INFORMATION ON THE IMAGE IN PSL(2,Z) OF THE GROUP OF PURE MODULAR GROUP LIFTABLES UNDER ITS PULLBACK ACTION ON THE UPPER HALF-PLANE Index in PSL(2,Z): 3456 Minimal number of generators: 577 Number of equivalence classes of cusps: 160 Genus: 209 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -8/9 -5/6 -7/9 -3/4 -13/18 -2/3 -35/54 -17/27 -11/18 -16/27 -7/12 -5/9 -1/2 -7/15 -11/24 -65/144 -4/9 -7/16 -61/144 -71/168 -5/12 -179/432 -59/144 -7/18 -139/360 -55/144 -3/8 -11/30 -7/20 -25/72 -1/3 -23/72 -17/54 -10/33 -8/27 -7/24 -71/252 -101/360 -5/18 -19/72 -7/27 -8/31 -9/35 -1/4 -5/21 -7/30 -2/9 -7/32 -13/60 -31/144 -3/14 -5/24 -7/34 -5/26 -4/21 -3/16 -5/27 -5/28 -1/6 -5/32 -5/33 -3/20 -4/27 -5/34 -3/22 -2/15 -1/8 -3/25 -1/9 -3/28 -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 4/27 3/20 5/33 2/13 5/32 3/19 4/25 1/6 5/29 4/23 3/17 2/11 5/27 3/16 4/21 5/26 1/5 6/29 5/24 3/14 7/32 2/9 7/31 8/35 3/13 7/30 5/21 1/4 7/27 29/108 5/18 2/7 7/24 8/27 10/33 11/36 17/54 1/3 7/20 13/36 11/30 3/8 41/108 23/60 7/18 2/5 49/120 5/12 7/16 4/9 11/24 7/15 17/36 1/2 19/36 15/28 5/9 7/12 16/27 17/28 11/18 67/108 17/27 23/36 35/54 2/3 25/36 181/252 13/18 79/108 3/4 7/9 5/6 8/9 11/12 1/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -1/1 0/1 1/0 -10/11 0/1 1/0 -9/10 0/1 2/1 -17/19 1/1 1/0 -8/9 1/0 -15/17 -1/1 1/0 -7/8 0/1 -20/23 1/1 1/0 -13/15 1/1 2/1 1/0 -19/22 2/1 4/1 -6/7 -2/1 1/0 -23/27 -1/1 -40/47 -1/1 1/0 -17/20 -1/1 -28/33 -1/1 -1/2 0/1 -11/13 0/1 1/2 -27/32 0/1 2/1 -16/19 1/1 1/0 -37/44 1/0 -21/25 1/1 1/0 -5/6 1/0 -24/29 -1/1 0/1 -19/23 -1/1 1/0 -14/17 -1/1 1/0 -23/28 -1/1 -32/39 -1/1 -1/2 0/1 -9/11 0/1 1/1 -31/38 0/1 2/1 -22/27 1/0 -13/16 0/1 2/1 -30/37 3/2 2/1 -17/21 2/1 3/1 1/0 -21/26 4/1 6/1 -4/5 -2/1 1/0 -23/29 -2/1 1/0 -19/24 -2/1 0/1 -34/43 -1/1 0/1 -15/19 -1/1 1/0 -56/71 -1/1 0/1 -41/52 -1/1 -26/33 -1/1 0/1 1/0 -11/14 -2/1 0/1 -51/65 0/1 1/5 -40/51 0/1 1/2 1/1 -29/37 -1/1 0/1 -47/60 1/1 -65/83 1/1 2/1 -18/23 1/1 1/0 -25/32 2/1 -7/9 1/0 -31/40 -4/1 -24/31 -4/1 -3/1 -17/22 -4/1 -2/1 -44/57 -3/1 -5/2 -2/1 -27/35 -3/1 -2/1 -10/13 -2/1 -1/1 -23/30 -1/1 -59/77 -1/1 0/1 -95/124 -1/1 -36/47 -1/1 1/0 -13/17 -1/1 1/0 -16/21 -2/1 -1/1 1/0 -19/25 -1/1 1/0 -3/4 1/0 -20/27 -1/1 -17/23 -1/1 1/0 -14/19 -1/1 1/0 -25/34 -2/1 0/1 -61/83 -2/1 -1/1 -36/49 -1/1 1/0 -11/15 -2/1 -1/1 1/0 -30/41 -6/5 -1/1 -79/108 -1/1 -49/67 -1/1 -8/9 -19/26 -2/3 0/1 -46/63 -1/2 -73/100 -1/3 -27/37 -1/3 0/1 -8/11 0/1 1/0 -45/62 -2/1 0/1 -37/51 0/1 1/1 1/0 -66/91 1/1 1/0 -29/40 0/1 2/1 -79/109 0/1 1/1 -50/69 0/1 1/1 1/0 -21/29 2/1 1/0 -13/18 1/0 -31/43 -4/1 1/0 -49/68 -3/1 -18/25 -3/1 1/0 -41/57 -3/1 -2/1 1/0 -23/32 -2/1 -5/7 -2/1 -1/1 -27/38 -2/1 0/1 -22/31 -2/1 -1/1 -17/24 -2/1 0/1 -29/41 0/1 1/0 -12/17 -1/1 1/0 -31/44 -1/1 -81/115 -2/1 -3/2 -50/71 -2/1 -1/1 -19/27 -1/1 -26/37 0/1 1/2 -33/47 -1/1 1/0 -7/10 -2/1 0/1 -37/53 -1/1 1/0 -30/43 -1/1 0/1 -23/33 0/1 1/1 1/0 -16/23 1/1 1/0 -25/36 1/0 -9/13 -2/1 1/0 -20/29 -2/1 -1/1 -11/16 -2/1 0/1 -24/35 -2/1 -3/2 -37/54 -1/1 -50/73 -1/1 0/1 -13/19 -1/1 1/0 -2/3 -1/1 0/1 1/0 -15/23 -1/1 1/0 -13/20 1/0 -24/37 -2/1 1/0 -35/54 -1/1 -11/17 -1/1 1/0 -20/31 -2/1 -1/1 -29/45 1/0 -38/59 -2/1 -1/1 -9/14 -2/1 0/1 -25/39 -2/1 -1/1 1/0 -41/64 -2/1 -57/89 -3/2 -1/1 -16/25 -3/2 -1/1 -23/36 -1/1 -7/11 -1/1 0/1 -26/41 0/1 1/1 -71/112 0/1 -45/71 0/1 1/0 -19/30 1/0 -31/49 -1/1 1/0 -12/19 -1/1 1/0 -17/27 -1/1 -22/35 -1/4 0/1 -5/8 -2/1 0/1 -23/37 -7/3 -2/1 -41/66 -3/2 -18/29 -4/3 -1/1 -67/108 -1/1 -49/79 -1/1 -6/7 -31/50 -2/3 0/1 -44/71 -1/1 0/1 -13/21 -1/1 0/1 1/0 -34/55 -1/1 1/0 -21/34 -2/1 0/1 -29/47 -1/1 1/0 -37/60 1/0 -45/73 -2/1 1/0 -53/86 -2/1 0/1 -8/13 -2/1 -1/1 -27/44 -3/2 -73/119 -3/2 -1/1 -46/75 -3/2 -4/3 -1/1 -19/31 -3/2 -4/3 -11/18 -1/1 -25/41 -3/4 -2/3 -39/64 -2/3 -14/23 -1/1 -1/2 -59/97 -1/1 -1/2 -45/74 -2/1 0/1 -31/51 -1/1 -1/2 0/1 -48/79 0/1 1/2 -17/28 -1/1 -20/33 -1/1 0/1 1/0 -23/38 -2/1 0/1 -3/5 -1/1 0/1 -22/37 0/1 1/0 -19/32 -2/1 0/1 -35/59 -2/1 -3/2 -16/27 -1/1 -29/49 -1/1 -1/2 -71/120 0/1 -42/71 -1/1 0/1 -13/22 -2/3 0/1 -36/61 0/1 1/2 -23/39 -1/1 0/1 1/0 -10/17 -1/1 1/0 -37/63 -1/1 -27/46 -2/1 0/1 -71/121 -1/1 1/0 -44/75 -1/1 0/1 1/0 -17/29 -2/1 1/0 -7/12 -1/1 -25/43 -3/4 -2/3 -43/74 -12/17 -2/3 -104/179 -2/3 -25/38 -61/105 -2/3 -5/8 -3/5 -18/31 -1/1 -2/3 -29/50 -2/3 0/1 -69/119 -1/1 -1/2 -40/69 -1/1 -2/3 -1/2 -11/19 -1/1 -1/2 -15/26 -2/5 0/1 -34/59 0/1 1/3 -19/33 -1/1 0/1 1/0 -4/7 -1/2 0/1 -25/44 1/1 -21/37 0/1 1/1 -38/67 0/1 1/0 -17/30 1/0 -13/23 -1/1 1/0 -22/39 -1/1 0/1 1/0 -9/16 0/1 -23/41 -4/1 1/0 -37/66 -1/1 -14/25 -1/1 1/0 -19/34 -2/1 0/1 -5/9 -1/1 -21/38 -2/3 0/1 -16/29 -1/1 0/1 -27/49 -1/1 -1/2 -11/20 -1/2 -28/51 -1/2 -1/3 0/1 -45/82 -2/7 0/1 -17/31 0/1 1/0 -6/11 -1/2 0/1 -19/35 -1/5 0/1 -13/24 0/1 -7/13 0/1 1/0 -8/15 -1/1 0/1 1/0 -9/17 -1/1 1/0 -19/36 -1/1 -10/19 -1/1 -1/2 -11/21 -1/1 -1/2 0/1 -1/2 -2/1 0/1 -9/19 1/1 1/0 -17/36 1/0 -8/17 -1/1 1/0 -7/15 -1/1 0/1 1/0 -27/58 -2/3 0/1 -20/43 0/1 1/1 -13/28 1/0 -6/13 -1/1 0/1 -17/37 -1/3 0/1 -11/24 0/1 -5/11 0/1 1/1 -14/31 -1/1 0/1 -65/144 0/1 -51/113 0/1 1/6 -37/82 0/1 2/5 -23/51 0/1 1/2 1/1 -32/71 0/1 1/1 -9/20 1/1 -22/49 1/1 1/0 -13/29 0/1 1/0 -4/9 1/0 -19/43 -2/1 1/0 -34/77 -2/1 1/0 -15/34 -2/1 0/1 -11/25 -1/1 1/0 -29/66 1/0 -47/107 -11/5 -2/1 -18/41 -4/3 -1/1 -25/57 -1/1 -1/2 0/1 -57/130 -2/1 0/1 -32/73 -1/1 0/1 -7/16 0/1 -31/71 0/1 1/0 -24/55 -1/1 1/0 -17/39 -1/1 0/1 1/0 -10/23 -1/1 1/0 -13/30 -1/1 -29/67 -1/1 0/1 -16/37 -1/2 0/1 -19/44 -1/2 -3/7 0/1 1/1 -17/40 0/1 -31/73 0/1 1/0 -45/106 -2/1 0/1 -14/33 -1/1 0/1 1/0 -25/59 -1/4 0/1 -61/144 0/1 -36/85 0/1 1/7 -11/26 0/1 2/3 -41/97 1/1 1/0 -71/168 0/1 -30/71 0/1 1/1 -19/45 1/1 -8/19 1/1 1/0 -21/50 0/1 2/1 -13/31 2/1 1/0 -5/12 1/0 -17/41 -2/1 1/0 -46/111 -5/2 -7/3 -2/1 -75/181 -27/13 -2/1 -179/432 -2/1 -104/251 -2/1 -35/18 -29/70 -2/1 -8/5 -12/29 -2/1 -1/1 -31/75 -1/1 0/1 1/0 -19/46 -2/1 0/1 -26/63 1/0 -7/17 -1/1 1/0 -37/90 -1/1 -30/73 -1/1 0/1 -23/56 0/1 -16/39 -1/1 0/1 1/0 -25/61 -1/3 0/1 -59/144 0/1 -34/83 0/1 1/4 -9/22 0/1 2/1 -20/49 1/1 1/0 -11/27 1/0 -13/32 -2/1 0/1 -15/37 -1/1 0/1 -2/5 0/1 1/0 -15/38 -2/1 0/1 -13/33 -1/1 0/1 1/0 -11/28 1/0 -31/79 -1/3 0/1 -20/51 0/1 1/1 1/0 -29/74 -2/1 0/1 -38/97 1/1 1/0 -9/23 1/1 1/0 -7/18 1/0 -19/49 -5/1 1/0 -31/80 -4/1 -43/111 -5/1 -9/2 -4/1 -12/31 -4/1 -3/1 -41/106 -4/1 -2/1 -29/75 -4/1 -3/1 1/0 -46/119 -3/1 1/0 -17/44 -3/1 -39/101 -5/2 -2/1 -139/360 -2/1 -100/259 -2/1 -5/3 -61/158 -2/1 0/1 -22/57 -3/1 -2/1 1/0 -5/13 -2/1 1/0 -28/73 -2/1 -1/1 -23/60 -1/1 -18/47 -1/1 1/0 -13/34 -2/1 0/1 -34/89 -1/1 1/0 -55/144 -2/1 0/1 -21/55 -1/1 1/0 -8/21 -1/1 0/1 1/0 -35/92 1/0 -27/71 0/1 1/0 -73/192 0/1 -119/313 1/1 1/0 -46/121 1/1 1/0 -19/50 0/1 2/1 -30/79 6/1 1/0 -41/108 1/0 -11/29 -4/1 1/0 -25/66 -3/1 -39/103 -5/2 -12/5 -14/37 -2/1 -7/4 -3/8 -2/1 0/1 -13/35 0/1 1/3 -10/27 1/0 -27/73 -2/1 1/0 -71/192 -2/1 -115/311 -1/1 1/0 -44/119 -1/1 1/0 -17/46 -4/1 -2/1 -7/19 -1/1 1/0 -18/49 -1/1 1/0 -11/30 -1/1 -26/71 -1/1 0/1 -15/41 -1/2 0/1 -4/11 0/1 1/0 -13/36 1/0 -9/25 -3/1 1/0 -23/64 -2/1 -37/103 -5/2 -2/1 -14/39 -2/1 -1/1 1/0 -5/14 -2/1 0/1 -26/73 -2/1 -1/1 -21/59 -2/1 1/0 -16/45 -1/1 -27/76 -1/2 -38/107 0/1 1/6 -11/31 -2/1 1/0 -6/17 -1/1 1/0 -25/71 0/1 1/0 -19/54 1/0 -13/37 -2/1 -1/1 -20/57 -2/1 -1/1 1/0 -27/77 -2/1 -1/1 -7/20 -1/1 -8/23 -1/1 1/0 -25/72 -2/1 0/1 -17/49 -1/1 1/0 -9/26 -2/1 0/1 -1/3 -1/1 0/1 1/0 -8/25 -1/1 1/0 -23/72 -2/1 0/1 -15/47 -1/1 1/0 -7/22 -2/1 0/1 -6/19 -1/1 1/0 -17/54 1/0 -11/35 -3/1 -2/1 -5/16 -2/1 0/1 -14/45 1/0 -23/74 -8/3 -2/1 -9/29 -2/1 1/0 -22/71 -2/1 -1/1 -13/42 -1/1 -4/13 -2/1 -1/1 -11/36 -1/1 -7/23 -1/1 -1/2 -10/33 -1/1 -1/2 0/1 -33/109 0/1 1/9 -23/76 1/1 -13/43 0/1 1/0 -3/10 -2/1 0/1 -20/67 0/1 1/0 -17/57 -1/1 0/1 1/0 -14/47 -1/1 1/0 -25/84 -1/1 -11/37 -1/3 0/1 -8/27 1/0 -21/71 -2/1 1/0 -34/115 -3/1 -2/1 -13/44 1/0 -5/17 -1/1 1/0 -12/41 -1/1 0/1 -7/24 -2/1 0/1 -9/31 -2/1 1/0 -20/69 -2/1 -1/1 1/0 -31/107 -2/1 -1/1 -11/38 -2/1 0/1 -2/7 -2/1 1/0 -11/39 -2/1 -3/2 -1/1 -31/110 -2/1 -4/3 -51/181 -4/3 -1/1 -71/252 -1/1 -20/71 -2/1 -1/1 -9/32 -2/1 -16/57 -2/1 -3/2 -1/1 -39/139 -2/1 -1/1 -101/360 -2/1 -62/221 -2/1 -3/2 -23/82 -2/1 -4/3 -7/25 -3/2 -1/1 -5/18 -1/1 -13/47 -1/1 -3/4 -21/76 -3/4 -50/181 -19/28 -2/3 -29/105 -2/3 -3/5 -1/2 -8/29 -1/1 -2/3 -19/69 -1/1 -1/2 0/1 -49/178 -2/3 0/1 -79/287 -2/3 -1/2 -109/396 -1/2 -30/109 -1/2 0/1 -11/40 -2/3 0/1 -14/51 -1/1 -1/2 0/1 -17/62 -2/1 0/1 -3/11 -1/1 0/1 -13/48 0/1 -10/37 0/1 1/2 -27/100 1/2 -17/63 1/1 -7/26 0/1 2/1 -18/67 8/1 1/0 -29/108 1/0 -11/41 -6/1 1/0 -15/56 -2/1 -19/71 -2/1 1/0 -23/86 -4/1 -2/1 -4/15 -2/1 -1/1 1/0 -13/49 -1/1 1/0 -9/34 -2/1 0/1 -14/53 -1/1 1/0 -19/72 -2/1 0/1 -5/19 -1/1 1/0 -6/23 -1/1 1/0 -7/27 1/0 -8/31 -4/1 -3/1 -9/35 -15/7 -2/1 -1/4 -1/1 -6/25 -1/1 1/0 -11/46 0/1 2/1 -5/21 -2/1 -1/1 1/0 -4/17 -1/1 1/0 -11/47 -1/1 1/0 -18/77 0/1 1/0 -7/30 1/0 -17/73 -2/1 1/0 -10/43 -2/1 -1/1 -3/13 -2/1 1/0 -11/48 -2/1 -8/35 -2/1 -3/2 -21/92 -3/2 -34/149 -2/1 -3/2 -13/57 -2/1 -5/3 -3/2 -5/22 -2/1 -4/3 -7/31 -3/2 -4/3 -2/9 -1/1 -9/41 -3/4 -2/3 -16/73 -1/1 -2/3 -7/32 -2/3 -19/87 -1/1 -2/3 -1/2 -12/55 -1/1 -1/2 -5/23 -1/1 -1/2 -18/83 -2/3 -1/2 -31/143 -2/3 -1/2 -13/60 -1/2 -21/97 -1/2 -1/3 -8/37 0/1 1/0 -11/51 -1/2 -1/3 0/1 -14/65 -1/6 0/1 -31/144 0/1 -17/79 0/1 1/5 -3/14 -2/1 0/1 -7/33 -1/1 0/1 1/0 -11/52 1/0 -15/71 0/1 1/0 -19/90 1/0 -4/19 -1/1 1/0 -13/62 -2/1 0/1 -9/43 0/1 1/0 -5/24 -2/1 0/1 -6/29 -2/1 -1/1 -7/34 -2/1 0/1 -1/5 -2/1 -1/1 -5/26 -6/7 -4/5 -9/47 -1/1 -3/4 -4/21 -1/1 -3/4 -2/3 -7/37 -2/3 -3/5 -3/16 -2/3 0/1 -8/43 -1/1 0/1 -13/70 0/1 2/1 -18/97 -1/1 1/0 -5/27 -1/1 -12/65 -1/2 0/1 -7/38 -2/3 0/1 -9/49 -1/1 -1/2 -2/11 -1/2 0/1 -7/39 0/1 1/1 1/0 -5/28 1/0 -3/17 -1/1 1/0 -10/57 -1/1 0/1 1/0 -7/40 0/1 -4/23 -1/1 1/0 -5/29 0/1 1/0 -1/6 -1/1 -4/25 -1/1 -1/2 -7/44 -1/1 -10/63 -1/2 -3/19 -1/1 -1/2 -11/70 -2/5 0/1 -8/51 -1/1 -1/2 0/1 -5/32 -2/3 0/1 -7/45 -1/2 -2/13 -1/3 0/1 -5/33 0/1 1/1 1/0 -3/20 1/0 -10/67 0/1 1/0 -7/47 -1/1 1/0 -11/74 -2/3 0/1 -4/27 1/0 -5/34 -2/1 0/1 -1/7 -2/1 -1/1 -3/22 -4/5 -2/3 -2/15 -1/1 -2/3 -1/2 -3/23 -1/1 -1/2 -1/8 0/1 -3/25 -1/1 1/0 -2/17 -1/1 1/0 -1/9 -1/1 -3/28 -1/2 -2/19 -1/1 -1/2 -1/10 -2/3 0/1 -1/11 -1/1 0/1 -1/12 -1/1 0/1 -1/1 0/1 1/11 -1/1 0/1 1/10 -2/1 0/1 2/19 -1/1 1/0 1/9 -1/1 2/17 -1/1 -1/2 1/8 0/1 3/23 -1/1 1/0 2/15 -2/1 -1/1 1/0 3/22 -2/1 -4/3 1/7 -1/1 -2/3 4/27 -1/2 7/47 -1/1 -1/2 3/20 -1/2 5/33 -1/2 -1/3 0/1 2/13 0/1 1/1 5/32 -2/1 0/1 3/19 -1/1 1/0 7/44 -1/1 4/25 -1/1 1/0 1/6 -1/1 5/29 -1/2 0/1 4/23 -1/1 -1/2 3/17 -1/1 -1/2 5/28 -1/2 7/39 -1/2 -1/3 0/1 2/11 0/1 1/0 7/38 -2/1 0/1 5/27 -1/1 3/16 -2/1 0/1 7/37 -3/1 -2/1 4/21 -2/1 -3/2 -1/1 5/26 -4/3 -6/5 1/5 -1/1 -2/3 6/29 -1/1 -2/3 5/24 -2/3 0/1 9/43 -1/2 0/1 4/19 -1/1 -1/2 15/71 -1/2 0/1 11/52 -1/2 7/33 -1/1 -1/2 0/1 3/14 -2/3 0/1 14/65 0/1 1/4 11/51 0/1 1/1 1/0 8/37 -1/2 0/1 13/60 1/0 18/83 -2/1 1/0 5/23 -1/1 1/0 7/32 -2/1 2/9 -1/1 9/40 -4/5 7/31 -4/5 -3/4 5/22 -4/5 -2/3 13/57 -3/4 -5/7 -2/3 8/35 -3/4 -2/3 3/13 -2/3 -1/2 7/30 -1/2 18/77 -1/2 0/1 29/124 -1/2 11/47 -1/1 -1/2 4/17 -1/1 -1/2 5/21 -1/1 -2/3 -1/2 6/25 -1/1 -1/2 1/4 -1/1 7/27 -1/2 6/23 -1/1 -1/2 5/19 -1/1 -1/2 9/34 -2/3 0/1 22/83 -2/3 -1/2 13/49 -1/1 -1/2 4/15 -1/1 -2/3 -1/2 11/41 -6/11 -1/2 29/108 -1/2 18/67 -1/2 -8/17 7/26 -2/5 0/1 17/63 -1/3 27/100 -1/4 10/37 -1/4 0/1 3/11 -1/1 0/1 17/62 -2/3 0/1 14/51 -1/1 0/1 1/0 25/91 -1/1 1/0 11/40 -2/1 0/1 30/109 0/1 1/0 19/69 -1/1 0/1 1/0 8/29 -2/1 -1/1 5/18 -1/1 12/43 -1/1 -4/5 19/68 -3/4 7/25 -1/1 -3/4 16/57 -1/1 -3/4 -2/3 9/32 -2/3 2/7 -2/3 -1/2 11/38 -2/3 0/1 9/31 -2/3 -1/2 7/24 -2/3 0/1 12/41 -1/1 0/1 5/17 -1/1 -1/2 13/44 -1/2 34/115 -2/3 -3/5 21/71 -2/3 -1/2 8/27 -1/2 11/37 0/1 1/1 14/47 -1/1 -1/2 3/10 -2/3 0/1 16/53 -1/1 -1/2 13/43 -1/2 0/1 10/33 -1/1 0/1 1/0 7/23 -1/1 1/0 11/36 -1/1 4/13 -1/1 -2/3 9/29 -2/3 -1/2 5/16 -2/3 0/1 11/35 -2/3 -3/5 17/54 -1/2 23/73 -1/2 0/1 6/19 -1/1 -1/2 1/3 -1/1 -1/2 0/1 8/23 -1/1 -1/2 7/20 -1/1 13/37 -1/1 -2/3 19/54 -1/2 6/17 -1/1 -1/2 11/31 -2/3 -1/2 16/45 -1/1 21/59 -2/3 -1/2 5/14 -2/3 0/1 14/39 -1/1 -2/3 -1/2 23/64 -2/3 32/89 -3/5 -1/2 9/25 -3/5 -1/2 13/36 -1/2 4/11 -1/2 0/1 15/41 0/1 1/0 41/112 0/1 26/71 -1/1 0/1 11/30 -1/1 18/49 -1/1 -1/2 7/19 -1/1 -1/2 10/27 -1/2 13/35 -1/5 0/1 3/8 -2/3 0/1 14/37 -7/10 -2/3 25/66 -3/5 11/29 -4/7 -1/2 41/108 -1/2 30/79 -1/2 -6/13 19/50 -2/5 0/1 27/71 -1/2 0/1 8/21 -1/1 -1/2 0/1 21/55 -1/1 -1/2 13/34 -2/3 0/1 18/47 -1/1 -1/2 23/60 -1/1 28/73 -1/1 -2/3 33/86 -2/3 0/1 5/13 -2/3 -1/2 17/44 -3/5 46/119 -3/5 -1/2 29/75 -3/5 -4/7 -1/2 12/31 -3/5 -4/7 7/18 -1/2 16/41 -3/7 -2/5 25/64 -2/5 9/23 -1/2 -1/3 38/97 -1/2 -1/3 29/74 -2/3 0/1 20/51 -1/2 -1/3 0/1 31/79 0/1 1/1 11/28 -1/2 13/33 -1/1 -1/2 0/1 15/38 -2/3 0/1 2/5 -1/2 0/1 15/37 -1/1 0/1 13/32 -2/3 0/1 24/59 -2/3 -3/5 11/27 -1/2 20/49 -1/2 -1/3 49/120 0/1 29/71 -1/2 0/1 9/22 -2/5 0/1 25/61 0/1 1/1 16/39 -1/1 -1/2 0/1 7/17 -1/1 -1/2 26/63 -1/2 19/46 -2/3 0/1 50/121 -1/1 -1/2 31/75 -1/1 -1/2 0/1 12/29 -1/1 -2/3 5/12 -1/2 18/43 -3/7 -2/5 31/74 -12/29 -2/5 75/179 -2/5 -25/63 44/105 -2/5 -5/13 -3/8 13/31 -1/2 -2/5 21/50 -2/5 0/1 50/119 -1/2 -1/3 29/69 -1/2 -2/5 -1/3 8/19 -1/2 -1/3 11/26 -2/7 0/1 25/59 0/1 1/2 14/33 -1/1 -1/2 0/1 3/7 -1/3 0/1 19/44 1/0 16/37 0/1 1/0 29/67 -1/1 0/1 13/30 -1/1 10/23 -1/1 -1/2 17/39 -1/1 -1/2 0/1 7/16 0/1 18/41 -1/1 -4/5 29/66 -1/2 11/25 -1/1 -1/2 15/34 -2/3 0/1 4/9 -1/2 17/38 -2/5 0/1 13/29 -1/2 0/1 22/49 -1/2 -1/3 9/20 -1/3 23/51 -1/3 -1/4 0/1 37/82 -2/9 0/1 14/31 -1/1 0/1 5/11 -1/3 0/1 16/35 -1/6 0/1 11/24 0/1 6/13 -1/1 0/1 7/15 -1/1 -1/2 0/1 8/17 -1/1 -1/2 17/36 -1/2 9/19 -1/2 -1/3 10/21 -1/2 -1/3 0/1 1/2 -2/3 0/1 10/19 -1/1 1/0 19/36 -1/1 9/17 -1/1 -1/2 8/15 -1/1 -1/2 0/1 31/58 -2/5 0/1 23/43 0/1 1/0 15/28 -1/1 7/13 -1/2 0/1 20/37 -1/4 0/1 13/24 0/1 6/11 0/1 1/0 17/31 -1/2 0/1 79/144 0/1 62/113 0/1 1/5 45/82 0/1 2/3 28/51 0/1 1/1 1/0 39/71 0/1 1/0 11/20 1/0 27/49 -1/1 1/0 16/29 -1/1 0/1 5/9 -1/1 24/43 -1/1 -2/3 43/77 -1/1 -2/3 19/34 -2/3 0/1 14/25 -1/1 -1/2 37/66 -1/1 60/107 -11/16 -2/3 23/41 -4/7 -1/2 32/57 -1/2 -1/3 0/1 73/130 -2/3 0/1 41/73 -1/2 0/1 9/16 0/1 40/71 -1/1 0/1 31/55 -1/1 -1/2 22/39 -1/1 -1/2 0/1 13/23 -1/1 -1/2 17/30 -1/2 38/67 -1/2 0/1 21/37 -1/3 0/1 25/44 -1/3 4/7 0/1 1/0 23/40 0/1 42/73 -1/1 0/1 61/106 -2/3 0/1 19/33 -1/1 -1/2 0/1 34/59 -1/5 0/1 83/144 0/1 49/85 0/1 1/6 15/26 0/1 2/1 56/97 -1/1 1/0 97/168 0/1 41/71 0/1 1/0 26/45 1/0 11/19 -1/1 1/0 29/50 -2/1 0/1 18/31 -2/1 -1/1 7/12 -1/1 24/41 -1/1 -2/3 65/111 -5/7 -7/10 -2/3 106/181 -27/40 -2/3 253/432 -2/3 147/251 -2/3 -35/53 41/70 -2/3 -8/13 17/29 -2/3 -1/2 44/75 -1/1 -1/2 0/1 27/46 -2/3 0/1 37/63 -1/1 10/17 -1/1 -1/2 53/90 -1/2 43/73 -1/2 0/1 33/56 0/1 23/39 -1/1 -1/2 0/1 36/61 -1/4 0/1 85/144 0/1 49/83 0/1 1/3 13/22 -2/1 0/1 29/49 -1/1 1/0 16/27 -1/1 19/32 -2/3 0/1 22/37 -1/2 0/1 3/5 -1/1 0/1 23/38 -2/3 0/1 20/33 -1/1 -1/2 0/1 17/28 -1/1 48/79 -1/4 0/1 31/51 -1/1 0/1 1/0 45/74 -2/3 0/1 59/97 -1/1 1/0 14/23 -1/1 1/0 11/18 -1/1 30/49 -1/1 -5/6 49/80 -4/5 68/111 -5/6 -9/11 -4/5 19/31 -4/5 -3/4 65/106 -4/5 -2/3 46/75 -1/1 -4/5 -3/4 73/119 -1/1 -3/4 27/44 -3/4 62/101 -5/7 -2/3 221/360 -2/3 159/259 -2/3 -5/8 97/158 -2/3 0/1 35/57 -1/1 -3/4 -2/3 8/13 -1/1 -2/3 45/73 -2/3 -1/2 37/60 -1/2 29/47 -1/1 -1/2 21/34 -2/3 0/1 55/89 -1/1 -1/2 89/144 -2/3 0/1 34/55 -1/1 -1/2 13/21 -1/1 -1/2 0/1 57/92 -1/1 44/71 -1/1 0/1 119/192 0/1 194/313 -1/1 1/0 75/121 -1/1 1/0 31/50 -2/1 0/1 49/79 -6/5 -1/1 67/108 -1/1 18/29 -1/1 -4/5 41/66 -3/4 64/103 -5/7 -12/17 23/37 -2/3 -7/11 5/8 -2/3 0/1 22/35 0/1 1/2 17/27 -1/1 46/73 -1/1 -2/3 121/192 -2/3 196/311 -1/1 -1/2 75/119 -1/1 -1/2 29/46 -4/5 -2/3 12/19 -1/1 -1/2 31/49 -1/1 -1/2 19/30 -1/2 45/71 -1/2 0/1 26/41 -1/3 0/1 7/11 -1/1 0/1 23/36 -1/1 16/25 -1/1 -3/4 41/64 -2/3 66/103 -5/7 -2/3 25/39 -1/1 -2/3 -1/2 9/14 -2/3 0/1 47/73 -2/3 -1/2 38/59 -1/1 -2/3 29/45 -1/2 49/76 -1/3 69/107 0/1 1/5 20/31 -1/1 -2/3 11/17 -1/1 -1/2 46/71 -1/1 0/1 35/54 -1/1 24/37 -2/3 -1/2 37/57 -1/1 -2/3 -1/2 50/77 -2/3 -1/2 13/20 -1/2 15/23 -1/1 -1/2 47/72 -2/3 0/1 32/49 -1/1 -1/2 17/26 -2/3 0/1 2/3 -1/1 -1/2 0/1 17/25 -1/1 -1/2 49/72 -2/3 0/1 32/47 -1/1 -1/2 15/22 -2/3 0/1 13/19 -1/1 -1/2 37/54 -1/1 24/35 -3/4 -2/3 11/16 -2/3 0/1 31/45 -1/1 51/74 -8/11 -2/3 20/29 -1/1 -2/3 49/71 -2/3 -1/2 29/42 -1/2 9/13 -2/3 -1/2 25/36 -1/2 16/23 -1/2 -1/3 23/33 -1/2 -1/3 0/1 76/109 0/1 1/8 53/76 1/0 30/43 -1/1 0/1 7/10 -2/3 0/1 47/67 -1/1 0/1 40/57 -1/1 -1/2 0/1 33/47 -1/1 -1/2 59/84 -1/2 26/37 -1/4 0/1 19/27 -1/1 50/71 -1/1 -2/3 81/115 -3/4 -2/3 31/44 -1/1 12/17 -1/1 -1/2 29/41 -1/2 0/1 17/24 -2/3 0/1 22/31 -1/1 -2/3 49/69 -1/1 -2/3 -1/2 76/107 -2/3 -1/2 27/38 -2/3 0/1 5/7 -1/1 -2/3 28/39 -2/3 -3/5 -1/2 79/110 -2/3 -4/7 130/181 -4/7 -1/2 181/252 -1/2 51/71 -2/3 -1/2 23/32 -2/3 41/57 -2/3 -3/5 -1/2 100/139 -2/3 -1/2 259/360 -2/3 159/221 -2/3 -3/5 59/82 -2/3 -4/7 18/25 -3/5 -1/2 13/18 -1/2 34/47 -1/2 -3/7 55/76 -3/7 131/181 -19/47 -2/5 76/105 -2/5 -3/8 -1/3 21/29 -1/2 -2/5 50/69 -1/2 -1/3 0/1 129/178 -2/5 0/1 208/287 -2/5 -1/3 287/396 -1/3 79/109 -1/3 0/1 29/40 -2/5 0/1 37/51 -1/2 -1/3 0/1 45/62 -2/3 0/1 8/11 -1/2 0/1 35/48 0/1 27/37 0/1 1/1 73/100 1/1 46/63 1/0 19/26 -2/1 0/1 49/67 -8/7 -1/1 79/108 -1/1 30/41 -1/1 -6/7 41/56 -2/3 52/71 -1/1 -2/3 63/86 -4/5 -2/3 11/15 -1/1 -2/3 -1/2 36/49 -1/1 -1/2 25/34 -2/3 0/1 39/53 -1/1 -1/2 53/72 -2/3 0/1 14/19 -1/1 -1/2 17/23 -1/1 -1/2 20/27 -1/1 23/31 -4/5 -3/4 26/35 -15/22 -2/3 3/4 -1/2 19/25 -1/1 -1/2 35/46 -2/1 0/1 16/21 -1/1 -2/3 -1/2 13/17 -1/1 -1/2 36/47 -1/1 -1/2 59/77 -1/1 0/1 23/30 -1/1 56/73 -1/1 -2/3 33/43 -2/3 -1/2 10/13 -1/1 -2/3 37/48 -2/3 27/35 -2/3 -3/5 71/92 -3/5 115/149 -2/3 -3/5 44/57 -2/3 -5/8 -3/5 17/22 -2/3 -4/7 24/31 -3/5 -4/7 7/9 -1/2 32/41 -3/7 -2/5 57/73 -1/2 -2/5 25/32 -2/5 68/87 -1/2 -2/5 -1/3 43/55 -1/2 -1/3 18/23 -1/2 -1/3 65/83 -2/5 -1/3 112/143 -2/5 -1/3 47/60 -1/3 76/97 -1/3 -1/4 29/37 -1/1 0/1 40/51 -1/3 -1/4 0/1 51/65 -1/7 0/1 113/144 0/1 62/79 0/1 1/4 11/14 -2/3 0/1 26/33 -1/1 -1/2 0/1 41/52 -1/1 56/71 -1/1 0/1 71/90 -1/1 15/19 -1/1 -1/2 49/62 -2/3 0/1 34/43 -1/1 0/1 19/24 -2/3 0/1 23/29 -2/3 -1/2 27/34 -2/3 0/1 4/5 -2/3 -1/2 21/26 -6/13 -4/9 38/47 -1/2 -3/7 17/21 -1/2 -3/7 -2/5 30/37 -2/5 -3/8 13/16 -2/5 0/1 35/43 -1/2 0/1 57/70 -2/1 0/1 79/97 -1/1 -1/2 22/27 -1/2 53/65 -1/3 0/1 31/38 -2/5 0/1 40/49 -1/2 -1/3 9/11 -1/3 0/1 32/39 -1/1 0/1 1/0 23/28 -1/1 14/17 -1/1 -1/2 47/57 -1/1 -1/2 0/1 33/40 0/1 19/23 -1/1 -1/2 24/29 -1/1 0/1 5/6 -1/2 21/25 -1/2 -1/3 37/44 -1/2 53/63 -1/3 16/19 -1/2 -1/3 59/70 -2/7 0/1 43/51 -1/2 -1/3 0/1 27/32 -2/5 0/1 38/45 -1/3 11/13 -1/4 0/1 28/33 -1/1 0/1 1/0 17/20 -1/1 57/67 -1/1 0/1 40/47 -1/1 -1/2 63/74 -2/5 0/1 23/27 -1/1 29/34 -2/3 0/1 6/7 -2/3 -1/2 19/22 -4/9 -2/5 13/15 -1/2 -2/5 -1/3 20/23 -1/2 -1/3 7/8 0/1 22/25 -1/1 -1/2 15/17 -1/1 -1/2 8/9 -1/2 25/28 -1/3 17/19 -1/2 -1/3 9/10 -2/5 0/1 10/11 -1/2 0/1 11/12 -1/2 1/1 -1/2 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(359,328,-1656,-1513) (-1/1,-10/11) -> (-18/83,-31/143) Hyperbolic Matrix(575,522,792,719) (-10/11,-9/10) -> (45/62,8/11) Hyperbolic Matrix(1081,968,1368,1225) (-9/10,-17/19) -> (15/19,49/62) Hyperbolic Matrix(217,194,-1368,-1223) (-17/19,-8/9) -> (-10/63,-3/19) Hyperbolic Matrix(505,446,1224,1081) (-8/9,-15/17) -> (7/17,26/63) Hyperbolic Matrix(1153,1014,-1800,-1583) (-15/17,-7/8) -> (-41/64,-57/89) Hyperbolic Matrix(1367,1190,2232,1943) (-7/8,-20/23) -> (30/49,49/80) Hyperbolic Matrix(793,688,1080,937) (-20/23,-13/15) -> (11/15,36/49) Hyperbolic Matrix(361,312,1584,1369) (-13/15,-19/22) -> (5/22,13/57) Hyperbolic Matrix(793,684,2088,1801) (-19/22,-6/7) -> (30/79,19/50) Hyperbolic Matrix(359,306,-1944,-1657) (-6/7,-23/27) -> (-5/27,-12/65) Hyperbolic Matrix(721,614,-3888,-3311) (-23/27,-40/47) -> (-18/97,-5/27) Hyperbolic Matrix(5185,4412,-6768,-5759) (-40/47,-17/20) -> (-95/124,-36/47) Hyperbolic Matrix(1873,1590,2376,2017) (-17/20,-28/33) -> (26/33,41/52) Hyperbolic Matrix(1007,854,2376,2015) (-28/33,-11/13) -> (25/59,14/33) Hyperbolic Matrix(1367,1154,-2304,-1945) (-11/13,-27/32) -> (-19/32,-35/59) Hyperbolic Matrix(2663,2246,-3672,-3097) (-27/32,-16/19) -> (-66/91,-29/40) Hyperbolic Matrix(145,122,-1368,-1151) (-16/19,-37/44) -> (-3/28,-2/19) Hyperbolic Matrix(3887,3268,6336,5327) (-37/44,-21/25) -> (73/119,27/44) Hyperbolic Matrix(791,664,1800,1511) (-21/25,-5/6) -> (29/66,11/25) Hyperbolic Matrix(1297,1074,2088,1729) (-5/6,-24/29) -> (18/29,41/66) Hyperbolic Matrix(1151,952,2088,1727) (-24/29,-19/23) -> (27/49,16/29) Hyperbolic Matrix(361,298,-1656,-1367) (-19/23,-14/17) -> (-12/55,-5/23) Hyperbolic Matrix(863,710,1224,1007) (-14/17,-23/28) -> (31/44,12/17) Hyperbolic Matrix(1223,1004,2016,1655) (-23/28,-32/39) -> (20/33,17/28) Hyperbolic Matrix(1151,944,2808,2303) (-32/39,-9/11) -> (25/61,16/39) Hyperbolic Matrix(2593,2116,-3528,-2879) (-9/11,-31/38) -> (-25/34,-61/83) Hyperbolic Matrix(287,234,-1944,-1585) (-31/38,-22/27) -> (-4/27,-5/34) Hyperbolic Matrix(359,292,-1152,-937) (-22/27,-13/16) -> (-5/16,-14/45) Hyperbolic Matrix(791,642,1152,935) (-13/16,-30/37) -> (24/35,11/16) Hyperbolic Matrix(575,466,2664,2159) (-30/37,-17/21) -> (11/51,8/37) Hyperbolic Matrix(361,292,-1512,-1223) (-17/21,-21/26) -> (-11/46,-5/21) Hyperbolic Matrix(503,406,1872,1511) (-21/26,-4/5) -> (18/67,7/26) Hyperbolic Matrix(1081,858,-2448,-1943) (-4/5,-23/29) -> (-19/43,-34/77) Hyperbolic Matrix(361,286,1728,1369) (-23/29,-19/24) -> (5/24,9/43) Hyperbolic Matrix(359,284,1728,1367) (-19/24,-34/43) -> (6/29,5/24) Hyperbolic Matrix(2161,1708,-3096,-2447) (-34/43,-15/19) -> (-37/53,-30/43) Hyperbolic Matrix(1873,1478,-2736,-2159) (-15/19,-56/71) -> (-50/73,-13/19) Hyperbolic Matrix(6335,4996,10224,8063) (-56/71,-41/52) -> (57/92,44/71) Hyperbolic Matrix(2017,1590,2376,1873) (-41/52,-26/33) -> (28/33,17/20) Hyperbolic Matrix(361,284,1008,793) (-26/33,-11/14) -> (5/14,14/39) Hyperbolic Matrix(433,340,-2016,-1583) (-11/14,-51/65) -> (-17/79,-3/14) Hyperbolic Matrix(2881,2260,7344,5761) (-51/65,-40/51) -> (20/51,31/79) Hyperbolic Matrix(505,396,2664,2089) (-40/51,-29/37) -> (7/37,4/21) Hyperbolic Matrix(1585,1242,-5328,-4175) (-29/37,-47/60) -> (-25/84,-11/37) Hyperbolic Matrix(143,112,-1656,-1297) (-47/60,-65/83) -> (-1/11,-1/12) Hyperbolic Matrix(3527,2762,4320,3383) (-65/83,-18/23) -> (40/49,9/11) Hyperbolic Matrix(289,226,-1656,-1295) (-18/23,-25/32) -> (-7/40,-4/23) Hyperbolic Matrix(503,392,-648,-505) (-25/32,-7/9) -> (-7/9,-31/40) Parabolic Matrix(3241,2510,-5112,-3959) (-31/40,-24/31) -> (-26/41,-71/112) Hyperbolic Matrix(1295,1002,2232,1727) (-24/31,-17/22) -> (29/50,18/31) Hyperbolic Matrix(215,166,1584,1223) (-17/22,-44/57) -> (2/15,3/22) Hyperbolic Matrix(1441,1112,-4104,-3167) (-44/57,-27/35) -> (-13/37,-20/57) Hyperbolic Matrix(431,332,-936,-721) (-27/35,-10/13) -> (-6/13,-17/37) Hyperbolic Matrix(289,222,-936,-719) (-10/13,-23/30) -> (-13/42,-4/13) Hyperbolic Matrix(1871,1434,4320,3311) (-23/30,-59/77) -> (29/67,13/30) Hyperbolic Matrix(19727,15114,25560,19583) (-59/77,-95/124) -> (71/92,115/149) Hyperbolic Matrix(2951,2260,-4608,-3529) (-36/47,-13/17) -> (-57/89,-16/25) Hyperbolic Matrix(577,440,1512,1153) (-13/17,-16/21) -> (8/21,21/55) Hyperbolic Matrix(289,220,-1512,-1151) (-16/21,-19/25) -> (-9/47,-4/21) Hyperbolic Matrix(503,382,1800,1367) (-19/25,-3/4) -> (19/68,7/25) Hyperbolic Matrix(793,588,-2232,-1655) (-3/4,-20/27) -> (-16/45,-27/76) Hyperbolic Matrix(1151,852,1944,1439) (-20/27,-17/23) -> (29/49,16/27) Hyperbolic Matrix(865,638,1368,1009) (-17/23,-14/19) -> (12/19,31/49) Hyperbolic Matrix(647,476,-2448,-1801) (-14/19,-25/34) -> (-9/34,-14/53) Hyperbolic Matrix(4679,3438,5976,4391) (-61/83,-36/49) -> (18/23,65/83) Hyperbolic Matrix(937,688,1080,793) (-36/49,-11/15) -> (13/15,20/23) Hyperbolic Matrix(1295,948,-2952,-2161) (-11/15,-30/41) -> (-18/41,-25/57) Hyperbolic Matrix(6479,4740,8856,6479) (-30/41,-79/108) -> (79/108,30/41) Hyperbolic Matrix(10585,7742,14472,10585) (-79/108,-49/67) -> (49/67,79/108) Hyperbolic Matrix(361,264,1872,1369) (-49/67,-19/26) -> (5/26,1/5) Hyperbolic Matrix(1873,1368,4536,3313) (-19/26,-46/63) -> (26/63,19/46) Hyperbolic Matrix(1441,1052,-9072,-6623) (-46/63,-73/100) -> (-7/44,-10/63) Hyperbolic Matrix(3025,2208,5328,3889) (-73/100,-27/37) -> (21/37,25/44) Hyperbolic Matrix(431,314,-792,-577) (-27/37,-8/11) -> (-6/11,-19/35) Hyperbolic Matrix(719,522,792,575) (-8/11,-45/62) -> (9/10,10/11) Hyperbolic Matrix(3313,2404,7344,5329) (-45/62,-37/51) -> (23/51,37/82) Hyperbolic Matrix(1511,1096,-2880,-2089) (-37/51,-66/91) -> (-10/19,-11/21) Hyperbolic Matrix(2017,1462,4968,3601) (-29/40,-79/109) -> (15/37,13/32) Hyperbolic Matrix(4319,3130,-14904,-10801) (-79/109,-50/69) -> (-20/69,-31/107) Hyperbolic Matrix(2449,1774,4176,3025) (-50/69,-21/29) -> (17/29,44/75) Hyperbolic Matrix(935,676,-1296,-937) (-21/29,-13/18) -> (-13/18,-31/43) Parabolic Matrix(1873,1350,-6192,-4463) (-31/43,-49/68) -> (-23/76,-13/43) Hyperbolic Matrix(433,312,1800,1297) (-49/68,-18/25) -> (6/25,1/4) Hyperbolic Matrix(1223,880,-4104,-2953) (-18/25,-41/57) -> (-17/57,-14/47) Hyperbolic Matrix(1007,724,-4608,-3313) (-41/57,-23/32) -> (-7/32,-19/87) Hyperbolic Matrix(215,154,-504,-361) (-23/32,-5/7) -> (-3/7,-17/40) Hyperbolic Matrix(73,52,-504,-359) (-5/7,-27/38) -> (-5/34,-1/7) Hyperbolic Matrix(1727,1226,-4464,-3169) (-27/38,-22/31) -> (-12/31,-41/106) Hyperbolic Matrix(505,358,1728,1225) (-22/31,-17/24) -> (7/24,12/41) Hyperbolic Matrix(503,356,1728,1223) (-17/24,-29/41) -> (9/31,7/24) Hyperbolic Matrix(433,306,1224,865) (-29/41,-12/17) -> (6/17,11/31) Hyperbolic Matrix(1007,710,1224,863) (-12/17,-31/44) -> (23/28,14/17) Hyperbolic Matrix(2737,1928,5112,3601) (-31/44,-81/115) -> (23/43,15/28) Hyperbolic Matrix(8783,6186,11448,8063) (-81/115,-50/71) -> (56/73,33/43) Hyperbolic Matrix(2449,1724,3888,2737) (-50/71,-19/27) -> (17/27,46/73) Hyperbolic Matrix(1223,860,1944,1367) (-19/27,-26/37) -> (22/35,17/27) Hyperbolic Matrix(1153,810,-5328,-3743) (-26/37,-33/47) -> (-21/97,-8/37) Hyperbolic Matrix(1151,808,-4104,-2881) (-33/47,-7/10) -> (-23/82,-7/25) Hyperbolic Matrix(647,452,720,503) (-7/10,-37/53) -> (17/19,9/10) Hyperbolic Matrix(1511,1054,-5472,-3817) (-30/43,-23/33) -> (-29/105,-8/29) Hyperbolic Matrix(721,502,1656,1153) (-23/33,-16/23) -> (10/23,17/39) Hyperbolic Matrix(1151,800,1656,1151) (-16/23,-25/36) -> (25/36,16/23) Hyperbolic Matrix(649,450,936,649) (-25/36,-9/13) -> (9/13,25/36) Hyperbolic Matrix(217,150,-936,-647) (-9/13,-20/29) -> (-10/43,-3/13) Hyperbolic Matrix(215,148,-1152,-793) (-20/29,-11/16) -> (-3/16,-8/43) Hyperbolic Matrix(935,642,1152,791) (-11/16,-24/35) -> (30/37,13/16) Hyperbolic Matrix(2521,1728,3888,2665) (-24/35,-37/54) -> (35/54,24/37) Hyperbolic Matrix(5039,3452,7776,5327) (-37/54,-50/73) -> (46/71,35/54) Hyperbolic Matrix(793,542,-1368,-935) (-13/19,-2/3) -> (-40/69,-11/19) Hyperbolic Matrix(1225,802,-2088,-1367) (-2/3,-15/23) -> (-71/121,-44/75) Hyperbolic Matrix(793,516,1440,937) (-15/23,-13/20) -> (11/20,27/49) Hyperbolic Matrix(937,608,-4104,-2663) (-13/20,-24/37) -> (-8/35,-21/92) Hyperbolic Matrix(2665,1728,3888,2521) (-24/37,-35/54) -> (37/54,24/35) Hyperbolic Matrix(1007,652,-2448,-1585) (-35/54,-11/17) -> (-7/17,-37/90) Hyperbolic Matrix(359,232,1224,791) (-11/17,-20/31) -> (12/41,5/17) Hyperbolic Matrix(577,372,-2232,-1439) (-20/31,-29/45) -> (-7/27,-8/31) Hyperbolic Matrix(1729,1114,4248,2737) (-29/45,-38/59) -> (24/59,11/27) Hyperbolic Matrix(3239,2086,-5256,-3385) (-38/59,-9/14) -> (-53/86,-8/13) Hyperbolic Matrix(215,138,1008,647) (-9/14,-25/39) -> (7/33,3/14) Hyperbolic Matrix(3961,2538,-10224,-6551) (-25/39,-41/64) -> (-31/80,-43/111) Hyperbolic Matrix(1151,736,1800,1151) (-16/25,-23/36) -> (23/36,16/25) Hyperbolic Matrix(505,322,792,505) (-23/36,-7/11) -> (7/11,23/36) Hyperbolic Matrix(359,228,792,503) (-7/11,-26/41) -> (14/31,5/11) Hyperbolic Matrix(7345,4656,10224,6481) (-71/112,-45/71) -> (51/71,23/32) Hyperbolic Matrix(1007,638,-4320,-2737) (-45/71,-19/30) -> (-7/30,-17/73) Hyperbolic Matrix(1223,774,2160,1367) (-19/30,-31/49) -> (13/23,17/30) Hyperbolic Matrix(1009,638,1368,865) (-31/49,-12/19) -> (14/19,17/23) Hyperbolic Matrix(577,364,-1368,-863) (-12/19,-17/27) -> (-19/45,-8/19) Hyperbolic Matrix(1367,860,1944,1223) (-17/27,-22/35) -> (26/37,19/27) Hyperbolic Matrix(217,136,576,361) (-22/35,-5/8) -> (3/8,14/37) Hyperbolic Matrix(215,134,576,359) (-5/8,-23/37) -> (13/35,3/8) Hyperbolic Matrix(4175,2594,-9504,-5905) (-23/37,-41/66) -> (-29/66,-47/107) Hyperbolic Matrix(1729,1074,2088,1297) (-41/66,-18/29) -> (24/29,5/6) Hyperbolic Matrix(3887,2412,6264,3887) (-18/29,-67/108) -> (67/108,18/29) Hyperbolic Matrix(10585,6566,17064,10585) (-67/108,-49/79) -> (49/79,67/108) Hyperbolic Matrix(287,178,2088,1295) (-49/79,-31/50) -> (3/22,1/7) Hyperbolic Matrix(3023,1874,-5112,-3169) (-31/50,-44/71) -> (-42/71,-13/22) Hyperbolic Matrix(2305,1428,-5112,-3167) (-44/71,-13/21) -> (-23/51,-32/71) Hyperbolic Matrix(359,222,1512,935) (-13/21,-34/55) -> (4/17,5/21) Hyperbolic Matrix(1871,1156,-4896,-3025) (-34/55,-21/34) -> (-13/34,-34/89) Hyperbolic Matrix(1079,666,2448,1511) (-21/34,-29/47) -> (11/25,15/34) Hyperbolic Matrix(1871,1154,-8640,-5329) (-29/47,-37/60) -> (-13/60,-21/97) Hyperbolic Matrix(2809,1732,-12960,-7991) (-37/60,-45/73) -> (-31/143,-13/60) Hyperbolic Matrix(8855,5458,15768,9719) (-45/73,-53/86) -> (73/130,41/73) Hyperbolic Matrix(433,266,-936,-575) (-8/13,-27/44) -> (-13/28,-6/13) Hyperbolic Matrix(5327,3268,6336,3887) (-27/44,-73/119) -> (21/25,37/44) Hyperbolic Matrix(1513,928,2232,1369) (-73/119,-46/75) -> (2/3,17/25) Hyperbolic Matrix(1295,794,-4464,-2737) (-46/75,-19/31) -> (-9/31,-20/69) Hyperbolic Matrix(791,484,-1296,-793) (-19/31,-11/18) -> (-11/18,-25/41) Parabolic Matrix(3311,2018,-9216,-5617) (-25/41,-39/64) -> (-23/64,-37/103) Hyperbolic Matrix(1441,878,1656,1009) (-39/64,-14/23) -> (20/23,7/8) Hyperbolic Matrix(7199,4380,-18936,-11521) (-14/23,-59/97) -> (-119/313,-46/121) Hyperbolic Matrix(11375,6918,13968,8495) (-59/97,-45/74) -> (57/70,79/97) Hyperbolic Matrix(865,526,-1656,-1007) (-45/74,-31/51) -> (-11/21,-1/2) Hyperbolic Matrix(1583,962,7344,4463) (-31/51,-48/79) -> (14/65,11/51) Hyperbolic Matrix(2087,1268,3672,2231) (-48/79,-17/28) -> (25/44,4/7) Hyperbolic Matrix(1655,1004,2016,1223) (-17/28,-20/33) -> (32/39,23/28) Hyperbolic Matrix(2017,1222,-4752,-2879) (-20/33,-23/38) -> (-45/106,-14/33) Hyperbolic Matrix(1729,1046,3096,1873) (-23/38,-3/5) -> (43/77,19/34) Hyperbolic Matrix(1153,686,2664,1585) (-3/5,-22/37) -> (16/37,29/67) Hyperbolic Matrix(1367,812,4968,2951) (-22/37,-19/32) -> (11/40,30/109) Hyperbolic Matrix(1511,896,4248,2519) (-35/59,-16/27) -> (16/45,21/59) Hyperbolic Matrix(1439,852,1944,1151) (-16/27,-29/49) -> (17/23,20/27) Hyperbolic Matrix(17279,10224,-46728,-27649) (-29/49,-71/120) -> (-71/192,-115/311) Hyperbolic Matrix(14111,8348,22392,13247) (-71/120,-42/71) -> (46/73,121/192) Hyperbolic Matrix(1297,766,-3168,-1871) (-13/22,-36/61) -> (-34/83,-9/22) Hyperbolic Matrix(505,298,2808,1657) (-36/61,-23/39) -> (7/39,2/11) Hyperbolic Matrix(1225,722,-2808,-1655) (-23/39,-10/17) -> (-24/55,-17/39) Hyperbolic Matrix(143,84,1224,719) (-10/17,-37/63) -> (1/9,2/17) Hyperbolic Matrix(1223,718,4536,2663) (-37/63,-27/46) -> (7/26,17/63) Hyperbolic Matrix(1871,1098,-5400,-3169) (-27/46,-71/121) -> (-17/49,-9/26) Hyperbolic Matrix(3025,1774,4176,2449) (-44/75,-17/29) -> (21/29,50/69) Hyperbolic Matrix(503,294,-864,-505) (-17/29,-7/12) -> (-7/12,-25/43) Parabolic Matrix(1655,962,-5328,-3097) (-25/43,-43/74) -> (-23/74,-9/29) Hyperbolic Matrix(12887,7488,-31104,-18073) (-43/74,-104/179) -> (-104/251,-29/70) Hyperbolic Matrix(12097,7028,17352,10081) (-104/179,-61/105) -> (23/33,76/109) Hyperbolic Matrix(7705,4476,12024,6985) (-61/105,-18/31) -> (66/103,25/39) Hyperbolic Matrix(1727,1002,2232,1295) (-18/31,-29/50) -> (17/22,24/31) Hyperbolic Matrix(1583,918,-4968,-2881) (-29/50,-69/119) -> (-15/47,-7/22) Hyperbolic Matrix(10511,6094,17136,9935) (-69/119,-40/69) -> (46/75,73/119) Hyperbolic Matrix(505,292,-1368,-791) (-11/19,-15/26) -> (-17/46,-7/19) Hyperbolic Matrix(1585,914,-3744,-2159) (-15/26,-34/59) -> (-36/85,-11/26) Hyperbolic Matrix(361,208,2376,1369) (-34/59,-19/33) -> (5/33,2/13) Hyperbolic Matrix(143,82,-504,-289) (-19/33,-4/7) -> (-2/7,-11/39) Hyperbolic Matrix(2231,1268,3672,2087) (-4/7,-25/44) -> (17/28,48/79) Hyperbolic Matrix(3889,2208,5328,3025) (-25/44,-21/37) -> (27/37,73/100) Hyperbolic Matrix(1079,612,2664,1511) (-21/37,-38/67) -> (2/5,15/37) Hyperbolic Matrix(1009,572,4320,2449) (-38/67,-17/30) -> (7/30,18/77) Hyperbolic Matrix(1367,774,2160,1223) (-17/30,-13/23) -> (31/49,19/30) Hyperbolic Matrix(503,284,1656,935) (-13/23,-22/39) -> (10/33,7/23) Hyperbolic Matrix(1153,650,-2808,-1583) (-22/39,-9/16) -> (-23/56,-16/39) Hyperbolic Matrix(791,444,-2952,-1657) (-9/16,-23/41) -> (-11/41,-15/56) Hyperbolic Matrix(3599,2018,-9504,-5329) (-23/41,-37/66) -> (-25/66,-39/103) Hyperbolic Matrix(289,162,1800,1009) (-37/66,-14/25) -> (4/25,1/6) Hyperbolic Matrix(937,524,2448,1369) (-14/25,-19/34) -> (13/34,18/47) Hyperbolic Matrix(359,200,-648,-361) (-19/34,-5/9) -> (-5/9,-21/38) Parabolic Matrix(431,238,-2088,-1153) (-21/38,-16/29) -> (-6/29,-7/34) Hyperbolic Matrix(1727,952,2088,1151) (-16/29,-27/49) -> (19/23,24/29) Hyperbolic Matrix(937,516,1440,793) (-27/49,-11/20) -> (13/20,15/23) Hyperbolic Matrix(1945,1068,-5112,-2807) (-11/20,-28/51) -> (-8/21,-35/92) Hyperbolic Matrix(2015,1106,7344,4031) (-28/51,-45/82) -> (17/62,14/51) Hyperbolic