(221,-16,-4710,341) Matrix(205,84,1496,613) -> Matrix(55,-4,-96,7) Matrix(1157,472,1836,749) -> Matrix(1,0,-32,1) Matrix(477,194,2176,885) -> Matrix(53,-4,-278,21) Matrix(1361,552,-4692,-1903) -> Matrix(57,-4,556,-39) Matrix(2243,886,2924,1155) -> Matrix(105,-8,-2428,185) Matrix(1769,698,4828,1905) -> Matrix(107,-8,-1110,83) Matrix(1291,508,2244,883) -> Matrix(1,0,-30,1) Matrix(1291,504,4352,1699) -> Matrix(57,-4,-470,33) Matrix(2175,848,2788,1087) -> Matrix(163,-12,-3844,283) Matrix(11289,4400,18496,7209) -> Matrix(595,-44,-10426,771) Matrix(11287,4398,18496,7207) -> Matrix(593,-44,-10364,769) Matrix(8023,3116,9452,3671) -> Matrix(53,-4,-1338,101) Matrix(9383,3642,11560,4487) -> Matrix(53,-4,-1232,93) Matrix(1361,528,-9112,-3535) -> Matrix(1,0,-8,1) Matrix(1495,578,2108,815) -> Matrix(105,-8,-2218,169) Matrix(477,184,884,341) -> Matrix(53,-4,-808,61) Matrix(339,130,884,339) -> Matrix(157,-12,-1740,133) Matrix(545,208,1428,545) -> Matrix(259,-20,-2836,219) Matrix(2245,854,-7684,-2923) -> Matrix(823,-64,8140,-633) Matrix(4829,1836,11628,4421) -> Matrix(205,-16,-2524,197) Matrix(1973,750,-13056,-4963) -> Matrix(103,-8,528,-41) Matrix(2311,876,3944,1495) -> Matrix(103,-8,-1738,135) Matrix(45969,17408,73984,28017) -> Matrix(51,-4,-956,75) Matrix(45967,17406,73984,28015) -> Matrix(49,-4,-894,73) Matrix(5305,2008,7548,2857) -> Matrix(103,-8,-2150,167) Matrix(545,206,-2516,-951) -> Matrix(103,-8,734,-57) Matrix(2039,758,2924,1087) -> Matrix(51,-4,-1058,83) Matrix(4079,1514,11356,4215) -> Matrix(49,-4,-502,41) Matrix(5237,1942,-14484,-5371) -> Matrix(1,0,0,1) Matrix(545,202,3672,1361) -> Matrix(53,-4,-172,13) Matrix(1087,402,1836,679) -> Matrix(1,0,-30,1) Matrix(4759,1758,6256,2311) -> Matrix(305,-24,-6926,545) Matrix(3401,1256,-15096,-5575) -> Matrix(507,-40,4018,-317) Matrix(2925,1076,4624,1701) -> Matrix(451,-36,-8356,667) Matrix(2923,1074,4624,1699) -> Matrix(449,-36,-8294,665) Matrix(1905,698,4828,1769) -> Matrix(99,-8,-1126,91) Matrix(4079,1494,-14484,-5305) -> Matrix(149,-12,1428,-115) Matrix(3945,1444,5576,2041) -> Matrix(395,-32,-8332,675) Matrix(137,50,748,273) -> Matrix(49,-4,-208,17) Matrix(679,246,748,271) -> Matrix(1,0,-40,1) Matrix(42975,15536,58684,21215) -> Matrix(347,-28,-7572,611) Matrix(1699,614,3196,1155) -> Matrix(1,0,-28,1) Matrix(477,172,1700,613) -> Matrix(101,-8,-770,61) Matrix(1291,464,1700,611) -> Matrix(49,-4,-1090,89) Matrix(9179,3298,13056,4691) -> Matrix(197,-16,-4100,333) Matrix(3603,1294,4352,1563) -> Matrix(99,-8,-2512,203) Matrix(747,268,-3604,-1293) -> Matrix(345,-28,2452,-199) Matrix(15707,5628,19924,7139) -> Matrix(49,-4,-1090,89) Matrix(2447,876,4556,1631) -> Matrix(49,-4,-600,49) Matrix(747,266,952,339) -> Matrix(49,-4,-1188,97) Matrix(407,144,-1156,-409) -> Matrix(241,-20,2880,-239) Matrix(2311,808,2720,951) -> Matrix(95,-8,-2458,207) Matrix(1973,688,4488,1565) -> Matrix(283,-24,-3620,307) Matrix(1021,354,1768,613) -> Matrix(93,-8,-1546,133) Matrix(407,130,1700,543) -> Matrix(173,-16,-1092,101) Matrix(273,86,-1292,-407) -> Matrix(43,-4,312,-29) Matrix(475,148,1088,339) -> Matrix(43,-4,-548,51) Matrix(1361,422,4828,1497) -> Matrix(169,-16,-1278,121) Matrix(3197,988,4624,1429) -> Matrix(547,-52,-11224,1067) Matrix(3195,986,4624,1427) -> Matrix(545,-52,-11162,1065) Matrix(137,42,-884,-271) -> Matrix(41,-4,236,-23) Matrix(341,104,1564,477) -> Matrix(83,-8,-446,43) Matrix(1427,434,4692,1427) -> Matrix(81,-8,-658,65) Matrix(4897,1488,16116,4897) -> Matrix(39,-4,-302,31) Matrix(3197,970,-13668,-4147) -> Matrix(121,-12,958,-95) Matrix(1837,556,2924,885) -> Matrix(41,-4,-748,73) Matrix(1563,472,2924,883) -> Matrix(1,0,-26,1) Matrix(9385,2832,12172,3673) -> Matrix(1,0,-34,1) Matrix(12921,3896,18496,5577) -> Matrix(295,-28,-6058,575) Matrix(12919,3894,18496,5575) -> Matrix(293,-28,-5996,573) Matrix(67,20,680,203) -> Matrix(41,-4,-92,9) Matrix(477,142,2516,749) -> Matrix(81,-8,-334,33) Matrix(4691,1394,7548,2243) -> Matrix(81,-8,-1468,145) Matrix(8365,2484,13056,3877) -> Matrix(163,-16,-3046,299) Matrix(1361,404,1836,545) -> Matrix(81,-8,-1792,177) Matrix(339,100,-1156,-341) -> Matrix(201,-20,2000,-199) Matrix(3535,1034,5576,1631) -> Matrix(317,-32,-5914,597) Matrix(14483,4230,25840,7547) -> Matrix(593,-60,-9656,977) Matrix(1021,298,4896,1429) -> Matrix(355,-36,-1844,187) Matrix(1293,376,2108,613) -> Matrix(79,-8,-1412,143) Matrix(4421,1282,-15708,-4555) -> Matrix(275,-28,2642,-269) Matrix(6799,1970,9384,2719) -> Matrix(79,-8,-1728,175) Matrix(1565,442,2652,749) -> Matrix(155,-16,-2664,275) Matrix(4081,1150,9656,2721) -> Matrix(1,0,-22,1) Matrix(69293,19508,94928,26725) -> Matrix(39,-4,-848,87) Matrix(60655,17074,83096,23391) -> Matrix(77,-8,-1588,165) Matrix(613,172,1700,477) -> Matrix(77,-8,-818,85) Matrix(3333,932,4624,1293) -> Matrix(571,-60,-12286,1291) Matrix(3331,930,4624,1291) -> Matrix(569,-60,-12224,1289) Matrix(2583,716,-11288,-3129) -> Matrix(75,-8,572,-61) Matrix(5031,1394,6868,1903) -> Matrix(149,-16,-3250,349) Matrix(11085,3068,14008,3877) -> Matrix(563,-60,-13390,1427) Matrix(12851,3556,29240,8091) -> Matrix(337,-36,-4278,457) Matrix(6665,1836,9384,2585) -> Matrix(73,-8,-1542,169) Matrix(2515,692,4692,1291) -> Matrix(37,-4,-638,69) Matrix(613,168,748,205) -> Matrix(1,0,-34,1) Matrix(339,92,748,203) -> Matrix(37,-4,-490,53) Matrix(59705,16124,83096,22441) -> Matrix(83,-8,-1774,171) Matrix(68203,18418,94928,25635) -> Matrix(37,-4,-786,85) Matrix(341,92,1768,477) -> Matrix(1,0,-14,1) Matrix(409,110,-3536,-951) -> Matrix(75,-8,272,-29) Matrix(1905,512,9112,2449) -> Matrix(223,-24,-1180,127) Matrix(2585,694,5576,1497) -> Matrix(37,-4,-416,45) Matrix(13601,3642,17272,4625) -> Matrix(147,-16,-3482,379) Matrix(37469,10030,58684,15709) -> Matrix(257,-28,-4782,521) Matrix(84661,22660,115600,30941) -> Matrix(3631,-396,-79286,8647) Matrix(84659,22658,115600,30939) -> Matrix(3629,-396,-79224,8645) Matrix(4965,1328,6868,1837) -> Matrix(147,-16,-3188,347) Matrix(271,72,1020,271) -> Matrix(145,-16,-1024,113) Matrix(341,90,1292,341) -> Matrix(179,-20,-1244,139) Matrix(747,196,1292,339) -> Matrix(71,-8,-1198,135) Matrix(1291,334,1836,475) -> Matrix(71,-8,-1482,167) Matrix(1089,262,1700,409) -> Matrix(35,-4,-656,75) Matrix(3945,944,6256,1497) -> Matrix(199,-24,-3640,439) Matrix(2855,682,-13668,-3265) -> Matrix(395,-48,2872,-349) Matrix(6937,1656,11968,2857) -> Matrix(33,-4,-602,73) Matrix(271,64,-1156,-273) -> Matrix(129,-16,1024,-127) Matrix(4353,1018,10472,2449) -> Matrix(63,-8,-748,95) Matrix(1769,412,2924,681) -> Matrix(63,-8,-1126,143) Matrix(14417,3356,18700,4353) -> Matrix(125,-16,-2914,373) Matrix(1223,284,2924,679) -> Matrix(31,-4,-364,47) Matrix(14347,3286,18700,4283) -> Matrix(123,-16,-2852,371) Matrix(8499,1946,12172,2787) -> Matrix(1,0,-28,1) Matrix(6323,1446,8024,1835) -> Matrix(31,-4,-736,95) Matrix(1087,248,2380,543) -> Matrix(31,-4,-426,55) Matrix(14281,3256,18496,4217) -> Matrix(91,-12,-2146,283) Matrix(14279,3254,18496,4215) -> Matrix(89,-12,-2084,281) Matrix(203,46,1496,339) -> Matrix(1,0,-10,1) Matrix(681,154,-3604,-815) -> Matrix(1,0,-2,1) Matrix(1427,322,6324,1427) -> Matrix(65,-8,-398,49) Matrix(3265,736,14484,3265) -> Matrix(287,-36,-1714,215) Matrix(1291,290,2720,611) -> Matrix(31,-4,-426,55) Matrix(545,122,612,137) -> Matrix(31,-4,-860,111) Matrix(1701,374,2788,613) -> Matrix(89,-12,-1550,209) Matrix(885,194,2176,477) -> Matrix(29,-4,-326,45) Matrix(477,104,1564,341) -> Matrix(59,-8,-494,67) Matrix(203,44,1564,339) -> Matrix(29,-4,-94,13) Matrix(613,132,952,205) -> Matrix(27,-4,-506,75) Matrix(14553,3104,18496,3945) -> Matrix(151,-20,-3556,471) Matrix(14551,3102,18496,3943) -> Matrix(149,-20,-3494,469) Matrix(1361,290,3196,681) -> Matrix(59,-8,-730,99) Matrix(12647,2688,17272,3671) -> Matrix(117,-16,-2552,349) Matrix(6189,1312,8024,1701) -> Matrix(29,-4,-674,93) Matrix(12785,2706,19924,4217) -> Matrix(35,-4,-656,75) Matrix(1087,228,1292,271) -> Matrix(29,-4,-732,101) Matrix(2449,512,9112,1905) -> Matrix(175,-24,-1276,175) Matrix(91461,19100,115600,24141) -> Matrix(2901,-400,-68906,9501) Matrix(91459,19098,115600,24139) -> Matrix(2899,-400,-68844,9499) Matrix(10131,2114,14008,2923) -> Matrix(433,-60,-9360,1297) Matrix(8703,1808,20944,4351) -> Matrix(29,-4,-384,53) Matrix(407,84,1972,407) -> Matrix(169,-24,-852,121) Matrix(69,14,340,69) -> Matrix(27,-4,-128,19) Matrix(477,92,1768,341) -> Matrix(1,0,-14,1) Matrix(3741,716,4624,885) -> Matrix(131,-20,-3216,491) Matrix(3739,714,4624,883) -> Matrix(129,-20,-3154,489) Matrix(749,142,2516,477) -> Matrix(49,-8,-398,65) Matrix(7073,1332,11560,2177) -> Matrix(31,-4,-550,71) Matrix(611,114,1088,203) -> Matrix(25,-4,-406,65) Matrix(273,50,748,137) -> Matrix(25,-4,-256,41) Matrix(543,98,748,135) -> Matrix(1,0,-28,1) Matrix(203,36,-1156,-205) -> Matrix(73,-12,432,-71) Matrix(2789,480,4352,749) -> Matrix(45,-8,-838,149) Matrix(883,142,2108,339) -> Matrix(1,0,-18,1) Matrix(1021,162,1292,205) -> Matrix(23,-4,-546,95) Matrix(611,96,1292,203) -> Matrix(1,0,-20,1) Matrix(1021,160,2176,341) -> Matrix(23,-4,-316,55) Matrix(5781,874,9452,1429) -> Matrix(23,-4,-408,71) Matrix(2175,328,7208,1087) -> Matrix(1,0,-14,1) Matrix(1769,266,2720,409) -> Matrix(41,-8,-784,153) Matrix(1087,162,4556,679) -> Matrix(125,-24,-776,149) Matrix(1361,202,3672,545) -> Matrix(21,-4,-236,45) Matrix(271,40,1836,271) -> Matrix(81,-16,-248,49) Matrix(69,10,476,69) -> Matrix(19,-4,-52,11) Matrix(815,112,1972,271) -> Matrix(33,-8,-400,97) Matrix(339,46,1496,203) -> Matrix(1,0,-10,1) Matrix(885,116,1564,205) -> Matrix(1,0,-22,1) Matrix(205,26,544,69) -> Matrix(19,-4,-204,43) Matrix(135,16,-1156,-137) -> Matrix(33,-8,128,-31) Matrix(475,52,612,67) -> Matrix(13,-4,-302,93) Matrix(885,92,1972,205) -> Matrix(1,0,-14,1) Matrix(477,44,748,69) -> Matrix(1,0,-22,1) Matrix(1089,-94,1564,-135) -> Matrix(1,0,-20,1) Matrix(749,-86,1768,-203) -> Matrix(7,4,-86,-49) Matrix(341,-42,544,-67) -> Matrix(1,0,-16,1) Matrix(4217,-630,7276,-1087) -> Matrix(13,4,-218,-67) Matrix(681,-104,884,-135) -> Matrix(1,0,-20,1) Matrix(271,-42,884,-137) -> Matrix(15,4,-124,-33) Matrix(681,-118,1564,-271) -> Matrix(15,4,-184,-49) Matrix(951,-166,1564,-273) -> Matrix(15,4,-274,-73) Matrix(1157,-206,1904,-339) -> Matrix(33,8,-590,-143) Matrix(815,-154,3604,-681) -> Matrix(1,0,-2,1) Matrix(1429,-274,1768,-339) -> Matrix(37,8,-902,-195) Matrix(1293,-268,3604,-747) -> Matrix(143,28,-1476,-289) Matrix(3265,-682,13668,-2855) -> Matrix(253,48,-1576,-299) Matrix(407,-86,1292,-273) -> Matrix(21,4,-184,-35) Matrix(3127,-664,4488,-953) -> Matrix(21,4,-436,-83) Matrix(1497,-320,1904,-407) -> Matrix(1,0,-18,1) Matrix(951,-206,2516,-545) -> Matrix(41,8,-446,-87) Matrix(2313,-520,5440,-1223) -> Matrix(47,8,-570,-97) Matrix(1429,-322,2108,-475) -> Matrix(95,16,-1906,-321) Matrix(6937,-1570,10812,-2447) -> Matrix(21,4,-394,-75) Matrix(2311,-526,2992,-681) -> Matrix(1,0,-18,1) Matrix(749,-172,884,-203) -> Matrix(1,0,-20,1) Matrix(3807,-886,5848,-1361) -> Matrix(139,24,-2670,-461) Matrix(273,-64,1156,-271) -> Matrix(95,16,-576,-97) Matrix(1155,-274,2584,-613) -> Matrix(49,8,-680,-111) Matrix(23187,-5542,29308,-7005) -> Matrix(751,120,-17830,-2849) Matrix(953,-248,1564,-407) -> Matrix(27,4,-466,-69) Matrix(1157,-310,2788,-747) -> Matrix(115,16,-1416,-197) Matrix(7343,-1972,10132,-2721) -> Matrix(59,8,-1276,-173) Matrix(6189,-1664,9860,-2651) -> Matrix(117,16,-2128,-291) Matrix(1497,-404,2516,-679) -> Matrix(1,0,-10,1) Matrix(7411,-2040,10132,-2789) -> Matrix(59,8,-1276,-173) Matrix(2177,-600,3944,-1087) -> Matrix(29,4,-428,-59) Matrix(1223,-338,1972,-545) -> Matrix(117,16,-2128,-291) Matrix(883,-246,1224,-341) -> Matrix(119,16,-2566,-345) Matrix(5305,-1494,14484,-4079) -> Matrix(91,12,-948,-125) Matrix(271,-78,476,-137) -> Matrix(31,4,-504,-65) Matrix(341,-100,1156,-339) -> Matrix(159,20,-1280,-161) Matrix(7819,-2312,10812,-3197) -> Matrix(421,52,-9092,-1123) Matrix(2039,-608,3196,-953) -> Matrix(33,4,-586,-71) Matrix(951,-286,1360,-409) -> Matrix(67,8,-1382,-165) Matrix(3535,-1072,4488,-1361) -> Matrix(33,4,-784,-95) Matrix(1429,-434,1564,-475) -> Matrix(1,0,-20,1) Matrix(1973,-610,2856,-883) -> Matrix(273,32,-5588,-655) Matrix(2041,-632,4828,-1495) -> Matrix(137,16,-1704,-199) Matrix(5575,-1748,9112,-2857) -> Matrix(141,16,-2494,-283) Matrix(5033,-1580,8228,-2583) -> Matrix(33,4,-586,-71) Matrix(815,-258,1292,-409) -> Matrix(69,8,-1268,-147) Matrix(4487,-1566,5848,-2041) -> Matrix(235,24,-5454,-557) Matrix(747,-262,1360,-477) -> Matrix(79,8,-1274,-129) Matrix(1157,-410,2108,-747) -> Matrix(121,12,-1926,-191) Matrix(3809,-1364,9112,-3263) -> Matrix(41,4,-564,-55) Matrix(5849,-2096,7208,-2583) -> Matrix(41,4,-1056,-103) Matrix(10813,-3878,18768,-6731) -> Matrix(41,4,-728,-71) Matrix(5371,-1942,14484,-5237) -> Matrix(1,0,0,1) Matrix(2243,-812,3196,-1157) -> Matrix(45,4,-934,-83) Matrix(37129,-13600,50864,-18631) -> Matrix(41,4,-892,-87) Matrix(1291,-474,2040,-749) -> Matrix(167,16,-3100,-297) Matrix(883,-326,1292,-477) -> Matrix(85,8,-1732,-163) Matrix(18157,-6734,22916,-8499) -> Matrix(81,8,-1934,-191) Matrix(1973,-732,2380,-883) -> Matrix(43,4,-1086,-101) Matrix(477,-178,544,-203) -> Matrix(1,0,-16,1) Matrix(11153,-4224,17952,-6799) -> Matrix(85,8,-1562,-147) Matrix(1427,-542,1972,-749) -> Matrix(173,16,-3752,-347) Matrix(1223,-474,2108,-817) -> Matrix(45,4,-754,-67) Matrix(1495,-582,2448,-953) -> Matrix(91,8,-1604,-141) Matrix(1157,-452,1564,-611) -> Matrix(47,4,-1046,-89) Matrix(1291,-506,1564,-613) -> Matrix(43,4,-1086,-101) Matrix(1837,-744,2516,-1019) -> Matrix(1,0,-10,1) Matrix(477,-196,1156,-475) -> Matrix(143,12,-1728,-145) Matrix(37399,-15538,51068,-21217) -> Matrix(803,64,-17528,-1397) Matrix(3741,-1562,5372,-2243) -> Matrix(1,0,-8,1) Matrix(5847,-2450,10064,-4217) -> Matrix(1,0,-4,1) Matrix(1291,-542,2108,-885) -> Matrix(49,4,-870,-71) Matrix(5847,-2476,9316,-3945) -> Matrix(47,4,-858,-73) Matrix(1835,-778,4012,-1701) -> Matrix(49,4,-674,-55) Matrix(339,-146,476,-205) -> Matrix(51,4,-1084,-85) Matrix(2311,-1002,4080,-1769) -> Matrix(1,0,-2,1) Matrix(5303,-2310,8432,-3673) -> Matrix(1,0,-6,1) Matrix(5033,-2248,6392,-2855) -> Matrix(1,0,-10,1) Matrix(2857,-1280,3944,-1767) -> Matrix(57,4,-1240,-87) Matrix(5849,-2624,10608,-4759) -> Matrix(1,0,-10,1) Matrix(4079,-1832,6664,-2993) -> Matrix(49,4,-870,-71) Matrix(883,-398,1360,-613) -> Matrix(103,8,-1970,-153) Matrix(2585,-1184,3264,-1495) -> Matrix(57,4,-1354,-95) Matrix(3943,-1826,7344,-3401) -> Matrix(1,0,6,1) Matrix(3741,-1738,4828,-2243) -> Matrix(103,8,-2382,-185) Matrix(1293,-692,1904,-1019) -> Matrix(127,8,-2556,-161) Matrix(2311,-1254,4012,-2177) -> Matrix(61,4,-1022,-67) Matrix(2719,-1498,4692,-2585) -> Matrix(1,0,0,1) Matrix(2449,-1354,3196,-1767) -> Matrix(119,8,-2752,-185) Matrix(1293,-730,1564,-883) -> Matrix(67,4,-1692,-101) Matrix(5509,-3126,7548,-4283) -> Matrix(1,0,-6,1) Matrix(4217,-2424,5440,-3127) -> Matrix(135,8,-3122,-185) Matrix(23663,-13634,37060,-21353) -> Matrix(1,0,-2,1) Matrix(1565,-902,1768,-1019) -> Matrix(67,4,-1826,-109) Matrix(3333,-1924,4828,-2787) -> Matrix(265,16,-5416,-327) Matrix(17475,-10132,22168,-12853) -> Matrix(1,0,-8,1) Matrix(14417,-8360,18292,-10607) -> Matrix(65,4,-1544,-95) Matrix(5849,-3404,9112,-5303) -> Matrix(61,4,-1144,-75) Matrix(749,-436,816,-475) -> Matrix(1,0,-12,1) Matrix(2041,-1194,2788,-1631) -> Matrix(267,16,-5824,-349) Matrix(681,-400,1156,-679) -> Matrix(203,12,-3468,-205) Matrix(3331,-1980,4692,-2789) -> Matrix(67,4,-1424,-85) Matrix(7751,-4744,9112,-5577) -> Matrix(1,0,-8,1) Matrix(5439,-3370,7684,-4761) -> Matrix(1161,64,-24508,-1351) Matrix(11083,-6870,13056,-8093) -> Matrix(145,8,-3752,-207) Matrix(1971,-1226,2516,-1565) -> Matrix(145,8,-3462,-191) Matrix(9247,-5818,14484,-9113) -> Matrix(1,0,0,1) Matrix(11695,-7376,15096,-9521) -> Matrix(733,40,-16914,-923) Matrix(10405,-6594,14484,-9179) -> Matrix(223,12,-4776,-257) Matrix(2857,-1832,3604,-2311) -> Matrix(523,28,-12496,-669) Matrix(749,-484,1156,-747) -> Matrix(379,20,-7220,-381) Matrix(1019,-698,1292,-885) -> Matrix(81,4,-1924,-95) Matrix(747,-518,884,-613) -> Matrix(83,4,-2096,-101) Matrix(10471,-7294,13668,-9521) -> Matrix(251,12,-5794,-277) Matrix(817,-576,1156,-815) -> Matrix(419,20,-8820,-421) Matrix(11287,-8014,15708,-11153) -> Matrix(593,28,-12686,-599) Matrix(8705,-6292,11288,-8159) -> Matrix(173,8,-4044,-187) Matrix(3127,-2286,3536,-2585) -> Matrix(173,8,-4736,-219) Matrix(10813,-8230,13668,-10403) -> Matrix(1093,48,-25936,-1139) Matrix(885,-676,1156,-883) -> Matrix(367,16,-8464,-369) Matrix(2923,-2262,3604,-2789) -> Matrix(1,0,-2,1) Matrix(953,-784,1156,-951) -> Matrix(299,12,-7500,-301) Matrix(1021,-900,1156,-1019) -> Matrix(215,8,-5832,-217) 