INFORMATION ON THE IMAGE IN PSL(2,Z) OF THE GROUP OF PURE MODULAR GROUP LIFTABLES UNDER ITS PULLBACK ACTION ON THE UPPER HALF-PLANE Index in PSL(2,Z): 3456 Minimal number of generators: 577 Number of equivalence classes of cusps: 128 Genus: 225 REPRESENTATIVES OF THE CUSP EQUIVALENCE CLASSSES -10/1 -17/2 -8/1 -22/3 -20/3 -6/1 -17/3 -28/5 -16/3 -24/5 -14/3 -30/7 -17/4 -4/1 -18/5 -17/5 -51/16 -17/6 -17/7 -12/5 -17/8 -2/1 -17/9 -17/10 -17/11 -17/12 -17/13 -85/67 -17/14 -17/15 0/1 1/1 17/15 34/29 17/14 34/27 102/79 17/13 34/25 17/12 102/71 3/2 17/11 34/21 17/10 34/19 17/9 2/1 17/8 15/7 136/63 136/61 34/15 136/59 136/57 17/7 5/2 136/53 85/33 34/13 272/103 68/25 17/6 3/1 68/21 102/31 136/41 17/5 7/2 238/67 68/19 18/5 374/101 340/91 34/9 4/1 21/5 17/4 30/7 13/3 136/31 31/7 102/23 9/2 32/7 37/8 14/3 136/29 85/18 340/71 24/5 29/6 34/7 5/1 26/5 68/13 21/4 16/3 27/5 11/2 28/5 17/3 23/4 29/5 35/6 6/1 25/4 19/3 32/5 13/2 33/5 20/3 27/4 34/5 7/1 22/3 15/2 23/3 8/1 25/3 17/2 26/3 9/1 19/2 10/1 11/1 12/1 1/0 CUSPS AT THE FUNDAMENTAL DOMAIN AND THEIR IMAGES UNDER THE PULLBACK MAP CUSP IMAGE PSEUDOIMAGES -11/1 -1/1 -10/1 -1/3 -19/2 0/1 1/0 -9/1 -1/1 -17/2 -1/2 -8/1 -1/2 -1/3 -23/3 -3/13 -15/2 0/1 1/1 -22/3 -1/1 -7/1 -1/3 -34/5 -1/3 -27/4 -1/3 -4/13 -47/7 -1/3 -20/3 -1/3 -1/4 -13/2 -1/3 -2/7 -19/3 -1/5 -25/4 -1/5 0/1 -6/1 -1/3 -23/4 -1/3 -2/7 -17/3 -1/4 -28/5 -1/4 -3/13 -11/2 -1/4 0/1 -27/5 -3/13 -16/3 -1/4 -1/5 -37/7 -1/5 -21/4 -1/7 0/1 -26/5 -1/3 -5/1 -1/5 -34/7 -1/5 -29/6 -1/5 -6/31 -24/5 -1/5 -3/16 -91/19 -17/93 -67/14 -2/11 -3/17 -43/9 -1/5 -19/4 -1/6 0/1 -33/7 -1/5 -47/10 -1/5 -2/11 -61/13 -5/27 -14/3 -1/5 -37/8 -1/5 0/1 -23/5 -5/29 -32/7 -1/6 -1/7 -41/9 -3/19 -9/2 -1/5 0/1 -49/11 -3/17 -40/9 -1/5 -1/6 -71/16 -2/11 -1/6 -102/23 -1/6 -31/7 -1/5 -84/19 -1/4 -1/5 -53/12 -5/27 -2/11 -22/5 -1/5 -57/13 -3/17 -35/8 -1/6 0/1 -13/3 -1/5 -43/10 -2/11 -3/17 -73/17 -5/29 -30/7 -3/17 -17/4 -1/6 -38/9 -5/31 -21/5 -3/19 -67/16 -3/19 -2/13 -113/27 -23/149 -46/11 -5/33 -25/6 -1/7 0/1 -4/1 -1/6 -1/7 -23/6 -3/19 -2/13 -19/5 -1/7 -34/9 -1/7 -15/4 -1/7 -4/29 -41/11 -9/67 -67/18 -1/7 -2/15 -93/25 -3/23 -26/7 -1/7 -63/17 -3/23 -37/10 -1/7 0/1 -11/3 -1/7 -40/11 -1/7 -5/36 -69/19 -19/139 -29/8 -2/15 -3/23 -18/5 -1/7 -25/7 -3/23 -32/9 -1/7 -1/8 -71/20 -2/15 -1/8 -39/11 -1/7 -7/2 -1/8 0/1 -31/9 -1/7 -24/7 -3/23 -1/8 -17/5 -1/8 -44/13 -1/8 -7/57 -71/21 -3/25 -27/8 -4/33 -3/25 -64/19 -1/8 -3/25 -101/30 -1/8 -4/33 -37/11 -3/25 -47/14 -2/17 -1/9 -10/3 -1/9 -63/19 -1/5 -53/16 -1/7 -2/15 -43/13 -1/7 -33/10 -2/15 -1/8 -56/17 -5/39 -1/8 -79/24 -18/143 -1/8 -102/31 -1/8 -23/7 -7/57 -36/11 -1/8 -1/9 -85/26 -1/8 -49/15 -5/41 -13/4 -3/25 -2/17 -42/13 -5/43 -29/9 -5/43 -16/5 -3/26 -1/9 -51/16 -1/9 -35/11 -1/9 -19/6 -1/10 0/1 -3/1 -1/9 -23/8 -5/47 -2/19 -43/15 -3/29 -20/7 -3/29 -1/10 -17/6 -1/10 -31/11 -5/51 -14/5 -3/31 -67/24 -2/21 -5/53 -53/19 -5/53 -92/33 -3/32 -1/11 -39/14 -1/11 0/1 -103/37 -1/11 -64/23 -1/10 -1/11 -25/9 -1/11 -36/13 -1/9 -1/10 -83/30 -3/31 -2/21 -47/17 -1/11 -11/4 -1/10 -4/41 -41/15 -1/11 -71/26 -1/10 -2/21 -172/63 -1/10 -3/31 -101/37 -3/31 -30/11 -3/31 -19/7 -5/53 -46/17 -5/53 -27/10 -4/43 -1/11 -89/33 -1/11 -151/56 -7/75 -4/43 -62/23 -1/11 -35/13 -1/11 -43/16 -6/65 -1/11 -8/3 -1/10 -1/11 -45/17 -11/117 -37/14 -4/43 -1/11 -103/39 -1/11 -66/25 -1/11 -29/11 -7/75 -21/8 -8/87 -1/11 -34/13 -1/11 -13/5 -1/11 -44/17 -1/11 -3/34 -31/12 -5/57 -2/23 -18/7 -1/11 -59/23 -3/35 -41/16 -1/11 -2/23 -23/9 -1/9 -28/11 -1/11 -3/34 -33/13 -1/11 -38/15 -1/11 -5/2 -2/23 -1/12 -32/13 -3/35 -1/12 -27/11 -5/59 -22/9 -5/59 -17/7 -1/12 -46/19 -9/109 -75/31 -7/85 -29/12 -7/85 -6/73 -70/29 -5/61 -41/17 -13/159 -53/22 -3/37 -2/25 -65/27 -7/87 -142/59 -5/63 -77/32 -2/25 -1/13 -12/5 -1/12 -3/37 -67/28 -2/25 -1/13 -122/51 -7/87 -55/23 -1/13 -43/18 -3/37 -2/25 -74/31 -7/87 -31/13 -5/63 -19/8 -1/12 0/1 -45/19 -7/87 -71/30 -1/12 -2/25 -97/41 -1/13 -26/11 -1/13 -85/36 -1/12 -59/25 -1/13 -33/14 -2/23 -1/12 -40/17 -1/12 -3/37 -87/37 -1/13 -47/20 -3/37 -2/25 -7/3 -1/13 -30/13 -3/37 -53/23 -13/163 -23/10 -2/25 -1/13 -62/27 -1/13 -39/17 -7/89 -16/7 -3/38 -1/13 -41/18 -11/141 -6/77 -66/29 -1/13 -157/69 -15/193 -91/40 -8/103 -33/425 -25/11 -1/13 -34/15 -1/13 -9/4 -1/13 -4/53 -47/21 -1/13 -38/17 -5/67 -29/13 -9/121 -78/35 -11/149 -49/22 -2/27 -5/68 -20/9 -1/13 -1/14 -31/14 -1/13 -2/27 -11/5 -1/13 -35/16 -4/55 -1/14 -59/27 -1/13 -24/11 -1/13 -1/14 -13/6 -1/13 -2/27 -54/25 -9/121 -41/19 -15/203 -28/13 -5/68 -3/41 -43/20 -2/27 -3/41 -15/7 -3/41 -32/15 -7/97 -1/14 -17/8 -1/14 -19/9 -5/71 -21/10 -4/57 -3/43 -2/1 -1/15 -21/11 -3/47 -19/10 -4/63 -1/16 -17/9 -1/16 -32/17 -1/16 -7/113 -15/8 -4/65 -3/49 -43/23 -3/49 -28/15 -1/16 -3/49 -41/22 -15/247 -2/33 -136/73 -2/33 -95/51 -33/545 -54/29 -9/149 -13/7 -1/17 -24/13 -1/16 -1/17 -35/19 -1/17 -11/6 -1/16 0/1 -31/17 -1/15 -51/28 -1/16 -20/11 -1/16 -3/49 -49/27 -3/49 -78/43 -11/181 -107/59 -31/511 -136/75 -2/33 -29/16 -2/33 -9/149 -67/37 -23/383 -38/21 -1/17 -9/5 -1/17 -34/19 -1/17 -25/14 -1/17 -8/137 -91/51 -25/429 -157/88 -11/189 -16/275 -66/37 -1/17 -41/23 -7/121 -16/9 -1/17 -3/52 -39/22 -1/17 0/1 -23/13 -7/121 -53/30 -13/227 -2/35 -136/77 -2/35 -83/47 -19/333 -30/17 -3/53 -67/38 -2/35 -3/53 -37/21 -1/17 -7/4 -1/18 0/1 -47/27 -1/17 -40/23 -1/16 -1/17 -33/19 -1/17 -92/53 -1/16 -1/17 -151/87 -1/15 -59/34 -2/33 -1/17 -26/15 -1/17 -71/41 -1/17 -45/26 -1/15 0/1 -19/11 -1/17 -88/51 -1/17 -1/18 -157/91 -1/17 -69/40 -1/17 -2/35 -119/69 -1/18 -50/29 -1/17 -31/18 -5/87 -2/35 -136/79 -2/35 -105/61 -19/333 -74/43 -7/123 -43/25 -3/53 -55/32 -3/53 -4/71 -67/39 -17/303 -12/7 -1/17 -1/18 -41/24 -2/35 -7/123 -70/41 -3/53 -29/17 -5/89 -17/10 -1/18 -39/23 -3/55 -61/36 -1/18 -2/37 -22/13 -3/55 -27/16 -1/19 0/1 -32/19 -1/17 -1/18 -37/22 -4/73 -3/55 -5/3 -1/19 -38/23 -1/17 -33/20 -1/18 -6/109 -28/17 -1/18 -1/19 -51/31 -1/18 -23/14 -3/55 -2/37 -64/39 -1/18 -1/19 -41/25 -1/17 -59/36 -3/55 -2/37 -136/83 -2/37 -77/47 -5/93 -18/11 -1/19 -103/63 -1/19 -85/52 -1/19 -152/93 -1/19 -13/248 -67/41 -11/211 -116/71 -3/58 -5/97 -49/30 -2/39 -1/20 -31/19 -1/17 -44/27 -1/18 -1/19 -13/8 -2/37 -1/19 -34/21 -1/19 -21/13 -1/19 -71/44 -3/58 -2/39 -121/75 -1/19 -50/31 -1/19 -29/18 -2/39 -3/59 -66/41 -1/19 -169/105 -1/19 -272/169 -2/39 -103/64 -2/39 -1/20 -37/23 -1/19 -8/5 -1/19 -1/20 -51/32 -1/20 -94/59 -1/21 -43/27 -1/19 -35/22 -1/20 0/1 -97/61 -1/21 -62/39 -1/19 -89/56 -2/39 -3/59 -27/17 -3/61 -46/29 -3/61 -111/70 -4/83 -1/21 -65/41 -1/21 -19/12 -1/22 0/1 -68/43 0/1 -49/31 -1/13 -30/19 -1/17 -101/64 -8/143 -1/18 -71/45 -3/55 -41/26 -3/55 -2/37 -11/7 -1/19 -58/37 -3/59 -47/30 -2/39 -3/59 -130/83 -1/19 -213/136 -2/39 -3/59 -83/53 -5/99 -36/23 -1/19 -1/20 -25/16 -1/19 0/1 -64/41 -1/19 -1/20 -103/66 -2/39 -1/20 -39/25 -3/59 -53/34 -3/61 -2/41 -120/77 -5/104 -1/21 -67/43 -5/107 -81/52 -1/23 0/1 -14/9 -1/19 -31/20 -1/19 -2/39 -17/11 -1/20 -37/24 -1/21 0/1 -20/13 -1/20 -1/21 -63/41 -1/19 -43/28 -2/41 -1/21 -23/15 -1/17 -3/2 -1/20 0/1 -28/19 -1/20 -1/21 -25/17 -1/21 -22/15 -1/19 -19/13 -1/19 -16/11 -1/20 -1/21 -29/20 -1/21 -2/43 -71/49 -1/23 -42/29 -1/23 -55/38 -1/27 0/1 -68/47 0/1 -13/9 -1/19 -36/25 -1/20 -1/21 -23/16 -2/41 -1/21 -102/71 -1/21 -79/55 -1/21 -135/94 -1/19 0/1 -56/39 -1/20 -1/21 -89/62 -2/41 -1/21 -33/23 -1/21 -43/30 -1/21 -2/43 -53/37 -1/21 -63/44 -1/24 0/1 -136/95 0/1 -73/51 -1/17 -10/7 -1/21 -57/40 -1/20 -6/121 -47/33 -3/61 -37/26 -1/21 0/1 -101/71 -1/21 -64/45 -1/20 -1/21 -27/19 -3/61 -17/12 -1/21 -41/29 -5/107 -65/46 -3/64 -2/43 -89/63 -1/21 -113/80 -13/279 -2/43 -24/17 -1/21 -1/22 -31/22 -2/43 -3/65 -100/71 -7/153 -1/22 -69/49 -9/199 -38/27 -1/23 -7/5 -1/21 -39/28 -1/21 0/1 -71/51 -3/65 -103/74 -14/307 -1/22 -238/171 -1/22 -135/97 -17/375 -32/23 -1/22 -1/23 -25/18 -1/23 0/1 -68/49 0/1 -43/31 -1/19 -18/13 -1/21 -83/60 -1/21 -2/43 -65/47 -3/65 -112/81 -1/22 -1/23 -159/115 -1/15 -47/34 -2/41 -1/21 -29/21 -5/107 -98/71 -1/21 -69/50 -1/21 -2/43 -109/79 -9/193 -40/29 -3/65 -1/22 -11/8 -1/22 0/1 -37/27 -1/23 -137/100 -1/21 0/1 -374/273 -1/21 -237/173 -1/21 -100/73 -1/21 -1/22 -63/46 -1/22 0/1 -26/19 -1/21 -93/68 -1/21 -6/127 -67/49 -13/277 -108/79 -5/107 -7/150 -41/30 -2/43 -7/151 -56/41 -1/21 -1/22 -127/93 -1/21 -198/145 -5/107 -269/197 -17/365 -340/249 -2/43 -71/52 -2/43 -5/108 -15/11 -3/65 -34/25 -1/22 -19/14 -1/22 -4/89 -23/17 -5/113 -27/20 -1/23 0/1 -4/3 -1/22 -1/23 -25/19 -1/23 -46/35 -3/67 -67/51 -19/429 -21/16 -4/91 -1/23 -17/13 -1/23 -47/36 -1/23 -6/139 -124/95 -1/23 -7/162 -77/59 -1/23 -30/23 -1/23 -73/56 -5/116 -4/93 -116/89 -1/23 -3/70 -43/33 -1/23 -13/10 -1/23 -2/47 -48/37 -1/23 -1/24 -131/101 -1/25 -83/64 -2/45 -1/23 -118/91 -1/23 -35/27 -1/23 -57/44 -3/70 -2/47 -136/105 -2/47 -79/61 -3/71 -22/17 -1/23 -53/41 -1/21 -31/24 -2/45 -1/23 -102/79 -1/23 -71/55 -1/23 -111/86 -1/23 -4/93 -40/31 -1/23 -3/70 -89/69 -1/23 -49/38 -3/70 -2/47 -9/7 -1/23 -41/32 -2/47 -3/71 -32/25 -1/23 -1/24 -23/18 -1/23 -2/47 -60/47 -3/71 -1/24 -37/29 -3/71 -14/11 -1/23 -75/59 -5/117 -136/107 -2/47 -61/48 -2/47 -5/118 -47/37 -3/71 -127/100 -3/71 -4/95 -80/63 -5/119 -1/24 -33/26 -2/47 -1/24 -118/93 -1/23 -85/67 -1/24 -137/108 -1/25 0/1 -52/41 -1/23 -1/24 -19/15 -3/71 -43/34 -2/47 -3/71 -67/53 -25/593 -158/125 -27/641 -249/197 -83/1971 -340/269 -4/95 -91/72 -4/95 -29/689 -24/19 -5/119 -1/24 -77/61 -5/119 -130/103 -7/167 -53/42 -5/119 -6/143 -29/23 -11/263 -34/27 -1/24 -5/4 -1/24 -2/49 -26/21 -3/73 -47/38 -11/269 -2/49 -68/55 -2/49 -21/17 -5/123 -37/30 -4/99 -1/25 -53/43 -5/123 -69/56 -2/49 -5/123 -16/13 -3/74 -1/25 -27/22 -1/23 0/1 -11/9 -1/25 -28/23 -7/174 -1/25 -17/14 -1/25 -40/33 -1/25 -9/226 -23/19 -11/277 -29/24 -1/25 -2/51 -35/29 -1/25 -6/5 -1/25 -25/21 -3/77 -19/16 -4/103 -1/26 -51/43 -1/26 -32/27 -1/25 -1/26 -13/11 -3/77 -33/28 -2/51 -1/26 -86/73 -3/77 -53/45 -3/77 -73/62 -4/103 -9/232 -20/17 -5/129 -1/26 -67/57 -37/957 -47/40 -9/233 -10/259 -27/23 -15/389 -34/29 -1/26 -7/6 -1/26 -4/105 -22/19 -3/79 -15/13 -7/185 -23/20 -2/53 -5/133 -8/7 -3/80 -1/27 -25/22 -8/215 -1/27 -17/15 -1/27 -43/38 -1/27 -14/379 -26/23 -1/27 -9/8 -1/27 -4/109 -19/17 -5/137 -10/9 -3/83 -11/10 -8/223 -1/28 -12/11 -1/28 -5/141 -1/1 -1/31 0/1 0/1 1/1 1/33 11/10 1/30 8/239 10/9 3/89 19/17 5/147 9/8 4/117 1/29 17/15 1/29 8/7 1/29 3/86 23/20 5/143 2/57 15/13 7/199 22/19 3/85 7/6 4/113 1/28 34/29 1/28 27/23 15/419 47/40 10/279 9/251 20/17 1/28 5/139 13/11 3/83 19/16 1/28 4/111 25/21 3/83 6/5 1/27 23/19 11/299 17/14 1/27 28/23 1/27 7/188 11/9 1/27 27/22 0/1 1/25 16/13 1/27 3/80 37/30 1/27 4/107 21/17 5/133 26/21 3/79 5/4 2/53 1/26 34/27 1/26 29/23 11/285 24/19 1/26 5/129 91/72 29/747 4/103 67/53 25/643 43/34 3/77 2/51 19/15 3/77 33/26 1/26 2/51 47/37 3/77 61/48 5/128 2/51 14/11 1/25 37/29 3/77 23/18 2/51 1/25 32/25 1/26 1/25 41/32 3/77 2/51 9/7 1/25 49/38 2/51 3/76 40/31 3/76 1/25 71/55 1/25 102/79 1/25 31/24 1/25 2/49 84/65 1/25 1/24 53/41 1/23 22/17 1/25 57/44 2/51 3/76 35/27 1/25 13/10 2/51 1/25 43/33 1/25 73/56 4/101 5/126 30/23 1/25 17/13 1/25 38/29 1/25 21/16 1/25 4/99 67/51 19/467 113/86 25/613 2/49 46/35 3/73 25/19 1/25 4/3 1/25 1/24 23/17 5/123 19/14 4/97 1/24 34/25 1/24 15/11 3/71 41/30 7/165 2/47 67/49 13/303 93/68 6/139 1/23 26/19 1/23 63/46 0/1 1/24 37/27 1/25 11/8 0/1 1/24 40/29 1/24 3/71 69/50 2/47 1/23 29/21 5/117 18/13 1/23 25/18 0/1 1/25 32/23 1/25 1/24 71/51 3/71 39/28 0/1 1/23 7/5 1/23 31/22 3/71 2/47 24/17 1/24 1/23 17/12 1/23 44/31 1/23 3/68 71/50 2/45 1/22 27/19 3/67 64/45 1/23 1/22 101/71 1/23 37/26 0/1 1/23 47/33 3/67 10/7 1/23 63/44 0/1 1/26 53/37 1/23 43/30 2/47 1/23 33/23 1/23 56/39 1/23 1/22 79/55 1/23 102/71 1/23 23/16 1/23 2/45 36/25 1/23 1/22 85/59 1/22 49/34 1/22 2/43 13/9 1/21 42/29 1/25 29/20 2/47 1/23 16/11 1/23 1/22 51/35 1/22 35/24 0/1 1/22 19/13 1/21 3/2 0/1 1/22 23/15 1/19 43/28 1/23 2/45 20/13 1/23 1/22 17/11 1/22 31/20 2/43 1/21 14/9 1/21 67/43 5/117 53/34 2/45 3/67 92/59 3/67 1/22 39/25 3/65 103/66 1/22 2/43 64/41 1/22 1/21 25/16 0/1 1/21 36/23 1/22 1/21 83/53 5/109 47/30 3/65 2/43 11/7 1/21 41/26 2/41 3/61 71/45 3/61 172/109 7/141 1/20 101/64 1/20 8/159 30/19 1/19 19/12 0/1 1/24 46/29 3/67 27/17 3/67 89/56 3/65 2/43 151/95 5/109 62/39 1/21 35/22 0/1 1/22 43/27 1/21 8/5 1/22 1/21 45/28 0/1 1/23 37/23 1/21 103/64 1/22 2/43 66/41 1/21 29/18 3/65 2/43 21/13 1/21 34/21 1/21 13/8 1/21 2/41 44/27 1/21 1/20 31/19 1/19 18/11 1/21 59/36 2/41 3/61 41/25 1/19 23/14 2/41 3/61 28/17 1/21 1/20 33/20 6/121 1/20 38/23 1/19 5/3 1/21 32/19 1/20 1/19 27/16 0/1 1/21 22/13 3/61 17/10 1/20 46/27 5/99 75/44 1/20 6/119 29/17 5/99 70/41 3/59 41/24 7/137 2/39 53/31 3/59 65/38 5/98 2/39 142/83 5/97 77/45 1/19 12/7 1/20 1/19 67/39 17/337 122/71 13/257 55/32 4/79 3/59 43/25 3/59 74/43 7/137 31/18 2/39 5/97 19/11 1/19 45/26 0/1 1/17 71/41 1/19 97/56 4/79 3/59 26/15 1/19 85/49 1/19 59/34 1/19 2/37 33/19 1/19 40/23 1/19 1/18 87/50 2/37 1/18 47/27 1/19 7/4 0/1 1/20 30/17 3/59 53/30 2/39 13/253 23/13 7/135 62/35 1/19 39/22 0/1 1/19 16/9 3/58 1/19 41/23 7/135 66/37 1/19 157/88 16/307 11/211 91/51 25/479 25/14 8/153 1/19 34/19 1/19 9/5 1/19 47/26 1/19 2/37 38/21 1/19 29/16 9/167 2/37 78/43 11/203 49/27 3/55 20/11 3/55 1/18 31/17 1/17 11/6 0/1 1/18 35/19 1/19 59/32 1/19 2/37 24/13 1/19 1/18 13/7 1/19 54/29 9/167 41/22 2/37 15/277 28/15 3/55 1/18 43/23 3/55 15/8 3/55 4/73 32/17 7/127 1/18 17/9 1/18 19/10 1/18 4/71 21/11 3/53 2/1 1/17 21/10 3/49 4/65 19/9 5/81 17/8 1/16 32/15 1/16 7/111 15/7 3/47 43/20 3/47 2/31 28/13 3/47 5/78 41/19 15/233 136/63 2/31 95/44 2/31 33/511 54/25 9/139 13/6 2/31 1/15 24/11 1/16 1/15 35/16 1/16 4/63 11/5 1/15 31/14 2/31 1/15 51/23 1/16 20/9 1/16 1/15 49/22 5/78 2/31 78/35 11/171 107/48 31/481 2/31 136/61 2/31 29/13 9/139 67/30 2/31 5/77 38/17 5/77 9/4 4/61 1/15 34/15 1/15 25/11 1/15 91/40 33/491 8/119 157/69 15/223 66/29 1/15 41/18 6/89 11/163 16/7 1/15 3/44 39/17 7/103 23/10 1/15 2/29 53/23 13/189 136/59 2/29 83/36 2/29 19/275 30/13 3/43 67/29 11/155 37/16 0/1 1/13 7/3 1/15 47/20 2/29 3/43 40/17 3/43 1/14 33/14 1/14 2/27 92/39 1/15 1/14 151/64 0/1 1/15 59/25 1/15 26/11 1/15 71/30 2/29 1/14 45/19 7/101 19/8 0/1 1/14 88/37 1/17 1/16 157/66 4/63 3/47 69/29 7/107 119/50 1/15 50/21 1/15 31/13 5/73 136/57 2/29 105/44 2/29 19/275 74/31 7/101 43/18 2/29 3/43 55/23 1/15 67/28 1/15 2/29 12/5 3/43 1/14 41/17 13/185 70/29 5/71 29/12 6/85 7/99 17/7 1/14 39/16 8/111 7/97 61/25 7/97 22/9 5/69 27/11 5/69 32/13 1/14 3/41 37/15 1/13 5/2 1/14 2/27 38/15 1/13 33/13 1/13 28/11 3/40 1/13 51/20 1/13 23/9 1/11 64/25 1/14 1/13 41/16 2/27 1/13 59/23 3/41 136/53 2/27 77/30 2/27 5/67 18/7 1/13 103/40 1/14 2/27 85/33 1/14 152/59 1/14 3/41 67/26 2/27 1/13 116/45 1/14 1/13 49/19 1/13 31/12 2/27 5/67 44/17 3/40 1/13 13/5 1/13 34/13 1/13 21/8 1/13 8/103 71/27 9/115 121/46 1/13 4/51 50/19 1/13 29/11 7/89 66/25 1/13 169/64 3/38 2/25 272/103 2/25 103/39 1/13 37/14 1/13 4/51 8/3 1/13 1/12 51/19 1/13 94/35 1/13 43/16 1/13 6/77 35/13 1/13 97/36 1/13 4/51 62/23 1/13 89/33 1/13 27/10 1/13 4/51 46/17 5/63 111/41 1/13 65/24 3/38 2/25 19/7 5/63 68/25 2/25 49/18 2/25 13/162 30/11 3/37 101/37 3/37 71/26 2/25 1/12 41/15 1/13 11/4 4/49 1/12 58/21 1/11 47/17 1/13 130/47 1/13 213/77 3/37 83/30 2/25 3/37 36/13 1/12 1/11 25/9 1/13 64/23 1/13 1/12 103/37 1/13 39/14 0/1 1/13 53/19 5/63 120/43 1/13 3/38 67/24 5/63 2/25 81/29 5/63 14/5 3/37 31/11 5/61 17/6 1/12 37/13 7/83 20/7 1/12 3/35 63/22 4/47 7/82 43/15 3/35 23/8 2/23 5/57 3/1 1/11 28/9 1/11 5/54 25/8 1/11 4/43 22/7 3/31 19/6 0/1 1/12 16/5 1/11 3/32 29/9 5/53 71/22 3/32 2/21 42/13 5/53 55/17 13/137 68/21 2/21 13/4 2/21 3/31 36/11 1/11 1/10 23/7 7/71 102/31 1/10 79/24 1/10 18/179 135/41 29/287 56/17 1/10 5/49 89/27 3/29 33/10 1/10 2/19 43/13 1/9 53/16 2/19 1/9 63/19 1/7 136/41 0/1 73/22 0/1 1/14 10/3 1/11 57/17 3/31 47/14 1/11 2/21 37/11 3/31 101/30 4/41 1/10 64/19 3/31 1/10 27/8 3/31 4/41 17/5 1/10 41/12 7/69 6/59 65/19 7/69 89/26 5/49 14/137 113/33 29/283 24/7 1/10 3/29 31/9 1/9 100/29 1/10 3/29 69/20 3/29 2/19 38/11 3/29 7/2 0/1 1/10 39/11 1/9 71/20 1/10 2/19 103/29 1/9 238/67 1/9 135/38 0/1 1/9 32/9 1/10 1/9 25/7 3/29 68/19 2/19 43/12 2/19 5/47 18/5 1/9 83/23 1/9 65/18 2/19 3/28 112/31 1/10 1/9 159/44 2/19 13/123 47/13 1/9 29/8 3/29 2/19 98/27 5/47 69/19 19/177 109/30 23/213 4/37 40/11 5/46 1/9 11/3 1/9 37/10 0/1 1/9 137/37 11/111 374/101 1/10 237/64 1/10 20/199 100/27 1/10 5/49 63/17 3/29 26/7 1/9 93/25 3/29 67/18 2/19 1/9 108/29 1/10 3/29 41/11 9/85 56/15 3/28 1/9 127/34 7/65 4/37 198/53 15/139 269/72 35/324 4/37 340/91 4/37 71/19 9/83 15/4 4/37 1/9 34/9 1/9 19/5 1/9 23/6 2/17 3/25 27/7 1/7 4/1 1/9 1/8 25/6 0/1 1/9 46/11 5/43 67/16 2/17 3/25 21/5 3/25 17/4 1/8 47/11 5/39 124/29 1/8 7/55 77/18 6/47 5/39 30/7 3/23 73/17 5/39 116/27 1/8 3/23 43/10 3/23 2/15 13/3 1/7 48/11 1/8 3/23 131/30 5/38 2/15 83/19 1/7 118/27 1/7 35/8 0/1 1/8 57/13 3/23 136/31 2/15 79/18 2/15 3/22 22/5 1/7 53/12 2/15 5/37 31/7 1/7 102/23 1/8 71/16 1/8 2/15 111/25 1/7 40/9 1/8 1/7 