Matrix(5329,2924,-11808,-6479) (-45/82,-17/31) -> (-51/113,-37/82) Hyperbolic Matrix(289,158,792,433) (-17/31,-6/11) -> (4/11,15/41) Hyperbolic Matrix(1943,1054,2520,1367) (-19/35,-13/24) -> (37/48,27/35) Hyperbolic Matrix(215,116,-936,-505) (-13/24,-7/13) -> (-3/13,-11/48) Hyperbolic Matrix(361,194,-936,-503) (-7/13,-8/15) -> (-22/57,-5/13) Hyperbolic Matrix(215,114,-1224,-649) (-8/15,-9/17) -> (-3/17,-10/57) Hyperbolic Matrix(647,342,1224,647) (-9/17,-19/36) -> (19/36,9/17) Hyperbolic Matrix(721,380,1368,721) (-19/36,-10/19) -> (10/19,19/36) Hyperbolic Matrix(215,102,-1368,-649) (-1/2,-9/19) -> (-3/19,-11/70) Hyperbolic Matrix(647,306,1368,647) (-9/19,-17/36) -> (17/36,9/19) Hyperbolic Matrix(577,272,1224,577) (-17/36,-8/17) -> (8/17,17/36) Hyperbolic Matrix(503,236,-2304,-1081) (-8/17,-7/15) -> (-19/87,-12/55) Hyperbolic Matrix(1583,738,2160,1007) (-7/15,-27/58) -> (63/86,11/15) Hyperbolic Matrix(8423,3920,-21816,-10153) (-27/58,-20/43) -> (-100/259,-61/158) Hyperbolic Matrix(1511,702,5112,2375) (-20/43,-13/28) -> (13/44,34/115) Hyperbolic Matrix(1943,892,2664,1223) (-17/37,-11/24) -> (35/48,27/37) Hyperbolic Matrix(215,98,-792,-361) (-11/24,-5/11) -> (-3/11,-13/48) Hyperbolic Matrix(503,228,792,359) (-5/11,-14/31) -> (26/41,7/11) Hyperbolic Matrix(11377,5136,20736,9361) (-14/31,-65/144) -> (79/144,62/113) Hyperbolic Matrix(11375,5134,20736,9359) (-65/144,-51/113) -> (17/31,79/144) Hyperbolic Matrix(5329,2404,7344,3313) (-37/82,-23/51) -> (37/51,45/62) Hyperbolic Matrix(4031,1816,5112,2303) (-32/71,-9/20) -> (41/52,56/71) Hyperbolic Matrix(503,226,1440,647) (-9/20,-22/49) -> (8/23,7/20) Hyperbolic Matrix(361,162,2088,937) (-22/49,-13/29) -> (5/29,4/23) Hyperbolic Matrix(287,128,-648,-289) (-13/29,-4/9) -> (-4/9,-19/43) Parabolic Matrix(1223,540,3096,1367) (-34/77,-15/34) -> (15/38,2/5) Hyperbolic Matrix(1511,666,2448,1079) (-15/34,-11/25) -> (29/47,21/34) Hyperbolic Matrix(1511,664,1800,791) (-11/25,-29/66) -> (5/6,21/25) Hyperbolic Matrix(1225,538,-4752,-2087) (-47/107,-18/41) -> (-8/31,-9/35) Hyperbolic Matrix(10079,4420,16416,7199) (-25/57,-57/130) -> (97/158,35/57) Hyperbolic Matrix(6049,2652,15768,6913) (-57/130,-32/73) -> (28/73,33/86) Hyperbolic Matrix(1297,568,2304,1009) (-32/73,-7/16) -> (9/16,40/71) Hyperbolic Matrix(1295,566,2304,1007) (-7/16,-31/71) -> (41/73,9/16) Hyperbolic Matrix(1801,786,-5112,-2231) (-31/71,-24/55) -> (-6/17,-25/71) Hyperbolic Matrix(1153,502,1656,721) (-17/39,-10/23) -> (16/23,23/33) Hyperbolic Matrix(793,344,2160,937) (-10/23,-13/30) -> (11/30,18/49) Hyperbolic Matrix(3311,1434,4320,1871) (-13/30,-29/67) -> (59/77,23/30) Hyperbolic Matrix(1585,686,2664,1153) (-29/67,-16/37) -> (22/37,3/5) Hyperbolic Matrix(1439,622,5328,2303) (-16/37,-19/44) -> (27/100,10/37) Hyperbolic Matrix(1441,622,3672,1585) (-19/44,-3/7) -> (31/79,11/28) Hyperbolic Matrix(4105,1744,5256,2233) (-17/40,-31/73) -> (57/73,25/32) Hyperbolic Matrix(11951,5074,-43416,-18433) (-31/73,-45/106) -> (-49/178,-79/287) Hyperbolic Matrix(2015,854,2376,1007) (-14/33,-25/59) -> (11/13,28/33) Hyperbolic Matrix(11953,5064,20736,8785) (-25/59,-61/144) -> (83/144,49/85) Hyperbolic Matrix(11951,5062,20736,8783) (-61/144,-36/85) -> (34/59,83/144) Hyperbolic Matrix(3889,1644,5112,2161) (-11/26,-41/97) -> (19/25,35/46) Hyperbolic Matrix(27073,11442,-71208,-30095) (-41/97,-71/168) -> (-73/192,-119/313) Hyperbolic Matrix(15841,6694,25560,10801) (-71/168,-30/71) -> (44/71,119/192) Hyperbolic Matrix(3599,1520,5112,2159) (-30/71,-19/45) -> (19/27,50/71) Hyperbolic Matrix(433,182,-1368,-575) (-8/19,-21/50) -> (-7/22,-6/19) Hyperbolic Matrix(505,212,2232,937) (-21/50,-13/31) -> (7/31,5/22) Hyperbolic Matrix(359,150,-864,-361) (-13/31,-5/12) -> (-5/12,-17/41) Parabolic Matrix(4897,2030,7992,3313) (-17/41,-46/111) -> (68/111,19/31) Hyperbolic Matrix(28297,11726,39096,16201) (-46/111,-75/181) -> (131/181,76/105) Hyperbolic Matrix(109297,45288,186624,77329) (-75/181,-179/432) -> (253/432,147/251) Hyperbolic Matrix(109295,45286,186624,77327) (-179/432,-104/251) -> (106/181,253/432) Hyperbolic Matrix(937,388,-5040,-2087) (-29/70,-12/29) -> (-8/43,-13/70) Hyperbolic Matrix(1151,476,4176,1727) (-12/29,-31/75) -> (19/69,8/29) Hyperbolic Matrix(721,298,-2088,-863) (-31/75,-19/46) -> (-9/26,-1/3) Hyperbolic Matrix(3313,1368,4536,1873) (-19/46,-26/63) -> (46/63,19/26) Hyperbolic Matrix(1081,446,1224,505) (-26/63,-7/17) -> (15/17,8/9) Hyperbolic Matrix(10223,4202,12960,5327) (-37/90,-30/73) -> (56/71,71/90) Hyperbolic Matrix(5905,2426,8064,3313) (-30/73,-23/56) -> (41/56,52/71) Hyperbolic Matrix(2303,944,2808,1151) (-16/39,-25/61) -> (9/11,32/39) Hyperbolic Matrix(12241,5016,20736,8497) (-25/61,-59/144) -> (85/144,49/83) Hyperbolic Matrix(12239,5014,20736,8495) (-59/144,-34/83) -> (36/61,85/144) Hyperbolic Matrix(1943,794,-5112,-2089) (-9/22,-20/49) -> (-46/121,-19/50) Hyperbolic Matrix(505,206,1944,793) (-20/49,-11/27) -> (7/27,6/23) Hyperbolic Matrix(359,146,-2304,-937) (-11/27,-13/32) -> (-5/32,-7/45) Hyperbolic Matrix(3601,1462,4968,2017) (-13/32,-15/37) -> (79/109,29/40) Hyperbolic Matrix(1511,612,2664,1079) (-15/37,-2/5) -> (38/67,21/37) Hyperbolic Matrix(287,114,360,143) (-2/5,-15/38) -> (27/34,4/5) Hyperbolic Matrix(1441,568,-5112,-2015) (-15/38,-13/33) -> (-11/39,-31/110) Hyperbolic Matrix(361,142,2016,793) (-13/33,-11/28) -> (5/28,7/39) Hyperbolic Matrix(1585,622,3672,1441) (-11/28,-31/79) -> (3/7,19/44) Hyperbolic Matrix(5761,2260,7344,2881) (-31/79,-20/51) -> (40/51,51/65) Hyperbolic Matrix(1153,452,-7344,-2879) (-20/51,-29/74) -> (-11/70,-8/51) Hyperbolic Matrix(9071,3554,10656,4175) (-29/74,-38/97) -> (40/47,63/74) Hyperbolic Matrix(12167,4766,-32904,-12889) (-38/97,-9/23) -> (-115/311,-44/119) Hyperbolic Matrix(503,196,-1296,-505) (-9/23,-7/18) -> (-7/18,-19/49) Parabolic Matrix(289,112,2232,865) (-19/49,-31/80) -> (1/8,3/23) Hyperbolic Matrix(4679,1812,7992,3095) (-43/111,-12/31) -> (24/41,65/111) Hyperbolic Matrix(5689,2200,-20664,-7991) (-41/106,-29/75) -> (-19/69,-49/178) Hyperbolic Matrix(7201,2784,17136,6625) (-29/75,-46/119) -> (50/119,29/69) Hyperbolic Matrix(1009,390,6336,2449) (-46/119,-17/44) -> (7/44,4/25) Hyperbolic Matrix(6695,2586,9504,3671) (-17/44,-39/101) -> (81/115,31/44) Hyperbolic Matrix(79561,30720,129600,50041) (-39/101,-139/360) -> (221/360,159/259) Hyperbolic Matrix(79559,30718,129600,50039) (-139/360,-100/259) -> (62/101,221/360) Hyperbolic Matrix(9217,3558,16416,6337) (-61/158,-22/57) -> (32/57,73/130) Hyperbolic Matrix(1871,718,-5256,-2017) (-5/13,-28/73) -> (-26/73,-21/59) Hyperbolic Matrix(73,28,-936,-359) (-28/73,-23/60) -> (-1/12,0/1) Hyperbolic Matrix(2015,772,-6768,-2593) (-23/60,-18/47) -> (-14/47,-25/84) Hyperbolic Matrix(1369,524,2448,937) (-18/47,-13/34) -> (19/34,14/25) Hyperbolic Matrix(12817,4896,20736,7921) (-34/89,-55/144) -> (89/144,34/55) Hyperbolic Matrix(12815,4894,20736,7919) (-55/144,-21/55) -> (55/89,89/144) Hyperbolic Matrix(1153,440,1512,577) (-21/55,-8/21) -> (16/21,13/17) Hyperbolic Matrix(2161,822,10224,3889) (-35/92,-27/71) -> (15/71,11/52) Hyperbolic Matrix(14759,5612,25560,9719) (-27/71,-73/192) -> (97/168,41/71) Hyperbolic Matrix(1801,684,2088,793) (-19/50,-30/79) -> (6/7,19/22) Hyperbolic Matrix(6479,2460,17064,6479) (-30/79,-41/108) -> (41/108,30/79) Hyperbolic Matrix(2377,902,6264,2377) (-41/108,-11/29) -> (11/29,41/108) Hyperbolic Matrix(359,136,2088,791) (-11/29,-25/66) -> (1/6,5/29) Hyperbolic Matrix(4321,1636,-12168,-4607) (-39/103,-14/37) -> (-38/107,-11/31) Hyperbolic Matrix(361,136,576,217) (-14/37,-3/8) -> (5/8,22/35) Hyperbolic Matrix(359,134,576,215) (-3/8,-13/35) -> (23/37,5/8) Hyperbolic Matrix(577,214,1944,721) (-13/35,-10/27) -> (8/27,11/37) Hyperbolic Matrix(1151,426,3888,1439) (-10/27,-27/73) -> (21/71,8/27) Hyperbolic Matrix(9145,3382,22392,8281) (-27/73,-71/192) -> (49/120,29/71) Hyperbolic Matrix(4247,1570,5256,1943) (-44/119,-17/46) -> (21/26,38/47) Hyperbolic Matrix(359,132,1368,503) (-7/19,-18/49) -> (6/23,5/19) Hyperbolic Matrix(937,344,2160,793) (-18/49,-11/30) -> (13/30,10/23) Hyperbolic Matrix(1583,580,-5112,-1873) (-11/30,-26/71) -> (-22/71,-13/42) Hyperbolic Matrix(1295,474,-5904,-2161) (-26/71,-15/41) -> (-9/41,-16/73) Hyperbolic Matrix(433,158,792,289) (-15/41,-4/11) -> (6/11,17/31) Hyperbolic Matrix(287,104,792,287) (-4/11,-13/36) -> (13/36,4/11) Hyperbolic Matrix(649,234,1800,649) (-13/36,-9/25) -> (9/25,13/36) Hyperbolic Matrix(217,78,-1800,-647) (-9/25,-23/64) -> (-1/8,-3/25) Hyperbolic Matrix(5039,1810,12024,4319) (-37/103,-14/39) -> (44/105,13/31) Hyperbolic Matrix(793,284,1008,361) (-14/39,-5/14) -> (11/14,26/33) Hyperbolic Matrix(5327,1898,7272,2591) (-5/14,-26/73) -> (52/71,63/86) Hyperbolic Matrix(2737,974,3240,1153) (-21/59,-16/45) -> (38/45,11/13) Hyperbolic Matrix(11447,4066,16416,5831) (-27/76,-38/107) -> (76/109,53/76) Hyperbolic Matrix(865,306,1224,433) (-11/31,-6/17) -> (12/17,29/41) Hyperbolic Matrix(2449,862,7776,2737) (-25/71,-19/54) -> (17/54,23/73) Hyperbolic Matrix(1223,430,3888,1367) (-19/54,-13/37) -> (11/35,17/54) Hyperbolic Matrix(5759,2020,8208,2879) (-20/57,-27/77) -> (47/67,40/57) Hyperbolic Matrix(2449,858,2880,1009) (-27/77,-7/20) -> (17/20,57/67) Hyperbolic Matrix(647,226,1440,503) (-7/20,-8/23) -> (22/49,9/20) Hyperbolic Matrix(3385,1176,5184,1801) (-8/23,-25/72) -> (47/72,32/49) Hyperbolic Matrix(3383,1174,5184,1799) (-25/72,-17/49) -> (15/23,47/72) Hyperbolic Matrix(863,278,2232,719) (-1/3,-8/25) -> (46/119,29/75) Hyperbolic Matrix(3529,1128,5184,1657) (-8/25,-23/72) -> (49/72,32/47) Hyperbolic Matrix(3527,1126,5184,1655) (-23/72,-15/47) -> (17/25,49/72) Hyperbolic Matrix(577,182,-2736,-863) (-6/19,-17/54) -> (-19/90,-4/19) Hyperbolic Matrix(1367,430,3888,1223) (-17/54,-11/35) -> (13/37,19/54) Hyperbolic Matrix(217,68,1152,361) (-11/35,-5/16) -> (3/16,7/37) Hyperbolic Matrix(791,246,-5328,-1657) (-14/45,-23/74) -> (-11/74,-4/27) Hyperbolic Matrix(7201,2232,10224,3169) (-9/29,-22/71) -> (50/71,81/115) Hyperbolic Matrix(287,88,936,287) (-4/13,-11/36) -> (11/36,4/13) Hyperbolic Matrix(505,154,1656,505) (-11/36,-7/23) -> (7/23,11/36) Hyperbolic Matrix(935,284,1656,503) (-7/23,-10/33) -> (22/39,13/23) Hyperbolic Matrix(7271,2202,17352,5255) (-10/33,-33/109) -> (75/179,44/105) Hyperbolic Matrix(10585,3204,16416,4969) (-33/109,-23/76) -> (49/76,69/107) Hyperbolic Matrix(649,196,-3096,-935) (-13/43,-3/10) -> (-13/62,-9/43) Hyperbolic Matrix(2161,646,-7704,-2303) (-3/10,-20/67) -> (-62/221,-23/82) Hyperbolic Matrix(5329,1590,8208,2449) (-20/67,-17/57) -> (37/57,50/77) Hyperbolic Matrix(721,214,1944,577) (-11/37,-8/27) -> (10/27,13/35) Hyperbolic Matrix(2953,874,5112,1513) (-8/27,-21/71) -> (41/71,26/45) Hyperbolic Matrix(7055,2086,10224,3023) (-21/71,-34/115) -> (20/29,49/71) Hyperbolic Matrix(5833,1724,9504,2809) (-34/115,-13/44) -> (27/44,62/101) Hyperbolic Matrix(217,64,1224,361) (-13/44,-5/17) -> (3/17,5/28) Hyperbolic Matrix(791,232,1224,359) (-5/17,-12/41) -> (20/31,11/17) Hyperbolic Matrix(1225,358,1728,505) (-12/41,-7/24) -> (17/24,22/31) Hyperbolic Matrix(1223,356,1728,503) (-7/24,-9/31) -> (29/41,17/24) Hyperbolic Matrix(5255,1522,-18648,-5401) (-31/107,-11/38) -> (-31/110,-51/181) Hyperbolic Matrix(505,146,-2736,-791) (-11/38,-2/7) -> (-12/65,-7/38) Hyperbolic Matrix(71855,20246,99144,27935) (-51/181,-71/252) -> (287/396,79/109) Hyperbolic Matrix(72793,20508,100440,28297) (-71/252,-20/71) -> (208/287,287/396) Hyperbolic Matrix(3743,1054,10224,2879) (-20/71,-9/32) -> (41/112,26/71) Hyperbolic Matrix(719,202,-4104,-1153) (-9/32,-16/57) -> (-10/57,-7/40) Hyperbolic Matrix(12671,3556,16416,4607) (-16/57,-39/139) -> (115/149,44/57) Hyperbolic Matrix(93241,26160,129600,36361) (-39/139,-101/360) -> (259/360,159/221) Hyperbolic Matrix(93239,26158,129600,36359) (-101/360,-62/221) -> (100/139,259/360) Hyperbolic Matrix(359,100,-1296,-361) (-7/25,-5/18) -> (-5/18,-13/47) Parabolic Matrix(1585,438,2088,577) (-13/47,-21/76) -> (3/4,19/25) Hyperbolic Matrix(2519,696,3384,935) (-21/76,-50/181) -> (26/35,3/4) Hyperbolic Matrix(22895,6324,39096,10799) (-50/181,-29/105) -> (65/111,106/181) Hyperbolic Matrix(1727,476,4176,1151) (-8/29,-19/69) -> (31/75,12/29) Hyperbolic Matrix(72143,19858,100440,27647) (-79/287,-109/396) -> (181/252,51/71) Hyperbolic Matrix(71209,19600,99144,27289) (-109/396,-30/109) -> (130/181,181/252) Hyperbolic Matrix(2951,812,4968,1367) (-30/109,-11/40) -> (19/32,22/37) Hyperbolic Matrix(575,158,-3672,-1009) (-11/40,-14/51) -> (-8/51,-5/32) Hyperbolic Matrix(4031,1106,7344,2015) (-14/51,-17/62) -> (45/82,28/51) Hyperbolic Matrix(73,20,792,217) (-17/62,-3/11) -> (1/11,1/10) Hyperbolic Matrix(1441,390,2664,721) (-13/48,-10/37) -> (20/37,13/24) Hyperbolic Matrix(2303,622,5328,1439) (-10/37,-27/100) -> (19/44,16/37) Hyperbolic Matrix(289,78,-2664,-719) (-27/100,-17/63) -> (-1/9,-3/28) Hyperbolic Matrix(2663,718,4536,1223) (-17/63,-7/26) -> (27/46,37/63) Hyperbolic Matrix(1511,406,1872,503) (-7/26,-18/67) -> (4/5,21/26) Hyperbolic Matrix(3887,1044,14472,3887) (-18/67,-29/108) -> (29/108,18/67) Hyperbolic Matrix(2377,638,8856,2377) (-29/108,-11/41) -> (11/41,29/108) Hyperbolic Matrix(4751,1272,8064,2159) (-15/56,-19/71) -> (43/73,33/56) Hyperbolic Matrix(4681,1252,7272,1945) (-19/71,-23/86) -> (9/14,47/73) Hyperbolic Matrix(1153,308,2160,577) (-23/86,-4/15) -> (8/15,31/58) Hyperbolic Matrix(143,38,1080,287) (-4/15,-13/49) -> (3/23,2/15) Hyperbolic Matrix(649,172,-3528,-935) (-13/49,-9/34) -> (-7/38,-9/49) Hyperbolic Matrix(3817,1008,5184,1369) (-14/53,-19/72) -> (53/72,14/19) Hyperbolic Matrix(3815,1006,5184,1367) (-19/72,-5/19) -> (39/53,53/72) Hyperbolic Matrix(503,132,1368,359) (-5/19,-6/23) -> (18/49,7/19) Hyperbolic Matrix(793,206,1944,505) (-6/23,-7/27) -> (11/27,20/49) Hyperbolic Matrix(2449,626,3384,865) (-9/35,-1/4) -> (55/76,131/181) Hyperbolic Matrix(1511,364,2088,503) (-1/4,-6/25) -> (34/47,55/76) Hyperbolic Matrix(2951,706,5112,1223) (-6/25,-11/46) -> (15/26,56/97) Hyperbolic Matrix(935,222,1512,359) (-5/21,-4/17) -> (34/55,13/21) Hyperbolic Matrix(145,34,-1224,-287) (-4/17,-11/47) -> (-3/25,-2/17) Hyperbolic Matrix(1009,236,-6768,-1583) (-11/47,-18/77) -> (-10/67,-7/47) Hyperbolic Matrix(2449,572,4320,1009) (-18/77,-7/30) -> (17/30,38/67) Hyperbolic Matrix(3385,788,11448,2665) (-17/73,-10/43) -> (34/115,21/71) Hyperbolic Matrix(1153,264,2520,577) (-11/48,-8/35) -> (16/35,11/24) Hyperbolic Matrix(5977,1364,25560,5833) (-21/92,-34/149) -> (18/77,29/124) Hyperbolic Matrix(11809,2694,16416,3745) (-34/149,-13/57) -> (41/57,100/139) Hyperbolic Matrix(1369,312,1584,361) (-13/57,-5/22) -> (19/22,13/15) Hyperbolic Matrix(937,212,2232,505) (-5/22,-7/31) -> (13/31,21/50) Hyperbolic Matrix(143,32,-648,-145) (-7/31,-2/9) -> (-2/9,-9/41) Parabolic Matrix(3023,662,5256,1151) (-16/73,-7/32) -> (23/40,42/73) Hyperbolic Matrix(1585,344,5976,1297) (-5/23,-18/83) -> (22/83,13/49) Hyperbolic Matrix(2159,466,2664,575) (-8/37,-11/51) -> (17/21,30/37) Hyperbolic Matrix(4463,962,7344,1583) (-11/51,-14/65) -> (48/79,31/51) Hyperbolic Matrix(16273,3504,20736,4465) (-14/65,-31/144) -> (113/144,62/79) Hyperbolic Matrix(16271,3502,20736,4463) (-31/144,-17/79) -> (51/65,113/144) Hyperbolic Matrix(647,138,1008,215) (-3/14,-7/33) -> (25/39,9/14) Hyperbolic Matrix(359,76,2376,503) (-7/33,-11/52) -> (3/20,5/33) Hyperbolic Matrix(2809,594,5112,1081) (-11/52,-15/71) -> (39/71,11/20) Hyperbolic Matrix(7633,1612,12960,2737) (-15/71,-19/90) -> (53/90,43/73) Hyperbolic Matrix(143,30,1368,287) (-4/19,-13/62) -> (1/10,2/19) Hyperbolic Matrix(1369,286,1728,361) (-9/43,-5/24) -> (19/24,23/29) Hyperbolic Matrix(1367,284,1728,359) (-5/24,-6/29) -> (34/43,19/24) Hyperbolic Matrix(217,44,360,73) (-7/34,-1/5) -> (3/5,23/38) Hyperbolic Matrix(1369,264,1872,361) (-1/5,-5/26) -> (19/26,49/67) Hyperbolic Matrix(3313,636,5256,1009) (-5/26,-9/47) -> (75/119,29/46) Hyperbolic Matrix(2089,396,2664,505) (-4/21,-7/37) -> (29/37,40/51) Hyperbolic Matrix(361,68,1152,217) (-7/37,-3/16) -> (5/16,11/35) Hyperbolic Matrix(5473,1016,13968,2593) (-13/70,-18/97) -> (38/97,29/74) Hyperbolic Matrix(937,172,4320,793) (-9/49,-2/11) -> (18/83,5/23) Hyperbolic Matrix(1657,298,2808,505) (-2/11,-7/39) -> (23/39,36/61) Hyperbolic Matrix(793,142,2016,361) (-7/39,-5/28) -> (11/28,13/33) Hyperbolic Matrix(361,64,1224,217) (-5/28,-3/17) -> (5/17,13/44) Hyperbolic Matrix(937,162,2088,361) (-4/23,-5/29) -> (13/29,22/49) Hyperbolic Matrix(791,136,2088,359) (-5/29,-1/6) -> (25/66,11/29) Hyperbolic Matrix(1009,162,1800,289) (-1/6,-4/25) -> (14/25,37/66) Hyperbolic Matrix(2449,390,6336,1009) (-4/25,-7/44) -> (17/44,46/119) Hyperbolic Matrix(2087,324,3240,503) (-7/45,-2/13) -> (38/59,29/45) Hyperbolic Matrix(1369,208,2376,361) (-2/13,-5/33) -> (19/33,34/59) Hyperbolic