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): 96 Degree of the the map X: 192 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: 80 Genus: 105 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES 0/1 1/11 1/10 2/19 1/9 2/17 1/8 3/23 2/15 3/22 1/7 5/34 4/27 3/20 2/13 4/25 1/6 3/17 5/28 3/16 4/21 5/26 1/5 7/34 6/29 5/24 7/33 3/14 7/32 23/102 7/31 7/30 4/17 1/4 9/34 5/18 9/32 7/24 5/17 31/102 5/16 16/51 1/3 6/17 3/8 13/34 11/28 7/17 5/12 15/34 9/20 8/17 1/2 9/17 73/136 75/136 77/136 79/136 7/12 10/17 83/136 169/272 43/68 11/17 47/68 95/136 12/17 171/238 49/68 249/340 3/4 13/17 105/136 107/136 67/85 269/340 55/68 14/17 15/17 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES 0/1 0/1 1/1 1/11 -1/1 -2/3 1/10 -2/5 0/1 2/19 -2/1 1/0 1/9 -2/3 -1/2 2/17 -1/2 1/8 -2/5 3/23 -1/4 0/1 2/15 -1/1 0/1 3/22 -2/5 0/1 1/7 -2/5 -1/3 5/34 -1/3 4/27 -1/3 -8/25 7/47 -6/19 -5/16 3/20 -2/7 2/13 -3/10 -2/7 3/19 -1/3 -2/7 4/25 -2/7 -1/4 1/6 -2/7 0/1 4/23 -3/11 -4/15 3/17 -1/4 5/28 -6/25 2/11 -1/4 -2/9 5/27 -1/6 0/1 3/16 -2/9 7/37 -1/4 -4/17 4/21 -3/13 -2/9 5/26 -2/9 -4/19 1/5 -2/9 -1/5 7/34 -1/5 6/29 -1/5 -12/61 5/24 -6/31 19/91 -29/152 -4/21 14/67 -4/21 -7/37 9/43 -1/5 -2/11 4/19 -3/16 -2/11 7/33 -1/5 -2/11 10/47 -1/5 -2/11 13/61 -5/27 -2/11 3/14 -2/11 0/1 8/37 -1/5 -4/21 5/23 -4/21 -3/16 7/32 -2/11 9/41 -3/16 -8/43 2/9 -2/11 -3/17 11/49 -5/29 -6/35 9/40 -6/35 16/71 -18/107 -1/6 23/102 -1/6 7/31 -1/6 -4/25 19/84 -2/13 12/53 -1/7 0/1 5/22 -2/11 0/1 13/57 -2/11 -3/17 8/35 -2/11 -1/6 3/13 -2/11 -3/17 10/43 -6/35 -1/6 17/73 -6/35 -7/41 7/30 -6/35 -8/47 4/17 -1/6 9/38 -10/61 -8/49 5/21 -1/6 -6/37 16/67 -5/31 -4/25 27/113 -41/256 -4/25 11/46 -4/25 -18/113 6/25 -5/32 -2/13 1/4 -2/13 6/23 -7/47 -4/27 5/19 -10/69 -1/7 9/34 -1/7 4/15 -1/7 -8/57 11/41 -13/94 -4/29 18/67 -1/7 -4/29 25/93 -7/51 -10/73 7/26 -4/29 -2/15 17/63 -1/7 -2/15 10/37 -1/7 0/1 3/11 -1/7 -2/15 11/40 -6/43 19/69 -4/29 -3/22 8/29 -4/29 -7/51 5/18 -8/59 -2/15 7/25 -2/15 -11/83 9/32 -2/15 20/71 -2/15 -5/38 11/39 -5/38 -8/61 2/7 -2/15 -1/8 9/31 -4/31 -1/8 7/24 -6/47 5/17 -1/8 13/44 -14/113 21/71 -10/81 -9/73 8/27 -8/65 -7/57 19/64 -6/49 30/101 -1/8 -6/49 11/37 -1/8 -4/33 14/47 -6/49 -5/41 3/10 -4/33 -2/17 19/63 -2/17 -5/43 16/53 -1/9 0/1 13/43 -2/17 -1/9 10/33 -1/8 -2/17 17/56 -2/17 24/79 -2/15 -1/8 31/102 -1/8 7/23 -1/8 -4/33 11/36 -2/17 26/85 -1/8 15/49 -3/25 -2/17 4/13 -5/42 -2/17 13/42 -2/17 -16/137 9/29 -8/69 -3/26 5/16 -2/17 16/51 -1/9 11/35 -2/17 -1/9 6/19 -1/8 -2/17 1/3 -1/9 -2/19 8/23 -11/107 -4/39 15/43 -5/49 -6/59 7/20 -6/59 6/17 -1/10 11/31 -1/10 -8/81 5/14 -6/61 -4/41 24/67 -4/41 -11/113 19/53 -4/41 -7/72 33/92 -10/103 14/39 -3/31 -8/83 37/103 -3/31 -2/21 23/64 -2/21 9/25 -7/73 -2/21 13/36 -2/21 30/83 -1/11 0/1 17/47 -1/10 -2/21 4/11 -1/10 -2/21 15/41 -4/41 -7/72 26/71 -1/10 -2/21 63/172 -2/21 37/101 -3/31 -2/21 11/30 -8/83 -2/21 7/19 -2/21 -5/53 17/46 -4/43 -6/65 10/27 -4/43 -1/11 33/89 -1/10 -2/21 56/151 -1/11 0/1 23/62 -2/21 -4/43 13/35 -2/21 -1/11 16/43 -2/21 -3/32 3/8 -2/21 17/45 -4/43 -5/54 14/37 -4/43 -1/11 39/103 -2/21 -1/11 25/66 -2/21 -4/43 11/29 -3/32 -4/43 8/21 -10/109 -1/11 13/34 -1/11 5/13 -1/11 -6/67 17/44 -2/23 12/31 -1/11 -4/45 7/18 -4/45 -2/23 23/59 -2/23 -9/104 16/41 -3/35 -4/47 9/23 -1/10 0/1 11/28 -2/23 13/33 -1/11 -2/23 15/38 -2/23 0/1 2/5 -2/23 -1/12 13/32 -2/23 11/27 -4/47 -1/12 9/22 -4/47 -6/71 7/17 -1/12 19/46 -8/97 -6/73 31/75 -7/85 -6/73 12/29 -5/61 -4/49 29/70 -6/73 -4/49 17/41 -9/110 -4/49 22/53 -3/37 -8/99 27/65 -7/87 -2/25 59/142 -2/25 -8/101 32/77 -2/25 -1/13 5/12 -2/25 28/67 -1/11 0/1 51/122 -2/29 0/1 23/55 -1/11 -2/23 18/43 -1/12 -2/25 31/74 -2/25 0/1 13/31 -1/12 0/1 8/19 -2/23 -1/12 19/45 -9/110 -4/49 30/71 -5/62 -2/25 41/97 -8/99 -5/62 11/26 -2/25 0/1 36/85 -1/12 25/59 -1/12 -2/25 14/33 -1/12 -2/25 17/40 -2/25 37/87 -3/37 -2/25 20/47 -3/37 -2/25 3/7 -2/25 -1/13 13/30 -2/27 0/1 23/53 -1/10 0/1 10/23 -1/13 0/1 27/62 -4/49 -2/25 17/39 -1/12 -4/49 7/16 -2/25 18/41 -7/89 -4/51 29/66 -2/25 -4/51 69/157 -2/25 -3/38 40/91 -4/51 -17/217 11/25 -6/77 -1/13 15/34 -1/13 4/9 -1/13 -2/27 21/47 -2/27 -1/14 17/38 -2/29 0/1 13/29 -1/16 0/1 35/78 -2/19 0/1 22/49 -2/23 -1/12 9/20 -2/25 14/31 -1/13 -4/53 5/11 -1/13 -2/27 16/35 -2/27 -1/14 27/59 -2/27 -1/14 11/24 -2/27 6/13 -1/14 -2/29 25/54 -2/35 0/1 19/41 -1/8 0/1 13/28 -2/25 20/43 -2/27 -1/14 7/15 -1/14 0/1 15/32 -2/27 8/17 -1/14 9/19 -2/29 -1/15 10/21 -2/29 -1/15 1/2 -2/29 0/1 11/21 -1/14 -2/29 10/19 -1/14 -2/29 9/17 -1/15 17/32 -2/31 8/15 -1/15 0/1 23/43 -1/15 -2/31 15/28 -2/33 22/41 -1/21 0/1 73/136 0/1 51/95 -1/2 0/1 29/54 -2/23 0/1 7/13 -2/29 -1/15 13/24 -2/31 19/35 -1/15 -2/31 6/11 -2/31 -1/16 17/31 -4/63 -1/16 28/51 -1/16 11/20 -2/33 27/49 -1/17 -2/35 43/78 -2/39 0/1 59/107 -1/26 0/1 75/136 0/1 16/29 -1/13 0/1 37/67 -1/14 0/1 21/38 -2/29 0/1 5/9 -2/31 -1/16 19/34 -1/16 14/25 -1/16 -6/97 51/91 -17/276 -4/65 88/157 -3/49 -2/33 37/66 -4/65 -2/33 23/41 -4/65 -7/114 9/16 -2/33 22/39 -4/67 -1/17 13/23 -1/16 0/1 30/53 -1/19 0/1 77/136 0/1 47/83 -1/12 0/1 17/30 -2/31 0/1 38/67 -1/15 0/1 21/37 -1/16 0/1 4/7 -1/16 -2/33 27/47 -2/33 -3/50 23/40 -2/33 19/33 -2/33 -1/17 53/92 -2/33 87/151 -1/16 0/1 34/59 -2/33 -1/17 15/26 -2/33 0/1 41/71 -2/33 -5/83 26/45 -4/67 -9/151 11/19 -1/17 -2/35 51/88 -2/33 91/157 -2/35 -1/18 40/69 -1/17 0/1 69/119 -1/16 29/50 -2/33 0/1 18/31 -1/17 0/1 79/136 0/1 61/105 -1/16 0/1 43/74 -2/33 0/1 25/43 -2/33 -1/17 32/55 -2/35 -1/18 39/67 -1/18 0/1 7/12 -2/33 24/41 -4/67 -9/151 41/70 -4/67 -6/101 17/29 -4/67 -5/84 10/17 -1/17 23/39 -8/137 -7/120 36/61 -6/103 -5/86 13/22 -6/103 -4/69 16/27 -1/17 -4/69 19/32 -2/35 22/37 -1/17 0/1 3/5 -1/17 -2/35 23/38 -2/35 0/1 20/33 -2/35 -1/18 17/28 -2/35 31/51 -1/18 14/23 -1/19 0/1 39/64 -2/35 25/41 -4/69 -3/52 36/59 -9/157 -2/35 83/136 -2/35 47/77 -2/35 -13/228 11/18 -2/35 -4/71 63/103 -2/35 -3/53 52/85 -3/53 93/152 -10/177 41/67 -4/71 -1/18 71/116 -2/35 30/49 -6/107 -1/18 19/31 -4/71 -1/18 27/44 -2/35 8/13 -6/107 -1/18 21/34 -1/18 13/21 -1/18 -10/181 44/71 -13/236 -6/109 75/121 -1/18 -8/145 31/50 -8/145 -6/109 18/29 -4/73 -3/55 41/66 -4/73 -2/37 105/169 -3/55 -2/37 169/272 -2/37 64/103 -1/18 -2/37 23/37 -1/18 -4/73 5/8 -2/37 32/51 -1/18 59/94 -6/109 -4/73 27/43 -3/55 -2/37 22/35 -1/18 -2/37 61/97 -1/18 -4/73 39/62 -4/73 -2/37 56/89 -2/37 -1/19 17/27 -1/18 -4/73 29/46 -6/109 -4/73 70/111 -10/183 -13/238 41/65 -3/55 -14/257 12/19 -5/92 -2/37 43/68 -2/37 31/49 -2/37 -13/241 19/30 -2/37 -8/149 64/101 -2/37 -3/56 45/71 -2/37 -1/19 26/41 -7/131 -4/75 7/11 -2/37 -1/19 37/58 -2/35 0/1 30/47 -2/37 -1/19 83/130 -4/73 -2/37 136/213 -2/37 -1/19 53/83 -1/18 0/1 23/36 -2/37 16/25 -2/37 -7/130 41/64 -2/37 66/103 -2/37 -3/56 25/39 -8/149 -3/56 34/53 -7/131 -4/75 77/120 -10/187 43/67 -11/206 -4/75 52/81 -18/337 -11/206 9/14 -4/75 -6/113 20/31 -8/151 -1/19 11/17 -1/19 24/37 -1/19 -12/229 13/20 -6/115 41/63 -6/115 -11/211 28/43 -6/115 -5/96 15/23 -4/77 -11/212 2/3 -2/39 -1/20 19/28 -10/201 17/25 -7/141 -6/121 15/22 -4/81 -10/203 13/19 -2/41 -1/21 11/16 -2/41 20/29 -3/61 -8/163 49/71 -3/61 -2/41 29/42 -16/327 -2/41 38/55 -21/430 -2/41 47/68 -2/41 9/13 -2/41 -5/103 25/36 -2/41 16/23 -4/83 -1/21 71/102 -1/21 55/79 -1/21 -2/43 94/135 -1/19 0/1 39/56 -2/41 62/89 -2/41 -1/21 23/33 -2/41 -1/21 30/43 -1/20 -2/41 37/53 -1/20 0/1 44/63 -5/102 -2/41 95/136 -2/41 51/73 -2/41 -9/185 7/10 -2/41 -4/83 40/57 -5/104 -6/125 33/47 -5/104 -6/125 26/37 -4/83 -1/21 71/101 -6/125 -1/21 45/64 -6/125 19/27 -7/146 -8/167 12/17 -1/21 29/41 -13/274 -12/253 46/65 -11/232 -10/211 63/89 -9/190 -26/549 80/113 -49/1035 -8/169 17/24 -6/127 22/31 -1/21 -4/85 71/100 -6/127 49/69 -5/106 -4/85 27/38 -6/127 -4/85 5/7 -1/21 -2/43 28/39 -8/171 -5/107 51/71 -5/107 -2/43 74/103 -3/64 -2/43 171/238 -3/64 97/135 -3/64 -8/171 23/32 -2/43 18/25 -11/236 -2/43 49/68 -2/43 31/43 -2/43 -19/409 13/18 -2/43 -8/173 60/83 -8/173 -3/65 47/65 -2/43 -7/151 81/112 -18/389 115/159 -8/173 -43/930 34/47 -14/303 -3/65 21/29 -7/152 -4/87 71/98 -2/43 -4/87 50/69 -3/65 -4/87 79/109 -15/326 -4/87 29/40 -6/131 8/11 -2/43 -1/22 27/37 -1/22 0/1 100/137 -1/21 0/1 273/374 -1/21 173/237 -1/21 -2/43 73/100 -2/43 46/63 -2/43 -1/22 19/26 -2/43 -4/87 68/93 -10/217 -7/152 49/67 -4/87 -1/22 79/108 -10/217 30/41 -4/87 -13/283 41/56 -6/131 93/127 -11/240 -6/131 145/198 -40/873 -6/131 197/269 -53/1157 -6/131 249/340 -6/131 52/71 -6/131 -13/284 11/15 -8/175 -1/22 25/34 -1/22 14/19 -1/22 -10/221 17/23 -4/89 -7/156 20/27 -1/23 0/1 3/4 -2/45 19/25 -2/45 -5/113 35/46 -18/409 -4/91 51/67 -4/91 -5/114 16/21 -6/137 -1/23 13/17 -1/23 36/47 -1/23 -10/231 95/124 -10/231 59/77 -10/231 -9/208 23/30 -8/185 -6/139 56/73 -7/162 -6/139 89/116 -6/139 33/43 -1/23 -6/139 10/13 -3/70 -2/47 37/48 -2/47 101/131 -5/117 -2/47 64/83 -1/23 0/1 91/118 -2/47 0/1 27/35 -1/23 -2/47 44/57 -3/70 -2/47 105/136 -2/47 61/79 -2/47 -3/71 17/22 -2/47 0/1 41/53 -1/22 0/1 24/31 -4/91 -1/23 79/102 -1/23 55/71 -1/23 -18/415 86/111 -10/231 -9/208 31/40 -6/139 69/89 -6/139 -5/116 38/49 -6/139 -5/116 7/9 -3/70 -2/47 32/41 -8/189 -3/71 25/32 -2/47 18/23 -3/71 -4/95 47/60 -6/143 29/37 -4/95 -1/24 11/14 -2/47 0/1 59/75 -5/117 -2/47 107/136 -2/47 48/61 -2/47 -5/118 37/47 -2/47 -1/24 100/127 -1/23 -2/47 63/80 -2/47 26/33 -2/47 -1/24 93/118 -2/47 -4/95 67/85 -1/24 108/137 -1/25 0/1 41/52 -2/47 15/19 -2/47 -3/71 34/43 -2/47 -1/24 53/67 -7/166 -4/95 125/158 -42/997 -4/95 197/249 -71/1686 -4/95 269/340 -4/95 72/91 -4/95 -29/689 19/24 -6/143 61/77 -6/143 -1/24 103/130 -6/143 -20/477 42/53 -7/167 -8/191 23/29 -12/287 -1/24 27/34 -1/24 4/5 -1/24 -2/49 21/26 -4/97 -2/49 38/47 -7/171 -2/49 55/68 -2/49 17/21 -2/49 -3/74 30/37 -4/99 -1/25 43/53 -1/24 0/1 56/69 -1/23 0/1 13/16 -2/49 22/27 -1/23 0/1 9/11 -2/49 -1/25 23/28 -6/149 14/17 -1/25 33/40 -6/151 19/23 -4/101 -3/76 24/29 -1/25 0/1 29/35 -1/25 -2/51 5/6 -2/51 0/1 21/25 -1/25 -2/51 16/19 -2/51 -1/26 43/51 -1/25 27/32 -2/51 11/13 -2/51 -3/77 28/33 -2/51 -1/26 73/86 -2/51 0/1 45/53 -1/26 0/1 62/73 -2/51 -5/128 17/20 -2/51 57/67 -4/103 -1/26 40/47 -5/129 -6/155 23/27 -8/207 -1/26 29/34 -1/26 6/7 -1/26 -2/53 19/22 -2/53 0/1 13/15 -1/28 0/1 20/23 -1/25 0/1 7/8 -2/53 22/25 -2/53 -3/80 15/17 -1/27 38/43 -6/163 -5/136 23/26 -4/109 -2/55 8/9 -1/27 -2/55 17/19 -2/57 -1/29 9/10 -2/53 0/1 10/11 -2/55 -1/28 11/12 -2/57 1/1 -1/30 0/1 1/0 0/1 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(1,1,0,1) (0/1,1/0) -> (1/1,1/0) Parabolic Matrix(1089,-94,1564,-135) (0/1,1/11) -> (55/79,94/135) Hyperbolic Matrix(477,-47,680,-67) (1/11,1/10) -> (7/10,40/57) Hyperbolic Matrix(1087,-113,1972,-205) (1/10,2/19) -> (27/49,43/78) Hyperbolic Matrix(137,-15,612,-67) (2/19,1/9) -> (2/9,11/49) Hyperbolic Matrix(749,-86,1768,-203) (1/9,2/17) -> (36/85,25/59) Hyperbolic Matrix(341,-42,544,-67) (2/17,1/8) -> (5/8,32/51) Hyperbolic Matrix(1225,-159,1564,-203) (1/8,3/23) -> (18/23,47/60) Hyperbolic Matrix(679,-89,1564,-205) (3/23,2/15) -> (23/53,10/23) Hyperbolic Matrix(1157,-157,1496,-203) (2/15,3/22) -> (17/22,41/53) Hyperbolic Matrix(883,-121,1496,-205) (3/22,1/7) -> (36/61,13/22) Hyperbolic Matrix(407,-59,476,-69) (1/7,5/34) -> (29/34,6/7) Hyperbolic Matrix(1565,-231,1836,-271) (5/34,4/27) -> (23/27,29/34) Hyperbolic Matrix(2311,-343,3672,-545) (4/27,7/47) -> (56/89,17/27) Hyperbolic Matrix(4217,-630,7276,-1087) (7/47,3/20) -> (51/88,91/157) Hyperbolic Matrix(681,-104,884,-135) (3/20,2/13) -> (10/13,37/48) Hyperbolic Matrix(271,-42,884,-137) (2/13,3/19) -> (15/49,4/13) Hyperbolic Matrix(271,-43,1292,-205) (3/19,4/25) -> (9/43,4/19) Hyperbolic Matrix(1225,-197,2108,-339) (4/25,1/6) -> (43/74,25/43) Hyperbolic Matrix(681,-118,1564,-271) (1/6,4/23) -> (10/23,27/62) Hyperbolic Matrix(951,-166,1564,-273) (4/23,3/17) -> (31/51,14/23) Hyperbolic Matrix(1157,-206,1904,-339) (3/17,5/28) -> (17/28,31/51) Hyperbolic Matrix(205,-37,748,-135) (5/28,2/11) -> (3/11,11/40) Hyperbolic Matrix(475,-87,748,-137) (2/11,5/27) -> (26/41,7/11) Hyperbolic Matrix(477,-89,1088,-203) (5/27,3/16) -> (7/16,18/41) Hyperbolic Matrix(815,-154,3604,-681) (3/16,7/37) -> (7/31,19/84) Hyperbolic Matrix(1767,-335,2516,-477) (7/37,4/21) -> (33/47,26/37) Hyperbolic Matrix(1429,-274,1768,-339) (4/21,5/26) -> (21/26,38/47) Hyperbolic Matrix(1291,-249,1768,-341) (5/26,1/5) -> (46/63,19/26) Hyperbolic Matrix(271,-55,340,-69) (1/5,7/34) -> (27/34,4/5) Hyperbolic Matrix(1565,-323,1972,-407) (7/34,6/29) -> (23/29,27/34) Hyperbolic Matrix(1293,-268,3604,-747) (6/29,5/24) -> (33/92,14/39) Hyperbolic Matrix(3467,-723,4896,-1021) (5/24,19/91) -> (80/113,17/24) Hyperbolic Matrix(3265,-682,13668,-2855) (19/91,14/67) -> (16/67,27/113) Hyperbolic Matrix(6663,-1393,9112,-1905) (14/67,9/43) -> (68/93,49/67) Hyperbolic Matrix(407,-86,1292,-273) (4/19,7/33) -> (11/35,6/19) Hyperbolic Matrix(3127,-664,4488,-953) (7/33,10/47) -> (62/89,23/33) Hyperbolic Matrix(1835,-391,3196,-681) (10/47,13/61) -> (4/7,27/47) Hyperbolic Matrix(1497,-320,1904,-407) (13/61,3/14) -> (11/14,59/75) Hyperbolic Matrix(339,-73,952,-205) (3/14,8/37) -> (11/31,5/14) Hyperbolic Matrix(951,-206,2516,-545) (8/37,5/23) -> (17/45,14/37) Hyperbolic Matrix(1087,-237,1564,-341) (5/23,7/32) -> (25/36,16/23) Hyperbolic Matrix(1291,-283,2176,-477) (7/32,9/41) -> (16/27,19/32) Hyperbolic Matrix(1087,-239,2788,-613) (9/41,2/9) -> (23/59,16/41) Hyperbolic Matrix(2313,-520,5440,-1223) (11/49,9/40) -> (17/40,37/87) Hyperbolic Matrix(1429,-322,2108,-475) (9/40,16/71) -> (2/3,19/28) Hyperbolic Matrix(11219,-2529,14484,-3265) (16/71,23/102) -> (79/102,55/71) Hyperbolic Matrix(4897,-1105,6324,-1427) (23/102,7/31) -> (24/31,79/102) Hyperbolic Matrix(6937,-1570,10812,-2447) (19/84,12/53) -> (34/53,77/120) Hyperbolic Matrix(1293,-293,1496,-339) (12/53,5/22) -> (19/22,13/15) Hyperbolic Matrix(2311,-526,2992,-681) (5/22,13/57) -> (61/79,17/22) Hyperbolic Matrix(1293,-295,2380,-543) (13/57,8/35) -> (19/35,6/11) Hyperbolic Matrix(749,-172,884,-203) (8/35,3/13) -> (11/13,28/33) Hyperbolic Matrix(1701,-395,2924,-679) (3/13,10/43) -> (25/43,32/55) Hyperbolic Matrix(3807,-886,5848,-1361) (10/43,17/73) -> (41/63,28/43) Hyperbolic Matrix(1155,-269,2924,-681) (17/73,7/30) -> (15/38,2/5) Hyperbolic Matrix(273,-64,1156,-271) (7/30,4/17) -> (4/17,9/38) Parabolic Matrix(1155,-274,2584,-613) (9/38,5/21) -> (21/47,17/38) Hyperbolic Matrix(3877,-925,4556,-1087) (5/21,16/67) -> (57/67,40/47) Hyperbolic Matrix(23187,-5542,29308,-7005) (27/113,11/46) -> (125/158,197/249) Hyperbolic Matrix(1157,-277,1700,-407) (11/46,6/25) -> (17/25,15/22) Hyperbolic Matrix(611,-147,1700,-409) (6/25,1/4) -> (23/64,9/25) Hyperbolic Matrix(953,-248,1564,-407) (1/4,6/23) -> (14/23,39/64) Hyperbolic Matrix(545,-143,1292,-339) (6/23,5/19) -> (8/19,19/45) Hyperbolic Matrix(951,-251,1292,-341) (5/19,9/34) -> (25/34,14/19) Hyperbolic Matrix(749,-199,1020,-271) (9/34,4/15) -> (11/15,25/34) Hyperbolic Matrix(1157,-310,2788,-747) (4/15,11/41) -> (17/41,22/53) Hyperbolic Matrix(7343,-1972,10132,-2721) (11/41,18/67) -> (50/69,79/109) Hyperbolic Matrix(7207,-1937,9112,-2449) (18/67,25/93) -> (34/43,53/67) Hyperbolic Matrix(6189,-1664,9860,-2651) (25/93,7/26) -> (59/94,27/43) Hyperbolic Matrix(1427,-385,1768,-477) (7/26,17/63) -> (4/5,21/26) Hyperbolic