89/20 2/15 1/7 49/11 3/23 9/2 0/1 1/7 41/9 3/25 32/7 1/9 1/8 23/5 5/39 60/13 3/22 1/7 37/8 0/1 1/7 14/3 1/7 75/16 5/38 2/15 136/29 2/15 61/13 5/37 47/10 2/15 1/7 127/27 1/7 80/17 3/22 1/7 33/7 1/7 118/25 1/7 85/18 1/7 137/29 21/145 52/11 1/7 3/20 19/4 0/1 1/8 43/9 1/7 67/14 3/23 2/15 158/33 11/83 249/52 39/293 2/15 340/71 2/15 91/19 17/127 24/5 3/22 1/7 77/16 2/15 1/7 130/27 5/37 53/11 7/51 29/6 6/43 1/7 34/7 1/7 5/1 1/7 26/5 1/5 47/9 1/1 68/13 0/1 21/4 0/1 1/9 37/7 1/7 53/10 2/15 5/37 69/13 13/93 16/3 1/7 1/6 27/5 3/19 11/2 0/1 1/6 28/5 3/19 1/6 17/3 1/6 40/7 1/6 3/17 23/4 2/11 1/5 29/5 1/7 35/6 0/1 1/6 6/1 1/5 25/4 0/1 1/7 19/3 1/7 51/8 1/6 32/5 1/6 3/17 13/2 2/11 1/5 33/5 1/5 86/13 1/5 53/8 1/5 2/9 73/11 1/7 20/3 1/6 1/5 67/10 2/11 1/5 47/7 1/5 27/4 4/21 1/5 34/5 1/5 7/1 1/5 22/3 1/3 15/2 0/1 1/1 23/3 3/19 8/1 1/5 1/4 25/3 1/5 17/2 1/4 43/5 3/11 26/3 1/3 9/1 1/3 19/2 0/1 1/2 10/1 1/5 11/1 1/3 12/1 1/3 1/2 1/0 0/1 1/1 GENERATING SET ASSOCIATED TO THE FUNDAMENTAL DOMAIN GENERATOR EDGE PAIRING TYPE Matrix(135,1564,-94,-1089) (-11/1,1/0) -> (-79/55,-135/94) Hyperbolic Matrix(67,680,20,203) (-11/1,-10/1) -> (10/3,57/17) Hyperbolic Matrix(205,1972,92,885) (-10/1,-19/2) -> (49/22,78/35) Hyperbolic Matrix(67,612,52,475) (-19/2,-9/1) -> (9/7,49/38) Hyperbolic Matrix(203,1768,-86,-749) (-9/1,-17/2) -> (-85/36,-59/25) Hyperbolic Matrix(67,544,-42,-341) (-17/2,-8/1) -> (-8/5,-51/32) Hyperbolic Matrix(203,1564,44,339) (-8/1,-23/3) -> (23/5,60/13) Hyperbolic Matrix(205,1564,116,885) (-23/3,-15/2) -> (53/30,23/13) Hyperbolic Matrix(203,1496,46,339) (-15/2,-22/3) -> (22/5,53/12) Hyperbolic Matrix(205,1496,84,613) (-22/3,-7/1) -> (61/25,22/9) Hyperbolic Matrix(69,476,10,69) (-7/1,-34/5) -> (34/5,7/1) Hyperbolic Matrix(271,1836,40,271) (-34/5,-27/4) -> (27/4,34/5) Hyperbolic Matrix(545,3672,202,1361) (-27/4,-47/7) -> (89/33,27/10) Hyperbolic Matrix(1087,7276,-630,-4217) (-47/7,-20/3) -> (-88/51,-157/91) Hyperbolic Matrix(135,884,-104,-681) (-20/3,-13/2) -> (-13/10,-48/37) Hyperbolic Matrix(137,884,-42,-271) (-13/2,-19/3) -> (-49/15,-13/4) Hyperbolic Matrix(205,1292,162,1021) (-19/3,-25/4) -> (43/34,19/15) Hyperbolic Matrix(339,2108,142,883) (-25/4,-6/1) -> (74/31,43/18) Hyperbolic Matrix(271,1564,-118,-681) (-6/1,-23/4) -> (-23/10,-62/27) Hyperbolic Matrix(273,1564,-166,-951) (-23/4,-17/3) -> (-51/31,-23/14) Hyperbolic Matrix(339,1904,-206,-1157) (-17/3,-28/5) -> (-28/17,-51/31) Hyperbolic Matrix(135,748,98,543) (-28/5,-11/2) -> (11/8,40/29) Hyperbolic Matrix(137,748,50,273) (-11/2,-27/5) -> (41/15,11/4) Hyperbolic Matrix(203,1088,114,611) (-27/5,-16/3) -> (16/9,41/23) Hyperbolic Matrix(681,3604,-154,-815) (-16/3,-37/7) -> (-31/7,-84/19) Hyperbolic Matrix(477,2516,142,749) (-37/7,-21/4) -> (47/14,37/11) Hyperbolic Matrix(339,1768,-274,-1429) (-21/4,-26/5) -> (-26/21,-47/38) Hyperbolic Matrix(341,1768,92,477) (-26/5,-5/1) -> (63/17,26/7) Hyperbolic Matrix(69,340,14,69) (-5/1,-34/7) -> (34/7,5/1) Hyperbolic Matrix(407,1972,84,407) (-34/7,-29/6) -> (29/6,34/7) Hyperbolic Matrix(747,3604,-268,-1293) (-29/6,-24/5) -> (-92/33,-39/14) Hyperbolic Matrix(1021,4896,298,1429) (-24/5,-91/19) -> (113/33,24/7) Hyperbolic Matrix(2855,13668,-682,-3265) (-91/19,-67/14) -> (-67/16,-113/27) Hyperbolic Matrix(1905,9112,512,2449) (-67/14,-43/9) -> (93/25,67/18) Hyperbolic Matrix(271,1292,228,1087) (-43/9,-19/4) -> (19/16,25/21) Hyperbolic Matrix(273,1292,-86,-407) (-19/4,-33/7) -> (-35/11,-19/6) Hyperbolic Matrix(953,4488,-664,-3127) (-33/7,-47/10) -> (-89/62,-33/23) Hyperbolic Matrix(681,3196,290,1361) (-47/10,-61/13) -> (7/3,47/20) Hyperbolic Matrix(407,1904,-320,-1497) (-61/13,-14/3) -> (-14/11,-75/59) Hyperbolic Matrix(205,952,132,613) (-14/3,-37/8) -> (31/20,14/9) Hyperbolic Matrix(545,2516,-206,-951) (-37/8,-23/5) -> (-45/17,-37/14) Hyperbolic Matrix(341,1564,104,477) (-23/5,-32/7) -> (36/11,23/7) Hyperbolic Matrix(477,2176,194,885) (-32/7,-41/9) -> (27/11,32/13) Hyperbolic Matrix(613,2788,374,1701) (-41/9,-9/2) -> (59/36,41/25) Hyperbolic Matrix(137,612,122,545) (-9/2,-49/11) -> (19/17,9/8) Hyperbolic Matrix(1223,5440,-520,-2313) (-49/11,-40/9) -> (-40/17,-87/37) Hyperbolic Matrix(475,2108,-322,-1429) (-40/9,-71/16) -> (-3/2,-28/19) Hyperbolic Matrix(3265,14484,736,3265) (-71/16,-102/23) -> (102/23,71/16) Hyperbolic Matrix(1427,6324,322,1427) (-102/23,-31/7) -> (31/7,102/23) Hyperbolic Matrix(2447,10812,-1570,-6937) (-84/19,-53/12) -> (-53/34,-120/77) Hyperbolic Matrix(339,1496,46,203) (-53/12,-22/5) -> (22/3,15/2) Hyperbolic Matrix(681,2992,-526,-2311) (-22/5,-57/13) -> (-79/61,-22/17) Hyperbolic Matrix(543,2380,248,1087) (-57/13,-35/8) -> (35/16,11/5) Hyperbolic Matrix(203,884,-172,-749) (-35/8,-13/3) -> (-13/11,-33/28) Hyperbolic Matrix(679,2924,284,1223) (-13/3,-43/10) -> (43/18,55/23) Hyperbolic Matrix(1361,5848,-886,-3807) (-43/10,-73/17) -> (-63/41,-43/28) Hyperbolic Matrix(681,2924,412,1769) (-73/17,-30/7) -> (38/23,5/3) Hyperbolic Matrix(271,1156,-64,-273) (-30/7,-17/4) -> (-17/4,-38/9) Parabolic Matrix(613,2584,-274,-1155) (-38/9,-21/5) -> (-47/21,-38/17) Hyperbolic Matrix(1087,4556,162,679) (-21/5,-67/16) -> (67/10,47/7) Hyperbolic Matrix(7005,29308,-5542,-23187) (-113/27,-46/11) -> (-158/125,-249/197) Hyperbolic Matrix(407,1700,130,543) (-46/11,-25/6) -> (25/8,22/7) Hyperbolic Matrix(409,1700,262,1089) (-25/6,-4/1) -> (64/41,25/16) Hyperbolic Matrix(407,1564,-248,-953) (-4/1,-23/6) -> (-23/14,-64/39) Hyperbolic Matrix(339,1292,196,747) (-23/6,-19/5) -> (19/11,45/26) Hyperbolic Matrix(341,1292,90,341) (-19/5,-34/9) -> (34/9,19/5) Hyperbolic Matrix(271,1020,72,271) (-34/9,-15/4) -> (15/4,34/9) Hyperbolic Matrix(747,2788,-310,-1157) (-15/4,-41/11) -> (-41/17,-53/22) Hyperbolic Matrix(2721,10132,-1972,-7343) (-41/11,-67/18) -> (-69/50,-109/79) Hyperbolic Matrix(2449,9112,512,1905) (-67/18,-93/25) -> (43/9,67/14) Hyperbolic Matrix(2651,9860,-1664,-6189) (-93/25,-26/7) -> (-94/59,-43/27) Hyperbolic Matrix(477,1768,92,341) (-26/7,-63/17) -> (5/1,26/5) Hyperbolic Matrix(679,2516,-404,-1497) (-63/17,-37/10) -> (-37/22,-5/3) Hyperbolic Matrix(203,748,92,339) (-37/10,-11/3) -> (11/5,31/14) Hyperbolic Matrix(205,748,168,613) (-11/3,-40/11) -> (28/23,11/9) Hyperbolic Matrix(2789,10132,-2040,-7411) (-40/11,-69/19) -> (-67/49,-108/79) Hyperbolic Matrix(1087,3944,-600,-2177) (-69/19,-29/8) -> (-29/16,-67/37) Hyperbolic Matrix(545,1972,-338,-1223) (-29/8,-18/5) -> (-50/31,-29/18) Hyperbolic Matrix(341,1224,-246,-883) (-18/5,-25/7) -> (-43/31,-18/13) Hyperbolic Matrix(477,1700,172,613) (-25/7,-32/9) -> (36/13,25/9) Hyperbolic Matrix(4079,14484,-1494,-5305) (-32/9,-71/20) -> (-71/26,-172/63) Hyperbolic Matrix(1361,4828,422,1497) (-71/20,-39/11) -> (29/9,71/22) Hyperbolic Matrix(883,3128,518,1835) (-39/11,-7/2) -> (75/44,29/17) Hyperbolic Matrix(137,476,-78,-271) (-7/2,-31/9) -> (-37/21,-7/4) Hyperbolic Matrix(613,2108,376,1293) (-31/9,-24/7) -> (44/27,31/19) Hyperbolic Matrix(339,1156,-100,-341) (-24/7,-17/5) -> (-17/5,-44/13) Parabolic Matrix(3197,10812,-2312,-7819) (-44/13,-71/21) -> (-65/47,-112/81) Hyperbolic Matrix(1429,4828,906,3061) (-71/21,-27/8) -> (41/26,71/45) Hyperbolic Matrix(1291,4352,504,1699) (-27/8,-64/19) -> (64/25,41/16) Hyperbolic Matrix(3877,13056,2484,8365) (-64/19,-101/30) -> (103/66,64/41) Hyperbolic Matrix(2243,7548,1394,4691) (-101/30,-37/11) -> (37/23,103/64) Hyperbolic Matrix(749,2516,142,477) (-37/11,-47/14) -> (21/4,37/7) Hyperbolic Matrix(953,3196,-608,-2039) (-47/14,-10/3) -> (-58/37,-47/30) Hyperbolic Matrix(409,1360,-286,-951) (-10/3,-63/19) -> (-73/51,-10/7) Hyperbolic Matrix(2175,7208,328,1087) (-63/19,-53/16) -> (53/8,73/11) Hyperbolic Matrix(883,2924,472,1563) (-53/16,-43/13) -> (43/23,15/8) Hyperbolic Matrix(885,2924,556,1837) (-43/13,-33/10) -> (35/22,43/27) Hyperbolic Matrix(1361,4488,-1072,-3535) (-33/10,-56/17) -> (-80/63,-33/26) Hyperbolic Matrix(475,1564,-434,-1429) (-56/17,-79/24) -> (-11/10,-12/11) Hyperbolic Matrix(4897,16116,1488,4897) (-79/24,-102/31) -> (102/31,79/24) Hyperbolic Matrix(1427,4692,434,1427) (-102/31,-23/7) -> (23/7,102/31) Hyperbolic Matrix(477,1564,104,341) (-23/7,-36/11) -> (32/7,23/5) Hyperbolic Matrix(1019,3332,478,1563) (-36/11,-85/26) -> (17/8,32/15) Hyperbolic Matrix(749,2448,354,1157) (-85/26,-49/15) -> (19/9,17/8) Hyperbolic Matrix(883,2856,-610,-1973) (-13/4,-42/13) -> (-42/29,-55/38) Hyperbolic Matrix(1495,4828,-632,-2041) (-42/13,-29/9) -> (-97/41,-26/11) Hyperbolic