Matrix(503,76,2376,359) (-5/33,-3/20) -> (11/52,7/33) Hyperbolic Matrix(1871,280,2880,431) (-3/20,-10/67) -> (50/77,13/20) Hyperbolic Matrix(6481,964,10656,1585) (-7/47,-11/74) -> (45/74,59/97) Hyperbolic Matrix(1295,178,2088,287) (-1/7,-3/22) -> (31/50,49/79) Hyperbolic Matrix(1223,166,1584,215) (-3/22,-2/15) -> (44/57,17/22) Hyperbolic Matrix(287,38,1080,143) (-2/15,-3/23) -> (13/49,4/15) Hyperbolic Matrix(647,84,1656,215) (-3/23,-1/8) -> (25/64,9/23) Hyperbolic Matrix(719,84,1224,143) (-2/17,-1/9) -> (37/63,10/17) Hyperbolic Matrix(217,22,720,73) (-2/19,-1/10) -> (3/10,16/53) Hyperbolic Matrix(217,20,792,73) (-1/10,-1/11) -> (3/11,17/62) Hyperbolic Matrix(1297,-112,1656,-143) (0/1,1/11) -> (65/83,112/143) Hyperbolic Matrix(1151,-122,1368,-145) (2/19,1/9) -> (53/63,16/19) Hyperbolic Matrix(647,-78,1800,-217) (2/17,1/8) -> (23/64,32/89) Hyperbolic Matrix(1585,-234,1944,-287) (1/7,4/27) -> (22/27,53/65) Hyperbolic Matrix(3167,-470,3888,-577) (4/27,7/47) -> (79/97,22/27) Hyperbolic Matrix(1583,-236,6768,-1009) (7/47,3/20) -> (29/124,11/47) Hyperbolic Matrix(937,-146,2304,-359) (2/13,5/32) -> (13/32,24/59) Hyperbolic Matrix(1009,-158,3672,-575) (5/32,3/19) -> (25/91,11/40) Hyperbolic Matrix(1223,-194,1368,-217) (3/19,7/44) -> (25/28,17/19) Hyperbolic Matrix(1295,-226,1656,-289) (4/23,3/17) -> (43/55,18/23) Hyperbolic Matrix(935,-172,3528,-649) (2/11,7/38) -> (9/34,22/83) Hyperbolic Matrix(1657,-306,1944,-359) (7/38,5/27) -> (23/27,29/34) Hyperbolic Matrix(793,-148,1152,-215) (5/27,3/16) -> (11/16,31/45) Hyperbolic Matrix(1151,-220,1512,-289) (4/21,5/26) -> (35/46,16/21) Hyperbolic Matrix(1367,-282,2448,-505) (1/5,6/29) -> (24/43,43/77) Hyperbolic Matrix(935,-196,3096,-649) (9/43,4/19) -> (16/53,13/43) Hyperbolic Matrix(863,-182,2736,-577) (4/19,15/71) -> (23/73,6/19) Hyperbolic Matrix(1583,-340,2016,-433) (3/14,14/65) -> (62/79,11/14) Hyperbolic Matrix(3743,-810,5328,-1153) (8/37,13/60) -> (59/84,26/37) Hyperbolic Matrix(1513,-328,1656,-359) (13/60,18/83) -> (10/11,11/12) Hyperbolic Matrix(1367,-298,1656,-361) (5/23,7/32) -> (33/40,19/23) Hyperbolic Matrix(145,-32,648,-143) (7/32,2/9) -> (2/9,9/40) Parabolic Matrix(1871,-422,5112,-1153) (9/40,7/31) -> (15/41,41/112) Hyperbolic Matrix(2663,-608,4104,-937) (13/57,8/35) -> (24/37,37/57) Hyperbolic Matrix(505,-116,936,-215) (8/35,3/13) -> (7/13,20/37) Hyperbolic Matrix(647,-150,936,-217) (3/13,7/30) -> (29/42,9/13) Hyperbolic Matrix(1657,-388,4608,-1079) (11/47,4/17) -> (32/89,9/25) Hyperbolic Matrix(1223,-292,1512,-361) (5/21,6/25) -> (38/47,17/21) Hyperbolic Matrix(1439,-372,2232,-577) (1/4,7/27) -> (29/45,49/76) Hyperbolic Matrix(1801,-476,2448,-647) (5/19,9/34) -> (25/34,39/53) Hyperbolic Matrix(1657,-444,2952,-791) (4/15,11/41) -> (23/41,32/57) Hyperbolic Matrix(7631,-2060,9072,-2449) (17/63,27/100) -> (37/44,53/63) Hyperbolic Matrix(361,-98,792,-215) (10/37,3/11) -> (5/11,16/35) Hyperbolic Matrix(1369,-376,2880,-791) (14/51,25/91) -> (9/19,10/21) Hyperbolic Matrix(10585,-2914,14904,-4103) (30/109,19/69) -> (49/69,76/107) Hyperbolic Matrix(361,-100,1296,-359) (8/29,5/18) -> (5/18,12/43) Parabolic Matrix(4319,-1206,6192,-1729) (12/43,19/68) -> (53/76,30/43) Hyperbolic Matrix(2881,-808,4104,-1151) (7/25,16/57) -> (40/57,33/47) Hyperbolic Matrix(3601,-1012,4608,-1295) (16/57,9/32) -> (25/32,68/87) Hyperbolic Matrix(289,-82,504,-143) (9/32,2/7) -> (4/7,23/40) Hyperbolic Matrix(431,-124,504,-145) (2/7,11/38) -> (29/34,6/7) Hyperbolic Matrix(2737,-794,4464,-1295) (11/38,9/31) -> (19/31,65/106) Hyperbolic Matrix(4175,-1242,5328,-1585) (11/37,14/47) -> (76/97,29/37) Hyperbolic Matrix(2953,-880,4104,-1223) (14/47,3/10) -> (59/82,18/25) Hyperbolic Matrix(3961,-1198,5472,-1655) (13/43,10/33) -> (76/105,21/29) Hyperbolic Matrix(719,-222,936,-289) (4/13,9/29) -> (33/43,10/13) Hyperbolic Matrix(937,-292,1152,-359) (9/29,5/16) -> (13/16,35/43) Hyperbolic Matrix(575,-182,1368,-433) (6/19,1/3) -> (29/69,8/19) Hyperbolic Matrix(863,-298,2088,-721) (1/3,8/23) -> (50/121,31/75) Hyperbolic Matrix(3167,-1112,4104,-1441) (7/20,13/37) -> (27/35,71/92) Hyperbolic Matrix(1441,-508,2448,-863) (19/54,6/17) -> (10/17,53/90) Hyperbolic Matrix(1655,-588,2232,-793) (11/31,16/45) -> (20/27,23/31) Hyperbolic Matrix(2017,-718,5256,-1871) (21/59,5/14) -> (33/86,5/13) Hyperbolic Matrix(6263,-2250,10224,-3673) (14/39,23/64) -> (49/80,68/111) Hyperbolic Matrix(3313,-1214,4320,-1583) (26/71,11/30) -> (23/30,56/73) Hyperbolic Matrix(791,-292,1368,-505) (7/19,10/27) -> (26/45,11/19) Hyperbolic Matrix(5329,-2018,9504,-3599) (14/37,25/66) -> (37/66,60/107) Hyperbolic Matrix(2089,-794,5112,-1943) (19/50,27/71) -> (29/71,9/22) Hyperbolic Matrix(2807,-1068,5112,-1945) (27/71,8/21) -> (28/51,39/71) Hyperbolic Matrix(3025,-1156,4896,-1871) (21/55,13/34) -> (21/34,55/89) Hyperbolic Matrix(6769,-2594,8640,-3311) (18/47,23/60) -> (47/60,76/97) Hyperbolic Matrix(10151,-3892,12960,-4969) (23/60,28/73) -> (112/143,47/60) Hyperbolic Matrix(503,-194,936,-361) (5/13,17/44) -> (15/28,7/13) Hyperbolic Matrix(3169,-1226,4464,-1727) (29/75,12/31) -> (22/31,49/69) Hyperbolic Matrix(505,-196,1296,-503) (12/31,7/18) -> (7/18,16/41) Parabolic Matrix(5905,-2306,9216,-3599) (16/41,25/64) -> (41/64,66/103) Hyperbolic Matrix(11737,-4596,18936,-7415) (9/23,38/97) -> (194/313,75/121) Hyperbolic Matrix(791,-310,1656,-649) (29/74,20/51) -> (10/21,1/2) Hyperbolic Matrix(2735,-1078,4752,-1873) (13/33,15/38) -> (61/106,19/33) Hyperbolic Matrix(29449,-12024,46728,-19079) (20/49,49/120) -> (121/192,196/311) Hyperbolic Matrix(1871,-766,3168,-1297) (9/22,25/61) -> (49/83,13/22) Hyperbolic Matrix(1583,-650,2808,-1153) (16/39,7/17) -> (31/55,22/39) Hyperbolic Matrix(3529,-1458,5400,-2231) (19/46,50/121) -> (32/49,17/26) Hyperbolic Matrix(361,-150,864,-359) (12/29,5/12) -> (5/12,18/43) Parabolic Matrix(3673,-1538,5328,-2231) (18/43,31/74) -> (51/74,20/29) Hyperbolic Matrix(18217,-7632,31104,-13031) (31/74,75/179) -> (147/251,41/70) Hyperbolic Matrix(3385,-1422,4968,-2087) (21/50,50/119) -> (32/47,15/22) Hyperbolic Matrix(863,-364,1368,-577) (8/19,11/26) -> (29/46,12/19) Hyperbolic Matrix(2159,-914,3744,-1585) (11/26,25/59) -> (49/85,15/26) Hyperbolic Matrix(361,-154,504,-215) (14/33,3/7) -> (5/7,28/39) Hyperbolic Matrix(1655,-722,2808,-1225) (17/39,7/16) -> (33/56,23/39) Hyperbolic Matrix(2161,-948,2952,-1295) (7/16,18/41) -> (30/41,41/56) Hyperbolic Matrix(5905,-2594,9504,-4175) (18/41,29/66) -> (41/66,64/103) Hyperbolic Matrix(289,-128,648,-287) (15/34,4/9) -> (4/9,17/38) Parabolic Matrix(1657,-742,2088,-935) (17/38,13/29) -> (23/29,27/34) Hyperbolic Matrix(3167,-1428,5112,-2305) (9/20,23/51) -> (13/21,57/92) Hyperbolic Matrix(6479,-2924,11808,-5329) (37/82,14/31) -> (62/113,45/82) Hyperbolic Matrix(721,-332,936,-431) (11/24,6/13) -> (10/13,37/48) Hyperbolic Matrix(575,-266,936,-433) (6/13,7/15) -> (35/57,8/13) Hyperbolic Matrix(1009,-474,1224,-575) (7/15,8/17) -> (14/17,47/57) Hyperbolic Matrix(1153,-606,1368,-719) (1/2,10/19) -> (16/19,59/70) Hyperbolic Matrix(1801,-956,2304,-1223) (9/17,8/15) -> (68/87,43/55) Hyperbolic Matrix(13393,-7160,21816,-11663) (31/58,23/43) -> (159/259,97/158) Hyperbolic Matrix(577,-314,792,-431) (13/24,6/11) -> (8/11,35/48) Hyperbolic Matrix(361,-200,648,-359) (16/29,5/9) -> (5/9,24/43) Parabolic Matrix(3527,-1978,4752,-2665) (60/107,23/41) -> (23/31,26/35) Hyperbolic Matrix(3311,-1866,5112,-2881) (40/71,31/55) -> (11/17,46/71) Hyperbolic Matrix(31465,-18106,43416,-24983) (42/73,61/106) -> (129/178,208/287) Hyperbolic Matrix(44135,-25482,71208,-41113) (56/97,97/168) -> (119/192,194/313) Hyperbolic Matrix(935,-542,1368,-793) (11/19,29/50) -> (15/22,13/19) Hyperbolic Matrix(505,-294,864,-503) (18/31,7/12) -> (7/12,24/41) Parabolic Matrix(4103,-2404,5040,-2953) (41/70,17/29) -> (35/43,57/70) Hyperbolic Matrix(1367,-802,2088,-1225) (44/75,27/46) -> (17/26,2/3) Hyperbolic Matrix(3169,-1874,5112,-3023) (13/22,29/49) -> (75/121,31/50) Hyperbolic Matrix(1945,-1154,2304,-1367) (16/27,19/32) -> (27/32,38/45) Hyperbolic Matrix(3671,-2224,5112,-3097) (23/38,20/33) -> (28/39,79/110) Hyperbolic Matrix(6191,-3764,7344,-4465) (31/51,45/74) -> (59/70,43/51) Hyperbolic Matrix(20737,-12614,32904,-20015) (59/97,14/23) -> (196/311,75/119) Hyperbolic Matrix(793,-484,1296,-791) (14/23,11/18) -> (11/18,30/49) Parabolic Matrix(14975,-9184,20664,-12673) (65/106,46/75) -> (50/69,129/178) Hyperbolic Matrix(3385,-2086,5256,-3239) (8/13,45/73) -> (47/73,38/59) Hyperbolic Matrix(863,-532,936,-577) (45/73,37/60) -> (11/12,1/1) Hyperbolic Matrix(4753,-2932,6768,-4175) (37/60,29/47) -> (33/47,59/84) Hyperbolic Matrix(7847,-4876,12168,-7561) (64/103,23/37) -> (69/107,20/31) Hyperbolic Matrix(3529,-2236,5112,-3239) (19/30,45/71) -> (49/71,29/42) Hyperbolic Matrix(4609,-2922,5904,-3743) (45/71,26/41) -> (32/41,57/73) Hyperbolic Matrix(1583,-1014,1800,-1153) (16/25,41/64) -> (7/8,22/25) Hyperbolic Matrix(2159,-1478,2736,-1873) (13/19,37/54) -> (71/90,15/19) Hyperbolic Matrix(4537,-3126,5328,-3671) (31/45,51/74) -> (63/74,23/27) Hyperbolic Matrix(2447,-1708,3096,-2161) (30/43,7/10) -> (49/62,34/43) Hyperbolic Matrix(5543,-3886,7704,-5401) (7/10,47/67) -> (159/221,59/82) Hyperbolic Matrix(13393,-9514,18648,-13247) (76/107,27/38) -> (79/110,130/181) Hyperbolic Matrix(2231,-1586,2736,-1945) (27/38,5/7) -> (53/65,31/38) Hyperbolic Matrix(3385,-2434,4104,-2951) (23/32,41/57) -> (47/57,33/40) Hyperbolic Matrix(937,-676,1296,-935) (18/25,13/18) -> (13/18,34/47) Parabolic Matrix(3097,-2246,3672,-2663) (29/40,37/51) -> (43/51,27/32) Hyperbolic Matrix(2375,-1734,2664,-1945) (73/100,46/63) -> (8/9,25/28) Hyperbolic Matrix(2879,-2116,3528,-2593) (36/49,25/34) -> (31/38,40/49) Hyperbolic Matrix(1079,-826,1224,-937) (13/17,36/47) -> (22/25,15/17) Hyperbolic Matrix(5759,-4412,6768,-5185) (36/47,59/77) -> (57/67,40/47) Hyperbolic Matrix(505,-392,648,-503) (24/31,7/9) -> (7/9,32/41) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(1,2,0,1) -> Matrix(1,0,-2,1) Matrix(359,328,-1656,-1513) -> Matrix(1,2,-2,-3) Matrix(575,522,792,719) -> Matrix(1,0,-2,1) Matrix(1081,968,1368,1225) -> Matrix(1,0,-2,1) Matrix(217,194,-1368,-1223) -> Matrix(1,0,-2,1) Matrix(505,446,1224,1081) -> Matrix(1,2,-2,-3) Matrix(1153,1014,-1800,-1583) -> Matrix(3,2,-2,-1) Matrix(1367,1190,2232,1943) -> Matrix(5,-4,-6,5) Matrix(793,688,1080,937) -> Matrix(1,0,-2,1) Matrix(361,312,1584,1369) -> Matrix(3,-8,-4,11) Matrix(793,684,2088,1801) -> Matrix(1,-4,-2,9) Matrix(359,306,-1944,-1657) -> Matrix(1,2,-2,-3) Matrix(721,614,-3888,-3311) -> Matrix(1,0,0,1) Matrix(5185,4412,-6768,-5759) -> Matrix(1,0,0,1) Matrix(1873,1590,2376,2017) -> Matrix(1,0,0,1) Matrix(1007,854,2376,2015) -> Matrix(1,0,0,1) Matrix(1367,1154,-2304,-1945) -> Matrix(1,-2,0,1) Matrix(2663,2246,-3672,-3097) -> Matrix(1,0,0,1) Matrix(145,122,-1368,-1151) -> Matrix(1,0,-2,1) Matrix(3887,3268,6336,5327) -> Matrix(3,-2,-4,3) Matrix(791,664,1800,1511) -> Matrix(1,0,-2,1) Matrix(1297,1074,2088,1729) -> Matrix(3,4,-4,-5) Matrix(1151,952,2088,1727) -> Matrix(1,0,0,1) Matrix(361,298,-1656,-1367) -> Matrix(1,2,-2,-3) Matrix(863,710,1224,1007) -> Matrix(1,2,-2,-3) Matrix(1223,1004,2016,1655) -> Matrix(1,0,0,1) Matrix(1151,944,2808,2303) -> Matrix(1,0,0,1) Matrix(2593,2116,-3528,-2879) -> Matrix(1,-2,0,1) Matrix(287,234,-1944,-1585) -> Matrix(1,-2,0,1) Matrix(359,292,-1152,-937) -> Matrix(1,-2,0,1) Matrix(791,642,1152,935) -> Matrix(1,0,-2,1) Matrix(575,466,2664,2159) -> Matrix(1,-2,0,1) Matrix(361,292,-1512,-1223) -> Matrix(1,-4,0,1) Matrix(503,406,1872,1511) -> Matrix(1,-6,-2,13) Matrix(1081,858,-2448,-1943) -> Matrix(1,0,0,1) Matrix(361,286,1728,1369) -> Matrix(1,2,-2,-3) Matrix(359,284,1728,1367) -> Matrix(1,2,-2,-3) Matrix(2161,1708,-3096,-2447) -> Matrix(1,0,0,1) Matrix(1873,1478,-2736,-2159) -> Matrix(1,0,0,1) Matrix(6335,4996,10224,8063) -> Matrix(1,0,0,1) Matrix(2017,1590,2376,1873) -> Matrix(1,0,0,1) Matrix(361,284,1008,793) -> Matrix(1,2,-2,-3) Matrix(433,340,-2016,-1583) -> Matrix(1,0,0,1) Matrix(2881,2260,7344,5761) -> Matrix(1,0,-4,1) Matrix(505,396,2664,2089) -> Matrix(1,-2,0,1) Matrix(1585,1242,-5328,-4175) -> Matrix(1,0,-2,1) Matrix(143,112,-1656,-1297) -> Matrix(1,-2,0,1) Matrix(3527,2762,4320,3383) -> Matrix(1,-2,-2,5) Matrix(289,226,-1656,-1295) -> Matrix(1,-2,0,1) Matrix(503,392,-648,-505) -> Matrix(1,-6,0,1) Matrix(3241,2510,-5112,-3959) -> Matrix(1,4,0,1) Matrix(1295,1002,2232,1727) -> Matrix(1,2,0,1) Matrix(215,166,1584,1223) -> Matrix(3,8,-2,-5) Matrix(1441,1112,-4104,-3167) -> Matrix(3,8,-2,-5) Matrix(431,332,-936,-721) -> Matrix(1,2,-2,-3) Matrix(289,222,-936,-719) -> Matrix(1,0,0,1) Matrix(1871,1434,4320,3311) -> Matrix(1,0,0,1) Matrix(19727,15114,25560,19583) -> Matrix(5,2,-8,-3) Matrix(2951,2260,-4608,-3529) -> Matrix(3,2,-2,-1) Matrix(577,440,1512,1153) -> Matrix(1,2,-2,-3) Matrix(289,220,-1512,-1151) -> Matrix(3,4,-4,-5) Matrix(503,382,1800,1367) -> Matrix(3,4,-4,-5) Matrix(793,588,-2232,-1655) -> Matrix(1,2,-2,-3) Matrix(1151,852,1944,1439) -> Matrix(1,0,0,1) Matrix(865,638,1368,1009) -> Matrix(1,2,-2,-3) Matrix(647,476,-2448,-1801) -> Matrix(1,0,0,1) Matrix(4679,3438,5976,4391) -> Matrix(1,0,-2,1) Matrix(937,688,1080,793) -> Matrix(1,0,-2,1) Matrix(1295,948,-2952,-2161) -> Matrix(1,2,-2,-3) Matrix(6479,4740,8856,6479) -> Matrix(11,12,-12,-13) Matrix(10585,7742,14472,10585) -> Matrix(17,16,-16,-15) Matrix(361,264,1872,1369) -> Matrix(7,6,-6,-5) Matrix(1873,1368,4536,3313) -> Matrix(1,0,0,1) Matrix(1441,1052,-9072,-6623) -> Matrix(5,2,-8,-3) Matrix(3025,2208,5328,3889) -> Matrix(1,0,0,1) Matrix(431,314,-792,-577) -> Matrix(1,0,-2,1) Matrix(719,522,792,575) -> Matrix(1,0,-2,1) Matrix(3313,2404,7344,5329) -> Matrix(1,0,-4,1) Matrix(1511,1096,-2880,-2089) -> Matrix(1,0,-2,1) Matrix(2017,1462,4968,3601) -> Matrix(1,0,-2,1) Matrix(4319,3130,-14904,-10801) -> Matrix(1,-2,0,1) Matrix(2449,1774,4176,3025) -> Matrix(1,0,-2,1) Matrix(935,676,-1296,-937) -> Matrix(1,-6,0,1) Matrix(1873,1350,-6192,-4463) -> Matrix(1,4,0,1) Matrix(433,312,1800,1297) -> Matrix(1,4,-2,-7) Matrix(1223,880,-4104,-2953) -> Matrix(1,2,0,1) Matrix(1007,724,-4608,-3313) -> Matrix(1,4,-2,-7) Matrix(215,154,-504,-361) -> Matrix(1,2,0,1) Matrix(73,52,-504,-359) -> Matrix(1,0,0,1) Matrix(1727,1226,-4464,-3169) -> Matrix(1,-2,0,1) Matrix(505,358,1728,1225) -> Matrix(1,2,-2,-3) Matrix(503,356,1728,1223) -> Matrix(1,2,-2,-3) Matrix(433,306,1224,865) -> Matrix(1,2,-2,-3) Matrix(1007,710,1224,863) -> Matrix(1,2,-2,-3) Matrix(2737,1928,5112,3601) -> Matrix(1,2,-2,-3) Matrix(8783,6186,11448,8063) -> Matrix(3,4,-4,-5) Matrix(2449,1724,3888,2737) -> Matrix(3,4,-4,-5) Matrix(1223,860,1944,1367) -> Matrix(1,0,0,1) Matrix(1153,810,-5328,-3743) -> Matrix(1,0,-2,1) Matrix(1151,808,-4104,-2881) -> Matrix(3,2,-2,-1) Matrix(647,452,720,503) -> Matrix(1,0,-2,1) Matrix(1511,1054,-5472,-3817) -> Matrix(1,2,-2,-3) Matrix(721,502,1656,1153) -> Matrix(1,0,-2,1) Matrix(1151,800,1656,1151) -> Matrix(1,-2,-2,5) Matrix(649,450,936,649) -> Matrix(1,4,-2,-7) Matrix(217,150,-936,-647) -> Matrix(1,0,0,1) Matrix(215,148,-1152,-793) -> Matrix(1,2,-2,-3) Matrix(935,642,1152,791) -> Matrix(1,0,-2,1) Matrix(2521,1728,3888,2665) -> Matrix(3,4,-4,-5) Matrix(5039,3452,7776,5327) -> Matrix(1,0,0,1) Matrix(793,542,-1368,-935) -> Matrix(1,2,-2,-3) Matrix(1225,802,-2088,-1367) -> Matrix(1,0,0,1) Matrix(793,516,1440,937) -> Matrix(1,0,0,1) Matrix(937,608,-4104,-2663) -> Matrix(3,8,-2,-5) Matrix(2665,1728,3888,2521) -> Matrix(3,4,-4,-5) Matrix(1007,652,-2448,-1585) -> Matrix(1,0,0,1) Matrix(359,232,1224,791) -> Matrix(1,2,-2,-3) Matrix(577,372,-2232,-1439) -> Matrix(1,-2,0,1) Matrix(1729,1114,4248,2737) -> Matrix(1,4,-2,-7) Matrix(3239,2086,-5256,-3385) -> Matrix(1,0,0,1) Matrix(215,138,1008,647) -> Matrix(1,2,-2,-3) Matrix(3961,2538,-10224,-6551) -> Matrix(9,14,-2,-3) Matrix(1151,736,1800,1151) -> Matrix(5,6,-6,-7) Matrix(505,322,792,505) -> Matrix(1,0,0,1) Matrix(359,228,792,503) -> Matrix(1,0,-2,1) Matrix(7345,4656,10224,6481) -> Matrix(1,2,-2,-3) Matrix(1007,638,-4320,-2737) -> Matrix(1,-2,0,1) Matrix(1223,774,2160,1367) -> Matrix(1,2,-2,-3) Matrix(1009,638,1368,865) -> Matrix(1,2,-2,-3) Matrix(577,364,-1368,-863) -> Matrix(1,2,0,1) Matrix(1367,860,1944,1223) -> Matrix(1,0,0,1) Matrix(217,136,576,361) -> Matrix(1,2,-2,-3) Matrix(215,134,576,359) -> Matrix(1,2,-2,-3) Matrix(4175,2594,-9504,-5905) -> Matrix(5,8,-2,-3) Matrix(1729,1074,2088,1297) -> Matrix(3,4,-4,-5) Matrix(3887,2412,6264,3887) -> Matrix(7,8,-8,-9) Matrix(10585,6566,17064,10585) -> Matrix(13,12,-12,-11) Matrix(287,178,2088,1295) -> Matrix(5,4,-4,-3) Matrix(3023,1874,-5112,-3169) -> Matrix(1,0,0,1) Matrix(2305,1428,-5112,-3167) -> Matrix(1,0,2,1) Matrix(359,222,1512,935) -> Matrix(1,2,-2,-3) Matrix(1871,1156,-4896,-3025) -> Matrix(1,0,0,1) Matrix(1079,666,2448,1511) -> Matrix(1,2,-2,-3) Matrix(1871,1154,-8640,-5329) -> Matrix(1,0,-2,1) Matrix(2809,1732,-12960,-7991) -> Matrix(1,4,-2,-7) Matrix(8855,5458,15768,9719) -> Matrix(1,2,-2,-3) Matrix(433,266,-936,-575) -> Matrix(1,2,-2,-3) Matrix(5327,3268,6336,3887) -> Matrix(1,2,-4,-7) Matrix(1513,928,2232,1369) -> Matrix(3,4,-4,-5) Matrix(1295,794,-4464,-2737) -> Matrix(1,2,-2,-3) Matrix(791,484,-1296,-793) -> Matrix(5,6,-6,-7) Matrix(3311,2018,-9216,-5617) -> Matrix(7,4,-2,-1) Matrix(1441,878,1656,1009) -> Matrix(3,2,-8,-5) Matrix(7199,4380,-18936,-11521) -> Matrix(1,0,2,1) Matrix(11375,6918,13968,8495) -> Matrix(1,0,0,1) Matrix(865,526,-1656,-1007) -> Matrix(1,0,0,1) Matrix(1583,962,7344,4463) -> Matrix(1,0,2,1) Matrix(2087,1268,3672,2231) -> Matrix(1,0,-2,1) Matrix(1655,1004,2016,1223) -> Matrix(1,0,0,1) Matrix(2017,1222,-4752,-2879) -> Matrix(1,0,0,1) Matrix(1729,1046,3096,1873) -> Matrix(1,2,-2,-3) Matrix(1153,686,2664,1585) -> Matrix(1,0,0,1) Matrix(1367,812,4968,2951) -> Matrix(1,0,0,1) Matrix(1511,896,4248,2519) -> Matrix(3,4,-4,-5) Matrix(1439,852,1944,1151) -> Matrix(1,0,0,1) Matrix(17279,10224,-46728,-27649) -> Matrix(3,2,-2,-1) Matrix(14111,8348,22392,13247) -> Matrix(1,2,-2,-3) Matrix(1297,766,-3168,-1871) -> Matrix(1,0,2,1) Matrix(505,298,2808,1657) -> Matrix(1,0,-2,1) Matrix(1225,722,-2808,-1655) -> Matrix(1,0,0,1) Matrix(143,84,1224,719) -> Matrix(1,2,-2,-3) Matrix(1223,718,4536,2663) -> Matrix(1,0,-2,1) Matrix(1871,1098,-5400,-3169) -> Matrix(1,0,0,1) Matrix(3025,1774,4176,2449) -> Matrix(1,0,-2,1) Matrix(503,294,-864,-505) -> Matrix(3,4,-4,-5) Matrix(1655,962,-5328,-3097) -> Matrix(5,4,-4,-3) Matrix(12887,7488,-31104,-18073) -> Matrix(29,20,-16,-11) Matrix(12097,7028,17352,10081) -> Matrix(3,2,-14,-9) Matrix(7705,4476,12024,6985) -> Matrix(13,8,-18,-11) Matrix(1727,1002,2232,1295) -> Matrix(5,2,-8,-3) Matrix(1583,918,-4968,-2881) -> Matrix(3,2,-2,-1) Matrix(10511,6094,17136,9935) -> Matrix(1,2,-2,-3) Matrix(505,292,-1368,-791) -> Matrix(3,2,-2,-1) Matrix(1585,914,-3744,-2159) -> Matrix(1,0,4,1) Matrix(361,208,2376,1369) -> Matrix(1,0,-2,1) Matrix(143,82,-504,-289) -> Matrix(3,2,-2,-1) Matrix(2231,1268,3672,2087) -> Matrix(1,0,-2,1) Matrix(3889,2208,5328,3025) -> Matrix(1,0,0,1) Matrix(1079,612,2664,1511) -> Matrix(1,0,-2,1) Matrix(1009,572,4320,2449) -> Matrix(1,0,-2,1) Matrix(1367,774,2160,1223) -> Matrix(1,2,-2,-3) Matrix(503,284,1656,935) -> Matrix(1,0,0,1) Matrix(1153,650,-2808,-1583) -> Matrix(1,0,0,1) Matrix(791,444,-2952,-1657) -> Matrix(1,-2,0,1) Matrix(3599,2018,-9504,-5329) -> Matrix(5,8,-2,-3) Matrix(289,162,1800,1009) -> Matrix(1,0,0,1) Matrix(937,524,2448,1369) -> Matrix(1,2,-2,-3) Matrix(359,200,-648,-361) -> Matrix(1,2,-2,-3) Matrix(431,238,-2088,-1153) -> Matrix(3,2,-2,-1) Matrix(1727,952,2088,1151) -> Matrix(1,0,0,1) Matrix(937,516,1440,793) -> Matrix(1,0,0,1) Matrix(1945,1068,-5112,-2807) -> Matrix(1,0,2,1) Matrix(2015,1106,7344,4031) -> Matrix(1,0,2,1) Matrix(5329,2924,-11808,-6479) -> Matrix(1,0,6,1) Matrix(289,158,792,433) -> Matrix(1,0,0,1) Matrix(1943,1054,2520,1367) -> Matrix(13,2,-20,-3) Matrix(215,116,-936,-505) -> Matrix(1,-2,0,1) Matrix(361,194,-936,-503) -> Matrix(1,-2,0,1) Matrix(215,114,-1224,-649) -> Matrix(1,0,0,1) Matrix(647,342,1224,647) -> Matrix(1,2,-2,-3) Matrix(721,380,1368,721) -> Matrix(3,2,-2,-1) Matrix(215,102,-1368,-649) -> Matrix(1,0,-2,1) Matrix(647,306,1368,647) -> Matrix(1,-2,-2,5) Matrix(577,272,1224,577) -> Matrix(1,2,-2,-3) Matrix(503,236,-2304,-1081) -> Matrix(1,2,-2,-3) Matrix(1583,738,2160,1007) -> Matrix(1,2,-2,-3) Matrix(8423,3920,-21816,-10153) -> Matrix(3,2,-2,-1) Matrix(1511,702,5112,2375) -> Matrix(1,2,-2,-3) Matrix(1943,892,2664,1223) -> Matrix(1,0,4,1) Matrix(215,98,-792,-361) -> Matrix(1,0,-2,1) Matrix(503,228,792,359) -> Matrix(1,0,-2,1) Matrix(11377,5136,20736,9361) -> Matrix(1,0,6,1) Matrix(11375,5134,20736,9359) -> Matrix(1,0,-8,1) Matrix(5329,2404,7344,3313) -> Matrix(1,0,-4,1) Matrix(4031,1816,5112,2303) -> Matrix(1,0,-2,1) Matrix(503,226,1440,647) -> Matrix(1,0,-2,1) Matrix(361,162,2088,937) -> Matrix(1,0,-2,1) Matrix(287,128,-648,-289) -> Matrix(1,-2,0,1) Matrix(1223,540,3096,1367) -> Matrix(1,2,-2,-3) Matrix(1511,666,2448,1079) -> Matrix(1,2,-2,-3) Matrix(1511,664,1800,791) -> Matrix(1,0,-2,1) Matrix(1225,538,-4752,-2087) -> Matrix(5,8,-2,-3) Matrix(10079,4420,16416,7199) -> Matrix(1,2,-2,-3) Matrix(6049,2652,15768,6913) -> Matrix(1,2,-2,-3) Matrix(1297,568,2304,1009) -> Matrix(1,0,0,1) Matrix(1295,566,2304,1007) -> Matrix(1,0,-2,1) Matrix(1801,786,-5112,-2231) -> Matrix(1,0,0,1) Matrix(1153,502,1656,721) -> Matrix(1,0,-2,1) Matrix(793,344,2160,937) -> Matrix(1,2,-2,-3) Matrix(3311,1434,4320,1871) -> Matrix(1,0,0,1) Matrix(1585,686,2664,1153) -> Matrix(1,0,0,1) Matrix(1439,622,5328,2303) -> Matrix(1,0,-2,1) Matrix(1441,622,3672,1585) -> Matrix(1,0,0,1) Matrix(4105,1744,5256,2233) -> Matrix(1,-2,-2,5) Matrix(11951,5074,-43416,-18433) -> Matrix(1,2,-2,-3) Matrix(2015,854,2376,1007) -> Matrix(1,0,0,1) Matrix(11953,5064,20736,8785) -> Matrix(1,0,10,1) Matrix(11951,5062,20736,8783) -> Matrix(1,0,-12,1) Matrix(3889,1644,5112,2161) -> Matrix(1,0,-2,1) Matrix(27073,11442,-71208,-30095) -> Matrix(1,0,0,1) Matrix(15841,6694,25560,10801) -> Matrix(1,0,-2,1) Matrix(3599,1520,5112,2159) -> Matrix(3,-2,-4,3) Matrix(433,182,-1368,-575) -> Matrix(1,-2,0,1) Matrix(505,212,2232,937) -> Matrix(3,-2,-4,3) Matrix(359,150,-864,-361) -> Matrix(1,-4,0,1) Matrix(4897,2030,7992,3313) -> Matrix(3,10,-4,-13) Matrix(28297,11726,39096,16201) -> Matrix(7,16,-18,-41) Matrix(109297,45288,186624,77329) -> Matrix(61,124,-92,-187) Matrix(109295,45286,186624,77327) -> Matrix(63,124,-94,-185) Matrix(937,388,-5040,-2087) -> Matrix(1,2,-2,-3) Matrix(1151,476,4176,1727) -> Matrix(1,0,0,1) Matrix(721,298,-2088,-863) -> Matrix(1,0,0,1) Matrix(3313,1368,4536,1873) -> Matrix(1,0,0,1) Matrix(1081,446,1224,505) -> Matrix(1,2,-2,-3) Matrix(10223,4202,12960,5327) -> Matrix(1,0,0,1) Matrix(5905,2426,8064,3313) -> Matrix(1,2,-2,-3) Matrix(2303,944,2808,1151) -> Matrix(1,0,0,1) Matrix(12241,5016,20736,8497) -> Matrix(1,0,6,1) Matrix(12239,5014,20736,8495) -> Matrix(1,0,-8,1) Matrix(1943,794,-5112,-2089) -> Matrix(1,0,0,1) Matrix(505,206,1944,793) -> Matrix(1,0,-2,1) Matrix(359,146,-2304,-937) -> Matrix(1,2,-2,-3) Matrix(3601,1462,4968,2017) -> Matrix(1,0,-2,1) Matrix(1511,612,2664,1079) -> Matrix(1,0,-2,1) Matrix(287,114,360,143) -> Matrix(1,2,-2,-3) Matrix(1441,568,-5112,-2015) -> Matrix(3,2,-2,-1) Matrix(361,142,2016,793) -> Matrix(1,0,-2,1) Matrix(1585,622,3672,1441) -> Matrix(1,0,0,1) Matrix(5761,2260,7344,2881) -> Matrix(1,0,-4,1) Matrix(1153,452,-7344,-2879) -> Matrix(1,0,-2,1) Matrix(9071,3554,10656,4175) -> Matrix(1,0,-2,1) Matrix(12167,4766,-32904,-12889) -> Matrix(1,-2,0,1) Matrix(503,196,-1296,-505) -> Matrix(1,-6,0,1) Matrix(289,112,2232,865) -> Matrix(1,4,0,1) Matrix(4679,1812,7992,3095) -> Matrix(3,10,-4,-13) Matrix(5689,2200,-20664,-7991) -> Matrix(1,4,-2,-7) Matrix(7201,2784,17136,6625) -> Matrix(1,2,-2,-3) Matrix(1009,390,6336,2449) -> Matrix(1,2,0,1) Matrix(6695,2586,9504,3671) -> Matrix(1,4,-2,-7) Matrix(79561,30720,129600,50041) -> Matrix(9,20,-14,-31) Matrix(79559,30718,129600,50039) -> Matrix(11,20,-16,-29) Matrix(9217,3558,16416,6337) -> Matrix(1,2,-2,-3) Matrix(1871,718,-5256,-2017) -> Matrix(1,0,0,1) Matrix(73,28,-936,-359) -> Matrix(1,2,-2,-3) Matrix(2015,772,-6768,-2593) -> Matrix(1,0,0,1) Matrix(1369,524,2448,937) -> Matrix(1,2,-2,-3) Matrix(12817,4896,20736,7921) -> Matrix(1,2,-2,-3) Matrix(12815,4894,20736,7919) -> Matrix(1,2,-2,-3) Matrix(1153,440,1512,577) -> Matrix(1,2,-2,-3) Matrix(2161,822,10224,3889) -> Matrix(1,0,-2,1) Matrix(14759,5612,25560,9719) -> Matrix(1,0,0,1) Matrix(1801,684,2088,793) -> Matrix(1,-4,-2,9) Matrix(6479,2460,17064,6479) -> Matrix(1,-12,-2,25) Matrix(2377,902,6264,2377) -> Matrix(1,8,-2,-15) Matrix(359,136,2088,791) -> Matrix(1,4,-2,-7) Matrix(4321,1636,-12168,-4607) -> Matrix(1,2,2,5) Matrix(361,136,576,217) -> Matrix(1,2,-2,-3) Matrix(359,134,576,215) -> Matrix(1,2,-2,-3) Matrix(577,214,1944,721) -> Matrix(1,0,-2,1) Matrix(1151,426,3888,1439) -> Matrix(1,4,-2,-7) Matrix(9145,3382,22392,8281) -> Matrix(1,2,-2,-3) Matrix(4247,1570,5256,1943) -> Matrix(1,-2,-2,5) Matrix(359,132,1368,503) -> Matrix(1,2,-2,-3) Matrix(937,344,2160,793) -> Matrix(1,2,-2,-3) Matrix(1583,580,-5112,-1873) -> Matrix(3,2,-2,-1) Matrix(1295,474,-5904,-2161) -> Matrix(1,2,-2,-3) Matrix(433,158,792,289) -> Matrix(1,0,0,1) Matrix(287,104,792,287) -> Matrix(1,0,-2,1) Matrix(649,234,1800,649) -> Matrix(1,6,-2,-11) Matrix(217,78,-1800,-647) -> Matrix(1,2,0,1) Matrix(5039,1810,12024,4319) -> Matrix(3,8,-8,-21) Matrix(793,284,1008,361) -> Matrix(1,2,-2,-3) Matrix(5327,1898,7272,2591) -> Matrix(3,4,-4,-5) Matrix(2737,974,3240,1153) -> Matrix(1,2,-4,-7) Matrix(11447,4066,16416,5831) -> Matrix(1,0,2,1) Matrix(865,306,1224,433) -> Matrix(1,2,-2,-3) Matrix(2449,862,7776,2737) -> Matrix(1,0,-2,1) Matrix(1223,430,3888,1367) -> Matrix(1,4,-2,-7) Matrix(5759,2020,8208,2879) -> Matrix(1,2,-2,-3) Matrix(2449,858,2880,1009) -> Matrix(1,2,-2,-3) Matrix(647,226,1440,503) -> Matrix(1,0,-2,1) Matrix(3385,1176,5184,1801) -> Matrix(1,2,-2,-3) Matrix(3383,1174,5184,1799) -> Matrix(1,2,-2,-3) Matrix(863,278,2232,719) -> Matrix(1,4,-2,-7) Matrix(3529,1128,5184,1657) -> Matrix(1,2,-2,-3) Matrix(3527,1126,5184,1655) -> Matrix(1,2,-2,-3) Matrix(577,182,-2736,-863) -> Matrix(1,0,0,1) Matrix(1367,430,3888,1223) -> Matrix(1,4,-2,-7) Matrix(217,68,1152,361) -> Matrix(1,0,0,1) Matrix(791,246,-5328,-1657) -> Matrix(1,2,0,1) Matrix(7201,2232,10224,3169) -> Matrix(3,4,-4,-5) Matrix(287,88,936,287) -> Matrix(3,4,-4,-5) Matrix(505,154,1656,505) -> Matrix(3,2,-2,-1) Matrix(935,284,1656,503) -> Matrix(1,0,0,1) Matrix(7271,2202,17352,5255) -> Matrix(7,2,-18,-5) Matrix(10585,3204,16416,4969) -> Matrix(1,0,-4,1) Matrix(649,196,-3096,-935) -> Matrix(1,0,0,1) Matrix(2161,646,-7704,-2303) -> Matrix(3,2,-2,-1) Matrix(5329,1590,8208,2449) -> Matrix(1,2,-2,-3) Matrix(721,214,1944,577) -> Matrix(1,0,-2,1) Matrix(2953,874,5112,1513) -> Matrix(1,2,0,1) Matrix(7055,2086,10224,3023) -> Matrix(1,4,-2,-7) Matrix(5833,1724,9504,2809) -> Matrix(3,4,-4,-5) Matrix(217,64,1224,361) -> Matrix(1,2,-2,-3) Matrix(791,232,1224,359) -> Matrix(1,2,-2,-3) Matrix(1225,358,1728,505) -> Matrix(1,2,-2,-3) Matrix(1223,356,1728,503) -> Matrix(1,2,-2,-3) Matrix(5255,1522,-18648,-5401) -> Matrix(3,2,-2,-1) Matrix(505,146,-2736,-791) -> Matrix(1,2,-2,-3) Matrix(71855,20246,99144,27935) -> Matrix(3,4,-10,-13) Matrix(72793,20508,100440,28297) -> Matrix(1,0,-2,1) Matrix(3743,1054,10224,2879) -> Matrix(1,2,-2,-3) Matrix(719,202,-4104,-1153) -> Matrix(1,2,-2,-3) Matrix(12671,3556,16416,4607) -> Matrix(1,4,-2,-7) Matrix(93241,26160,129600,36361) -> Matrix(1,4,-2,-7) Matrix(93239,26158,129600,36359) -> Matrix(3,4,-4,-5) Matrix(359,100,-1296,-361) -> Matrix(5,6,-6,-7) Matrix(1585,438,2088,577) -> Matrix(3,2,-2,-1) Matrix(2519,696,3384,935) -> Matrix(11,8,-18,-13) Matrix(22895,6324,39096,10799) -> Matrix(25,16,-36,-23) Matrix(1727,476,4176,1151) -> Matrix(1,0,0,1) Matrix(72143,19858,100440,27647) -> Matrix(1,0,0,1) Matrix(71209,19600,99144,27289) -> Matrix(9,4,-16,-7) Matrix(2951,812,4968,1367) -> Matrix(1,0,0,1) Matrix(575,158,-3672,-1009) -> Matrix(1,0,0,1) Matrix(4031,1106,7344,2015) -> Matrix(1,0,2,1) Matrix(73,20,792,217) -> Matrix(1,0,0,1) Matrix(1441,390,2664,721) -> Matrix(1,0,-6,1) Matrix(2303,622,5328,1439) -> Matrix(1,0,-2,1) Matrix(289,78,-2664,-719) -> Matrix(3,-2,-4,3) Matrix(2663,718,4536,1223) -> Matrix(1,0,-2,1) Matrix(1511,406,1872,503) -> Matrix(1,-6,-2,13) Matrix(3887,1044,14472,3887) -> Matrix(1,-16,-2,33) Matrix(2377,638,8856,2377) -> Matrix(1,12,-2,-23) Matrix(4751,1272,8064,2159) -> Matrix(1,2,-2,-3) Matrix(4681,1252,7272,1945) -> Matrix(1,4,-2,-7) Matrix(1153,308,2160,577) -> Matrix(1,2,-2,-3) Matrix(143,38,1080,287) -> Matrix(1,0,0,1) Matrix(649,172,-3528,-935) -> Matrix(1,2,-2,-3) Matrix(3817,1008,5184,1369) -> Matrix(1,2,-2,-3) Matrix(3815,1006,5184,1367) -> Matrix(1,2,-2,-3) Matrix(503,132,1368,359) -> Matrix(1,2,-2,-3) Matrix(793,206,1944,505) -> Matrix(1,0,-2,1) Matrix(2449,626,3384,865) -> Matrix(5,8,-12,-19) Matrix(1511,364,2088,503) -> Matrix(1,-2,-2,5) Matrix(2951,706,5112,1223) -> Matrix(1,0,0,1) Matrix(935,222,1512,359) -> Matrix(1,2,-2,-3) Matrix(145,34,-1224,-287) -> Matrix(1,0,0,1) Matrix(1009,236,-6768,-1583) -> Matrix(1,0,0,1) Matrix(2449,572,4320,1009) -> Matrix(1,0,-2,1) Matrix(3385,788,11448,2665) -> Matrix(1,4,-2,-7) Matrix(1153,264,2520,577) -> Matrix(1,2,-8,-15) Matrix(5977,1364,25560,5833) -> Matrix(1,2,-4,-7) Matrix(11809,2694,16416,3745) -> Matrix(3,4,-4,-5) Matrix(1369,312,1584,361) -> Matrix(5,8,-12,-19) Matrix(937,212,2232,505) -> Matrix(1,2,-4,-7) Matrix(143,32,-648,-145) -> Matrix(5,6,-6,-7) Matrix(3023,662,5256,1151) -> Matrix(3,2,-2,-1) Matrix(1585,344,5976,1297) -> Matrix(1,0,0,1) Matrix(2159,466,2664,575) -> Matrix(3,2,-8,-5) Matrix(4463,962,7344,1583) -> Matrix(1,0,2,1) Matrix(16273,3504,20736,4465) -> Matrix(1,0,10,1) Matrix(16271,3502,20736,4463) -> Matrix(1,0,-12,1) Matrix(647,138,1008,215) -> Matrix(1,2,-2,-3) Matrix(359,76,2376,503) -> Matrix(1,0,-2,1) Matrix(2809,594,5112,1081) -> Matrix(1,0,0,1) Matrix(7633,1612,12960,2737) -> Matrix(1,0,-2,1) Matrix(143,30,1368,287) -> Matrix(1,0,0,1) Matrix(1369,286,1728,361) -> Matrix(1,2,-2,-3) Matrix(1367,284,1728,359) -> Matrix(1,2,-2,-3) Matrix(217,44,360,73) -> Matrix(1,2,-2,-3) Matrix(1369,264,1872,361) -> Matrix(7,6,-6,-5) Matrix(3313,636,5256,1009) -> Matrix(3,2,-2,-1) Matrix(2089,396,2664,505) -> Matrix(3,2,-8,-5) Matrix(361,68,1152,217) -> Matrix(1,0,0,1) Matrix(5473,1016,13968,2593) -> Matrix(1,0,-2,1) Matrix(937,172,4320,793) -> Matrix(3,2,-2,-1) Matrix(1657,298,2808,505) -> Matrix(1,0,-2,1) Matrix(793,142,2016,361) -> Matrix(1,0,-2,1) Matrix(361,64,1224,217) -> Matrix(1,2,-2,-3) Matrix(937,162,2088,361) -> Matrix(1,0,-2,1) Matrix(791,136,2088,359) -> Matrix(1,4,-2,-7) Matrix(1009,162,1800,289) -> Matrix(1,0,0,1) Matrix(2449,390,6336,1009) -> Matrix(5,2,-8,-3) Matrix(2087,324,3240,503) -> Matrix(5,2,-8,-3) Matrix(1369,208,2376,361) -> Matrix(1,0,-2,1) Matrix(503,76,2376,359) -> Matrix(1,0,-2,1) Matrix(1871,280,2880,431) -> Matrix(1,2,-2,-3) Matrix(6481,964,10656,1585) -> Matrix(1,0,0,1) Matrix(1295,178,2088,287) -> Matrix(5,4,-4,-3) Matrix(1223,166,1584,215) -> Matrix(11,8,-18,-13) Matrix(287,38,1080,143) -> Matrix(1,0,0,1) Matrix(647,84,1656,215) -> Matrix(3,2,-8,-5) Matrix(719,84,1224,143) -> Matrix(1,2,-2,-3) Matrix(217,22,720,73) -> Matrix(1,0,0,1) Matrix(217,20,792,73) -> Matrix(1,0,0,1) Matrix(1297,-112,1656,-143) -> Matrix(3,2,-8,-5) Matrix(1151,-122,1368,-145) -> Matrix(1,0,-2,1) Matrix(647,-78,1800,-217) -> Matrix(5,2,-8,-3) Matrix(1585,-234,1944,-287) -> Matrix(3,2,-8,-5) Matrix(3167,-470,3888,-577) -> Matrix(1,0,0,1) Matrix(1583,-236,6768,-1009) -> Matrix(1,0,0,1) Matrix(937,-146,2304,-359) -> Matrix(1,2,-2,-3) Matrix(1009,-158,3672,-575) -> Matrix(1,0,0,1) Matrix(1223,-194,1368,-217) -> Matrix(1,0,-2,1) Matrix(1295,-226,1656,-289) -> Matrix(3,2,-8,-5) Matrix(935,-172,3528,-649) -> Matrix(1,2,-2,-3) Matrix(1657,-306,1944,-359) -> Matrix(1,2,-2,-3) Matrix(793,-148,1152,-215) -> Matrix(1,2,-2,-3) Matrix(1151,-220,1512,-289) -> Matrix(3,4,-4,-5) Matrix(1367,-282,2448,-505) -> Matrix(1,0,0,1) Matrix(935,-196,3096,-649) -> Matrix(1,0,0,1) Matrix(863,-182,2736,-577) -> Matrix(1,0,0,1) Matrix(1583,-340,2016,-433) -> Matrix(1,0,0,1) Matrix(3743,-810,5328,-1153) -> Matrix(1,0,-2,1) Matrix(1513,-328,1656,-359) -> Matrix(1,2,-2,-3) Matrix(1367,-298,1656,-361) -> Matrix(1,2,-2,-3) Matrix(145,-32,648,-143) -> Matrix(5,6,-6,-7) Matrix(1871,-422,5112,-1153) -> Matrix(5,4,-4,-3) Matrix(2663,-608,4104,-937) -> Matrix(11,8,-18,-13) Matrix(505,-116,936,-215) -> Matrix(3,2,-8,-5) Matrix(647,-150,936,-217) -> Matrix(1,0,0,1) Matrix(1657,-388,4608,-1079) -> Matrix(5,2,-8,-3) Matrix(1223,-292,1512,-361) -> Matrix(7,4,-16,-9) Matrix(1439,-372,2232,-577) -> Matrix(3,2,-8,-5) Matrix(1801,-476,2448,-647) -> Matrix(1,0,0,1) Matrix(1657,-444,2952,-791) -> Matrix(3,2,-8,-5) Matrix(7631,-2060,9072,-2449) -> Matrix(7,2,-18,-5) Matrix(361,-98,792,-215) -> Matrix(1,0,-2,1) Matrix(1369,-376,2880,-791) -> Matrix(1,0,-2,1) Matrix(10585,-2914,14904,-4103) -> Matrix(1,2,-2,-3) Matrix(361,-100,1296,-359) -> Matrix(5,6,-6,-7) Matrix(4319,-1206,6192,-1729) -> Matrix(5,4,-4,-3) Matrix(2881,-808,4104,-1151) -> Matrix(3,2,-2,-1) Matrix(3601,-1012,4608,-1295) -> Matrix(5,4,-14,-11) Matrix(289,-82,504,-143) -> Matrix(3,2,-2,-1) Matrix(431,-124,504,-145) -> Matrix(