Matrix(1497,-404,2516,-679) (17/63,10/37) -> (22/37,3/5) Hyperbolic Matrix(409,-111,748,-203) (10/37,3/11) -> (6/11,17/31) Hyperbolic Matrix(7411,-2040,10132,-2789) (11/40,19/69) -> (49/67,79/108) Hyperbolic Matrix(2177,-600,3944,-1087) (19/69,8/29) -> (16/29,37/67) Hyperbolic Matrix(1223,-338,1972,-545) (8/29,5/18) -> (31/50,18/29) Hyperbolic Matrix(883,-246,1224,-341) (5/18,7/25) -> (31/43,13/18) Hyperbolic Matrix(1087,-305,1700,-477) (7/25,9/32) -> (23/36,16/25) Hyperbolic Matrix(5305,-1494,14484,-4079) (9/32,20/71) -> (26/71,63/172) Hyperbolic Matrix(3331,-939,4828,-1361) (20/71,11/39) -> (20/29,49/71) Hyperbolic Matrix(1293,-365,3128,-883) (11/39,2/7) -> (31/75,12/29) Hyperbolic Matrix(271,-78,476,-137) (2/7,9/31) -> (21/37,4/7) Hyperbolic Matrix(815,-237,2108,-613) (9/31,7/24) -> (17/44,12/31) Hyperbolic Matrix(341,-100,1156,-339) (7/24,5/17) -> (5/17,13/44) Parabolic Matrix(7819,-2312,10812,-3197) (13/44,21/71) -> (47/65,81/112) Hyperbolic Matrix(1767,-523,4828,-1429) (21/71,8/27) -> (15/41,26/71) Hyperbolic Matrix(2653,-787,4352,-1291) (8/27,19/64) -> (39/64,25/41) Hyperbolic Matrix(4691,-1393,13056,-3877) (19/64,30/101) -> (37/103,23/64) Hyperbolic Matrix(2857,-849,7548,-2243) (30/101,11/37) -> (14/37,39/103) Hyperbolic Matrix(2039,-607,2516,-749) (11/37,14/47) -> (17/21,30/37) Hyperbolic Matrix(2039,-608,3196,-953) (14/47,3/10) -> (37/58,30/47) Hyperbolic Matrix(951,-286,1360,-409) (3/10,19/63) -> (51/73,7/10) Hyperbolic Matrix(6121,-1847,7208,-2175) (19/63,16/53) -> (45/53,62/73) Hyperbolic Matrix(1361,-411,2924,-883) (16/53,13/43) -> (20/43,7/15) Hyperbolic Matrix(1087,-329,2924,-885) (13/43,10/33) -> (13/35,16/43) Hyperbolic Matrix(3535,-1072,4488,-1361) (10/33,17/56) -> (63/80,26/33) Hyperbolic Matrix(1429,-434,1564,-475) (17/56,24/79) -> (10/11,11/12) Hyperbolic Matrix(11219,-3409,16116,-4897) (24/79,31/102) -> (71/102,55/79) Hyperbolic Matrix(3265,-993,4692,-1427) (31/102,7/23) -> (16/23,71/102) Hyperbolic Matrix(1223,-373,1564,-477) (7/23,11/36) -> (25/32,18/23) Hyperbolic Matrix(1769,-541,3332,-1019) (11/36,26/85) -> (9/17,17/32) Hyperbolic Matrix(1291,-395,2448,-749) (26/85,15/49) -> (10/19,9/17) Hyperbolic Matrix(1973,-610,2856,-883) (4/13,13/42) -> (29/42,38/55) Hyperbolic Matrix(2041,-632,4828,-1495) (13/42,9/29) -> (41/97,11/26) Hyperbolic Matrix(613,-191,1088,-339) (9/29,5/16) -> (9/16,22/39) Hyperbolic Matrix(5575,-1748,9112,-2857) (5/16,16/51) -> (52/85,93/152) Hyperbolic Matrix(5033,-1580,8228,-2583) (16/51,11/35) -> (63/103,52/85) Hyperbolic Matrix(815,-258,1292,-409) (6/19,1/3) -> (41/65,12/19) Hyperbolic Matrix(747,-259,1768,-613) (1/3,8/23) -> (19/45,30/71) Hyperbolic Matrix(2515,-877,4488,-1565) (8/23,15/43) -> (14/25,51/91) Hyperbolic Matrix(4487,-1566,5848,-2041) (15/43,7/20) -> (89/116,33/43) Hyperbolic Matrix(747,-262,1360,-477) (7/20,6/17) -> (28/51,11/20) Hyperbolic Matrix(1157,-410,2108,-747) (6/17,11/31) -> (17/31,28/51) Hyperbolic Matrix(3809,-1364,9112,-3263) (5/14,24/67) -> (28/67,51/122) Hyperbolic Matrix(5849,-2096,7208,-2583) (24/67,19/53) -> (43/53,56/69) Hyperbolic Matrix(10813,-3878,18768,-6731) (19/53,33/92) -> (53/92,87/151) Hyperbolic Matrix(7141,-2565,11356,-4079) (14/39,37/103) -> (22/35,61/97) Hyperbolic Matrix(1223,-441,1700,-613) (9/25,13/36) -> (23/32,18/25) Hyperbolic Matrix(1497,-541,3196,-1155) (13/36,30/83) -> (7/15,15/32) Hyperbolic Matrix(5371,-1942,14484,-5237) (30/83,17/47) -> (33/89,56/151) Hyperbolic Matrix(2243,-812,3196,-1157) (17/47,4/11) -> (40/57,33/47) Hyperbolic Matrix(611,-223,748,-273) (4/11,15/41) -> (22/27,9/11) Hyperbolic Matrix(37129,-13600,50864,-18631) (63/172,37/101) -> (173/237,73/100) Hyperbolic Matrix(2923,-1071,4828,-1769) (37/101,11/30) -> (23/38,20/33) Hyperbolic Matrix(1291,-474,2040,-749) (11/30,7/19) -> (31/49,19/30) Hyperbolic Matrix(883,-326,1292,-477) (7/19,17/46) -> (15/22,13/19) Hyperbolic Matrix(749,-277,1836,-679) (17/46,10/27) -> (11/27,9/22) Hyperbolic Matrix(3127,-1159,3672,-1361) (10/27,33/89) -> (40/47,23/27) Hyperbolic Matrix(18157,-6734,22916,-8499) (56/151,23/62) -> (103/130,42/53) Hyperbolic Matrix(1973,-732,2380,-883) (23/62,13/35) -> (29/35,5/6) Hyperbolic Matrix(477,-178,544,-203) (16/43,3/8) -> (7/8,22/25) Hyperbolic Matrix(475,-179,544,-205) (3/8,17/45) -> (20/23,7/8) Hyperbolic Matrix(11153,-4224,17952,-6799) (39/103,25/66) -> (41/66,105/169) Hyperbolic Matrix(1633,-619,3944,-1495) (25/66,11/29) -> (12/29,29/70) Hyperbolic Matrix(1427,-542,1972,-749) (11/29,8/21) -> (34/47,21/29) Hyperbolic Matrix(883,-337,1428,-545) (8/21,13/34) -> (21/34,13/21) Hyperbolic Matrix(545,-209,884,-339) (13/34,5/13) -> (8/13,21/34) Hyperbolic Matrix(407,-157,884,-341) (5/13,17/44) -> (11/24,6/13) Hyperbolic Matrix(1223,-474,2108,-817) (12/31,7/18) -> (29/50,18/31) Hyperbolic Matrix(1495,-582,2448,-953) (7/18,23/59) -> (47/77,11/18) Hyperbolic Matrix(1157,-452,1564,-611) (16/41,9/23) -> (17/23,20/27) Hyperbolic Matrix(1291,-506,1564,-613) (9/23,11/28) -> (33/40,19/23) Hyperbolic Matrix(953,-375,2244,-883) (11/28,13/33) -> (14/33,17/40) Hyperbolic Matrix(3059,-1207,4828,-1905) (13/33,15/38) -> (19/30,64/101) Hyperbolic Matrix(1837,-744,2516,-1019) (2/5,13/32) -> (73/100,46/63) Hyperbolic Matrix(1699,-691,2176,-885) (13/32,11/27) -> (32/41,25/32) Hyperbolic Matrix(477,-196,1156,-475) (9/22,7/17) -> (7/17,19/46) Parabolic Matrix(1701,-703,1972,-815) (19/46,31/75) -> (6/7,19/22) Hyperbolic Matrix(2449,-1015,5576,-2311) (29/70,17/41) -> (18/41,29/66) Hyperbolic Matrix(7207,-2993,11628,-4829) (22/53,27/65) -> (44/71,75/121) Hyperbolic Matrix(37399,-15538,51068,-21217) (27/65,59/142) -> (145/198,197/269) Hyperbolic Matrix(16593,-6895,20944,-8703) (59/142,32/77) -> (61/77,103/130) Hyperbolic Matrix(8023,-3335,10472,-4353) (32/77,5/12) -> (95/124,59/77) Hyperbolic Matrix(3741,-1562,5372,-2243) (5/12,28/67) -> (94/135,39/56) Hyperbolic Matrix(2107,-881,4556,-1905) (51/122,23/55) -> (6/13,25/54) Hyperbolic Matrix(2245,-939,2924,-1223) (23/55,18/43) -> (33/43,10/13) Hyperbolic Matrix(1769,-741,2108,-883) (18/43,31/74) -> (5/6,21/25) Hyperbolic Matrix(5847,-2450,10064,-4217) (31/74,13/31) -> (61/105,43/74) Hyperbolic Matrix(1291,-542,2108,-885) (13/31,8/19) -> (30/49,19/31) Hyperbolic Matrix(6935,-2931,9656,-4081) (30/71,41/97) -> (28/39,51/71) Hyperbolic Matrix(5847,-2476,9316,-3945) (11/26,36/85) -> (32/51,59/94) Hyperbolic Matrix(1835,-778,4012,-1701) (25/59,14/33) -> (16/35,27/59) Hyperbolic Matrix(1427,-607,2720,-1157) (37/87,20/47) -> (11/21,10/19) Hyperbolic Matrix(2515,-1071,3196,-1361) (20/47,3/7) -> (48/61,37/47) Hyperbolic Matrix(339,-146,476,-205) (3/7,13/30) -> (27/38,5/7) Hyperbolic Matrix(2311,-1002,4080,-1769) (13/30,23/53) -> (47/83,17/30) Hyperbolic Matrix(5303,-2310,8432,-3673) (27/62,17/39) -> (61/97,39/62) Hyperbolic Matrix(749,-327,1088,-475) (17/39,7/16) -> (11/16,20/29) Hyperbolic Matrix(817,-359,1700,-747) (29/66,69/157) -> (10/21,1/2) Hyperbolic Matrix(21149,-9295,29240,-12851) (69/157,40/91) -> (115/159,34/47) Hyperbolic Matrix(2923,-1285,4488,-1973) (40/91,11/25) -> (28/43,15/23) Hyperbolic Matrix(951,-419,1700,-749) (11/25,15/34) -> (19/34,14/25) Hyperbolic Matrix(341,-151,612,-271) (15/34,4/9) -> (5/9,19/34) Hyperbolic Matrix(5033,-2248,6392,-2855) (4/9,21/47) -> (37/47,100/127) Hyperbolic Matrix(2857,-1280,3944,-1767) (17/38,13/29) -> (21/29,71/98) Hyperbolic Matrix(5849,-2624,10608,-4759) (13/29,35/78) -> (43/78,59/107) Hyperbolic Matrix(1767,-793,1972,-885) (35/78,22/49) -> (17/19,9/10) Hyperbolic Matrix(4079,-1832,6664,-2993) (22/49,9/20) -> (71/116,30/49) Hyperbolic Matrix(883,-398,1360,-613) (9/20,14/31) -> (24/37,13/20) Hyperbolic Matrix(545,-247,748,-339) (14/31,5/11) -> (8/11,27/37) Hyperbolic Matrix(1837,-839,2380,-1087) (5/11,16/35) -> (27/35,44/57) Hyperbolic Matrix(2585,-1184,3264,-1495) (27/59,11/24) -> (19/24,61/77) Hyperbolic Matrix(3943,-1826,7344,-3401) (25/54,19/41) -> (51/95,29/54) Hyperbolic