Matrix(339,1088,148,475) (-29/9,-16/5) -> (16/7,39/17) Hyperbolic Matrix(2857,9112,-1748,-5575) (-16/5,-51/16) -> (-85/52,-152/93) Hyperbolic Matrix(2583,8228,-1580,-5033) (-51/16,-35/11) -> (-103/63,-85/52) Hyperbolic Matrix(409,1292,-258,-815) (-19/6,-3/1) -> (-65/41,-19/12) Hyperbolic Matrix(613,1768,354,1021) (-3/1,-23/8) -> (45/26,71/41) Hyperbolic Matrix(1565,4488,688,1973) (-23/8,-43/15) -> (25/11,91/40) Hyperbolic Matrix(2041,5848,-1566,-4487) (-43/15,-20/7) -> (-116/89,-43/33) Hyperbolic Matrix(477,1360,-262,-747) (-20/7,-17/6) -> (-51/28,-20/11) Hyperbolic Matrix(747,2108,-410,-1157) (-17/6,-31/11) -> (-31/17,-51/28) Hyperbolic Matrix(339,952,266,747) (-31/11,-14/5) -> (14/11,37/29) Hyperbolic Matrix(3263,9112,-1364,-3809) (-14/5,-67/24) -> (-67/28,-122/51) Hyperbolic Matrix(2583,7208,-2096,-5849) (-67/24,-53/19) -> (-53/43,-69/56) Hyperbolic Matrix(6731,18768,-3878,-10813) (-53/19,-92/33) -> (-92/53,-151/87) Hyperbolic Matrix(4079,11356,1514,4215) (-39/14,-103/37) -> (35/13,97/36) Hyperbolic Matrix(4691,13056,3298,9179) (-103/37,-64/23) -> (64/45,101/71) Hyperbolic Matrix(611,1700,464,1291) (-64/23,-25/9) -> (25/19,4/3) Hyperbolic Matrix(613,1700,172,477) (-25/9,-36/13) -> (32/9,25/7) Hyperbolic Matrix(1155,3196,614,1699) (-36/13,-83/30) -> (15/8,32/17) Hyperbolic Matrix(5237,14484,-1942,-5371) (-83/30,-47/17) -> (-89/33,-151/56) Hyperbolic Matrix(1157,3196,-812,-2243) (-47/17,-11/4) -> (-57/40,-47/33) Hyperbolic Matrix(273,748,50,137) (-11/4,-41/15) -> (27/5,11/2) Hyperbolic Matrix(1767,4828,1244,3399) (-41/15,-71/26) -> (71/50,27/19) Hyperbolic Matrix(18631,50864,-13600,-37129) (-172/63,-101/37) -> (-237/173,-100/73) Hyperbolic Matrix(1769,4828,698,1905) (-101/37,-30/11) -> (38/15,33/13) Hyperbolic Matrix(749,2040,-474,-1291) (-30/11,-19/7) -> (-49/31,-30/19) Hyperbolic Matrix(477,1292,-326,-883) (-19/7,-46/17) -> (-22/15,-19/13) Hyperbolic Matrix(679,1836,402,1087) (-46/17,-27/10) -> (27/16,22/13) Hyperbolic Matrix(1361,3672,202,545) (-27/10,-89/33) -> (47/7,27/4) Hyperbolic Matrix(8499,22916,-6734,-18157) (-151/56,-62/23) -> (-130/103,-53/42) Hyperbolic Matrix(883,2380,-732,-1973) (-62/23,-35/13) -> (-35/29,-6/5) Hyperbolic Matrix(1087,2924,758,2039) (-35/13,-43/16) -> (43/30,33/23) Hyperbolic Matrix(203,544,-178,-477) (-43/16,-8/3) -> (-8/7,-25/22) Hyperbolic Matrix(205,544,26,69) (-8/3,-45/17) -> (23/3,8/1) Hyperbolic Matrix(2857,7548,2008,5305) (-37/14,-103/39) -> (101/71,37/26) Hyperbolic Matrix(6799,17952,-4224,-11153) (-103/39,-66/25) -> (-66/41,-169/105) Hyperbolic Matrix(1495,3944,876,2311) (-66/25,-29/11) -> (29/17,70/41) Hyperbolic Matrix(749,1972,-542,-1427) (-29/11,-21/8) -> (-47/34,-29/21) Hyperbolic Matrix(545,1428,208,545) (-21/8,-34/13) -> (34/13,21/8) Hyperbolic Matrix(339,884,130,339) (-34/13,-13/5) -> (13/5,34/13) Hyperbolic Matrix(341,884,184,477) (-13/5,-44/17) -> (24/13,13/7) Hyperbolic Matrix(815,2108,578,1495) (-44/17,-31/12) -> (31/22,24/17) Hyperbolic Matrix(817,2108,-474,-1223) (-31/12,-18/7) -> (-50/29,-31/18) Hyperbolic Matrix(953,2448,-582,-1495) (-18/7,-59/23) -> (-77/47,-18/11) Hyperbolic Matrix(1087,2788,848,2175) (-59/23,-41/16) -> (41/32,9/7) Hyperbolic Matrix(611,1564,-452,-1157) (-41/16,-23/9) -> (-23/17,-27/20) Hyperbolic Matrix(613,1564,-506,-1291) (-23/9,-28/11) -> (-40/33,-23/19) Hyperbolic Matrix(883,2244,508,1291) (-28/11,-33/13) -> (33/19,40/23) Hyperbolic Matrix(1905,4828,698,1769) (-33/13,-38/15) -> (30/11,101/37) Hyperbolic Matrix(1155,2924,886,2243) (-38/15,-5/2) -> (73/56,30/23) Hyperbolic Matrix(1019,2516,-744,-1837) (-5/2,-32/13) -> (-100/73,-63/46) Hyperbolic Matrix(885,2176,194,477) (-32/13,-27/11) -> (41/9,32/7) Hyperbolic Matrix(749,1836,472,1157) (-27/11,-22/9) -> (46/29,27/17) Hyperbolic Matrix(475,1156,-196,-477) (-22/9,-17/7) -> (-17/7,-46/19) Parabolic Matrix(815,1972,112,271) (-46/19,-75/31) -> (7/1,22/3) Hyperbolic Matrix(1293,3128,928,2245) (-75/31,-29/12) -> (39/28,7/5) Hyperbolic Matrix(1633,3944,1014,2449) (-29/12,-70/29) -> (66/41,29/18) Hyperbolic Matrix(2311,5576,1296,3127) (-70/29,-41/17) -> (41/23,66/37) Hyperbolic Matrix(4829,11628,1836,4421) (-53/22,-65/27) -> (71/27,121/46) Hyperbolic Matrix(21217,51068,-15538,-37399) (-65/27,-142/59) -> (-198/145,-269/197) Hyperbolic Matrix(8703,20944,1808,4351) (-142/59,-77/32) -> (77/16,130/27) Hyperbolic Matrix(4353,10472,1018,2449) (-77/32,-12/5) -> (124/29,77/18) Hyperbolic Matrix(2243,5372,-1562,-3741) (-12/5,-67/28) -> (-135/94,-56/39) Hyperbolic Matrix(1905,4556,1024,2449) (-122/51,-55/23) -> (13/7,54/29) Hyperbolic Matrix(1223,2924,284,679) (-55/23,-43/18) -> (43/10,13/3) Hyperbolic Matrix(883,2108,142,339) (-43/18,-74/31) -> (6/1,25/4) Hyperbolic Matrix(4217,10064,-2450,-5847) (-74/31,-31/13) -> (-105/61,-74/43) Hyperbolic Matrix(885,2108,-542,-1291) (-31/13,-19/8) -> (-49/30,-31/19) Hyperbolic Matrix(545,1292,402,953) (-19/8,-45/19) -> (23/17,19/14) Hyperbolic Matrix(747,1768,488,1155) (-45/19,-71/30) -> (3/2,23/15) Hyperbolic Matrix(4081,9656,1150,2721) (-71/30,-97/41) -> (39/11,71/20) Hyperbolic Matrix(3945,9316,-2476,-5847) (-26/11,-85/36) -> (-51/32,-94/59) Hyperbolic Matrix(1701,4012,-778,-1835) (-59/25,-33/14) -> (-35/16,-59/27) Hyperbolic Matrix(953,2244,578,1361) (-33/14,-40/17) -> (28/17,33/20) Hyperbolic Matrix(1157,2720,550,1293) (-87/37,-47/20) -> (21/10,19/9) Hyperbolic Matrix(1361,3196,290,681) (-47/20,-7/3) -> (61/13,47/10) Hyperbolic Matrix(205,476,-146,-339) (-7/3,-30/13) -> (-38/27,-7/5) Hyperbolic Matrix(1769,4080,-1002,-2311) (-30/13,-53/23) -> (-83/47,-30/17) Hyperbolic Matrix(679,1564,590,1359) (-53/23,-23/10) -> (23/20,15/13) Hyperbolic Matrix(3673,8432,-2310,-5303) (-62/27,-39/17) -> (-97/61,-62/39) Hyperbolic Matrix(475,1088,148,339) (-39/17,-16/7) -> (16/5,29/9) Hyperbolic Matrix(477,1088,388,885) (-16/7,-41/18) -> (27/22,16/13) Hyperbolic Matrix(2449,5576,1434,3265) (-41/18,-66/29) -> (70/41,41/24) Hyperbolic Matrix(747,1700,388,883) (-66/29,-157/69) -> (21/11,2/1) Hyperbolic Matrix(12851,29240,3556,8091) (-157/69,-91/40) -> (159/44,47/13) Hyperbolic Matrix(1973,4488,688,1565) (-91/40,-25/11) -> (43/15,23/8) Hyperbolic Matrix(749,1700,330,749) (-25/11,-34/15) -> (34/15,25/11) Hyperbolic Matrix(271,612,120,271) (-34/15,-9/4) -> (9/4,34/15) Hyperbolic Matrix(2855,6392,-2248,-5033) (-9/4,-47/21) -> (-47/37,-127/100) Hyperbolic Matrix(1767,3944,-1280,-2857) (-38/17,-29/13) -> (-29/21,-98/71) Hyperbolic Matrix(4759,10608,-2624,-5849) (-29/13,-78/35) -> (-78/43,-107/59) Hyperbolic Matrix(885,1972,92,205) (-78/35,-49/22) -> (19/2,10/1) Hyperbolic Matrix(2993,6664,-1832,-4079) (-49/22,-20/9) -> (-116/71,-49/30) Hyperbolic Matrix(613,1360,-398,-883) (-20/9,-31/14) -> (-37/24,-20/13) Hyperbolic Matrix(339,748,92,203) (-31/14,-11/5) -> (11/3,37/10) Hyperbolic Matrix(1087,2380,248,543) (-11/5,-35/16) -> (35/8,57/13) Hyperbolic Matrix(1495,3264,-1184,-2585) (-59/27,-24/11) -> (-24/19,-77/61) Hyperbolic Matrix(407,884,250,543) (-24/11,-13/6) -> (13/8,44/27) Hyperbolic Matrix(2107,4556,1226,2651) (-13/6,-54/25) -> (122/71,55/32) Hyperbolic Matrix(3401,7344,-1826,-3943) (-54/25,-41/19) -> (-95/51,-54/29) Hyperbolic Matrix(2585,5576,694,1497) (-41/19,-28/13) -> (108/29,41/11) Hyperbolic Matrix(2243,4828,-1738,-3741) (-28/13,-43/20) -> (-111/86,-40/31) Hyperbolic Matrix(1361,2924,950,2041) (-43/20,-15/7) -> (53/37,43/30) Hyperbolic Matrix(1497,3196,956,2041) (-15/7,-32/15) -> (36/23,83/53) Hyperbolic Matrix(1021,2176,160,341) (-32/15,-17/8) -> (51/8,32/5) Hyperbolic Matrix(611,1292,96,203) (-17/8,-19/9) -> (19/3,51/8) Hyperbolic Matrix(1291,2720,290,611) (-19/9,-21/10) -> (89/20,49/11) Hyperbolic Matrix(817,1700,458,953) (-21/10,-2/1) -> (66/37,157/88) Hyperbolic Matrix(883,1700,388,747) (-2/1,-21/11) -> (157/69,66/29) Hyperbolic Matrix(1427,2720,820,1563) (-21/11,-19/10) -> (87/50,47/27) Hyperbolic Matrix(1291,2448,896,1699) (-19/10,-17/9) -> (85/59,49/34) Hyperbolic Matrix(1769,3332,1228,2313) (-17/9,-32/17) -> (36/25,85/59) Hyperbolic Matrix(1699,3196,614,1155) (-32/17,-15/8) -> (83/30,36/13) Hyperbolic Matrix(1563,2924,472,883) (-15/8,-43/23) -> (43/13,53/16) Hyperbolic Matrix(1019,1904,-692,-1293) (-43/23,-28/15) -> (-28/19,-25/17) Hyperbolic Matrix(2515,4692,692,1291) (-28/15,-41/22) -> (109/30,40/11) Hyperbolic Matrix(9927,18496,4598,8567) (-41/22,-136/73) -> (136/63,95/44) Hyperbolic Matrix(9929,18496,4600,8569) (-136/73,-95/51) -> (41/19,136/63) Hyperbolic