1,0,0,1) Matrix(2737,-794,4464,-1295) -> Matrix(1,2,-2,-3) Matrix(4175,-1242,5328,-1585) -> Matrix(1,0,-2,1) Matrix(2953,-880,4104,-1223) -> Matrix(5,2,-8,-3) Matrix(3961,-1198,5472,-1655) -> Matrix(3,2,-8,-5) Matrix(719,-222,936,-289) -> Matrix(1,0,0,1) Matrix(937,-292,1152,-359) -> Matrix(3,2,-8,-5) Matrix(575,-182,1368,-433) -> Matrix(3,2,-8,-5) Matrix(863,-298,2088,-721) -> Matrix(1,0,0,1) Matrix(3167,-1112,4104,-1441) -> Matrix(11,8,-18,-13) Matrix(1441,-508,2448,-863) -> Matrix(1,0,0,1) Matrix(1655,-588,2232,-793) -> Matrix(1,2,-2,-3) Matrix(2017,-718,5256,-1871) -> Matrix(1,0,0,1) Matrix(6263,-2250,10224,-3673) -> Matrix(23,14,-28,-17) Matrix(3313,-1214,4320,-1583) -> Matrix(1,2,-2,-3) Matrix(791,-292,1368,-505) -> Matrix(3,2,-2,-1) Matrix(5329,-2018,9504,-3599) -> Matrix(13,8,-18,-11) Matrix(2089,-794,5112,-1943) -> Matrix(1,0,0,1) Matrix(2807,-1068,5112,-1945) -> Matrix(1,0,2,1) Matrix(3025,-1156,4896,-1871) -> Matrix(1,0,0,1) Matrix(6769,-2594,8640,-3311) -> Matrix(1,0,-2,1) Matrix(10151,-3892,12960,-4969) -> Matrix(5,4,-14,-11) Matrix(503,-194,936,-361) -> Matrix(3,2,-8,-5) Matrix(3169,-1226,4464,-1727) -> Matrix(3,2,-8,-5) Matrix(505,-196,1296,-503) -> Matrix(11,6,-24,-13) Matrix(5905,-2306,9216,-3599) -> Matrix(11,4,-14,-5) Matrix(11737,-4596,18936,-7415) -> Matrix(1,0,2,1) Matrix(791,-310,1656,-649) -> Matrix(1,0,0,1) Matrix(2735,-1078,4752,-1873) -> Matrix(1,0,0,1) Matrix(29449,-12024,46728,-19079) -> Matrix(5,2,-8,-3) Matrix(1871,-766,3168,-1297) -> Matrix(1,0,2,1) Matrix(1583,-650,2808,-1153) -> Matrix(1,0,0,1) Matrix(3529,-1458,5400,-2231) -> Matrix(1,0,0,1) Matrix(361,-150,864,-359) -> Matrix(7,4,-16,-9) Matrix(3673,-1538,5328,-2231) -> Matrix(9,4,-16,-7) Matrix(18217,-7632,31104,-13031) -> Matrix(49,20,-76,-31) Matrix(3385,-1422,4968,-2087) -> Matrix(5,2,-8,-3) Matrix(863,-364,1368,-577) -> Matrix(5,2,-8,-3) Matrix(2159,-914,3744,-1585) -> Matrix(1,0,4,1) Matrix(361,-154,504,-215) -> Matrix(5,2,-8,-3) Matrix(1655,-722,2808,-1225) -> Matrix(1,0,0,1) Matrix(2161,-948,2952,-1295) -> Matrix(1,2,-2,-3) Matrix(5905,-2594,9504,-4175) -> Matrix(13,8,-18,-11) Matrix(289,-128,648,-287) -> Matrix(3,2,-8,-5) Matrix(1657,-742,2088,-935) -> Matrix(5,2,-8,-3) Matrix(3167,-1428,5112,-2305) -> Matrix(1,0,2,1) Matrix(6479,-2924,11808,-5329) -> Matrix(1,0,6,1) Matrix(721,-332,936,-431) -> Matrix(1,2,-2,-3) Matrix(575,-266,936,-433) -> Matrix(1,2,-2,-3) Matrix(1009,-474,1224,-575) -> Matrix(1,0,0,1) Matrix(1153,-606,1368,-719) -> Matrix(1,0,-2,1) Matrix(1801,-956,2304,-1223) -> Matrix(3,2,-8,-5) Matrix(13393,-7160,21816,-11663) -> Matrix(5,2,-8,-3) Matrix(577,-314,792,-431) -> Matrix(1,0,-2,1) Matrix(361,-200,648,-359) -> Matrix(1,2,-2,-3) Matrix(3527,-1978,4752,-2665) -> Matrix(13,8,-18,-11) Matrix(3311,-1866,5112,-2881) -> Matrix(1,0,0,1) Matrix(31465,-18106,43416,-24983) -> Matrix(3,2,-8,-5) Matrix(44135,-25482,71208,-41113) -> Matrix(1,0,0,1) Matrix(935,-542,1368,-793) -> Matrix(1,2,-2,-3) Matrix(505,-294,864,-503) -> Matrix(3,4,-4,-5) Matrix(4103,-2404,5040,-2953) -> Matrix(3,2,-8,-5) Matrix(1367,-802,2088,-1225) -> Matrix(1,0,0,1) Matrix(3169,-1874,5112,-3023) -> Matrix(1,0,0,1) Matrix(1945,-1154,2304,-1367) -> Matrix(3,2,-8,-5) Matrix(3671,-2224,5112,-3097) -> Matrix(5,2,-8,-3) Matrix(6191,-3764,7344,-4465) -> Matrix(1,0,-2,1) Matrix(20737,-12614,32904,-20015) -> Matrix(1,2,-2,-3) Matrix(793,-484,1296,-791) -> Matrix(5,6,-6,-7) Matrix(14975,-9184,20664,-12673) -> Matrix(5,4,-14,-11) Matrix(3385,-2086,5256,-3239) -> Matrix(1,0,0,1) Matrix(863,-532,936,-577) -> Matrix(3,2,-8,-5) Matrix(4753,-2932,6768,-4175) -> Matrix(1,0,0,1) Matrix(7847,-4876,12168,-7561) -> Matrix(3,2,4,3) Matrix(3529,-2236,5112,-3239) -> Matrix(5,2,-8,-3) Matrix(4609,-2922,5904,-3743) -> Matrix(3,2,-8,-5) Matrix(1583,-1014,1800,-1153) -> Matrix(3,2,-2,-1) Matrix(2159,-1478,2736,-1873) -> Matrix(1,0,0,1) Matrix(4537,-3126,5328,-3671) -> Matrix(3,2,-2,-1) Matrix(2447,-1708,3096,-2161) -> Matrix(1,0,0,1) Matrix(5543,-3886,7704,-5401) -> Matrix(5,2,-8,-3) Matrix(13393,-9514,18648,-13247) -> Matrix(5,2,-8,-3) Matrix(2231,-1586,2736,-1945) -> Matrix(3,2,-8,-5) Matrix(3385,-2434,4104,-2951) -> Matrix(3,2,-8,-5) Matrix(937,-676,1296,-935) -> Matrix(11,6,-24,-13) Matrix(3097,-2246,3672,-2663) -> Matrix(1,0,0,1) Matrix(2375,-1734,2664,-1945) -> Matrix(1,-2,-2,5) Matrix(2879,-2116,3528,-2593) -> Matrix(3,2,-8,-5) Matrix(1079,-826,1224,-937) -> Matrix(1,0,0,1) Matrix(5759,-4412,6768,-5185) -> Matrix(1,0,0,1) Matrix(505,-392,648,-503) -> Matrix(11,6,-24,-13) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 6 Minimal number of generators: 2 Number of equivalence classes of cusps: 3 Genus: 0 Degree of H/liftables -> H/(image of liftables): 96 Degree of the the map X: 96 Degree of the the map Y: 576 ----------------------------------------------------------------------- Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift elements of DeckMod(f) via pi_1: 0 DeckMod(f) is trivial. Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift modular group liftables via pi_1: 0 The subgroup of modular group liftables which arise from translations is trivial. ----------------------------------------------------------------------- INFORMATION ON THE IMAGE IN PSL(2,Z) OF THE GROUP OF MODULAR GROUP LIFTABLES UNDER ITS PULLBACK ACTION ON THE UPPER HALF-PLANE Index in PSL(2,Z): 1728 Minimal number of generators: 289 Number of equivalence classes of elliptic points of order 2: 0 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 96 Genus: 97 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES 0/1 1/11 1/10 2/19 1/9 2/17 1/8 3/23 2/15 3/22 1/7 4/27 3/20 5/33 2/13 5/32 4/25 1/6 5/29 5/28 5/27 3/16 4/21 5/26 1/5 5/24 7/33 3/14 7/32 2/9 7/31 8/35 7/30 5/21 1/4 7/27 9/34 4/15 29/108 5/18 9/32 7/24 8/27 11/36 5/16 17/54 1/3 19/54 13/36 11/30 10/27 3/8 41/108 23/60 7/18 11/28 11/27 49/120 5/12 7/16 4/9 9/20 11/24 17/36 1/2 13/24 79/144 5/9 9/16 83/144 97/168 7/12 253/432 85/144 19/32 11/18 221/360 89/144 5/8 47/72 2/3 49/72 17/24 181/252 259/360 13/18 53/72 3/4 7/9 113/144 19/24 5/6 7/8 8/9 11/12 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES 0/1 -1/1 0/1 1/11 -1/1 0/1 1/10 -2/1 0/1 2/19 -1/1 1/0 1/9 -1/1 2/17 -1/1 -1/2 1/8 0/1 3/23 -1/1 1/0 2/15 -2/1 -1/1 1/0 3/22 -2/1 -4/3 1/7 -1/1 -2/3 4/27 -1/2 7/47 -1/1 -1/2 3/20 -1/2 5/33 -1/2 -1/3 0/1 2/13 0/1 1/1 5/32 -2/1 0/1 3/19 -1/1 1/0 7/44 -1/1 4/25 -1/1 1/0 1/6 -1/1 5/29 -1/2 0/1 4/23 -1/1 -1/2 3/17 -1/1 -1/2 5/28 -1/2 7/39 -1/2 -1/3 0/1 2/11 0/1 1/0 7/38 -2/1 0/1 5/27 -1/1 3/16 -2/1 0/1 7/37 -3/1 -2/1 4/21 -2/1 -3/2 -1/1 5/26 -4/3 -6/5 1/5 -1/1 -2/3 6/29 -1/1 -2/3 5/24 -2/3 0/1 9/43 -1/2 0/1 4/19 -1/1 -1/2 15/71 -1/2 0/1 11/52 -1/2 7/33 -1/1 -1/2 0/1 3/14 -2/3 0/1 14/65 0/1 1/4 11/51 0/1 1/1 1/0 8/37 -1/2 0/1 13/60 1/0 18/83 -2/1 1/0 5/23 -1/1 1/0 7/32 -2/1 2/9 -1/1 9/40 -4/5 7/31 -4/5 -3/4 5/22 -4/5 -2/3 13/57 -3/4 -5/7 -2/3 8/35 -3/4 -2/3 3/13 -2/3 -1/2 7/30 -1/2 18/77 -1/2 0/1 29/124 -1/2 11/47 -1/1 -1/2 4/17 -1/1 -1/2 5/21 -1/1 -2/3 -1/2 6/25 -1/1 -1/2 1/4 -1/1 7/27 -1/2 6/23 -1/1 -1/2 5/19 -1/1 -1/2 9/34 -2/3 0/1 22/83 -2/3 -1/2 13/49 -1/1 -1/2 4/15 -1/1 -2/3 -1/2 11/41 -6/11 -1/2 29/108 -1/2 18/67 -1/2 -8/17 7/26 -2/5 0/1 17/63 -1/3 27/100 -1/4 10/37 -1/4 0/1 3/11 -1/1 0/1 17/62 -2/3 0/1 14/51 -1/1 0/1 1/0 25/91 -1/1 1/0 11/40 -2/1 0/1 30/109 0/1 1/0 19/69 -1/1 0/1 1/0 8/29 -2/1 -1/1 5/18 -1/1 12/43 -1/1 -4/5 19/68 -3/4 7/25 -1/1 -3/4 16/57 -1/1 -3/4 -2/3 9/32 -2/3 2/7 -2/3 -1/2 11/38 -2/3 0/1 9/31 -2/3 -1/2 7/24 -2/3 0/1 12/41 -1/1 0/1 5/17 -1/1 -1/2 13/44 -1/2 34/115 -2/3 -3/5 21/71 -2/3 -1/2 8/27 -1/2 11/37 0/1 1/1 14/47 -1/1 -1/2 3/10 -2/3 0/1 16/53 -1/1 -1/2 13/43 -1/2 0/1 10/33 -1/1 0/1 1/0 7/23 -1/1 1/0 11/36 -1/1 4/13 -1/1 -2/3 9/29 -2/3 -1/2 5/16 -2/3 0/1 11/35 -2/3 -3/5 17/54 -1/2 23/73 -1/2 0/1 6/19 -1/1 -1/2 1/3 -1/1 -1/2 0/1 8/23 -1/1 -1/2 7/20 -1/1 13/37 -1/1 -2/3 19/54 -1/2 6/17 -1/1 -1/2 11/31 -2/3 -1/2 16/45 -1/1 21/59 -2/3 -1/2 5/14 -2/3 0/1 14/39 -1/1 -2/3 -1/2 23/64 -2/3 32/89 -3/5 -1/2 9/25 -3/5 -1/2 13/36 -1/2 4/11 -1/2 0/1 15/41 0/1 1/0 41/112 0/1 26/71 -1/1 0/1 11/30 -1/1 18/49 -1/1 -1/2 7/19 -1/1 -1/2 10/27 -1/2 13/35 -1/5 0/1 3/8 -2/3 0/1 14/37 -7/10 -2/3 25/66 -3/5 11/29 -4/7 -1/2 41/108 -1/2 30/79 -1/2 -6/13 19/50 -2/5 0/1 27/71 -1/2 0/1 8/21 -1/1 -1/2 0/1 21/55 -1/1 -1/2 13/34 -2/3 0/1 18/47 -1/1 -1/2 23/60 -1/1 28/73 -1/1 -2/3 33/86 -2/3 0/1 5/13 -2/3 -1/2 17/44 -3/5 46/119 -3/5 -1/2 29/75 -3/5 -4/7 -1/2 12/31 -3/5 -4/7 7/18 -1/2 16/41 -3/7 -2/5 25/64 -2/5 9/23 -1/2 -1/3 38/97 -1/2 -1/3 29/74 -2/3 0/1 20/51 -1/2 -1/3 0/1 31/79 0/1 1/1 11/28 -1/2 13/33 -1/1 -1/2 0/1 15/38 -2/3 0/1 2/5 -1/2 0/1 15/37 -1/1 0/1 13/32 -2/3 0/1 24/59 -2/3 -3/5 11/27 -1/2 20/49 -1/2 -1/3 49/120 0/1 29/71 -1/2 0/1 9/22 -2/5 0/1 25/61 0/1 1/1 16/39 -1/1 -1/2 0/1 7/17 -1/1 -1/2 26/63 -1/2 19/46 -2/3 0/1 50/121 -1/1 -1/2 31/75 -1/1 -1/2 0/1 12/29 -1/1 -2/3 5/12 -1/2 18/43 -3/7 -2/5 31/74 -12/29 -2/5 75/179 -2/5 -25/63 44/105 -2/5 -5/13 -3/8 13/31 -1/2 -2/5 21/50 -2/5 0/1 50/119 -1/2 -1/3 29/69 -1/2 -2/5 -1/3 8/19 -1/2 -1/3 11/26 -2/7 0/1 25/59 0/1 1/2 14/33 -1/1 -1/2 0/1 3/7 -1/3 0/1 19/44 1/0 16/37 0/1 1/0 29/67 -1/1 0/1 13/30 -1/1 10/23 -1/1 -1/2 17/39 -1/1 -1/2 0/1 7/16 0/1 18/41 -1/1 -4/5 29/66 -1/2 11/25 -1/1 -1/2 15/34 -2/3 0/1 4/9 -1/2 17/38 -2/5 0/1 13/29 -1/2 0/1 22/49 -1/2 -1/3 9/20 -1/3 23/51 -1/3 -1/4 0/1 37/82 -2/9 0/1 14/31 -1/1 0/1 5/11 -1/3 0/1 16/35 -1/6 0/1 11/24 0/1 6/13 -1/1 0/1 7/15 -1/1 -1/2 0/1 8/17 -1/1 -1/2 17/36 -1/2 9/19 -1/2 -1/3 10/21 -1/2 -1/3 0/1 1/2 -2/3 0/1 10/19 -1/1 1/0 19/36 -1/1 9/17 -1/1 -1/2 8/15 -1/1 -1/2 0/1 31/58 -2/5 0/1 23/43 0/1 1/0 15/28 -1/1 7/13 -1/2 0/1 20/37 -1/4 0/1 13/24 0/1 6/11 0/1 1/0 17/31 -1/2 0/1 79/144 0/1 62/113 0/1 1/5 45/82 0/1 2/3 28/51 0/1 1/1 1/0 39/71 0/1 1/0 11/20 1/0 27/49 -1/1 1/0 16/29 -1/1 0/1 5/9 -1/1 24/43 -1/1 -2/3 43/77 -1/1 -2/3 19/34 -2/3 0/1 14/25 -1/1 -1/2 37/66 -1/1 60/107 -11/16 -2/3 23/41 -4/7 -1/2 32/57 -1/2 -1/3 0/1 73/130 -2/3 0/1 41/73 -1/2 0/1 9/16 0/1 40/71 -1/1 0/1 31/55 -1/1 -1/2 22/39 -1/1 -1/2 0/1 13/23 -1/1 -1/2 17/30 -1/2 38/67 -1/2 0/1 21/37 -1/3 0/1 25/44 -1/3 4/7 0/1 1/0 23/40 0/1 42/73 -1/1 0/1 61/106 -2/3 0/1 19/33 -1/1 -1/2 0/1 34/59 -1/5 0/1 83/144 0/1 49/85 0/1 1/6 15/26 0/1 2/1 56/97 -1/1 1/0 97/168 0/1 41/71 0/1 1/0 26/45 1/0 11/19 -1/1 1/0 29/50 -2/1 0/1 18/31 -2/1 -1/1 7/12 -1/1 24/41 -1/1 -2/3 65/111 -5/7 -7/10 -2/3 106/181 -27/40 -2/3 253/432 -2/3 147/251 -2/3 -35/53 41/70 -2/3 -8/13 17/29 -2/3 -1/2 44/75 -1/1 -1/2 0/1 27/46 -2/3 0/1 37/63 -1/1 10/17 -1/1 -1/2 53/90 -1/2 43/73 -1/2 0/1 33/56 0/1 23/39 -1/1 -1/2 0/1 36/61 -1/4 0/1 85/144 0/1 49/83 0/1 1/3 13/22 -2/1 0/1 29/49 -1/1 1/0 16/27 -1/1 19/32 -2/3 0/1 22/37 -1/2 0/1 3/5 -1/1 0/1 23/38 -2/3 0/1 20/33 -1/1 -1/2 0/1 17/28 -1/1 48/79 -1/4 0/1 31/51 -1/1 0/1 1/0 45/74 -2/3 0/1 59/97 -1/1 1/0 14/23 -1/1 1/0 11/18 -1/1 30/49 -1/1 -5/6 49/80 -4/5 68/111 -5/6 -9/11 -4/5 19/31 -4/5 -3/4 65/106 -4/5 -2/3 46/75 -1/1 -4/5 -3/4 73/119 -1/1 -3/4 27/44 -3/4 62/101 -5/7 -2/3 221/360 -2/3 159/259 -2/3 -5/8 97/158 -2/3 0/1 35/57 -1/1 -3/4 -2/3 8/13 -1/1 -2/3 45/73 -2/3 -1/2 37/60 -1/2 29/47 -1/1 -1/2 21/34 -2/3 0/1 55/89 -1/1 -1/2 89/144 -2/3 0/1 34/55 -1/1 -1/2 13/21 -1/1 -1/2 0/1 57/92 -1/1 44/71 -1/1 0/1 119/192 0/1 194/313 -1/1 1/0 75/121 -1/1 1/0 31/50 -2/1 0/1 49/79 -6/5 -1/1 67/108 -1/1 18/29 -1/1 -4/5 41/66 -3/4 64/103 -5/7 -12/17 23/37 -2/3 -7/11 5/8 -2/3 0/1 22/35 0/1 1/2 17/27 -1/1 46/73 -1/1 -2/3 121/192 -2/3 196/311 -1/1 -1/2 75/119 -1/1 -1/2 29/46 -4/5 -2/3 12/19 -1/1 -1/2 31/49 -1/1 -1/2 19/30 -1/2 45/71 -1/2 0/1 26/41 -1/3 0/1 7/11 -1/1 0/1 23/36 -1/1 16/25 -1/1 -3/4 41/64 -2/3 66/103 -5/7 -2/3 25/39 -1/1 -2/3 -1/2 9/14 -2/3 0/1 47/73 -2/3 -1/2 38/59 -1/1 -2/3 29/45 -1/2 49/76 -1/3 69/107 0/1 1/5 20/31 -1/1 -2/3 11/17 -1/1 -1/2 46/71 -1/1 0/1 35/54 -1/1 24/37 -2/3 -1/2 37/57 -1/1 -2/3 -1/2 50/77 -2/3 -1/2 13/20 -1/2 15/23 -1/1 -1/2 47/72 -2/3 0/1 32/49 -1/1 -1/2 17/26 -2/3 0/1 2/3 -1/1 -1/2 0/1 17/25 -1/1 -1/2 49/72 -2/3 0/1 32/47 -1/1 -1/2 15/22 -2/3 0/1 13/19 -1/1 -1/2 37/54 -1/1 24/35 -3/4 -2/3 11/16 -2/3 0/1 31/45 -1/1 51/74 -8/11 -2/3 20/29 -1/1 -2/3 49/71 -2/3 -1/2 29/42 -1/2 9/13 -2/3 -1/2 25/36 -1/2 16/23 -1/2 -1/3 23/33 -1/2 -1/3 0/1 76/109 0/1 1/8 53/76 1/0 30/43 -1/1 0/1 7/10 -2/3 0/1 47/67 -1/1 0/1 40/57 -1/1 -1/2 0/1 33/47 -1/1 -1/2 59/84 -1/2 26/37 -1/4 0/1 19/27 -1/1 50/71 -1/1 -2/3 81/115 -3/4 -2/3 31/44 -1/1 12/17 -1/1 -1/2 29/41 -1/2 0/1 17/24 -2/3 0/1 22/31 -1/1 -2/3 49/69 -1/1 -2/3 -1/2 76/107 -2/3 -1/2 27/38 -2/3 0/1 5/7 -1/1 -2/3 28/39 -2/3 -3/5 -1/2 79/110 -2/3 -4/7 130/181 -4/7 -1/2 181/252 -1/2 51/71 -2/3 -1/2 23/32 -2/3 41/57 -2/3 -3/5 -1/2 100/139 -2/3 -1/2 259/360 -2/3 159/221 -2/3 -3/5 59/82 -2/3 -4/7 18/25 -3/5 -1/2 13/18 -1/2 34/47 -1/2 -3/7 55/76 -3/7 131/181 -19/47 -2/5 76/105 -2/5 -3/8 -1/3 21/29 -1/2 -2/5 50/69 -1/2 -1/3 0/1 129/178 -2/5 0/1 208/287 -2/5 -1/3 287/396 -1/3 79/109 -1/3 0/1 29/40 -2/5 0/1 37/51 -1/2 -1/3 0/1 45/62 -2/3 0/1 8/11 -1/2 0/1 35/48 0/1 27/37 0/1 1/1 73/100 1/1 46/63 1/0 19/26 -2/1 0/1 49/67 -8/7 -1/1 79/108 -1/1 30/41 -1/1 -6/7 41/56 -2/3 52/71 -1/1 -2/3 63/86 -4/5 -2/3 11/15 -1/1 -2/3 -1/2 36/49 -1/1 -1/2 25/34 -2/3 0/1 39/53 -1/1 -1/2 53/72 -2/3 0/1 14/19 -1/1 -1/2 17/23 -1/1 -1/2 20/27 -1/1 23/31 -4/5 -3/4 26/35 -15/22 -2/3 3/4 -1/2 19/25 -1/1 -1/2 35/46 -2/1 0/1 16/21 -1/1 -2/3 -1/2 13/17 -1/1 -1/2 36/47 -1/1 -1/2 59/77 -1/1 0/1 23/30 -1/1 56/73 -1/1 -2/3 33/43 -2/3 -1/2 10/13 -1/1 -2/3 37/48 -2/3 27/35 -2/3 -3/5 71/92 -3/5 115/149 -2/3 -3/5 44/57 -2/3 -5/8 -3/5 17/22 -2/3 -4/7 24/31 -3/5 -4/7 7/9 -1/2 32/41 -3/7 -2/5 57/73 -1/2 -2/5 25/32 -2/5 68/87 -1/2 -2/5 -1/3 43/55 -1/2 -1/3 18/23 -1/2 -1/3 65/83 -2/5 -1/3 112/143 -2/5 -1/3 47/60 -1/3 76/97 -1/3 -1/4 29/37 -1/1 0/1 40/51 -1/3 -1/4 0/1 51/65 -1/7 0/1 113/144 0/1 62/79 0/1 1/4 11/14 -2/3 0/1 26/33 -1/1 -1/2 0/1 41/52 -1/1 56/71 -1/1 0/1 71/90 -1/1 15/19 -1/1 -1/2 49/62 -2/3 0/1 34/43 -1/1 0/1 19/24 -2/3 0/1 23/29 -2/3 -1/2 27/34 -2/3 0/1 4/5 -2/3 -1/2 21/26 -6/13 -4/9 38/47 -1/2 -3/7 17/21 -1/2 -3/7 -2/5 30/37 -2/5 -3/8 13/16 -2/5 0/1 35/43 -1/2 0/1 57/70 -2/1 0/1 79/97 -1/1 -1/2 22/27 -1/2 53/65 -1/3 0/1 31/38 -2/5 0/1 40/49 -1/2 -1/3 9/11 -1/3 0/1 32/39 -1/1 0/1 1/0 23/28 -1/1 14/17 -1/1 -1/2 47/57 -1/1 -1/2 0/1 33/40 0/1 19/23 -1/1 -1/2 24/29 -1/1 0/1 5/6 -1/2 21/25 -1/2 -1/3 37/44 -1/2 53/63 -1/3 16/19 -1/2 -1/3 59/70 -2/7 0/1 43/51 -1/2 -1/3 0/1 27/32 -2/5 0/1 38/45 -1/3 11/13 -1/4 0/1 28/33 -1/1 0/1 1/0 17/20 -1/1 57/67 -1/1 0/1 40/47 -1/1 -1/2 63/74 -2/5 0/1 23/27 -1/1 29/34 -2/3 0/1 6/7 -2/3 -1/2 19/22 -4/9 -2/5 13/15 -1/2 -2/5 -1/3 20/23 -1/2 -1/3 7/8 0/1 22/25 -1/1 -1/2 15/17 -1/1 -1/2 8/9 -1/2 25/28 -1/3 17/19 -1/2 -1/3 9/10 -2/5 0/1 10/11 -1/2 0/1 11/12 -1/2 1/1 -1/2 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(1297,-112,1656,-143) (0/1,1/11) -> (65/83,112/143) Hyperbolic Matrix(575,-53,792,-73) (1/11,1/10) -> (45/62,8/11) Hyperbolic Matrix(1081,-113,1368,-143) (1/10,2/19) -> (15/19,49/62) Hyperbolic Matrix(1151,-122,1368,-145) (2/19,1/9) -> (53/63,16/19) Hyperbolic Matrix(505,-59,1224,-143) (1/9,2/17) -> (7/17,26/63) Hyperbolic Matrix(647,-78,1800,-217) (2/17,1/8) -> (23/64,32/89) Hyperbolic Matrix(1367,-177,2232,-289) (1/8,3/23) -> (30/49,49/80) Hyperbolic Matrix(793,-105,1080,-143) (3/23,2/15) -> (11/15,36/49) Hyperbolic Matrix(361,-49,1584,-215) (2/15,3/22) -> (5/22,13/57) Hyperbolic Matrix(793,-109,2088,-287) (3/22,1/7) -> (30/79,19/50) Hyperbolic Matrix(1585,-234,1944,-287) (1/7,4/27) -> (22/27,53/65) Hyperbolic Matrix(3167,-470,3888,-577) (4/27,7/47) -> (79/97,22/27) Hyperbolic Matrix(1583,-236,6768,-1009) (7/47,3/20) -> (29/124,11/47) Hyperbolic Matrix(1873,-283,2376,-359) (3/20,5/33) -> (26/33,41/52) Hyperbolic Matrix(1007,-153,2376,-361) (5/33,2/13) -> (25/59,14/33) Hyperbolic Matrix(937,-146,2304,-359) (2/13,5/32) -> (13/32,24/59) Hyperbolic Matrix(1009,-158,3672,-575) (5/32,3/19) -> (25/91,11/40) Hyperbolic Matrix(1223,-194,1368,-217) (3/19,7/44) -> (25/28,17/19) Hyperbolic Matrix(3887,-619,6336,-1009) (7/44,4/25) -> (73/119,27/44) Hyperbolic Matrix(791,-127,1800,-289) (4/25,1/6) -> (29/66,11/25) Hyperbolic Matrix(1297,-223,2088,-359) (1/6,5/29) -> (18/29,41/66) Hyperbolic Matrix(1151,-199,2088,-361) (5/29,4/23) -> (27/49,16/29) Hyperbolic Matrix(1295,-226,1656,-289) (4/23,3/17) -> (43/55,18/23) Hyperbolic Matrix(863,-153,1224,-217) (3/17,5/28) -> (31/44,12/17) Hyperbolic Matrix(1223,-219,2016,-361) (5/28,7/39) -> (20/33,17/28) Hyperbolic Matrix(1151,-207,2808,-505) (7/39,2/11) -> (25/61,16/39) Hyperbolic Matrix(935,-172,3528,-649) (2/11,7/38) -> (9/34,22/83) Hyperbolic Matrix(1657,-306,1944,-359) (7/38,5/27) -> (23/27,29/34) Hyperbolic