Matrix(4079,-1891,5576,-2585) (19/41,13/28) -> (79/108,30/41) Hyperbolic Matrix(3741,-1738,4828,-2243) (13/28,20/43) -> (86/111,31/40) Hyperbolic Matrix(1835,-861,2176,-1021) (15/32,8/17) -> (43/51,27/32) Hyperbolic Matrix(1089,-515,1292,-611) (8/17,9/19) -> (16/19,43/51) Hyperbolic Matrix(2109,-1001,2720,-1291) (9/19,10/21) -> (69/89,38/49) Hyperbolic Matrix(953,-495,1700,-883) (1/2,11/21) -> (88/157,37/66) Hyperbolic Matrix(2041,-1085,3196,-1699) (17/32,8/15) -> (53/83,23/36) Hyperbolic Matrix(2041,-1091,2924,-1563) (8/15,23/43) -> (30/43,37/53) Hyperbolic Matrix(1293,-692,1904,-1019) (23/43,15/28) -> (19/28,17/25) Hyperbolic Matrix(3401,-1823,4692,-2515) (15/28,22/41) -> (79/109,29/40) Hyperbolic Matrix(9929,-5329,18496,-9927) (22/41,73/136) -> (73/136,51/95) Parabolic Matrix(2925,-1571,4556,-2447) (29/54,7/13) -> (52/81,9/14) Hyperbolic Matrix(543,-293,884,-477) (7/13,13/24) -> (27/44,8/13) Hyperbolic Matrix(2311,-1254,4012,-2177) (13/24,19/35) -> (19/33,53/92) Hyperbolic Matrix(2719,-1498,4692,-2585) (11/20,27/49) -> (11/19,51/88) Hyperbolic Matrix(10201,-5625,18496,-10199) (59/107,75/136) -> (75/136,16/29) Parabolic Matrix(2583,-1427,4556,-2517) (37/67,21/38) -> (17/30,38/67) Hyperbolic Matrix(2449,-1354,3196,-1767) (21/38,5/9) -> (59/77,23/30) Hyperbolic Matrix(18293,-10253,25840,-14483) (51/91,88/157) -> (63/89,80/113) Hyperbolic Matrix(3265,-1831,5576,-3127) (37/66,23/41) -> (24/41,41/70) Hyperbolic Matrix(885,-497,1088,-611) (23/41,9/16) -> (13/16,22/27) Hyperbolic Matrix(1293,-730,1564,-883) (22/39,13/23) -> (19/23,24/29) Hyperbolic Matrix(1359,-769,1564,-885) (13/23,30/53) -> (13/15,20/23) Hyperbolic Matrix(10473,-5929,18496,-10471) (30/53,77/136) -> (77/136,47/83) Parabolic Matrix(5509,-3126,7548,-4283) (38/67,21/37) -> (27/37,100/137) Hyperbolic Matrix(4217,-2424,5440,-3127) (27/47,23/40) -> (31/40,69/89) Hyperbolic Matrix(1361,-783,2244,-1291) (23/40,19/33) -> (20/33,17/28) Hyperbolic Matrix(23663,-13634,37060,-21353) (87/151,34/59) -> (136/213,53/83) Hyperbolic Matrix(1565,-902,1768,-1019) (34/59,15/26) -> (23/26,8/9) Hyperbolic Matrix(3333,-1924,4828,-2787) (15/26,41/71) -> (49/71,29/42) Hyperbolic Matrix(1155,-667,1768,-1021) (41/71,26/45) -> (15/23,2/3) Hyperbolic Matrix(953,-551,1292,-747) (26/45,11/19) -> (14/19,17/23) Hyperbolic Matrix(9111,-5281,11968,-6937) (91/157,40/69) -> (51/67,16/21) Hyperbolic Matrix(17475,-10132,22168,-12853) (40/69,69/119) -> (67/85,108/137) Hyperbolic Matrix(14417,-8360,18292,-10607) (69/119,29/50) -> (93/118,67/85) Hyperbolic Matrix(10745,-6241,18496,-10743) (18/31,79/136) -> (79/136,61/105) Parabolic Matrix(5849,-3404,9112,-5303) (32/55,39/67) -> (43/67,52/81) Hyperbolic Matrix(749,-436,816,-475) (39/67,7/12) -> (11/12,1/1) Hyperbolic Matrix(2041,-1194,2788,-1631) (7/12,24/41) -> (30/41,41/56) Hyperbolic Matrix(2449,-1435,3944,-2311) (41/70,17/29) -> (18/29,41/66) Hyperbolic Matrix(681,-400,1156,-679) (17/29,10/17) -> (10/17,23/39) Parabolic Matrix(1903,-1123,2652,-1565) (23/39,36/61) -> (5/7,28/39) Hyperbolic Matrix(1157,-685,1836,-1087) (13/22,16/27) -> (17/27,29/46) Hyperbolic Matrix(3331,-1980,4692,-2789) (19/32,22/37) -> (22/31,71/100) Hyperbolic Matrix(2243,-1357,2924,-1769) (3/5,23/38) -> (23/30,56/73) Hyperbolic Matrix(2175,-1327,2788,-1701) (25/41,36/59) -> (7/9,32/41) Hyperbolic Matrix(11289,-6889,18496,-11287) (36/59,83/136) -> (83/136,47/77) Parabolic Matrix(8023,-4907,9452,-5781) (11/18,63/103) -> (28/33,73/86) Hyperbolic Matrix(9383,-5741,11560,-7073) (93/152,41/67) -> (56/69,13/16) Hyperbolic Matrix(7751,-4744,9112,-5577) (41/67,71/116) -> (17/20,57/67) Hyperbolic Matrix(1495,-917,2108,-1293) (19/31,27/44) -> (17/24,22/31) Hyperbolic Matrix(5439,-3370,7684,-4761) (13/21,44/71) -> (46/65,63/89) Hyperbolic Matrix(11083,-6870,13056,-8093) (75/121,31/50) -> (73/86,45/53) Hyperbolic Matrix(45969,-28561,73984,-45967) (105/169,169/272) -> (169/272,64/103) Parabolic Matrix(5305,-3297,7548,-4691) (64/103,23/37) -> (26/37,71/101) Hyperbolic Matrix(1971,-1226,2516,-1565) (23/37,5/8) -> (47/60,29/37) Hyperbolic Matrix(2039,-1281,2924,-1837) (27/43,22/35) -> (23/33,30/43) Hyperbolic Matrix(9247,-5818,14484,-9113) (39/62,56/89) -> (30/47,83/130) Hyperbolic Matrix(4759,-3001,6256,-3945) (29/46,70/111) -> (19/25,35/46) Hyperbolic Matrix(11695,-7376,15096,-9521) (70/111,41/65) -> (55/71,86/111) Hyperbolic Matrix(2925,-1849,4624,-2923) (12/19,43/68) -> (43/68,31/49) Parabolic Matrix(10405,-6594,14484,-9179) (64/101,45/71) -> (51/71,74/103) Hyperbolic Matrix(3945,-2501,5576,-3535) (45/71,26/41) -> (29/41,46/65) Hyperbolic Matrix(679,-433,748,-477) (7/11,37/58) -> (9/10,10/11) Hyperbolic Matrix(42975,-27439,58684,-37469) (83/130,136/213) -> (93/127,145/198) Hyperbolic Matrix(1291,-827,1700,-1089) (16/25,41/64) -> (3/4,19/25) Hyperbolic Matrix(9179,-5881,13056,-8365) (41/64,66/103) -> (71/101,45/64) Hyperbolic Matrix(3603,-2309,4352,-2789) (66/103,25/39) -> (24/29,29/35) Hyperbolic Matrix(2857,-1832,3604,-2311) (25/39,34/53) -> (42/53,23/29) Hyperbolic Matrix(15707,-10079,19924,-12785) (77/120,43/67) -> (108/137,41/52) Hyperbolic Matrix(747,-481,952,-613) (9/14,20/31) -> (29/37,11/14) Hyperbolic Matrix(749,-484,1156,-747) (20/31,11/17) -> (11/17,24/37) Parabolic Matrix(2311,-1503,2720,-1769) (13/20,41/63) -> (62/73,17/20) Hyperbolic Matrix(1019,-698,1292,-885) (13/19,11/16) -> (41/52,15/19) Hyperbolic Matrix(3197,-2209,4624,-3195) (38/55,47/68) -> (47/68,9/13) Parabolic Matrix(747,-518,884,-613) (9/13,25/36) -> (27/32,11/13) Hyperbolic Matrix(10471,-7294,13668,-9521) (39/56,62/89) -> (36/47,95/124) Hyperbolic Matrix(9385,-6553,12172,-8499) (37/53,44/63) -> (101/131,64/83) Hyperbolic Matrix(12921,-9025,18496,-12919) (44/63,95/136) -> (95/136,51/73) Parabolic Matrix(1361,-957,1836,-1291) (45/64,19/27) -> (20/27,3/4) Hyperbolic Matrix(817,-576,1156,-815) (19/27,12/17) -> (12/17,29/41) Parabolic Matrix(11287,-8014,15708,-11153) (71/100,49/69) -> (97/135,23/32) Hyperbolic Matrix(6799,-4829,9384,-6665) (49/69,27/38) -> (71/98,50/69) Hyperbolic Matrix(69293,-49785,94928,-68203) (74/103,171/238) -> (273/374,173/237) Hyperbolic Matrix(60655,-43581,83096,-59705) (171/238,97/135) -> (100/137,273/374) Hyperbolic Matrix(3333,-2401,4624,-3331) (18/25,49/68) -> (49/68,31/43) Parabolic Matrix(8705,-6292,11288,-8159) (13/18,60/83) -> (64/83,91/118) Hyperbolic Matrix(5031,-3637,6868,-4965) (60/83,47/65) -> (52/71,11/15) Hyperbolic Matrix(11085,-8017,14008,-10131) (81/112,115/159) -> (72/91,19/24) Hyperbolic Matrix(613,-445,748,-543) (29/40,8/11) -> (9/11,23/28) Hyperbolic Matrix(3127,-2286,3536,-2585) (19/26,68/93) -> (38/43,23/26) Hyperbolic Matrix(13601,-9959,17272,-12647) (41/56,93/127) -> (100/127,63/80) Hyperbolic Matrix(84661,-62001,115600,-84659) (197/269,249/340) -> (249/340,52/71) Parabolic Matrix(10813,-8230,13668,-10403) (35/46,51/67) -> (53/67,125/158) Hyperbolic Matrix(885,-676,1156,-883) (16/21,13/17) -> (13/17,36/47) Parabolic Matrix(14417,-11061,18700,-14347) (56/73,89/116) -> (37/48,101/131) Hyperbolic Matrix(6323,-4877,8024,-6189) (91/118,27/35) -> (26/33,93/118) Hyperbolic Matrix(14281,-11025,18496,-14279) (44/57,105/136) -> (105/136,61/79) Parabolic Matrix(2923,-2262,3604,-2789) (41/53,24/31) -> (30/37,43/53) Hyperbolic Matrix(545,-423,612,-475) (38/49,7/9) -> (8/9,17/19) Hyperbolic Matrix(14553,-11449,18496,-14551) (59/75,107/136) -> (107/136,48/61) Parabolic Matrix(1087,-859,1292,-1021) (15/19,34/43) -> (21/25,16/19) Hyperbolic Matrix(91461,-72361,115600,-91459) (197/249,269/340) -> (269/340,72/91) Parabolic Matrix(3741,-3025,4624,-3739) (38/47,55/68) -> (55/68,17/21) Parabolic Matrix(953,-784,1156,-951) (23/28,14/17) -> (14/17,33/40) Parabolic