Matrix(2447,4556,876,1631) (-54/29,-13/7) -> (81/29,14/5) Hyperbolic Matrix(477,884,184,341) (-13/7,-24/13) -> (44/17,13/5) Hyperbolic Matrix(2177,4012,-1254,-2311) (-24/13,-35/19) -> (-33/19,-92/53) Hyperbolic Matrix(1293,2380,998,1837) (-35/19,-11/6) -> (57/44,35/27) Hyperbolic Matrix(409,748,298,545) (-11/6,-31/17) -> (37/27,11/8) Hyperbolic Matrix(2585,4692,-1498,-2719) (-20/11,-49/27) -> (-19/11,-88/51) Hyperbolic Matrix(1087,1972,974,1767) (-49/27,-78/43) -> (10/9,19/17) Hyperbolic Matrix(10199,18496,4574,8295) (-107/59,-136/75) -> (136/61,29/13) Hyperbolic Matrix(10201,18496,4576,8297) (-136/75,-29/16) -> (107/48,136/61) Hyperbolic Matrix(2517,4556,1090,1973) (-67/37,-38/21) -> (30/13,67/29) Hyperbolic Matrix(1767,3196,-1354,-2449) (-38/21,-9/5) -> (-77/59,-30/23) Hyperbolic Matrix(341,612,190,341) (-9/5,-34/19) -> (34/19,9/5) Hyperbolic Matrix(951,1700,532,951) (-34/19,-25/14) -> (25/14,34/19) Hyperbolic Matrix(2515,4488,1638,2923) (-25/14,-91/51) -> (23/15,43/28) Hyperbolic Matrix(14483,25840,4230,7547) (-91/51,-157/88) -> (89/26,113/33) Hyperbolic Matrix(953,1700,458,817) (-157/88,-66/37) -> (2/1,21/10) Hyperbolic Matrix(3127,5576,1296,2311) (-66/37,-41/23) -> (41/17,70/29) Hyperbolic Matrix(611,1088,114,203) (-41/23,-16/9) -> (16/3,27/5) Hyperbolic Matrix(613,1088,422,749) (-16/9,-39/22) -> (29/20,16/11) Hyperbolic Matrix(883,1564,-730,-1293) (-39/22,-23/13) -> (-23/19,-29/24) Hyperbolic Matrix(885,1564,116,205) (-23/13,-53/30) -> (15/2,23/3) Hyperbolic Matrix(10471,18496,4542,8023) (-53/30,-136/77) -> (136/59,83/36) Hyperbolic Matrix(10473,18496,4544,8025) (-136/77,-83/47) -> (53/23,136/59) Hyperbolic Matrix(2583,4556,1156,2039) (-30/17,-67/38) -> (67/30,38/17) Hyperbolic Matrix(4283,7548,-3126,-5509) (-67/38,-37/21) -> (-37/27,-137/100) Hyperbolic Matrix(1835,3196,1444,2515) (-7/4,-47/27) -> (47/37,61/48) Hyperbolic Matrix(3127,5440,-2424,-4217) (-47/27,-40/23) -> (-40/31,-89/69) Hyperbolic Matrix(1291,2244,508,883) (-40/23,-33/19) -> (33/13,28/11) Hyperbolic Matrix(21353,37060,-13634,-23663) (-151/87,-59/34) -> (-213/136,-83/53) Hyperbolic Matrix(1019,1768,-902,-1565) (-59/34,-26/15) -> (-26/23,-9/8) Hyperbolic Matrix(2787,4828,-1924,-3333) (-26/15,-71/41) -> (-71/49,-42/29) Hyperbolic Matrix(1021,1768,354,613) (-71/41,-45/26) -> (23/8,3/1) Hyperbolic Matrix(747,1292,196,339) (-45/26,-19/11) -> (19/5,23/6) Hyperbolic Matrix(6937,11968,1656,2857) (-157/91,-69/40) -> (67/16,21/5) Hyperbolic Matrix(12853,22168,-10132,-17475) (-69/40,-119/69) -> (-85/67,-137/108) Hyperbolic Matrix(10607,18292,-8360,-14417) (-119/69,-50/29) -> (-118/93,-85/67) Hyperbolic Matrix(10743,18496,4502,7751) (-31/18,-136/79) -> (136/57,105/44) Hyperbolic Matrix(10745,18496,4504,7753) (-136/79,-105/61) -> (31/13,136/57) Hyperbolic Matrix(1225,2108,1028,1769) (-74/43,-43/25) -> (25/21,6/5) Hyperbolic Matrix(1701,2924,1306,2245) (-43/25,-55/32) -> (13/10,43/33) Hyperbolic Matrix(5303,9112,-3404,-5849) (-55/32,-67/39) -> (-67/43,-81/52) Hyperbolic Matrix(475,816,-436,-749) (-67/39,-12/7) -> (-12/11,-1/1) Hyperbolic Matrix(1631,2788,-1194,-2041) (-12/7,-41/24) -> (-41/30,-56/41) Hyperbolic Matrix(3265,5576,1434,2449) (-41/24,-70/41) -> (66/29,41/18) Hyperbolic Matrix(2311,3944,876,1495) (-70/41,-29/17) -> (29/11,66/25) Hyperbolic Matrix(679,1156,-400,-681) (-29/17,-17/10) -> (-17/10,-39/23) Parabolic Matrix(1565,2652,442,749) (-39/23,-61/36) -> (7/2,39/11) Hyperbolic Matrix(883,1496,762,1291) (-61/36,-22/13) -> (22/19,7/6) Hyperbolic Matrix(1087,1836,402,679) (-22/13,-27/16) -> (27/10,46/17) Hyperbolic Matrix(1291,2176,1008,1699) (-27/16,-32/19) -> (32/25,41/32) Hyperbolic Matrix(2789,4692,-1980,-3331) (-32/19,-37/22) -> (-31/22,-100/71) Hyperbolic Matrix(1769,2924,412,681) (-5/3,-38/23) -> (30/7,73/17) Hyperbolic Matrix(2923,4828,1852,3059) (-38/23,-33/20) -> (101/64,30/19) Hyperbolic Matrix(1361,2244,578,953) (-33/20,-28/17) -> (40/17,33/14) Hyperbolic Matrix(2653,4352,1866,3061) (-64/39,-41/25) -> (27/19,64/45) Hyperbolic Matrix(1701,2788,374,613) (-41/25,-59/36) -> (9/2,41/9) Hyperbolic Matrix(11287,18496,4398,7207) (-59/36,-136/83) -> (136/53,77/30) Hyperbolic Matrix(11289,18496,4400,7209) (-136/83,-77/47) -> (59/23,136/53) Hyperbolic Matrix(5781,9452,874,1429) (-18/11,-103/63) -> (33/5,86/13) Hyperbolic Matrix(7073,11560,1332,2177) (-152/93,-67/41) -> (69/13,16/3) Hyperbolic Matrix(5577,9112,-4744,-7751) (-67/41,-116/71) -> (-20/17,-67/57) Hyperbolic Matrix(1293,2108,376,613) (-31/19,-44/27) -> (24/7,31/9) Hyperbolic Matrix(543,884,250,407) (-44/27,-13/8) -> (13/6,24/11) Hyperbolic Matrix(545,884,336,545) (-13/8,-34/21) -> (34/21,13/8) Hyperbolic Matrix(883,1428,546,883) (-34/21,-21/13) -> (21/13,34/21) Hyperbolic Matrix(4761,7684,-3370,-5439) (-21/13,-71/44) -> (-65/46,-89/63) Hyperbolic Matrix(7207,11628,4214,6799) (-71/44,-121/75) -> (53/31,65/38) Hyperbolic Matrix(8093,13056,-6870,-11083) (-121/75,-50/31) -> (-86/73,-53/45) Hyperbolic Matrix(2449,3944,1014,1633) (-29/18,-66/41) -> (70/29,29/12) Hyperbolic Matrix(45967,73984,17406,28015) (-169/105,-272/169) -> (272/103,103/39) Hyperbolic Matrix(45969,73984,17408,28017) (-272/169,-103/64) -> (169/64,272/103) Hyperbolic Matrix(4691,7548,1394,2243) (-103/64,-37/23) -> (37/11,101/30) Hyperbolic Matrix(1565,2516,-1226,-1971) (-37/23,-8/5) -> (-60/47,-37/29) Hyperbolic Matrix(1837,2924,556,885) (-43/27,-35/22) -> (33/10,43/13) Hyperbolic Matrix(7141,11356,4576,7277) (-35/22,-97/61) -> (39/25,103/66) Hyperbolic Matrix(9113,14484,-5818,-9247) (-62/39,-89/56) -> (-47/30,-130/83) Hyperbolic Matrix(2311,3672,1968,3127) (-89/56,-27/17) -> (27/23,47/40) Hyperbolic Matrix(1157,1836,472,749) (-27/17,-46/29) -> (22/9,27/11) Hyperbolic Matrix(3945,6256,944,1497) (-46/29,-111/70) -> (25/6,46/11) Hyperbolic Matrix(9521,15096,-7376,-11695) (-111/70,-65/41) -> (-71/55,-111/86) Hyperbolic Matrix(2923,4624,1074,1699) (-19/12,-68/43) -> (68/25,49/18) Hyperbolic Matrix(2925,4624,1076,1701) (-68/43,-49/31) -> (19/7,68/25) Hyperbolic Matrix(3059,4828,1852,2923) (-30/19,-101/64) -> (33/20,38/23) Hyperbolic Matrix(9179,14484,-6594,-10405) (-101/64,-71/45) -> (-71/51,-103/74) Hyperbolic Matrix(3535,5576,1034,1631) (-71/45,-41/26) -> (41/12,65/19) Hyperbolic Matrix(475,748,388,611) (-41/26,-11/7) -> (11/9,27/22) Hyperbolic Matrix(477,748,44,69) (-11/7,-58/37) -> (10/1,11/1) Hyperbolic Matrix(37469,58684,10030,15709) (-130/83,-213/136) -> (127/34,198/53) Hyperbolic Matrix(2041,3196,956,1497) (-83/53,-36/23) -> (32/15,15/7) Hyperbolic Matrix(1087,1700,782,1223) (-36/23,-25/16) -> (25/18,32/23) Hyperbolic Matrix(1089,1700,262,409) (-25/16,-64/41) -> (4/1,25/6) Hyperbolic Matrix(8365,13056,2484,3877) (-64/41,-103/66) -> (101/30,64/19) Hyperbolic Matrix(2789,4352,480,749) (-103/66,-39/25) -> (29/5,35/6) Hyperbolic Matrix(2311,3604,-1832,-2857) (-39/25,-53/34) -> (-53/42,-29/23) Hyperbolic Matrix(12785,19924,2706,4217) (-120/77,-67/43) -> (137/29,52/11) Hyperbolic Matrix(2925,4556,1354,2109) (-81/52,-14/9) -> (54/25,13/6) Hyperbolic Matrix(613,952,132,205) (-14/9,-31/20) -> (37/8,14/3) Hyperbolic Matrix(747,1156,-484,-749) (-31/20,-17/11) -> (-17/11,-37/24) Parabolic Matrix(1769,2720,266,409) (-20/13,-63/41) -> (73/11,20/3) Hyperbolic Matrix(2923,4488,1638,2515) (-43/28,-23/15) -> (91/51,25/14) Hyperbolic Matrix(1155,1768,488,747) (-23/15,-3/2) -> (71/30,45/19) Hyperbolic Matrix(1157,1700,880,1293) (-25/17,-22/15) -> (46/35,25/19) Hyperbolic Matrix(885,1292,-698,-1019) (-19/13,-16/11) -> (-52/41,-19/15) Hyperbolic Matrix(749,1088,422,613) (-16/11,-29/20) -> (39/22,16/9) Hyperbolic Matrix(3331,4828,2392,3467) (-29/20,-71/49) -> (71/51,39/28) Hyperbolic Matrix(3195,4624,986,1427) (-55/38,-68/47) -> (68/21,13/4) Hyperbolic Matrix(3197,4624,988,1429) (-68/47,-13/9) -> (55/17,68/21) Hyperbolic Matrix(613,884,-518,-747) (-13/9,-36/25) -> (-32/27,-13/11) Hyperbolic Matrix(1087,1564,850,1223) (-36/25,-23/16) -> (23/18,32/25) Hyperbolic Matrix(3265,4692,2272,3265) (-23/16,-102/71) -> (102/71,23/16) Hyperbolic Matrix(11219,16116,7810,11219) (-102/71,-79/55) -> (79/55,102/71) Hyperbolic Matrix(9521,13668,-7294,-10471) (-56/39,-89/62) -> (-47/36,-124/95) Hyperbolic Matrix(2039,2924,758,1087) (-33/23,-43/30) -> (43/16,35/13) Hyperbolic Matrix(2041,2924,950,1361) (-43/30,-53/37) -> (15/7,43/20) Hyperbolic Matrix(8499,12172,1946,2787) (-53/37,-63/44) -> (131/30,83/19) Hyperbolic