Matrix(793,-148,1152,-215) (5/27,3/16) -> (11/16,31/45) Hyperbolic Matrix(791,-149,1152,-217) (3/16,7/37) -> (24/35,11/16) Hyperbolic Matrix(575,-109,2664,-505) (7/37,4/21) -> (11/51,8/37) Hyperbolic Matrix(1151,-220,1512,-289) (4/21,5/26) -> (35/46,16/21) Hyperbolic Matrix(503,-97,1872,-361) (5/26,1/5) -> (18/67,7/26) Hyperbolic Matrix(1367,-282,2448,-505) (1/5,6/29) -> (24/43,43/77) Hyperbolic Matrix(361,-75,1728,-359) (6/29,5/24) -> (5/24,9/43) Parabolic Matrix(935,-196,3096,-649) (9/43,4/19) -> (16/53,13/43) Hyperbolic Matrix(863,-182,2736,-577) (4/19,15/71) -> (23/73,6/19) Hyperbolic Matrix(6335,-1339,10224,-2161) (15/71,11/52) -> (57/92,44/71) Hyperbolic Matrix(2017,-427,2376,-503) (11/52,7/33) -> (28/33,17/20) Hyperbolic Matrix(361,-77,1008,-215) (7/33,3/14) -> (5/14,14/39) Hyperbolic Matrix(1583,-340,2016,-433) (3/14,14/65) -> (62/79,11/14) Hyperbolic Matrix(2881,-621,7344,-1583) (14/65,11/51) -> (20/51,31/79) Hyperbolic Matrix(3743,-810,5328,-1153) (8/37,13/60) -> (59/84,26/37) Hyperbolic Matrix(1513,-328,1656,-359) (13/60,18/83) -> (10/11,11/12) Hyperbolic Matrix(3527,-765,4320,-937) (18/83,5/23) -> (40/49,9/11) Hyperbolic Matrix(1367,-298,1656,-361) (5/23,7/32) -> (33/40,19/23) Hyperbolic Matrix(145,-32,648,-143) (7/32,2/9) -> (2/9,9/40) Parabolic Matrix(1871,-422,5112,-1153) (9/40,7/31) -> (15/41,41/112) Hyperbolic Matrix(1295,-293,2232,-505) (7/31,5/22) -> (29/50,18/31) Hyperbolic Matrix(2663,-608,4104,-937) (13/57,8/35) -> (24/37,37/57) Hyperbolic Matrix(505,-116,936,-215) (8/35,3/13) -> (7/13,20/37) Hyperbolic Matrix(647,-150,936,-217) (3/13,7/30) -> (29/42,9/13) Hyperbolic Matrix(1871,-437,4320,-1009) (7/30,18/77) -> (29/67,13/30) Hyperbolic Matrix(19727,-4613,25560,-5977) (18/77,29/124) -> (71/92,115/149) Hyperbolic Matrix(1657,-388,4608,-1079) (11/47,4/17) -> (32/89,9/25) Hyperbolic Matrix(577,-137,1512,-359) (4/17,5/21) -> (8/21,21/55) Hyperbolic Matrix(1223,-292,1512,-361) (5/21,6/25) -> (38/47,17/21) Hyperbolic Matrix(503,-121,1800,-433) (6/25,1/4) -> (19/68,7/25) Hyperbolic Matrix(1439,-372,2232,-577) (1/4,7/27) -> (29/45,49/76) Hyperbolic Matrix(1151,-299,1944,-505) (7/27,6/23) -> (29/49,16/27) Hyperbolic Matrix(865,-227,1368,-359) (6/23,5/19) -> (12/19,31/49) Hyperbolic Matrix(1801,-476,2448,-647) (5/19,9/34) -> (25/34,39/53) Hyperbolic Matrix(4679,-1241,5976,-1585) (22/83,13/49) -> (18/23,65/83) Hyperbolic Matrix(937,-249,1080,-287) (13/49,4/15) -> (13/15,20/23) Hyperbolic Matrix(1657,-444,2952,-791) (4/15,11/41) -> (23/41,32/57) Hyperbolic Matrix(6479,-1739,8856,-2377) (11/41,29/108) -> (79/108,30/41) Hyperbolic Matrix(10585,-2843,14472,-3887) (29/108,18/67) -> (49/67,79/108) Hyperbolic Matrix(1873,-505,4536,-1223) (7/26,17/63) -> (26/63,19/46) Hyperbolic Matrix(7631,-2060,9072,-2449) (17/63,27/100) -> (37/44,53/63) Hyperbolic Matrix(3025,-817,5328,-1439) (27/100,10/37) -> (21/37,25/44) Hyperbolic Matrix(361,-98,792,-215) (10/37,3/11) -> (5/11,16/35) Hyperbolic Matrix(719,-197,792,-217) (3/11,17/62) -> (9/10,10/11) Hyperbolic Matrix(3313,-909,7344,-2015) (17/62,14/51) -> (23/51,37/82) Hyperbolic Matrix(1369,-376,2880,-791) (14/51,25/91) -> (9/19,10/21) Hyperbolic Matrix(2017,-555,4968,-1367) (11/40,30/109) -> (15/37,13/32) Hyperbolic Matrix(10585,-2914,14904,-4103) (30/109,19/69) -> (49/69,76/107) Hyperbolic Matrix(2449,-675,4176,-1151) (19/69,8/29) -> (17/29,44/75) Hyperbolic Matrix(361,-100,1296,-359) (8/29,5/18) -> (5/18,12/43) Parabolic Matrix(4319,-1206,6192,-1729) (12/43,19/68) -> (53/76,30/43) Hyperbolic Matrix(2881,-808,4104,-1151) (7/25,16/57) -> (40/57,33/47) Hyperbolic Matrix(3601,-1012,4608,-1295) (16/57,9/32) -> (25/32,68/87) Hyperbolic Matrix(289,-82,504,-143) (9/32,2/7) -> (4/7,23/40) Hyperbolic Matrix(431,-124,504,-145) (2/7,11/38) -> (29/34,6/7) Hyperbolic Matrix(2737,-794,4464,-1295) (11/38,9/31) -> (19/31,65/106) Hyperbolic Matrix(505,-147,1728,-503) (9/31,7/24) -> (7/24,12/41) Parabolic Matrix(433,-127,1224,-359) (12/41,5/17) -> (6/17,11/31) Hyperbolic Matrix(1007,-297,1224,-361) (5/17,13/44) -> (23/28,14/17) Hyperbolic Matrix(2737,-809,5112,-1511) (13/44,34/115) -> (23/43,15/28) Hyperbolic Matrix(8783,-2597,11448,-3385) (34/115,21/71) -> (56/73,33/43) Hyperbolic Matrix(2449,-725,3888,-1151) (21/71,8/27) -> (17/27,46/73) Hyperbolic Matrix(1223,-363,1944,-577) (8/27,11/37) -> (22/35,17/27) Hyperbolic Matrix(4175,-1242,5328,-1585) (11/37,14/47) -> (76/97,29/37) Hyperbolic Matrix(2953,-880,4104,-1223) (14/47,3/10) -> (59/82,18/25) Hyperbolic Matrix(647,-195,720,-217) (3/10,16/53) -> (17/19,9/10) Hyperbolic Matrix(3961,-1198,5472,-1655) (13/43,10/33) -> (76/105,21/29) Hyperbolic Matrix(721,-219,1656,-503) (10/33,7/23) -> (10/23,17/39) Hyperbolic Matrix(1151,-351,1656,-505) (7/23,11/36) -> (25/36,16/23) Hyperbolic Matrix(649,-199,936,-287) (11/36,4/13) -> (9/13,25/36) Hyperbolic Matrix(719,-222,936,-289) (4/13,9/29) -> (33/43,10/13) Hyperbolic Matrix(937,-292,1152,-359) (9/29,5/16) -> (13/16,35/43) Hyperbolic Matrix(935,-293,1152,-361) (5/16,11/35) -> (30/37,13/16) Hyperbolic Matrix(2521,-793,3888,-1223) (11/35,17/54) -> (35/54,24/37) Hyperbolic Matrix(5039,-1587,7776,-2449) (17/54,23/73) -> (46/71,35/54) Hyperbolic Matrix(575,-182,1368,-433) (6/19,1/3) -> (29/69,8/19) Hyperbolic Matrix(863,-298,2088,-721) (1/3,8/23) -> (50/121,31/75) Hyperbolic Matrix(793,-277,1440,-503) (8/23,7/20) -> (11/20,27/49) Hyperbolic Matrix(3167,-1112,4104,-1441) (7/20,13/37) -> (27/35,71/92) Hyperbolic Matrix(2665,-937,3888,-1367) (13/37,19/54) -> (37/54,24/35) Hyperbolic Matrix(1441,-508,2448,-863) (19/54,6/17) -> (10/17,53/90) Hyperbolic Matrix(1655,-588,2232,-793) (11/31,16/45) -> (20/27,23/31) Hyperbolic Matrix(1729,-615,4248,-1511) (16/45,21/59) -> (24/59,11/27) Hyperbolic Matrix(2017,-718,5256,-1871) (21/59,5/14) -> (33/86,5/13) Hyperbolic Matrix(6263,-2250,10224,-3673) (14/39,23/64) -> (49/80,68/111) Hyperbolic Matrix(1151,-415,1800,-649) (9/25,13/36) -> (23/36,16/25) Hyperbolic Matrix(505,-183,792,-287) (13/36,4/11) -> (7/11,23/36) Hyperbolic Matrix(359,-131,792,-289) (4/11,15/41) -> (14/31,5/11) Hyperbolic Matrix(7345,-2689,10224,-3743) (41/112,26/71) -> (51/71,23/32) Hyperbolic Matrix(3313,-1214,4320,-1583) (26/71,11/30) -> (23/30,56/73) Hyperbolic Matrix(1223,-449,2160,-793) (11/30,18/49) -> (13/23,17/30) Hyperbolic Matrix(1009,-371,1368,-503) (18/49,7/19) -> (14/19,17/23) Hyperbolic Matrix(791,-292,1368,-505) (7/19,10/27) -> (26/45,11/19) Hyperbolic Matrix(1367,-507,1944,-721) (10/27,13/35) -> (26/37,19/27) Hyperbolic Matrix(217,-81,576,-215) (13/35,3/8) -> (3/8,14/37) Parabolic Matrix(5329,-2018,9504,-3599) (14/37,25/66) -> (37/66,60/107) Hyperbolic Matrix(1729,-655,2088,-791) (25/66,11/29) -> (24/29,5/6) Hyperbolic Matrix(3887,-1475,6264,-2377) (11/29,41/108) -> (67/108,18/29) Hyperbolic Matrix(10585,-4019,17064,-6479) (41/108,30/79) -> (49/79,67/108) Hyperbolic Matrix(2089,-794,5112,-1943) (19/50,27/71) -> (29/71,9/22) Hyperbolic Matrix(2807,-1068,5112,-1945) (27/71,8/21) -> (28/51,39/71) Hyperbolic Matrix(3025,-1156,4896,-1871) (21/55,13/34) -> (21/34,55/89) Hyperbolic Matrix(1079,-413,2448,-937) (13/34,18/47) -> (11/25,15/34) Hyperbolic Matrix(6769,-2594,8640,-3311) (18/47,23/60) -> (47/60,76/97) Hyperbolic Matrix(10151,-3892,12960,-4969) (23/60,28/73) -> (112/143,47/60) Hyperbolic Matrix(8855,-3397,15768,-6049) (28/73,33/86) -> (73/130,41/73) Hyperbolic Matrix(503,-194,936,-361) (5/13,17/44) -> (15/28,7/13) Hyperbolic Matrix(5327,-2059,6336,-2449) (17/44,46/119) -> (21/25,37/44) Hyperbolic Matrix(1513,-585,2232,-863) (46/119,29/75) -> (2/3,17/25) Hyperbolic Matrix(3169,-1226,4464,-1727) (29/75,12/31) -> (22/31,49/69) Hyperbolic Matrix(505,-196,1296,-503) (12/31,7/18) -> (7/18,16/41) Parabolic Matrix(5905,-2306,9216,-3599) (16/41,25/64) -> (41/64,66/103) Hyperbolic Matrix(1441,-563,1656,-647) (25/64,9/23) -> (20/23,7/8) Hyperbolic Matrix(11737,-4596,18936,-7415) (9/23,38/97) -> (194/313,75/121) Hyperbolic Matrix(11375,-4457,13968,-5473) (38/97,29/74) -> (57/70,79/97) Hyperbolic Matrix(791,-310,1656,-649) (29/74,20/51) -> (10/21,1/2) Hyperbolic Matrix(2087,-819,3672,-1441) (31/79,11/28) -> (25/44,4/7) Hyperbolic Matrix(1655,-651,2016,-793) (11/28,13/33) -> (32/39,23/28) Hyperbolic Matrix(2735,-1078,4752,-1873) (13/33,15/38) -> (61/106,19/33) Hyperbolic Matrix(1729,-683,3096,-1223) (15/38,2/5) -> (43/77,19/34) Hyperbolic Matrix(1153,-467,2664,-1079) (2/5,15/37) -> (16/37,29/67) Hyperbolic Matrix(1439,-587,1944,-793) (11/27,20/49) -> (17/23,20/27) Hyperbolic Matrix(29449,-12024,46728,-19079) (20/49,49/120) -> (121/192,196/311) Hyperbolic Matrix(14111,-5763,22392,-9145) (49/120,29/71) -> (46/73,121/192) Hyperbolic Matrix(1871,-766,3168,-1297) (9/22,25/61) -> (49/83,13/22) Hyperbolic Matrix(1583,-650,2808,-1153) (16/39,7/17) -> (31/55,22/39) Hyperbolic Matrix(3529,-1458,5400,-2231) (19/46,50/121) -> (32/49,17/26) Hyperbolic Matrix(3025,-1251,4176,-1727) (31/75,12/29) -> (21/29,50/69) Hyperbolic Matrix(361,-150,864,-359) (12/29,5/12) -> (5/12,18/43) Parabolic Matrix(3673,-1538,5328,-2231) (18/43,31/74) -> (51/74,20/29) Hyperbolic Matrix(18217,-7632,31104,-13031) (31/74,75/179) -> (147/251,41/70) Hyperbolic Matrix(12097,-5069,17352,-7271) (75/179,44/105) -> (23/33,76/109) Hyperbolic Matrix(7705,-3229,12024,-5039) (44/105,13/31) -> (66/103,25/39) Hyperbolic Matrix(1727,-725,2232,-937) (13/31,21/50) -> (17/22,24/31) Hyperbolic Matrix(3385,-1422,4968,-2087) (21/50,50/119) -> (32/47,15/22) Hyperbolic Matrix(10511,-4417,17136,-7201) (50/119,29/69) -> (46/75,73/119) Hyperbolic Matrix(863,-364,1368,-577) (8/19,11/26) -> (29/46,12/19) Hyperbolic Matrix(2159,-914,3744,-1585) (11/26,25/59) -> (49/85,15/26) Hyperbolic Matrix(361,-154,504,-215) (14/33,3/7) -> (5/7,28/39) Hyperbolic Matrix(2231,-963,3672,-1585) (3/7,19/44) -> (17/28,48/79) Hyperbolic Matrix(3889,-1681,5328,-2303) (19/44,16/37) -> (27/37,73/100) Hyperbolic Matrix(1367,-593,2160,-937) (13/30,10/23) -> (31/49,19/30) Hyperbolic Matrix(1655,-722,2808,-1225) (17/39,7/16) -> (33/56,23/39) Hyperbolic Matrix(2161,-948,2952,-1295) (7/16,18/41) -> (30/41,41/56) Hyperbolic Matrix(5905,-2594,9504,-4175) (18/41,29/66) -> (41/66,64/103) Hyperbolic Matrix(289,-128,648,-287) (15/34,4/9) -> (4/9,17/38) Parabolic Matrix(1657,-742,2088,-935) (17/38,13/29) -> (23/29,27/34) Hyperbolic Matrix(1727,-775,2088,-937) (13/29,22/49) -> (19/23,24/29) Hyperbolic Matrix(937,-421,1440,-647) (22/49,9/20) -> (13/20,15/23) Hyperbolic Matrix(3167,-1428,5112,-2305) (9/20,23/51) -> (13/21,57/92) Hyperbolic Matrix(6479,-2924,11808,-5329) (37/82,14/31) -> (62/113,45/82) Hyperbolic Matrix(1943,-889,2520,-1153) (16/35,11/24) -> (37/48,27/35) Hyperbolic Matrix(721,-332,936,-431) (11/24,6/13) -> (10/13,37/48) Hyperbolic Matrix(575,-266,936,-433) (6/13,7/15) -> (35/57,8/13) Hyperbolic Matrix(1009,-474,1224,-575) (7/15,8/17) -> (14/17,47/57) Hyperbolic Matrix(647,-305,1224,-577) (8/17,17/36) -> (19/36,9/17) Hyperbolic Matrix(721,-341,1368,-647) (17/36,9/19) -> (10/19,19/36) Hyperbolic Matrix(1153,-606,1368,-719) (1/2,10/19) -> (16/19,59/70) Hyperbolic Matrix(1801,-956,2304,-1223) (9/17,8/15) -> (68/87,43/55) Hyperbolic Matrix(1583,-845,2160,-1153) (8/15,31/58) -> (63/86,11/15) Hyperbolic Matrix(13393,-7160,21816,-11663) (31/58,23/43) -> (159/259,97/158) Hyperbolic Matrix(1943,-1051,2664,-1441) (20/37,13/24) -> (35/48,27/37) Hyperbolic Matrix(577,-314,792,-431) (13/24,6/11) -> (8/11,35/48) Hyperbolic Matrix(503,-275,792,-433) (6/11,17/31) -> (26/41,7/11) Hyperbolic Matrix(11377,-6241,20736,-11375) (17/31,79/144) -> (79/144,62/113) Parabolic Matrix(5329,-2925,7344,-4031) (45/82,28/51) -> (37/51,45/62) Hyperbolic Matrix(4031,-2215,5112,-2809) (39/71,11/20) -> (41/52,56/71) Hyperbolic Matrix(361,-200,648,-359) (16/29,5/9) -> (5/9,24/43) Parabolic Matrix(1511,-845,2448,-1369) (19/34,14/25) -> (29/47,21/34) Hyperbolic Matrix(1511,-847,1800,-1009) (14/25,37/66) -> (5/6,21/25) Hyperbolic Matrix(3527,-1978,4752,-2665) (60/107,23/41) -> (23/31,26/35) Hyperbolic Matrix(10079,-5659,16416,-9217) (32/57,73/130) -> (97/158,35/57) Hyperbolic Matrix(1297,-729,2304,-1295) (41/73,9/16) -> (9/16,40/71) Parabolic Matrix(3311,-1866,5112,-2881) (40/71,31/55) -> (11/17,46/71) Hyperbolic Matrix(1153,-651,1656,-935) (22/39,13/23) -> (16/23,23/33) Hyperbolic Matrix(3311,-1877,4320,-2449) (17/30,38/67) -> (59/77,23/30) Hyperbolic Matrix(1585,-899,2664,-1511) (38/67,21/37) -> (22/37,3/5) Hyperbolic Matrix(4105,-2361,5256,-3023) (23/40,42/73) -> (57/73,25/32) Hyperbolic Matrix(31465,-18106,43416,-24983) (42/73,61/106) -> (129/178,208/287) Hyperbolic Matrix(2015,-1161,2376,-1369) (19/33,34/59) -> (11/13,28/33) Hyperbolic Matrix(11953,-6889,20736,-11951) (34/59,83/144) -> (83/144,49/85) Parabolic Matrix(3889,-2245,5112,-2951) (15/26,56/97) -> (19/25,35/46) Hyperbolic Matrix(44135,-25482,71208,-41113) (56/97,97/168) -> (119/192,194/313) Hyperbolic Matrix(15841,-9147,25560,-14759) (97/168,41/71) -> (44/71,119/192) Hyperbolic Matrix(3599,-2079,5112,-2953) (41/71,26/45) -> (19/27,50/71) Hyperbolic Matrix(935,-542,1368,-793) (11/19,29/50) -> (15/22,13/19) Hyperbolic Matrix(505,-294,864,-503) (18/31,7/12) -> (7/12,24/41) Parabolic Matrix(4897,-2867,7992,-4679) (24/41,65/111) -> (68/111,19/31) Hyperbolic Matrix(28297,-16571,39096,-22895) (65/111,106/181) -> (131/181,76/105) Hyperbolic Matrix(109297,-64009,186624,-109295) (106/181,253/432) -> (253/432,147/251) Parabolic Matrix(4103,-2404,5040,-2953) (41/70,17/29) -> (35/43,57/70) Hyperbolic Matrix(1367,-802,2088,-1225) (44/75,27/46) -> (17/26,2/3) Hyperbolic Matrix(3313,-1945,4536,-2663) (27/46,37/63) -> (46/63,19/26) Hyperbolic Matrix(1081,-635,1224,-719) (37/63,10/17) -> (15/17,8/9) Hyperbolic Matrix(10223,-6021,12960,-7633) (53/90,43/73) -> (56/71,71/90) Hyperbolic Matrix(5905,-3479,8064,-4751) (43/73,33/56) -> (41/56,52/71) Hyperbolic Matrix(2303,-1359,2808,-1657) (23/39,36/61) -> (9/11,32/39) Hyperbolic Matrix(12241,-7225,20736,-12239) (36/61,85/144) -> (85/144,49/83) Parabolic Matrix(3169,-1874,5112,-3023) (13/22,29/49) -> (75/121,31/50) Hyperbolic Matrix(1945,-1154,2304,-1367) (16/27,19/32) -> (27/32,38/45) Hyperbolic Matrix(3601,-2139,4968,-2951) (19/32,22/37) -> (79/109,29/40) Hyperbolic Matrix(287,-173,360,-217) (3/5,23/38) -> (27/34,4/5) Hyperbolic Matrix(3671,-2224,5112,-3097) (23/38,20/33) -> (28/39,79/110) Hyperbolic Matrix(5761,-3501,7344,-4463) (48/79,31/51) -> (40/51,51/65) Hyperbolic Matrix(6191,-3764,7344,-4465) (31/51,45/74) -> (59/70,43/51) Hyperbolic Matrix(9071,-5517,10656,-6481) (45/74,59/97) -> (40/47,63/74) Hyperbolic Matrix(20737,-12614,32904,-20015) (59/97,14/23) -> (196/311,75/119) Hyperbolic Matrix(793,-484,1296,-791) (14/23,11/18) -> (11/18,30/49) Parabolic Matrix(14975,-9184,20664,-12673) (65/106,46/75) -> (50/69,129/178) Hyperbolic Matrix(6695,-4109,9504,-5833) (27/44,62/101) -> (81/115,31/44) Hyperbolic Matrix(79561,-48841,129600,-79559) (62/101,221/360) -> (221/360,159/259) Parabolic Matrix(3385,-2086,5256,-3239) (8/13,45/73) -> (47/73,38/59) Hyperbolic Matrix(863,-532,936,-577) (45/73,37/60) -> (11/12,1/1) Hyperbolic Matrix(4753,-2932,6768,-4175) (37/60,29/47) -> (33/47,59/84) Hyperbolic Matrix(12817,-7921,20736,-12815) (55/89,89/144) -> (89/144,34/55) Parabolic Matrix(1153,-713,1512,-935) (34/55,13/21) -> (16/21,13/17) Hyperbolic Matrix(1801,-1117,2088,-1295) (31/50,49/79) -> (6/7,19/22) Hyperbolic Matrix(7847,-4876,12168,-7561) (64/103,23/37) -> (69/107,20/31) Hyperbolic Matrix(361,-225,576,-359) (23/37,5/8) -> (5/8,22/35) Parabolic Matrix(4247,-2677,5256,-3313) (75/119,29/46) -> (21/26,38/47) Hyperbolic Matrix(3529,-2236,5112,-3239) (19/30,45/71) -> (49/71,29/42) Hyperbolic Matrix(4609,-2922,5904,-3743) (45/71,26/41) -> (32/41,57/73) Hyperbolic Matrix(1583,-1014,1800,-1153) (16/25,41/64) -> (7/8,22/25) Hyperbolic Matrix(793,-509,1008,-647) (25/39,9/14) -> (11/14,26/33) Hyperbolic Matrix(5327,-3429,7272,-4681) (9/14,47/73) -> (52/71,63/86) Hyperbolic Matrix(2737,-1763,3240,-2087) (38/59,29/45) -> (38/45,11/13) Hyperbolic Matrix(11447,-7381,16416,-10585) (49/76,69/107) -> (76/109,53/76) Hyperbolic Matrix(865,-559,1224,-791) (20/31,11/17) -> (12/17,29/41) Hyperbolic Matrix(5759,-3739,8208,-5329) (37/57,50/77) -> (47/67,40/57) Hyperbolic Matrix(2449,-1591,2880,-1871) (50/77,13/20) -> (17/20,57/67) Hyperbolic Matrix(3385,-2209,5184,-3383) (15/23,47/72) -> (47/72,32/49) Parabolic Matrix(3529,-2401,5184,-3527) (17/25,49/72) -> (49/72,32/47) Parabolic Matrix(2159,-1478,2736,-1873) (13/19,37/54) -> (71/90,15/19) Hyperbolic Matrix(4537,-3126,5328,-3671) (31/45,51/74) -> (63/74,23/27) Hyperbolic Matrix(7201,-4969,10224,-7055) (20/29,49/71) -> (50/71,81/115) Hyperbolic Matrix(2447,-1708,3096,-2161) (30/43,7/10) -> (49/62,34/43) Hyperbolic