Matrix(1021,-900,1156,-1019) (22/25,15/17) -> (15/17,38/43) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(1,1,0,1) -> Matrix(1,0,-31,1) Matrix(1089,-94,1564,-135) -> Matrix(1,0,-20,1) Matrix(477,-47,680,-67) -> Matrix(9,4,-187,-83) Matrix(1087,-113,1972,-205) -> Matrix(1,0,-17,1) Matrix(137,-15,612,-67) -> Matrix(5,4,-29,-23) Matrix(749,-86,1768,-203) -> Matrix(7,4,-86,-49) Matrix(341,-42,544,-67) -> Matrix(1,0,-16,1) Matrix(1225,-159,1564,-203) -> Matrix(13,4,-309,-95) Matrix(679,-89,1564,-205) -> Matrix(1,0,-9,1) Matrix(1157,-157,1496,-203) -> Matrix(1,0,-21,1) Matrix(883,-121,1496,-205) -> Matrix(7,4,-121,-69) Matrix(407,-59,476,-69) -> Matrix(11,4,-289,-105) Matrix(1565,-231,1836,-271) -> Matrix(49,16,-1271,-415) Matrix(2311,-343,3672,-545) -> Matrix(13,4,-231,-71) Matrix(4217,-630,7276,-1087) -> Matrix(13,4,-218,-67) Matrix(681,-104,884,-135) -> Matrix(1,0,-20,1) Matrix(271,-42,884,-137) -> Matrix(15,4,-124,-33) Matrix(271,-43,1292,-205) -> Matrix(15,4,-79,-21) Matrix(1225,-197,2108,-339) -> Matrix(1,0,-13,1) Matrix(681,-118,1564,-271) -> Matrix(15,4,-184,-49) Matrix(951,-166,1564,-273) -> Matrix(15,4,-274,-73) Matrix(1157,-206,1904,-339) -> Matrix(33,8,-590,-143) Matrix(205,-37,748,-135) -> Matrix(1,0,-3,1) Matrix(475,-87,748,-137) -> Matrix(17,4,-319,-75) Matrix(477,-89,1088,-203) -> Matrix(17,4,-217,-51) Matrix(815,-154,3604,-681) -> Matrix(1,0,-2,1) Matrix(1767,-335,2516,-477) -> Matrix(33,8,-689,-167) Matrix(1429,-274,1768,-339) -> Matrix(37,8,-902,-195) Matrix(1291,-249,1768,-341) -> Matrix(1,0,-17,1) Matrix(271,-55,340,-69) -> Matrix(19,4,-461,-97) Matrix(1565,-323,1972,-407) -> Matrix(121,24,-2899,-575) Matrix(1293,-268,3604,-747) -> Matrix(143,28,-1476,-289) Matrix(3467,-723,4896,-1021) -> Matrix(187,36,-3953,-761) Matrix(3265,-682,13668,-2855) -> Matrix(253,48,-1576,-299) Matrix(6663,-1393,9112,-1905) -> Matrix(127,24,-2757,-521) Matrix(407,-86,1292,-273) -> Matrix(21,4,-184,-35) Matrix(3127,-664,4488,-953) -> Matrix(21,4,-436,-83) Matrix(1835,-391,3196,-681) -> Matrix(43,8,-715,-133) Matrix(1497,-320,1904,-407) -> Matrix(1,0,-18,1) Matrix(339,-73,952,-205) -> Matrix(19,4,-195,-41) Matrix(951,-206,2516,-545) -> Matrix(41,8,-446,-87) Matrix(1087,-237,1564,-341) -> Matrix(43,8,-887,-165) Matrix(1291,-283,2176,-477) -> Matrix(21,4,-373,-71) Matrix(1087,-239,2788,-613) -> Matrix(65,12,-753,-139) Matrix(2313,-520,5440,-1223) -> Matrix(47,8,-570,-97) Matrix(1429,-322,2108,-475) -> Matrix(95,16,-1906,-321) Matrix(11219,-2529,14484,-3265) -> Matrix(215,36,-4951,-829) Matrix(4897,-1105,6324,-1427) -> Matrix(49,8,-1121,-183) Matrix(6937,-1570,10812,-2447) -> Matrix(21,4,-394,-75) Matrix(1293,-293,1496,-339) -> Matrix(1,0,-21,1) Matrix(2311,-526,2992,-681) -> Matrix(1,0,-18,1) Matrix(1293,-295,2380,-543) -> Matrix(23,4,-351,-61) Matrix(749,-172,884,-203) -> Matrix(1,0,-20,1) Matrix(1701,-395,2924,-679) -> Matrix(23,4,-397,-69) Matrix(3807,-886,5848,-1361) -> Matrix(139,24,-2670,-461) Matrix(1155,-269,2924,-681) -> Matrix(47,8,-523,-89) Matrix(273,-64,1156,-271) -> Matrix(95,16,-576,-97) Matrix(1155,-274,2584,-613) -> Matrix(49,8,-680,-111) Matrix(3877,-925,4556,-1087) -> Matrix(149,24,-3843,-619) Matrix(23187,-5542,29308,-7005) -> Matrix(751,120,-17830,-2849) Matrix(1157,-277,1700,-407) -> Matrix(101,16,-2039,-323) Matrix(611,-147,1700,-409) -> Matrix(27,4,-277,-41) Matrix(953,-248,1564,-407) -> Matrix(27,4,-466,-69) Matrix(545,-143,1292,-339) -> Matrix(55,8,-667,-97) Matrix(951,-251,1292,-341) -> Matrix(139,20,-3065,-441) Matrix(749,-199,1020,-271) -> Matrix(113,16,-2479,-351) Matrix(1157,-310,2788,-747) -> Matrix(115,16,-1416,-197) Matrix(7343,-1972,10132,-2721) -> Matrix(59,8,-1276,-173) Matrix(7207,-1937,9112,-2449) -> Matrix(175,24,-4149,-569) Matrix(6189,-1664,9860,-2651) -> Matrix(117,16,-2128,-291) Matrix(1427,-385,1768,-477) -> Matrix(1,0,-17,1) Matrix(1497,-404,2516,-679) -> Matrix(1,0,-10,1) Matrix(409,-111,748,-203) -> Matrix(29,4,-457,-63) Matrix(7411,-2040,10132,-2789) -> Matrix(59,8,-1276,-173) Matrix(2177,-600,3944,-1087) -> Matrix(29,4,-428,-59) Matrix(1223,-338,1972,-545) -> Matrix(117,16,-2128,-291) Matrix(883,-246,1224,-341) -> Matrix(119,16,-2566,-345) Matrix(1087,-305,1700,-477) -> Matrix(61,8,-1121,-147) Matrix(5305,-1494,14484,-4079) -> Matrix(91,12,-948,-125) Matrix(3331,-939,4828,-1361) -> Matrix(121,16,-2473,-327) Matrix(1293,-365,3128,-883) -> Matrix(153,20,-1859,-243) Matrix(271,-78,476,-137) -> Matrix(31,4,-504,-65) Matrix(815,-237,2108,-613) -> Matrix(63,8,-701,-89) Matrix(341,-100,1156,-339) -> Matrix(159,20,-1280,-161) Matrix(7819,-2312,10812,-3197) -> Matrix(421,52,-9092,-1123) Matrix(1767,-523,4828,-1429) -> Matrix(227,28,-2343,-289) Matrix(2653,-787,4352,-1291) -> Matrix(33,4,-553,-67) Matrix(4691,-1393,13056,-3877) -> Matrix(131,16,-1351,-165) Matrix(2857,-849,7548,-2243) -> Matrix(65,8,-707,-87) Matrix(2039,-607,2516,-749) -> Matrix(65,8,-1617,-199) Matrix(2039,-608,3196,-953) -> Matrix(33,4,-586,-71) Matrix(951,-286,1360,-409) -> Matrix(67,8,-1382,-165) Matrix(6121,-1847,7208,-2175) -> Matrix(1,0,-17,1) Matrix(1361,-411,2924,-883) -> Matrix(1,0,-5,1) Matrix(1087,-329,2924,-885) -> Matrix(33,4,-355,-43) Matrix(3535,-1072,4488,-1361) -> Matrix(33,4,-784,-95) Matrix(1429,-434,1564,-475) -> Matrix(1,0,-20,1) Matrix(11219,-3409,16116,-4897) -> Matrix(31,4,-659,-85) Matrix(3265,-993,4692,-1427) -> Matrix(65,8,-1357,-167) Matrix(1223,-373,1564,-477) -> Matrix(67,8,-1583,-189) Matrix(1769,-541,3332,-1019) -> Matrix(1,0,-7,1) Matrix(1291,-395,2448,-749) -> Matrix(33,4,-487,-59) Matrix(1973,-610,2856,-883) -> Matrix(273,32,-5588,-655) Matrix(2041,-632,4828,-1495) -> Matrix(137,16,-1704,-199) Matrix(613,-191,1088,-339) -> Matrix(35,4,-569,-65) Matrix(5575,-1748,9112,-2857) -> Matrix(141,16,-2494,-283) Matrix(5033,-1580,8228,-2583) -> Matrix(33,4,-586,-71) Matrix(815,-258,1292,-409) -> Matrix(69,8,-1268,-147) Matrix(747,-259,1768,-613) -> Matrix(77,8,-953,-99) Matrix(2515,-877,4488,-1565) -> Matrix(235,24,-3809,-389) Matrix(4487,-1566,5848,-2041) -> Matrix(235,24,-5454,-557) Matrix(747,-262,1360,-477) -> Matrix(79,8,-1274,-129) Matrix(1157,-410,2108,-747) -> Matrix(121,12,-1926,-191) Matrix(3809,-1364,9112,-3263) -> Matrix(41,4,-564,-55) Matrix(5849,-2096,7208,-2583) -> Matrix(41,4,-1056,-103) Matrix(10813,-3878,18768,-6731) -> Matrix(41,4,-728,-71) Matrix(7141,-2565,11356,-4079) -> Matrix(41,4,-769,-75) Matrix(1223,-441,1700,-613) -> Matrix(85,8,-1817,-171) Matrix(1497,-541,3196,-1155) -> Matrix(1,0,-3,1) Matrix(5371,-1942,14484,-5237) -> Matrix(1,0,0,1) Matrix(2243,-812,3196,-1157) -> Matrix(45,4,-934,-83) Matrix(611,-223,748,-273) -> Matrix(41,4,-1015,-99) Matrix(37129,-13600,50864,-18631) -> Matrix(41,4,-892,-87) Matrix(2923,-1071,4828,-1769) -> Matrix(83,8,-1463,-141) Matrix(1291,-474,2040,-749) -> Matrix(167,16,-3100,-297) Matrix(883,-326,1292,-477) -> Matrix(85,8,-1732,-163) Matrix(749,-277,1836,-679) -> Matrix(1,0,-1,1) Matrix(3127,-1159,3672,-1361) -> Matrix(45,4,-1159,-103) Matrix(18157,-6734,22916,-8499) -> Matrix(81,8,-1934,-191) Matrix(1973,-732,2380,-883) -> Matrix(43,4,-1086,-101) Matrix(477,-178,544,-203) -> Matrix(1,0,-16,1) Matrix(475,-179,544,-205) -> Matrix(43,4,-1129,-105) Matrix(11153,-4224,17952,-6799) -> Matrix(85,8,-1562,-147) Matrix(1633,-619,3944,-1495) -> Matrix(87,8,-1055,-97) Matrix(1427,-542,1972,-749) -> Matrix(173,16,-3752,-347) Matrix(883,-337,1428,-545) -> Matrix(219,20,-3953,-361) Matrix(545,-209,884,-339) -> Matrix(133,12,-2383,-215) Matrix(407,-157,884,-341) -> Matrix(45,4,-619,-55) Matrix(1223,-474,2108,-817) -> Matrix(45,4,-754,-67) Matrix(1495,-582,2448,-953) -> Matrix(91,8,-1604,-141) Matrix(1157,-452,1564,-611) -> Matrix(47,4,-1046,-89) Matrix(1291,-506,1564,-613) -> Matrix(43,4,-1086,-101) Matrix(953,-375,2244,-883) -> Matrix(1,0,-1,1) Matrix(3059,-1207,4828,-1905) -> Matrix(91,8,-1695,-149) Matrix(1837,-744,2516,-1019) -> Matrix(1,0,-10,1) Matrix(1699,-691,2176,-885) -> Matrix(45,4,-1069,-95) Matrix(477,-196,1156,-475) -> Matrix(143,12,-1728,-145) Matrix(1701,-703,1972,-815) -> Matrix(97,8,-2607,-215) Matrix(2449,-1015,5576,-2311) -> Matrix(97,8,-1249,-103) Matrix(7207,-2993,11628,-4829) -> Matrix(197,16,-3583,-291) Matrix(37399,-15538,51068,-21