Matrix(12919,18496,3894,5575) (-63/44,-136/95) -> (136/41,73/22) Hyperbolic Matrix(12921,18496,3896,5577) (-136/95,-73/51) -> (63/19,136/41) Hyperbolic Matrix(477,680,430,613) (-10/7,-57/40) -> (11/10,10/9) Hyperbolic Matrix(1767,2516,1432,2039) (-47/33,-37/26) -> (37/30,21/17) Hyperbolic Matrix(5305,7548,2008,2857) (-37/26,-101/71) -> (103/39,37/14) Hyperbolic Matrix(9179,13056,3298,4691) (-101/71,-64/45) -> (64/23,103/37) Hyperbolic Matrix(1291,1836,334,475) (-64/45,-27/19) -> (27/7,4/1) Hyperbolic Matrix(815,1156,-576,-817) (-27/19,-17/12) -> (-17/12,-41/29) Parabolic Matrix(3945,5576,1444,2041) (-41/29,-65/46) -> (71/26,41/15) Hyperbolic Matrix(18293,25840,8040,11357) (-89/63,-113/80) -> (91/40,157/69) Hyperbolic Matrix(3467,4896,2744,3875) (-113/80,-24/17) -> (24/19,91/72) Hyperbolic Matrix(1495,2108,578,815) (-24/17,-31/22) -> (31/12,44/17) Hyperbolic Matrix(11153,15708,-8014,-11287) (-100/71,-69/49) -> (-135/97,-32/23) Hyperbolic Matrix(6665,9384,1836,2585) (-69/49,-38/27) -> (98/27,69/19) Hyperbolic Matrix(1903,2652,780,1087) (-7/5,-39/28) -> (39/16,61/25) Hyperbolic Matrix(6935,9656,4004,5575) (-39/28,-71/51) -> (71/41,97/56) Hyperbolic Matrix(68203,94928,18418,25635) (-103/74,-238/171) -> (374/101,237/64) Hyperbolic Matrix(59705,83096,16124,22441) (-238/171,-135/97) -> (137/37,374/101) Hyperbolic Matrix(1223,1700,782,1087) (-32/23,-25/18) -> (25/16,36/23) Hyperbolic Matrix(3331,4624,930,1291) (-25/18,-68/49) -> (68/19,43/12) Hyperbolic Matrix(3333,4624,932,1293) (-68/49,-43/31) -> (25/7,68/19) Hyperbolic Matrix(8159,11288,-6292,-8705) (-18/13,-83/60) -> (-83/64,-118/91) Hyperbolic Matrix(4965,6868,1328,1837) (-83/60,-65/47) -> (71/19,15/4) Hyperbolic Matrix(10131,14008,2114,2923) (-112/81,-159/115) -> (91/19,24/5) Hyperbolic Matrix(21149,29240,11854,16389) (-159/115,-47/34) -> (157/88,91/51) Hyperbolic Matrix(6799,9384,1970,2719) (-98/71,-69/50) -> (69/20,38/11) Hyperbolic Matrix(3401,4692,1578,2177) (-109/79,-40/29) -> (28/13,41/19) Hyperbolic Matrix(543,748,98,135) (-40/29,-11/8) -> (11/2,28/5) Hyperbolic Matrix(545,748,298,409) (-11/8,-37/27) -> (31/17,11/6) Hyperbolic Matrix(60655,83096,17074,23391) (-137/100,-374/273) -> (238/67,135/38) Hyperbolic Matrix(69293,94928,19508,26725) (-374/273,-237/173) -> (103/29,238/67) Hyperbolic Matrix(1291,1768,1042,1427) (-63/46,-26/19) -> (26/21,5/4) Hyperbolic Matrix(2585,3536,-2286,-3127) (-26/19,-93/68) -> (-43/38,-26/23) Hyperbolic Matrix(6663,9112,5270,7207) (-93/68,-67/49) -> (67/53,43/34) Hyperbolic Matrix(4079,5576,2188,2991) (-108/79,-41/30) -> (41/22,28/15) Hyperbolic Matrix(12647,17272,2688,3671) (-56/41,-127/93) -> (127/27,80/17) Hyperbolic Matrix(42975,58684,15536,21215) (-127/93,-198/145) -> (130/47,213/77) Hyperbolic Matrix(84659,115600,22658,30939) (-269/197,-340/249) -> (340/91,71/19) Hyperbolic Matrix(84661,115600,22660,30941) (-340/249,-71/52) -> (269/72,340/91) Hyperbolic Matrix(5031,6868,1394,1903) (-71/52,-15/11) -> (83/23,65/18) Hyperbolic Matrix(749,1020,550,749) (-15/11,-34/25) -> (34/25,15/11) Hyperbolic Matrix(951,1292,700,951) (-34/25,-19/14) -> (19/14,34/25) Hyperbolic Matrix(953,1292,402,545) (-19/14,-23/17) -> (45/19,19/8) Hyperbolic Matrix(1361,1836,404,545) (-27/20,-4/3) -> (64/19,27/8) Hyperbolic Matrix(1291,1700,464,611) (-4/3,-25/19) -> (25/9,64/23) Hyperbolic Matrix(4759,6256,1758,2311) (-25/19,-46/35) -> (46/17,111/41) Hyperbolic Matrix(10403,13668,-8230,-10813) (-46/35,-67/51) -> (-67/53,-158/125) Hyperbolic Matrix(9111,11968,3830,5031) (-67/51,-21/16) -> (157/66,69/29) Hyperbolic Matrix(883,1156,-676,-885) (-21/16,-17/13) -> (-17/13,-47/36) Parabolic Matrix(8023,10472,4688,6119) (-124/95,-77/59) -> (77/45,12/7) Hyperbolic Matrix(2243,2924,886,1155) (-30/23,-73/56) -> (5/2,38/15) Hyperbolic Matrix(14347,18700,3286,4283) (-73/56,-116/89) -> (48/11,131/30) Hyperbolic Matrix(2245,2924,1306,1701) (-43/33,-13/10) -> (55/32,43/25) Hyperbolic Matrix(14417,18700,3356,4353) (-48/37,-131/101) -> (73/17,116/27) Hyperbolic Matrix(9385,12172,2832,3673) (-131/101,-83/64) -> (53/16,63/19) Hyperbolic Matrix(6189,8024,1312,1701) (-118/91,-35/27) -> (33/7,118/25) Hyperbolic Matrix(1837,2380,998,1293) (-35/27,-57/44) -> (11/6,35/19) Hyperbolic Matrix(14279,18496,3254,4215) (-57/44,-136/105) -> (136/31,79/18) Hyperbolic Matrix(14281,18496,3256,4217) (-136/105,-79/61) -> (57/13,136/31) Hyperbolic Matrix(1157,1496,1000,1293) (-22/17,-53/41) -> (15/13,22/19) Hyperbolic Matrix(2789,3604,-2262,-2923) (-53/41,-31/24) -> (-37/30,-53/43) Hyperbolic Matrix(4897,6324,3792,4897) (-31/24,-102/79) -> (102/79,31/24) Hyperbolic Matrix(11219,14484,8690,11219) (-102/79,-71/55) -> (71/55,102/79) Hyperbolic Matrix(2109,2720,1108,1429) (-89/69,-49/38) -> (19/10,21/11) Hyperbolic Matrix(475,612,52,67) (-49/38,-9/7) -> (9/1,19/2) Hyperbolic Matrix(2175,2788,848,1087) (-9/7,-41/32) -> (41/16,59/23) Hyperbolic Matrix(1699,2176,1008,1291) (-41/32,-32/25) -> (32/19,27/16) Hyperbolic Matrix(1223,1564,850,1087) (-32/25,-23/18) -> (23/16,36/25) Hyperbolic Matrix(1225,1564,1066,1361) (-23/18,-60/47) -> (8/7,23/20) Hyperbolic Matrix(747,952,266,339) (-37/29,-14/11) -> (14/5,31/11) Hyperbolic Matrix(14551,18496,3102,3943) (-75/59,-136/107) -> (136/29,61/13) Hyperbolic Matrix(14553,18496,3104,3945) (-136/107,-61/48) -> (75/16,136/29) Hyperbolic Matrix(2515,3196,1444,1835) (-61/48,-47/37) -> (47/27,7/4) Hyperbolic Matrix(13601,17272,3642,4625) (-127/100,-80/63) -> (56/15,127/34) Hyperbolic Matrix(6323,8024,1446,1835) (-33/26,-118/93) -> (118/27,35/8) Hyperbolic Matrix(15707,19924,5628,7139) (-137/108,-52/41) -> (120/43,67/24) Hyperbolic Matrix(1021,1292,162,205) (-19/15,-43/34) -> (25/4,19/3) Hyperbolic Matrix(7207,9112,5270,6663) (-43/34,-67/53) -> (67/49,93/68) Hyperbolic Matrix(91459,115600,19098,24139) (-249/197,-340/269) -> (340/71,91/19) Hyperbolic Matrix(91461,115600,19100,24141) (-340/269,-91/72) -> (249/52,340/71) Hyperbolic Matrix(11085,14008,3068,3877) (-91/72,-24/19) -> (112/31,159/44) Hyperbolic Matrix(16593,20944,9698,12241) (-77/61,-130/103) -> (142/83,77/45) Hyperbolic Matrix(1565,1972,1242,1565) (-29/23,-34/27) -> (34/27,29/23) Hyperbolic Matrix(271,340,216,271) (-34/27,-5/4) -> (5/4,34/27) Hyperbolic Matrix(1427,1768,1042,1291) (-5/4,-26/21) -> (26/19,63/46) Hyperbolic Matrix(3739,4624,714,883) (-47/38,-68/55) -> (68/13,21/4) Hyperbolic Matrix(3741,4624,716,885) (-68/55,-21/17) -> (47/9,68/13) Hyperbolic Matrix(2039,2516,1432,1767) (-21/17,-37/30) -> (37/26,47/33) Hyperbolic Matrix(9383,11560,3642,4487) (-69/56,-16/13) -> (152/59,67/26) Hyperbolic Matrix(885,1088,388,477) (-16/13,-27/22) -> (41/18,16/7) Hyperbolic Matrix(611,748,388,475) (-27/22,-11/9) -> (11/7,41/26) Hyperbolic Matrix(613,748,168,205) (-11/9,-28/23) -> (40/11,11/3) Hyperbolic Matrix(951,1156,-784,-953) (-28/23,-17/14) -> (-17/14,-40/33) Parabolic Matrix(3603,4352,1294,1563) (-29/24,-35/29) -> (103/37,39/14) Hyperbolic Matrix(1769,2108,1028,1225) (-6/5,-25/21) -> (43/25,74/43) Hyperbolic Matrix(1087,1292,228,271) (-25/21,-19/16) -> (19/4,43/9) Hyperbolic Matrix(1089,1292,574,681) (-19/16,-51/43) -> (17/9,19/10) Hyperbolic Matrix(1835,2176,974,1155) (-51/43,-32/27) -> (32/17,17/9) Hyperbolic Matrix(8023,9452,3116,3671) (-33/28,-86/73) -> (18/7,103/40) Hyperbolic Matrix(6121,7208,4274,5033) (-53/45,-73/62) -> (63/44,53/37) Hyperbolic Matrix(2311,2720,808,951) (-73/62,-20/17) -> (20/7,63/22) Hyperbolic Matrix(3877,4556,2952,3469) (-67/57,-47/40) -> (21/16,67/51) Hyperbolic Matrix(3127,3672,1968,2311) (-47/40,-27/23) -> (27/17,89/56) Hyperbolic Matrix(1565,1836,1334,1565) (-27/23,-34/29) -> (34/29,27/23) Hyperbolic Matrix(407,476,348,407) (-34/29,-7/6) -> (7/6,34/29) Hyperbolic Matrix(1701,1972,998,1157) (-7/6,-22/19) -> (46/27,75/44) Hyperbolic Matrix(1293,1496,1000,1157) (-22/19,-15/13) -> (53/41,22/17) Hyperbolic Matrix(1359,1564,590,679) (-15/13,-23/20) -> (23/10,53/23) Hyperbolic Matrix(475,544,296,339) (-23/20,-8/7) -> (8/5,45/28) Hyperbolic Matrix(1019,1156,-900,-1021) (-25/22,-17/15) -> (-17/15,-43/38) Parabolic Matrix(545,612,122,137) (-9/8,-19/17) -> (49/11,9/2) Hyperbolic Matrix(1767,1972,974,1087) (-19/17,-10/9) -> (78/43,49/27) Hyperbolic Matrix(679,748,246,271) (-10/9,-11/10) -> (11/4,58/21) Hyperbolic Matrix(1,0,2,1) (-1/1,0/1) -> (0/1,1/1) Parabolic Matrix(1429,-1564,434,-475) (1/1,11/10) -> (79/24,135/41) Hyperbolic