Matrix(5543,-3886,7704,-5401) (7/10,47/67) -> (159/221,59/82) Hyperbolic Matrix(1225,-867,1728,-1223) (29/41,17/24) -> (17/24,22/31) Parabolic Matrix(13393,-9514,18648,-13247) (76/107,27/38) -> (79/110,130/181) Hyperbolic Matrix(2231,-1586,2736,-1945) (27/38,5/7) -> (53/65,31/38) Hyperbolic Matrix(71855,-51609,99144,-71209) (130/181,181/252) -> (287/396,79/109) Hyperbolic Matrix(72793,-52285,100440,-72143) (181/252,51/71) -> (208/287,287/396) Hyperbolic Matrix(3385,-2434,4104,-2951) (23/32,41/57) -> (47/57,33/40) Hyperbolic Matrix(12671,-9115,16416,-11809) (41/57,100/139) -> (115/149,44/57) Hyperbolic Matrix(93241,-67081,129600,-93239) (100/139,259/360) -> (259/360,159/221) Parabolic Matrix(937,-676,1296,-935) (18/25,13/18) -> (13/18,34/47) Parabolic Matrix(1585,-1147,2088,-1511) (34/47,55/76) -> (3/4,19/25) Hyperbolic Matrix(2519,-1823,3384,-2449) (55/76,131/181) -> (26/35,3/4) Hyperbolic Matrix(3097,-2246,3672,-2663) (29/40,37/51) -> (43/51,27/32) Hyperbolic Matrix(2375,-1734,2664,-1945) (73/100,46/63) -> (8/9,25/28) Hyperbolic Matrix(1511,-1105,1872,-1369) (19/26,49/67) -> (4/5,21/26) Hyperbolic Matrix(2879,-2116,3528,-2593) (36/49,25/34) -> (31/38,40/49) Hyperbolic Matrix(3817,-2809,5184,-3815) (39/53,53/72) -> (53/72,14/19) Parabolic Matrix(1079,-826,1224,-937) (13/17,36/47) -> (22/25,15/17) Hyperbolic Matrix(5759,-4412,6768,-5185) (36/47,59/77) -> (57/67,40/47) Hyperbolic Matrix(1369,-1057,1584,-1223) (44/57,17/22) -> (19/22,13/15) Hyperbolic Matrix(505,-392,648,-503) (24/31,7/9) -> (7/9,32/41) Parabolic Matrix(2159,-1693,2664,-2089) (29/37,40/51) -> (17/21,30/37) Hyperbolic Matrix(16273,-12769,20736,-16271) (51/65,113/144) -> (113/144,62/79) Parabolic Matrix(1369,-1083,1728,-1367) (34/43,19/24) -> (19/24,23/29) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(1,1,0,1) -> Matrix(1,0,-1,1) Matrix(1297,-112,1656,-143) -> Matrix(3,2,-8,-5) Matrix(575,-53,792,-73) -> Matrix(1,0,-1,1) Matrix(1081,-113,1368,-143) -> Matrix(1,0,-1,1) Matrix(1151,-122,1368,-145) -> Matrix(1,0,-2,1) Matrix(505,-59,1224,-143) -> Matrix(3,2,-5,-3) Matrix(647,-78,1800,-217) -> Matrix(5,2,-8,-3) Matrix(1367,-177,2232,-289) -> Matrix(1,-4,-1,5) Matrix(793,-105,1080,-143) -> Matrix(1,0,-1,1) Matrix(361,-49,1584,-215) -> Matrix(5,8,-7,-11) Matrix(793,-109,2088,-287) -> Matrix(3,4,-7,-9) Matrix(1585,-234,1944,-287) -> Matrix(3,2,-8,-5) Matrix(3167,-470,3888,-577) -> Matrix(1,0,0,1) Matrix(1583,-236,6768,-1009) -> Matrix(1,0,0,1) Matrix(1873,-283,2376,-359) -> Matrix(1,0,1,1) Matrix(1007,-153,2376,-361) -> Matrix(1,0,1,1) Matrix(937,-146,2304,-359) -> Matrix(1,2,-2,-3) Matrix(1009,-158,3672,-575) -> Matrix(1,0,0,1) Matrix(1223,-194,1368,-217) -> Matrix(1,0,-2,1) Matrix(3887,-619,6336,-1009) -> Matrix(1,-2,-1,3) Matrix(791,-127,1800,-289) -> Matrix(1,0,-1,1) Matrix(1297,-223,2088,-359) -> Matrix(7,4,-9,-5) Matrix(1151,-199,2088,-361) -> Matrix(1,0,1,1) Matrix(1295,-226,1656,-289) -> Matrix(3,2,-8,-5) Matrix(863,-153,1224,-217) -> Matrix(3,2,-5,-3) Matrix(1223,-219,2016,-361) -> Matrix(1,0,1,1) Matrix(1151,-207,2808,-505) -> Matrix(1,0,1,1) Matrix(935,-172,3528,-649) -> Matrix(1,2,-2,-3) Matrix(1657,-306,1944,-359) -> Matrix(1,2,-2,-3) Matrix(793,-148,1152,-215) -> Matrix(1,2,-2,-3) Matrix(791,-149,1152,-217) -> Matrix(1,0,-1,1) Matrix(575,-109,2664,-505) -> Matrix(1,2,-1,-1) Matrix(1151,-220,1512,-289) -> Matrix(3,4,-4,-5) Matrix(503,-97,1872,-361) -> Matrix(5,6,-11,-13) Matrix(1367,-282,2448,-505) -> Matrix(1,0,0,1) Matrix(361,-75,1728,-359) -> Matrix(3,2,-5,-3) Matrix(935,-196,3096,-649) -> Matrix(1,0,0,1) Matrix(863,-182,2736,-577) -> Matrix(1,0,0,1) Matrix(6335,-1339,10224,-2161) -> Matrix(1,0,1,1) Matrix(2017,-427,2376,-503) -> Matrix(1,0,1,1) Matrix(361,-77,1008,-215) -> Matrix(3,2,-5,-3) Matrix(1583,-340,2016,-433) -> Matrix(1,0,0,1) Matrix(2881,-621,7344,-1583) -> Matrix(1,0,-3,1) Matrix(3743,-810,5328,-1153) -> Matrix(1,0,-2,1) Matrix(1513,-328,1656,-359) -> Matrix(1,2,-2,-3) Matrix(3527,-765,4320,-937) -> Matrix(1,2,-3,-5) Matrix(1367,-298,1656,-361) -> Matrix(1,2,-2,-3) Matrix(145,-32,648,-143) -> Matrix(5,6,-6,-7) Matrix(1871,-422,5112,-1153) -> Matrix(5,4,-4,-3) Matrix(1295,-293,2232,-505) -> Matrix(3,2,1,1) Matrix(2663,-608,4104,-937) -> Matrix(11,8,-18,-13) Matrix(505,-116,936,-215) -> Matrix(3,2,-8,-5) Matrix(647,-150,936,-217) -> Matrix(1,0,0,1) Matrix(1871,-437,4320,-1009) -> Matrix(1,0,1,1) Matrix(19727,-4613,25560,-5977) -> Matrix(7,2,-11,-3) Matrix(1657,-388,4608,-1079) -> Matrix(5,2,-8,-3) Matrix(577,-137,1512,-359) -> Matrix(3,2,-5,-3) Matrix(1223,-292,1512,-361) -> Matrix(7,4,-16,-9) Matrix(503,-121,1800,-433) -> Matrix(7,4,-9,-5) Matrix(1439,-372,2232,-577) -> Matrix(3,2,-8,-5) Matrix(1151,-299,1944,-505) -> Matrix(1,0,1,1) Matrix(865,-227,1368,-359) -> Matrix(3,2,-5,-3) Matrix(1801,-476,2448,-647) -> Matrix(1,0,0,1) Matrix(4679,-1241,5976,-1585) -> Matrix(1,0,-1,1) Matrix(937,-249,1080,-287) -> Matrix(1,0,-1,1) Matrix(1657,-444,2952,-791) -> Matrix(3,2,-8,-5) Matrix(6479,-1739,8856,-2377) -> Matrix(23,12,-25,-13) Matrix(10585,-2843,14472,-3887) -> Matrix(33,16,-31,-15) Matrix(1873,-505,4536,-1223) -> Matrix(1,0,1,1) Matrix(7631,-2060,9072,-2449) -> Matrix(7,2,-18,-5) Matrix(3025,-817,5328,-1439) -> Matrix(1,0,1,1) Matrix(361,-98,792,-215) -> Matrix(1,0,-2,1) Matrix(719,-197,792,-217) -> Matrix(1,0,-1,1) Matrix(3313,-909,7344,-2015) -> Matrix(1,0,-3,1) Matrix(1369,-376,2880,-791) -> Matrix(1,0,-2,1) Matrix(2017,-555,4968,-1367) -> Matrix(1,0,-1,1) Matrix(10585,-2914,14904,-4103) -> Matrix(1,2,-2,-3) Matrix(2449,-675,4176,-1151) -> Matrix(1,0,-1,1) Matrix(361,-100,1296,-359) -> Matrix(5,6,-6,-7) Matrix(4319,-1206,6192,-1729) -> Matrix(5,4,-4,-3) Matrix(2881,-808,4104,-1151) -> Matrix(3,2,-2,-1) Matrix(3601,-1012,4608,-1295) -> Matrix(5,4,-14,-11) Matrix(289,-82,504,-143) -> Matrix(3,2,-2,-1) Matrix(431,-124,504,-145) -> Matrix(1,0,0,1) Matrix(2737,-794,4464,-1295) -> Matrix(1,2,-2,-3) Matrix(505,-147,1728,-503) -> Matrix(3,2,-5,-3) Matrix(433,-127,1224,-359) -> Matrix(3,2,-5,-3) Matrix(1007,-297,1224,-361) -> Matrix(3,2,-5,-3) Matrix(2737,-809,5112,-1511) -> Matrix(3,2,-5,-3) Matrix(8783,-2597,11448,-3385) -> Matrix(7,4,-9,-5) Matrix(2449,-725,3888,-1151) -> Matrix(7,4,-9,-5) Matrix(1223,-363,1944,-577) -> Matrix(1,0,1,1) Matrix(4175,-1242,5328,-1585) -> Matrix(1,0,-2,1) Matrix(2953,-880,4104,-1223) -> Matrix(5,2,-8,-3) Matrix(647,-195,720,-217) -> Matrix(1,0,-1,1) Matrix(3961,-1198,5472,-1655) -> Matrix(3,2,-8,-5) Matrix(721,-219,1656,-503) -> Matrix(1,0,-1,1) Matrix(1151,-351,1656,-505) -> Matrix(1,2,-3,-5) Matrix(649,-199,936,-287) -> Matrix(5,4,-9,-7) Matrix(719,-222,936,-289) -> Matrix(1,0,0,1) Matrix(937,-292,1152,-359) -> Matrix(3,2,-8,-5) Matrix(935,-293,1152,-361) -> Matrix(1,0,-1,1) Matrix(2521,-793,3888,-1223) -> Matrix(7,4,-9,-5) Matrix(5039,-1587,7776,-2449) -> Matrix(1,0,1,1) Matrix(575,-182,1368,-433) -> Matrix(3,2,-8,-5) Matrix(863,-298,2088,-721) -> Matrix(1,0,0,1) Matrix(793,-277,1440,-503) -> Matrix(1,0,1,1) Matrix(3167,-1112,4104,-1441) -> Matrix(11,8,-18,-13) Matrix(2665,-937,3888,-1367) -> Matrix(7,4,-9,-5) Matrix(1441,-508,2448,-863) -> Matrix(1,0,0,1) Matrix(1655,-588,2232,-793) -> Matrix(1,2,-2,-3) Matrix(1729,-615,4248,-1511) -> Matrix(5,4,-9,-7) Matrix(2017,-718,5256,-1871) -> Matrix(1,0,0,1) Matrix(6263,-2250,10224,-3673) -> Matrix(23,14,-28,-17) Matrix(1151,-415,1800,-649) -> Matrix(11,6,-13,-7) Matrix(505,-183,792,-287) -> Matrix(1,0,1,1) Matrix(359,-131,792,-289) -> Matrix(1,0,-1,1) Matrix(7345,-2689,10224,-3743) -> Matrix(3,2,-5,-3) Matrix(3313,-1214,4320,-1583) -> Matrix(1,2,-2,-3) Matrix(1223,-449,2160,-793) -> Matrix(3,2,-5,-3) Matrix(1009,-371,1368,-503) -> Matrix(3,2,-5,-3) Matrix(791,-292,1368,-505) -> Matrix(3,2,-2,-1) Matrix(1367,-507,1944,-721) -> Matrix(1,0,1,1) Matrix(217,-81,576,-215) -> Matrix(3,2,-5,-3) Matrix(5329,-2018,9504,-3599) -> Matrix(13,8,-18,-11) Matrix(1729,-655,2088,-791) -> Matrix(7,4,-9,-5) Matrix(3887,-1475,6264,-2377) -> Matrix(15,8,-17,-9) Matrix(10585,-4019,17064,-6479) -> Matrix(25,12,-23,-11) Matrix(2089,-794,5112,-1943) -> Matrix(1,0,0,1) Matrix(2807,-1068,5112,-1945) -> Matrix(1,0,2,1) Matrix(3025,-1156,4896,-1871) -> Matrix(1,0,0,1) Matrix(1079,-413,2448,-937) -> Matrix(3,2,-5,-3) Matrix(6769,-2594,8640,-3311) -> Matrix(1,0,-2,1) Matrix(10151,-3892,12960,-4969) -> Matrix(5,4,-14,-11) Matrix(8855,-3397,15768,-6049) -> Matrix(3,2,-5,-3) Matrix(503,-194,936,-361) -> Matrix(3,2,-8,-5) Matrix(5327,-2059,6336,-2449) -> Matrix(3,2,-11,-7) Matrix(1513,-585,2232,-863) -> Matrix(7,4,-9,-5) Matrix(3169,-1226,4464,-1727) -> Matrix(3,2,-8,-5) Matrix(505,-196,1296,-503) -> Matrix(11,6,-24,-13) Matrix(5905,-2306,9216,-3599) -> Matrix(11,4,-14,-5) Matrix(1441,-563,1656,-647) -> Matrix(5,2,-13,-5) Matrix(11737,-4596,18936,-7415) -> Matrix(1,0,2,1) Matrix(11375,-4457,13968,-5473) -> Matrix(1,0,1,1) Matrix(791,-310,1656,-649) -> Matrix(1,0,0,1) Matrix(2087,-819,3672,-1441) -> Matrix(1,0,-1,1) Matrix(1655,-651,2016,-793) -> Matrix(1,0,1,1) Matrix(2735,-1078,4752,-1873) -> Matrix(1,0,0,1) Matrix(1729,-683,3096,-1223) -> Matrix(3,2,-5,-3) Matrix(1153,-467,2664,-1079) -> Matrix(1,0,1,1) Matrix(1439,-587,1944,-793) -> Matrix(1,0,1,1) Matrix(29449,-12024,46728,-19079) -> Matrix(5,2,-8,-3) Matrix(14111,-5763,22392,-9145) -> Matrix(3,2,-5,-3) Matrix(1871,-766,3168,-1297) -> Matrix(1,0,2,1) Matrix(1583,-650,2808,-1153) -> Matrix(1,0,0,1) Matrix(3529,-1458,5400,-2231) -> Matrix(1,0,0,1) Matrix(3025,-1251,4176,-1727) -> Matrix(1,0,-1,1) Matrix(361,-150,864,-359) -> Matrix(7,4,-16,-9) Matrix(3673,-1538,5328,-2231) -> Matrix(9,4,-16,-7) Matrix(18217,-7632,31104,-13031) -> Matrix(49,20,-76,-31) Matrix(12097,-5069,17352,-7271) -> Matrix(5,2,-23,-9) Matrix(7705,-3229,12024,-5039) -> Matrix(21,8,-29,-11) Matrix(1727,-725,2232,-937) -> Matrix(7,2,-11,-3) Matrix(3385,-1422,4968,-2087) -> Matrix(5,2,-8,-3) Matrix(10511,-4417,17136,-7201) -> Matrix(3,2,-5,-3) Matrix(863,-364,1368,-577) -> Matrix(5,2,-8,-3) Matrix(2159,-914,3744,-1585) -> Matrix(1,0,4,1) Matrix(361,-154,504,-215) -> Matrix(5,2,-8,-3) Matrix(2231,-963,3672,-1585) -> Matrix(1,0,-1,1) Matrix(3889,-1681,5328,-2303) -> Matrix(1,0,1,1) Matrix(1367,-593,2160,-937) -> Matrix(3,2,-5,-3) Matrix(1655,-722,2808,-1225) -> Matrix(1,0,0,1) Matrix(2161,-948,2952,-1295) -> Matrix(1,2,-2,-3) Matrix(5905,-2594,9504,-4175) -> Matrix(13,8,-18,-11) Matrix(289,-128,648,-287) -> Matrix(3,2,-8,-5) Matrix(1657,-742,2088,-935) -> Matrix(5,2,-8,-3) Matrix(1727,-775,2088,-937) -> Matrix(1,0,1,1) Matrix(937,-421,1440,-647) -> Matrix(1,0,1,1) Matrix(3167,-1428,5112,-2305) -> Matrix(1,0,2,1) Matrix(6479,-2924,11808,-5329) -> Matrix(1,0,6,1) Matrix(1943,-889,2520,-1153) -> Matrix(15,2,-23,-3) Matrix(721,-332,936,-431) -> Matrix(1,2,-2,-3) Matrix(575,-266,936,-433) -> Matrix(1,2,-2,-3) Matrix(1009,-474,1224,-575) -> Matrix(1,0,0,1) Matrix(647,-305,1224,-577) -> Matrix(3,2,-5,-3) Matrix(721,-341,1368,-647) -> Matrix(5,2,-3,-1) Matrix(1153,-606,1368,-719) -> Matrix(1,0,-2,1) Matrix(1801,-956,2304,-1223) -> Matrix(3,2,-8,-5) Matrix(1583,-845,2160,-1153) -> Matrix(3,2,-5,-3) Matrix(13393,-7160,21816,-11663) -> Matrix(5,2,-8,-3) Matrix(1943,-1051,2664,-1441) -> Matrix(1,0,5,1) Matrix(577,-314,792,-431) -> Matrix(1,0,-2,1) Matrix(503,-275,792,-433) -> Matrix(1,0,-1,1) Matrix(11377,-6241,20736,-11375) -> Matrix(1,0,7,1) Matrix(5329,-2925,7344,-4031) -> Matrix(1,0,-3,1) Matrix(4031,-2215,5112,-2809) -> Matrix(1,0,-1,1) Matrix(361,-200,648,-359) -> Matrix(1,2,-2,-3) Matrix(1511,-845,2448,-1369) -> Matrix(3,2,-5,-3) Matrix(1511,-847,1800,-1009) -> Matrix(1,0,-1,1) Matrix(3527,-1978,4752,-2665) -> Matrix(13,8,-18,-11) Matrix(10079,-5659,16416,-9217) -> Matrix(3,2,-5,-3) Matrix(1297,-729,2304,-1295) -> Matrix(1,0,1,1) Matrix(3311,-1866,5112,-2881) -> Matrix(1,0,0,1) Matrix(1153,-651,1656,-935) -> Matrix(1,0,-1,1) Matrix(3311,-1877,4320,-2449) -> Matrix(1,0,1,1) Matrix(1585,-899,2664,-1511) -> Matrix(1,0,1,1) Matrix(4105,-2361,5256,-3023) -> Matrix(1,2,-3,-5) Matrix(31465,-18106,43416,-24983) -> Matrix(3,2,-8,-5) Matrix(2015,-1161,2376,-1369) -> Matrix(1,0,1,1) Matrix(11953,-6889,20736,-11951) -> Matrix(1,0,11,1) Matrix(3889,-2245,5112,-2951) -> Matrix(1,0,-1,1) Matrix(44135,-25482,71208,-41113) -> Matrix(1,0,0,1) Matrix(15841,-9147,25560,-14759) -> Matrix(1,0,-1,1) Matrix(3599,-2079,5112,-2953) -> Matrix(1,-2,-1,3) Matrix(935,-542,1368,-793) -> Matrix(1,2,-2,-3) Matrix(505,-294,864,-503) -> Matrix(3,4,-4,-5) Matrix(4897,-2867,7992,-4679) -> Matrix(13,10,-17,-13) Matrix(28297,-16571,39096,-22895) -> Matrix(23,16,-59,-41) Matrix(109297,-64009,186624,-109295) -> Matrix(185,124,-279,-187) Matrix(4103,-2404,5040,-2953) -> Matrix(3,2,-8,-5) Matrix(1367,-802,2088,-1225) -> Matrix(1,0,0,1) Matrix(3313,-1945,4536,-2663) -> Matrix(1,0,1,1) Matrix(1081,-635,1224,-719) -> Matrix(3,2,-5,-3) Matrix(10223,-6021,12960,-7633) -> Matrix(1,0,1,1) Matrix(5905,-3479,8064,-4751) -> Matrix(3,2,-5,-3) Matrix(2303,-1359,2808,-1657) -> Matrix(1,0,1,1) Matrix(12241,-7225,20736,-12239) -> Matrix(1,0,7,1) Matrix(3169,-1874,5112,-3023) -> Matrix(1,0,0,1) Matrix(1945,-1154,2304,-1367) -> Matrix(3,2,-8,-5) Matrix(3601,-2139,4968,-2951) -> Matrix(1,0,-1,1) Matrix(287,-173,360,-217) -> Matrix(3,2,-5,-3) Matrix(3671,-2224,5112,-3097) -> Matrix(5,2,-8,-3) Matrix(5761,-3501,7344,-4463) -> Matrix(1,0,-3,1) Matrix(6191,-3764,7344,-4465) -> Matrix(1,0,-2,1) Matrix(9071,-5517,10656,-6481) -> Matrix(1,0,-1,1) Matrix(20737,-12614,32904,-20015) -> Matrix(1,2,-2,-3) Matrix(793,-484,1296,-791) -> Matrix(5,6,-6,-7) Matrix(14975,-9184,20664,-12673) -> Matrix(5,4,-14,-11) Matrix(6695,-4109,9504,-5833) -> Matrix(5,4,-9,-7) Matrix(79561,-48841,129600,-79559) -> Matrix(29,20,-45,-31) Matrix(3385,-2086,5256,-3239) -> Matrix(1,0,0,1) Matrix(863,-532,936,-577) -> Matrix(3,2,-8,-5) Matrix(4753,-2932,6768,-4175) -> Matrix(1,0,0,1) Matrix(12817,-7921,20736,-12815) -> Matrix(3,2,-5,-3) Matrix(1153,-713,1512,-935) -> Matrix(3,2,-5,-3) Matrix(1801,-1117,2088,-1295) -> Matrix(3,4,-7,-9) Matrix(7847,-4876,12168,-7561) -> Matrix(3,2,4,3) Matrix(361,-225,576,-359) -> Matrix(3,2,-5,-3) Matrix(4247,-2677,5256,-3313) -> Matrix(1,2,-3,-5) Matrix(3529,-2236,5112,-3239) -> Matrix(5,2,-8,-3) Matrix(4609,-2922,5904,-3743) -> Matrix(3,2,-8,-5) Matrix(1583,-1014,1800,-1153) -> Matrix(3,2,-2,-1) Matrix(793,-509,1008,-647) -> Matrix(3,2,-5,-3) Matrix(5327,-3429,7272,-4681) -> Matrix(7,4,-9,-5) Matrix(2737,-1763,3240,-2087) -> Matrix(3,2,-11,-7) Matrix(11447,-7381,16416,-10585) -> Matrix(1,0,3,1) Matrix(865,-559,1224,-791) -> Matrix(3,2,-5,-3) Matrix(5759,-3739,8208,-5329) -> Matrix(3,2,-5,-3) Matrix(2449,-1591,2880,-1871) -> Matrix(3,2,-5,-3) Matrix(3385,-2209,5184,-3383) -> Matrix(3,2,-5,-3) Matrix(3529,-2401,5184,-3527) -> Matrix(3,2,-5,-3) Matrix(2159,-1478,2736,-1873) -> Matrix(1,0,0,1) Matrix(4537,-3126,5328,-3671) -> Matrix(3,2,-2,-1) Matrix(7201,-4969,10224,-7055) -> Matrix(7,4,-9,-5) Matrix(2447,-1708,3096,-2161) -> Matrix(1,0,0,1) Matrix(5543,-3886,7704,-5401) -> Matrix(5,2,-8,-3) Matrix(1225,-867,1728,-1223) -> Matrix(3,2,-5,-3) Matrix(13393,-9514,18648,-13247) -> Matrix(5,2,-8,-3) Matrix(2231,-1586,2736,-1945) -> Matrix(3,2,-8,-5) Matrix(71855,-51609,99144,-71209) -> Matrix(7,4,-23,-13) Matrix(72793,-52285,100440,-72143) -> Matrix(1,0,-1,1) Matrix(3385,-2434,4104,-2951) -> Matrix(3,2,-8,-5) Matrix(12671,-9115,16416,-11809) -> Matrix(5,4,-9,-7) Matrix(93241,-67081,129600,-93239) -> Matrix(5,4,-9,-7) Matrix(937,-676,1296,-935) -> Matrix(11,6,-24,-13) Matrix(1585,-1147,2088,-1511) -> Matrix(5,2,-3,-1) Matrix(2519,-1823,3384,-2449) -> Matrix(19,8,-31,-13) Matrix(3097,-2246,3672,-2663) -> Matrix(1,0,0,1) Matrix(2375,-1734,2664,-1945) -> Matrix(1,-2,-2,5) Matrix(1511,-1105,1872,-1369) -> Matrix(5,6,-11,-13) Matrix(2879,-2116,3528,-2593) -> Matrix(3,2,-8,-5) Matrix(3817,-2809,5184,-3815) -> Matrix(3,2,-5,-3) Matrix(1079,-826,1224,-937) -> Matrix(1,0,0,1) Matrix(5759,-4412,6768,-5185) -> Matrix(1,0,0,1) Matrix(1369,-1057,1584,-1223) -> Matrix(13,8,-31,-19) Matrix(505,-392,648,-503) -> Matrix(11,6,-24,-13) Matrix(2159,-1693,2664,-2089) -> Matrix(5,2,-13,-5) Matrix(16273,-12769,20736,-16271) -> Matrix(1,0,11,1) Matrix(1369,-1083,1728,-1367) -> Matrix(3,2,-5,-3) INFORMATION ON THE IMAGE OF THIS GROUP UNDER THE VIRTUAL ENDOMORPHISM Index in PSL(2,Z): 3 Minimal number of generators: 2 Number of equivalence classes of elliptic points of order 2: 1 Number of equivalence classes of elliptic points of order 3: 0 Number of equivalence classes of cusps: 2 Genus: 0 Degree of H/liftables -> H/(image of liftables): 96 Imminent integer overflow caused the modular group computation to abort.