217) -> Matrix(803,64,-17528,-1397) Matrix(16593,-6895,20944,-8703) -> Matrix(53,4,-1259,-95) Matrix(8023,-3335,10472,-4353) -> Matrix(95,8,-2197,-185) Matrix(3741,-1562,5372,-2243) -> Matrix(1,0,-8,1) Matrix(2107,-881,4556,-1905) -> Matrix(1,0,-3,1) Matrix(2245,-939,2924,-1223) -> Matrix(47,4,-1093,-93) Matrix(1769,-741,2108,-883) -> Matrix(1,0,-13,1) Matrix(5847,-2450,10064,-4217) -> Matrix(1,0,-4,1) Matrix(1291,-542,2108,-885) -> Matrix(49,4,-870,-71) Matrix(6935,-2931,9656,-4081) -> Matrix(1,0,-9,1) Matrix(5847,-2476,9316,-3945) -> Matrix(47,4,-858,-73) Matrix(1835,-778,4012,-1701) -> Matrix(49,4,-674,-55) Matrix(1427,-607,2720,-1157) -> Matrix(49,4,-723,-59) Matrix(2515,-1071,3196,-1361) -> Matrix(99,8,-2339,-189) Matrix(339,-146,476,-205) -> Matrix(51,4,-1084,-85) Matrix(2311,-1002,4080,-1769) -> Matrix(1,0,-2,1) Matrix(5303,-2310,8432,-3673) -> Matrix(1,0,-6,1) Matrix(749,-327,1088,-475) -> Matrix(51,4,-1033,-81) Matrix(817,-359,1700,-747) -> Matrix(51,4,-727,-57) Matrix(21149,-9295,29240,-12851) -> Matrix(457,36,-9889,-779) Matrix(2923,-1285,4488,-1973) -> Matrix(307,24,-5897,-461) Matrix(951,-419,1700,-749) -> Matrix(155,12,-2493,-193) Matrix(341,-151,612,-271) -> Matrix(53,4,-835,-63) Matrix(5033,-2248,6392,-2855) -> Matrix(1,0,-10,1) Matrix(2857,-1280,3944,-1767) -> Matrix(57,4,-1240,-87) Matrix(5849,-2624,10608,-4759) -> Matrix(1,0,-10,1) Matrix(1767,-793,1972,-885) -> Matrix(1,0,-17,1) Matrix(4079,-1832,6664,-2993) -> Matrix(49,4,-870,-71) Matrix(883,-398,1360,-613) -> Matrix(103,8,-1970,-153) Matrix(545,-247,748,-339) -> Matrix(53,4,-1153,-87) Matrix(1837,-839,2380,-1087) -> Matrix(55,4,-1279,-93) Matrix(2585,-1184,3264,-1495) -> Matrix(57,4,-1354,-95) Matrix(3943,-1826,7344,-3401) -> Matrix(1,0,6,1) Matrix(4079,-1891,5576,-2585) -> Matrix(45,4,-979,-87) Matrix(3741,-1738,4828,-2243) -> Matrix(103,8,-2382,-185) Matrix(1835,-861,2176,-1021) -> Matrix(55,4,-1389,-101) Matrix(1089,-515,1292,-611) -> Matrix(1,0,-11,1) Matrix(2109,-1001,2720,-1291) -> Matrix(55,4,-1279,-93) Matrix(953,-495,1700,-883) -> Matrix(59,4,-959,-65) Matrix(2041,-1085,3196,-1699) -> Matrix(1,0,-3,1) Matrix(2041,-1091,2924,-1563) -> Matrix(1,0,-5,1) Matrix(1293,-692,1904,-1019) -> Matrix(127,8,-2556,-161) Matrix(3401,-1823,4692,-2515) -> Matrix(69,4,-1501,-87) Matrix(9929,-5329,18496,-9927) -> Matrix(1,0,19,1) Matrix(2925,-1571,4556,-2447) -> Matrix(49,4,-919,-75) Matrix(543,-293,884,-477) -> Matrix(61,4,-1083,-71) Matrix(2311,-1254,4012,-2177) -> Matrix(61,4,-1022,-67) Matrix(2719,-1498,4692,-2585) -> Matrix(1,0,0,1) Matrix(10201,-5625,18496,-10199) -> Matrix(1,0,13,1) Matrix(2583,-1427,4556,-2517) -> Matrix(1,0,-1,1) Matrix(2449,-1354,3196,-1767) -> Matrix(119,8,-2752,-185) Matrix(18293,-10253,25840,-14483) -> Matrix(977,60,-20631,-1267) Matrix(3265,-1831,5576,-3127) -> Matrix(129,8,-2177,-135) Matrix(885,-497,1088,-611) -> Matrix(65,4,-1609,-99) Matrix(1293,-730,1564,-883) -> Matrix(67,4,-1692,-101) Matrix(1359,-769,1564,-885) -> Matrix(1,0,-9,1) Matrix(10473,-5929,18496,-10471) -> Matrix(1,0,7,1) Matrix(5509,-3126,7548,-4283) -> Matrix(1,0,-6,1) Matrix(4217,-2424,5440,-3127) -> Matrix(135,8,-3122,-185) Matrix(1361,-783,2244,-1291) -> Matrix(1,0,-1,1) Matrix(23663,-13634,37060,-21353) -> Matrix(1,0,-2,1) Matrix(1565,-902,1768,-1019) -> Matrix(67,4,-1826,-109) Matrix(3333,-1924,4828,-2787) -> Matrix(265,16,-5416,-327) Matrix(1155,-667,1768,-1021) -> Matrix(133,8,-2577,-155) Matrix(953,-551,1292,-747) -> Matrix(135,8,-2987,-177) Matrix(9111,-5281,11968,-6937) -> Matrix(73,4,-1661,-91) Matrix(17475,-10132,22168,-12853) -> Matrix(1,0,-8,1) Matrix(14417,-8360,18292,-10607) -> Matrix(65,4,-1544,-95) Matrix(10745,-6241,18496,-10743) -> Matrix(1,0,1,1) Matrix(5849,-3404,9112,-5303) -> Matrix(61,4,-1144,-75) Matrix(749,-436,816,-475) -> Matrix(1,0,-12,1) Matrix(2041,-1194,2788,-1631) -> Matrix(267,16,-5824,-349) Matrix(2449,-1435,3944,-2311) -> Matrix(135,8,-2447,-145) Matrix(681,-400,1156,-679) -> Matrix(203,12,-3468,-205) Matrix(1903,-1123,2652,-1565) -> Matrix(275,16,-5861,-341) Matrix(1157,-685,1836,-1087) -> Matrix(1,0,-1,1) Matrix(3331,-1980,4692,-2789) -> Matrix(67,4,-1424,-85) Matrix(2243,-1357,2924,-1769) -> Matrix(143,8,-3307,-185) Matrix(2175,-1327,2788,-1701) -> Matrix(209,12,-4929,-283) Matrix(11289,-6889,18496,-11287) -> Matrix(769,44,-13475,-771) Matrix(8023,-4907,9452,-5781) -> Matrix(71,4,-1793,-101) Matrix(9383,-5741,11560,-7073) -> Matrix(71,4,-1651,-93) Matrix(7751,-4744,9112,-5577) -> Matrix(1,0,-8,1) Matrix(1495,-917,2108,-1293) -> Matrix(143,8,-3021,-169) Matrix(5439,-3370,7684,-4761) -> Matrix(1161,64,-24508,-1351) Matrix(11083,-6870,13056,-8093) -> Matrix(145,8,-3752,-207) Matrix(45969,-28561,73984,-45967) -> Matrix(73,4,-1369,-75) Matrix(5305,-3297,7548,-4691) -> Matrix(145,8,-3027,-167) Matrix(1971,-1226,2516,-1565) -> Matrix(145,8,-3462,-191) Matrix(2039,-1281,2924,-1837) -> Matrix(73,4,-1515,-83) Matrix(9247,-5818,14484,-9113) -> Matrix(1,0,0,1) Matrix(4759,-3001,6256,-3945) -> Matrix(439,24,-9969,-545) Matrix(11695,-7376,15096,-9521) -> Matrix(733,40,-16914,-923) Matrix(2925,-1849,4624,-2923) -> Matrix(665,36,-12321,-667) Matrix(10405,-6594,14484,-9179) -> Matrix(223,12,-4776,-257) Matrix(3945,-2501,5576,-3535) -> Matrix(597,32,-12593,-675) Matrix(679,-433,748,-477) -> Matrix(1,0,-9,1) Matrix(42975,-27439,58684,-37469) -> Matrix(521,28,-11369,-611) Matrix(1291,-827,1700,-1089) -> Matrix(75,4,-1669,-89) Matrix(9179,-5881,13056,-8365) -> Matrix(299,16,-6223,-333) Matrix(3603,-2309,4352,-2789) -> Matrix(149,8,-3781,-203) Matrix(2857,-1832,3604,-2311) -> Matrix(523,28,-12496,-669) Matrix(15707,-10079,19924,-12785) -> Matrix(75,4,-1669,-89) Matrix(747,-481,952,-613) -> Matrix(75,4,-1819,-97) Matrix(749,-484,1156,-747) -> Matrix(379,20,-7220,-381) Matrix(2311,-1503,2720,-1769) -> Matrix(153,8,-3959,-207) Matrix(1019,-698,1292,-885) -> Matrix(81,4,-1924,-95) Matrix(3197,-2209,4624,-3195) -> Matrix(1065,52,-21853,-1067) Matrix(747,-518,884,-613) -> Matrix(83,4,-2096,-101) Matrix(10471,-7294,13668,-9521) -> Matrix(251,12,-5794,-277) Matrix(9385,-6553,12172,-8499) -> Matrix(1,0,-3,1) Matrix(12921,-9025,18496,-12919) -> Matrix(573,28,-11767,-575) Matrix(1361,-957,1836,-1291) -> Matrix(167,8,-3695,-177) Matrix(817,-576,1156,-815) -> Matrix(419,20,-8820,-421) Matrix(11287,-8014,15708,-11153) -> Matrix(593,28,-12686,-599) Matrix(6799,-4829,9384,-6665) -> Matrix(169,8,-3697,-175) Matrix(69293,-49785,94928,-68203) -> Matrix(85,4,-1849,-87) Matrix(60655,-43581,83096,-59705) -> Matrix(171,8,-3527,-165) Matrix(3333,-2401,4624,-3331) -> Matrix(1289,60,-27735,-1291) Matrix(8705,-6292,11288,-8159) -> Matrix(173,8,-4044,-187) Matrix(5031,-3637,6868,-4965) -> Matrix(347,16,-7569,-349) Matrix(11085,-8017,14008,-10131) -> Matrix(1297,60,-30847,-1427) Matrix(613,-445,748,-543) -> Matrix(1,0,-3,1) Matrix(3127,-2286,3536,-2585) -> Matrix(173,8,-4736,-219) Matrix(13601,-9959,17272,-12647) -> Matrix(349,16,-8267,-379) Matrix(84661,-62001,115600,-84659) -> Matrix(8645,396,-188771,-8647) Matrix(10813,-8230,13668,-10403) -> Matrix(1093,48,-25936,-1139) Matrix(885,-676,1156,-883) -> Matrix(367,16,-8464,-369) Matrix(14417,-11061,18700,-14347) -> Matrix(371,16,-8649,-373) Matrix(6323,-4877,8024,-6189) -> Matrix(93,4,-2209,-95) Matrix(14281,-11025,18496,-14279) -> Matrix(281,12,-6627,-283) Matrix(2923,-2262,3604,-2789) -> Matrix(1,0,-2,1) Matrix(545,-423,612,-475) -> Matrix(93,4,-2581,-111) Matrix(14553,-11449,18496,-14551) -> Matrix(469,20,-11045,-471) Matrix(1087,-859,1292,-1021) -> Matrix(95,4,-2399,-101) Matrix(91461,-72361,115600,-91459) -> Matrix(9499,400,-225625,-9501) Matrix(3741,-3025,4624,-3739) -> Matrix(489,20,-12005,-491) Matrix(953,-784,1156,-951) -> Matrix(299,12,-7500,-301) Matrix(1021,-900,1156,-1019) -> Matrix(215,8,-5832,-217) 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): 96 Imminent integer overflow caused the modular group computation to abort.