Matrix(1565,-1768,902,-1019) (9/8,17/15) -> (85/49,59/34) Hyperbolic Matrix(477,-544,178,-203) (17/15,8/7) -> (8/3,51/19) Hyperbolic Matrix(6189,-7276,2602,-3059) (47/40,20/17) -> (88/37,157/66) Hyperbolic Matrix(749,-884,172,-203) (20/17,13/11) -> (13/3,48/11) Hyperbolic Matrix(747,-884,518,-613) (13/11,19/16) -> (49/34,13/9) Hyperbolic Matrix(1293,-1564,730,-883) (6/5,23/19) -> (23/13,62/35) Hyperbolic Matrix(1291,-1564,506,-613) (23/19,17/14) -> (51/20,23/9) Hyperbolic Matrix(1565,-1904,614,-747) (17/14,28/23) -> (28/11,51/20) Hyperbolic Matrix(2923,-3604,2262,-2789) (16/13,37/30) -> (31/24,84/65) Hyperbolic Matrix(1429,-1768,274,-339) (21/17,26/21) -> (26/5,47/9) Hyperbolic Matrix(2857,-3604,1832,-2311) (29/23,24/19) -> (92/59,39/25) Hyperbolic Matrix(10813,-13668,8230,-10403) (91/72,67/53) -> (67/51,113/86) Hyperbolic Matrix(1019,-1292,698,-885) (19/15,33/26) -> (35/24,19/13) Hyperbolic Matrix(3535,-4488,1072,-1361) (33/26,47/37) -> (89/27,33/10) Hyperbolic Matrix(1497,-1904,320,-407) (61/48,14/11) -> (14/3,75/16) Hyperbolic Matrix(1971,-2516,1226,-1565) (37/29,23/18) -> (45/28,37/23) Hyperbolic Matrix(4217,-5440,2424,-3127) (49/38,40/31) -> (40/23,87/50) Hyperbolic Matrix(1633,-2108,526,-679) (40/31,71/55) -> (3/1,28/9) Hyperbolic Matrix(8365,-10812,2998,-3875) (84/65,53/41) -> (53/19,120/43) Hyperbolic Matrix(2311,-2992,526,-681) (22/17,57/44) -> (79/18,22/5) Hyperbolic Matrix(681,-884,104,-135) (35/27,13/10) -> (13/2,33/5) Hyperbolic Matrix(4487,-5848,1566,-2041) (43/33,73/56) -> (63/22,43/15) Hyperbolic Matrix(885,-1156,676,-883) (30/23,17/13) -> (17/13,38/29) Parabolic Matrix(1971,-2584,1090,-1429) (38/29,21/16) -> (47/26,38/21) Hyperbolic Matrix(22303,-29308,4658,-6121) (113/86,46/35) -> (158/33,249/52) Hyperbolic Matrix(1157,-1564,452,-611) (4/3,23/17) -> (23/9,64/25) Hyperbolic Matrix(2041,-2788,1194,-1631) (15/11,41/30) -> (41/24,53/31) Hyperbolic Matrix(7411,-10132,2040,-2789) (41/30,67/49) -> (69/19,109/30) Hyperbolic Matrix(7209,-9860,2684,-3671) (93/68,26/19) -> (94/35,43/16) Hyperbolic Matrix(1837,-2516,744,-1019) (63/46,37/27) -> (37/15,5/2) Hyperbolic Matrix(7343,-10132,1972,-2721) (40/29,69/50) -> (67/18,108/29) Hyperbolic Matrix(2857,-3944,1280,-1767) (69/50,29/21) -> (29/13,67/30) Hyperbolic Matrix(1427,-1972,542,-749) (29/21,18/13) -> (50/19,29/11) Hyperbolic Matrix(883,-1224,246,-341) (18/13,25/18) -> (43/12,18/5) Hyperbolic Matrix(10405,-14484,6594,-9179) (32/23,71/51) -> (71/45,172/109) Hyperbolic Matrix(339,-476,146,-205) (7/5,31/22) -> (37/16,7/3) Hyperbolic Matrix(817,-1156,576,-815) (24/17,17/12) -> (17/12,44/31) Parabolic Matrix(7615,-10812,2108,-2993) (44/31,71/50) -> (65/18,112/31) Hyperbolic Matrix(2243,-3196,812,-1157) (47/33,10/7) -> (58/21,47/17) Hyperbolic Matrix(951,-1360,286,-409) (10/7,63/44) -> (73/22,10/3) Hyperbolic Matrix(3127,-4488,664,-953) (33/23,56/39) -> (80/17,33/7) Hyperbolic Matrix(1089,-1564,94,-135) (56/39,79/55) -> (11/1,12/1) Hyperbolic Matrix(1973,-2856,610,-883) (13/9,42/29) -> (42/13,55/17) Hyperbolic Matrix(3333,-4828,1924,-2787) (42/29,29/20) -> (97/56,26/15) Hyperbolic Matrix(6255,-9112,2428,-3537) (16/11,51/35) -> (85/33,152/59) Hyperbolic Matrix(5645,-8228,2192,-3195) (51/35,35/24) -> (103/40,85/33) Hyperbolic Matrix(883,-1292,326,-477) (19/13,3/2) -> (65/24,19/7) Hyperbolic Matrix(3807,-5848,886,-1361) (43/28,20/13) -> (116/27,43/10) Hyperbolic Matrix(883,-1360,398,-613) (20/13,17/11) -> (51/23,20/9) Hyperbolic Matrix(1361,-2108,614,-951) (17/11,31/20) -> (31/14,51/23) Hyperbolic Matrix(5849,-9112,3404,-5303) (14/9,67/43) -> (67/39,122/71) Hyperbolic Matrix(4625,-7208,872,-1359) (67/43,53/34) -> (53/10,69/13) Hyperbolic Matrix(12037,-18768,5102,-7955) (53/34,92/59) -> (92/39,151/64) Hyperbolic Matrix(9247,-14484,5818,-9113) (83/53,47/30) -> (89/56,151/95) Hyperbolic Matrix(2039,-3196,608,-953) (47/30,11/7) -> (57/17,47/14) Hyperbolic Matrix(32233,-50864,8704,-13735) (172/109,101/64) -> (237/64,100/27) Hyperbolic Matrix(1291,-2040,474,-749) (30/19,19/12) -> (49/18,30/11) Hyperbolic Matrix(815,-1292,258,-409) (19/12,46/29) -> (22/7,19/6) Hyperbolic Matrix(14417,-22916,2994,-4759) (151/95,62/39) -> (130/27,53/11) Hyperbolic Matrix(1497,-2380,256,-407) (62/39,35/22) -> (35/6,6/1) Hyperbolic Matrix(341,-544,42,-67) (43/27,8/5) -> (8/1,25/3) Hyperbolic Matrix(11153,-17952,4224,-6799) (103/64,66/41) -> (66/25,169/64) Hyperbolic Matrix(1223,-1972,338,-545) (29/18,21/13) -> (47/13,29/8) Hyperbolic Matrix(1291,-2108,542,-885) (31/19,18/11) -> (50/21,31/13) Hyperbolic Matrix(1495,-2448,582,-953) (18/11,59/36) -> (77/30,18/7) Hyperbolic Matrix(953,-1564,248,-407) (41/25,23/14) -> (23/6,27/7) Hyperbolic Matrix(951,-1564,166,-273) (23/14,28/17) -> (40/7,23/4) Hyperbolic Matrix(1497,-2516,404,-679) (5/3,32/19) -> (100/27,63/17) Hyperbolic Matrix(681,-1156,400,-679) (22/13,17/10) -> (17/10,46/27) Parabolic Matrix(29851,-51068,7990,-13669) (65/38,142/83) -> (198/53,269/72) Hyperbolic Matrix(3129,-5372,950,-1631) (12/7,67/39) -> (135/41,56/17) Hyperbolic Matrix(5847,-10064,2450,-4217) (74/43,31/18) -> (105/44,74/31) Hyperbolic Matrix(1223,-2108,474,-817) (31/18,19/11) -> (49/19,31/12) Hyperbolic Matrix(5371,-9316,2000,-3469) (26/15,85/49) -> (51/19,94/35) Hyperbolic Matrix(2311,-4012,1254,-2177) (59/34,33/19) -> (35/19,59/32) Hyperbolic Matrix(271,-476,78,-137) (7/4,30/17) -> (38/11,7/2) Hyperbolic Matrix(2311,-4080,1002,-1769) (30/17,53/30) -> (83/36,30/13) Hyperbolic Matrix(4759,-8432,1766,-3129) (62/35,39/22) -> (97/36,62/23) Hyperbolic Matrix(3537,-6392,752,-1359) (9/5,47/26) -> (47/10,127/27) Hyperbolic Matrix(2177,-3944,600,-1087) (38/21,29/16) -> (29/8,98/27) Hyperbolic Matrix(5849,-10608,2624,-4759) (29/16,78/43) -> (78/35,107/48) Hyperbolic Matrix(3671,-6664,1424,-2585) (49/27,20/11) -> (116/45,49/19) Hyperbolic Matrix(747,-1360,262,-477) (20/11,31/17) -> (37/13,20/7) Hyperbolic Matrix(1769,-3264,368,-679) (59/32,24/13) -> (24/5,77/16) Hyperbolic Matrix(3943,-7344,1826,-3401) (54/29,41/22) -> (95/44,54/25) Hyperbolic Matrix(2585,-4828,582,-1087) (28/15,43/23) -> (111/25,40/9) Hyperbolic Matrix(885,-1904,284,-611) (43/20,28/13) -> (28/9,25/8) Hyperbolic Matrix(1835,-4012,778,-1701) (24/11,35/16) -> (33/14,92/39) Hyperbolic Matrix(2107,-4692,886,-1973) (20/9,49/22) -> (19/8,88/37) Hyperbolic Matrix(1429,-3196,334,-747) (38/17,9/4) -> (77/18,30/7) Hyperbolic Matrix(681,-1564,118,-271) (39/17,23/10) -> (23/4,29/5) Hyperbolic Matrix(3265,-7548,882,-2039) (67/29,37/16) -> (37/10,137/37) Hyperbolic Matrix(2313,-5440,520,-1223) (47/20,40/17) -> (40/9,89/20) Hyperbolic Matrix(15707,-37060,5678,-13397) (151/64,59/25) -> (213/77,83/30) Hyperbolic Matrix(749,-1768,86,-203) (59/25,26/11) -> (26/3,9/1) Hyperbolic Matrix(2041,-4828,632,-1495) (26/11,71/30) -> (71/22,42/13) Hyperbolic Matrix(9315,-22168,1972,-4693) (69/29,119/50) -> (85/18,137/29) Hyperbolic Matrix(7685,-18292,1628,-3875) (119/50,50/21) -> (118/25,85/18) Hyperbolic Matrix(3809,-9112,1364,-3263) (55/23,67/28) -> (67/24,81/29) Hyperbolic Matrix(341,-816,28,-67) (67/28,12/5) -> (12/1,1/0) Hyperbolic Matrix(1157,-2788,310,-747) (12/5,41/17) -> (41/11,56/15) Hyperbolic Matrix(477,-1156,196,-475) (29/12,17/7) -> (17/7,39/16) Parabolic Matrix(1903,-4692,552,-1361) (32/13,37/15) -> (31/9,100/29) Hyperbolic Matrix(3535,-9112,528,-1361) (67/26,116/45) -> (20/3,67/10) Hyperbolic Matrix(2923,-7684,854,-2245) (21/8,71/27) -> (65/19,89/26) Hyperbolic Matrix(4963,-13056,750,-1973) (121/46,50/19) -> (86/13,53/8) Hyperbolic Matrix(951,-2516,206,-545) (37/14,8/3) -> (60/13,37/8) Hyperbolic Matrix(5371,-14484,1942,-5237) (62/23,89/33) -> (47/17,130/47) Hyperbolic Matrix(5575,-15096,1256,-3401) (111/41,65/24) -> (71/16,111/25) Hyperbolic Matrix(5305,-14484,1494,-4079) (101/37,71/26) -> (71/20,103/29) Hyperbolic Matrix(1293,-3604,268,-747) (39/14,53/19) -> (53/11,29/6) Hyperbolic Matrix(409,-1156,144,-407) (31/11,17/6) -> (17/6,37/13) Parabolic Matrix(407,-1292,86,-273) (19/6,16/5) -> (52/11,19/4) Hyperbolic Matrix(271,-884,42,-137) (13/4,36/11) -> (32/5,13/2) Hyperbolic Matrix(4147,-13668,970,-3197) (56/17,89/27) -> (47/11,124/29) Hyperbolic Matrix(341,-1156,100,-339) (27/8,17/5) -> (17/5,41/12) Parabolic Matrix(4555,-15708,1282,-4421) (100/29,69/20) -> (135/38,32/9) Hyperbolic Matrix(3129,-11288,716,-2583) (18/5,83/23) -> (83/19,118/27) Hyperbolic Matrix(951,-3536,110,-409) (26/7,93/25) -> (43/5,26/3) Hyperbolic Matrix(3265,-13668,682,-2855) (46/11,67/16) -> (67/14,158/33) Hyperbolic Matrix(273,-1156,64,-271) (21/5,17/4) -> (17/4,47/11) Parabolic Matrix(815,-3604,154,-681) (53/12,31/7) -> (37/7,53/10) Hyperbolic Matrix(205,-1156,36,-203) (28/5,17/3) -> (17/3,40/7) Parabolic Matrix(137,-1156,16,-135) (25/3,17/2) -> (17/2,43/5) Parabolic IMAGES OF THE GENERATORS UNDER THE VIRTUAL ENDOMORPHISM Matrix(135,1564,-94,-1089) -> Matrix(1,0,-20,1) Matrix(67,680,20,203) -> Matrix(5,2,52,21) Matrix(205,1972,92,885) -> Matrix(5,-2,78,-31) Matrix(67,612,52,475) -> Matrix(3,2,76,51) Matrix(203,1768,-86,-749) -> Matrix(3,2,-38,-25) Matrix(67,544,-42,-341) -> Matrix(5,2,-98,-39) Matrix(203,1564,44,339) -> Matrix(7,2,52,15) Matrix(205,1564,116,885) -> Matrix(11,2,214,39) Matrix(203,1496,46,339) -> Matrix(3,2,22,15) Matrix(205,1496,84,613) -> Matrix(11,6,152,83) Matrix(69,476,10,69) -> Matrix(5,2,22,9) Matrix(271,1836,40,271) -> Matrix(25,8,128,41) Matrix(545,3672,202,1361) -> Matrix(1,0,16,1) Matrix(1087,7276,-630,-4217) -> Matrix(1,0,-14,1) Matrix(135,884,-104,-681) -> Matrix(1,0,-20,1) Matrix(137,884,-42,-271) -> Matrix(15,4,-124,-33) Matrix(205,1292,162,1021) -> Matrix(7,2,178,51) Matrix(339,2108,142,883) -> Matrix(13,2,188,29) Matrix(271,1564,-118,-681) -> Matrix(13,4,-166,-51) Matrix(273,1564,-166,-951) -> Matrix(15,4,-274,-73) Matrix(339,1904,-206,-1157) -> Matrix(9,2,-158,-35) Matrix(135,748,98,543) -> Matrix(1,0,28,1) Matrix(137,748,50,273) -> Matrix(17,4,208,49) Matrix(203,1088,114,611) -> Matrix(11,2,214,39) Matrix(681,3604,-154,-815) -> Matrix(1,0,0,1) Matrix(477,2516,142,749) -> Matrix(13,2,136,21) Matrix(339,1768,-274,-1429) -> Matrix(3,2,-74,-49) Matrix(341,1768,92,477) -> Matrix(7,2,66,19) Matrix(69,340,14,69) -> Matrix(9,2,58,13) Matrix(407,1972,84,407) -> Matrix(61,12,432,85) Matrix(747,3604,-268,-1293) -> Matrix(31,6,-336,-65) Matrix(1021,4896,298,1429) -> Matrix(53,10,514,97) Matrix(2855,13668,-682,-3265) -> Matrix(67,12,-430,-77) Matrix(1905,9112,512,2449) -> Matrix(23,4,224,39) Matrix(271,1292,228,1087) -> Matrix(23,4,638,111) Matrix(273,1292,-86,-407) -> Matrix(1,0,-4,1) Matrix(953,4488,-664,-3127) -> Matrix(21,4,-436,-83) Matrix(681,3196,290,1361) -> Matrix(43,8,618,115) Matrix(407,1904,-320,-1497) -> Matrix(1,0,-18,1) Matrix(205,952,132,613) -> Matrix(11,2,236,43) Matrix(545,2516,-206,-951) -> Matrix(21,4,-226,-43) Matrix(341,1564,104,477) -> Matrix(13,2,136,21) Matrix(477,2176,194,885) -> Matrix(11,2,148,27) Matrix(613,2788,374,1701) -> Matrix(13,2,266,41) Matrix(137,612,122,545) -> Matrix(21,4,614,117) Matrix(1223,5440,-520,-2313) -> Matrix(23,4,-282,-49) Matrix(475,2108,-322,-1429) -> Matrix(11,2,-226,-41) Matrix(3265,14484,736,3265) -> Matrix(23,4,178,31) Matrix(1427,6324,322,1427) -> Matrix(11,2,82,15) Matrix(2447,10812,-1570,-6937) -> Matrix(21,4,-436,-83) Matrix(339,1496,46,203) -> Matrix(11,2,38,7) Matrix(681,2992,-526,-2311) -> Matrix(1,0,-18,1) Matrix(543,2380,248,1087) -> Matrix(23,4,362,63) Matrix(203,884,-172,-749) -> Matrix(13,2,-332,-51) Matrix(679,2924,284,1223) -> Matrix(1,0,20,1) Matrix(1361,5848,-886,-3807) -> Matrix(23,4,-466,-81) Matrix(681,2924,412,1769) -> Matrix(23,4,454,79) Matrix(271,1156,-64,-273) -> Matrix(47,8,-288,-49) Matrix(613,2584,-274,-1155) -> Matrix(63,10,-838,-133) Matrix(1087,4556,162,679) -> Matrix(51,8,274,43) Matrix(7005,29308,-5542,-23187) -> Matrix(483,74,-11468,-1757) Matrix(407,1700,130,543) -> Matrix(27,4,290,43) Matrix(409,1700,262,1089) -> Matrix(1,0,28,1) Matrix(407,1564,-248,-953) -> Matrix(1,0,-12,1) Matrix(339,1292,196,747) -> Matrix(13,2,240,37) Matrix(341,1292,90,341) -> Matrix(69,10,614,89) Matrix(271,1020,72,271) -> Matrix(57,8,520,73) Matrix(747,2788,-310,-1157) -> Matrix(73,10,-898,-123) Matrix(2721,10132,-1972,-7343) -> Matrix(1,0,-14,1) Matrix(2449,9112,512,1905) -> Matrix(31,4,240,31) Matrix(2651,9860,-1664,-6189) -> Matrix(15,2,-308,-41) Matrix(477,1768,92,341) -> Matrix(15,2,82,11) Matrix(679,2516,-404,-1497) -> Matrix(31,4,-566,-73) Matrix(203,748,92,339) -> Matrix(15,2,232,31) Matrix(205,748,168,613) -> Matrix(13,2,344,53) Matrix(2789,10132,-2040,-7411) -> Matrix(131,18,-2802,-385) Matrix(1087,3944,-600,-2177) -> Matrix(89,12,-1476,-199) Matrix(545,1972,-338,-1223) -> Matrix(1,0,-12,1) Matrix(341,1224,-246,-883) -> Matrix(15,2,-308,-41) Matrix(477,1700,172,613) -> Matrix(15,2,172,23) Matrix(4079,14484,-1494,-5305) -> Matrix(31,4,-318,-41) Matrix(1361,4828,422,1497) -> Matrix(61,8,648,85) Matrix(883,3128,518,1835) -> Matrix(47,6,932,119) Matrix(137,476,-78,-271) -> Matrix(1,0,-10,1) Matrix(613,2108,376,1293) -> Matrix(15,2,292,39) Matrix(339,1156,-100,-341) -> Matrix(79,10,-640,-81) Matrix(3197,10812,-2312,-7819) -> Matrix(49,6,-1070,-131) Matrix(1429,4828,906,3061) -> Matrix(49,6,988,121) Matrix(1291,4352,504,1699) -> Matrix(17,2,246,29) Matrix(3877,13056,2484,8365) -> Matrix(17,2,382,45) Matrix(2243,7548,1394,4691) -> Matrix(17,2,382,45) Matrix(749,2516,142,477) -> Matrix(17,2,144,17) Matrix(953,3196,-608,-2039) -> Matrix(33,4,-652,-79) Matrix(409,1360,-286,-951) -> Matrix(1,0,-12,1) Matrix(2175,7208,328,1087) -> Matrix(1,0,12,1) Matrix(883,2924,472,1563) -> Matrix(17,2,314,37) Matrix(885,2924,556,1837) -> Matrix(15,2,322,43) Matrix(1361,4488,-1072,-3535) -> Matrix(1,0,-16,1) Matrix(475,1564,-434,-1429) -> Matrix(79,10,-2220,-281) Matrix(4897,16116,1488,4897) -> Matrix(287,36,2862,359) Matrix(1427,4692,434,1427) -> Matrix(113,14,1138,141) Matrix(477,1564,104,341) -> Matrix(17,2,144,17) Matrix(1019,3332,478,1563) -> Matrix(47,6,744,95) Matrix(749,2448,354,1157) -> Matrix(81,10,1304,161) Matrix(883,2856,-610,-1973) -> Matrix(17,2,-434,-51) Matrix(1495,4828,-632,-2041) -> Matrix(69,8,-854,-99) Matrix(339,1088,148,475) -> Matrix(53,6,786,89) Matrix(2857,9112,-1748,-5575) -> Matrix(143,16,-2726,-305) Matrix(2583,8228,-1580,-5033) -> Matrix(109,12,-2062,-227) Matrix(409,1292,-258,-815) -> Matrix(1,0,-12,1) Matrix(613,1768,354,1021) -> Matrix(19,2,370,39) Matrix(1565,4488,688,1973) -> Matrix(251,26,3736,387) Matrix(2041,5848,-1566,-4487) -> Matrix(77,8,-1800,-187) Matrix(477,1360,-262,-747) -> Matrix(59,6,-954,-97) Matrix(747,2108,-410,-1157) -> Matrix(61,6,-966,-95) Matrix(339,952,266,747) -> Matrix(21,2,556,53) Matrix(3263,9112,-1364,-3809) -> Matrix(85,8,-1052,-99) Matrix(2583,7208,-2096,-5849) -> Matrix(1,0,-14,1) Matrix(6731,18768,-3878,-10813) -> Matrix(21,2,-368,-35) Matrix(4079,11356,1514,4215) -> Matrix(43,4,548,51) Matrix(4691,13056,3298,9179) -> Matrix(21,2,472,45) Matrix(611,1700,464,1291) -> Matrix(21,2,514,49) Matrix(613,1700,172,477) -> Matrix(19,2,180,19) Matrix(1155,3196,614,1699) -> Matrix(61,6,1108,109) Matrix(5237,14484,-1942,-5371) -> Matrix(23,2,-242,-21) Matrix(1157,3196,-812,-2243) -> Matrix(19,2,-390,-41) Matrix(273,748,50,137) -> Matrix(41,4,256,25) Matrix(1767,4828,1244,3399) -> Matrix(41,4,912,89) Matrix(18631,50864,-13600,-37129) -> Matrix(41,4,-892,-87) Matrix(1769,4828,698,1905) -> Matrix(83,8,1110,107) Matrix(749,2040,-474,-1291) -> Matrix(21,2,-326,-31) Matrix(477,1292,-326,-883) -> Matrix(21,2,-452,-43) Matrix(679,1836,402,1087) -> Matrix(43,4,892,83) Matrix(1361,3672,202,545) -> Matrix(1,0,16,1) Matrix(8499,22916,-6734,-18157) -> Matrix(235,22,-5608,-525) Matrix(883,2380,-732,-1973) -> Matrix(65,6,-1636,-151) Matrix(1087,2924,758,2039) -> Matrix(43,4,978,91) Matrix(203,544,-178,-477) -> Matrix(23,2,-610,-53) Matrix(205,544,26,69) -> Matrix(21,2,94,9) Matrix(2857,7548,2008,5305) -> Matrix(43,4,978,91) Matrix(6799,17952,-4224,-11153) -> Matrix(43,4,-828,-77) Matrix(1495,3944,876,2311) -> Matrix(85,8,1668,157) Matrix(749,1972,-542,-1427) -> Matrix(65,6,-1376,-127) Matrix(545,1428,208,545) -> Matrix(175,16,2264,207) Matrix(339,884,130,339) -> Matrix(111,10,1454,131) Matrix(341,884,184,477) -> Matrix(23,2,448,39) Matrix(815,2108,578,1495) -> Matrix(45,4,1046,93) Matrix(817,2108,-474,-1223) -> Matrix(1,0,-6,1) Matrix(953,2448,-582,-1495) -> Matrix(45,4,-844,-75) Matrix(1087,2788,848,2175) -> Matrix(47,4,1210,103) Matrix(611,1564,-452,-1157) -> Matrix(23,2,-518,-45) Matrix(613,1564,-506,-1291) -> Matrix(65,6,-1636,-151) Matrix(883,2244,508,1291) -> Matrix(23,2,448,39) Matrix(1905,4828,698,1769) -> Matrix(91,8,1126,99) Matrix(1155,2924,886,2243) -> Matrix(67,6,1686,151) Matrix(1019,2516,-744,-1837) -> Matrix(23,2,-518,-45) Matrix(885,2176,194,477) -> Matrix(23,2,172,15) Matrix(749,1836,472,1157) -> Matrix(23,2,494,43) Matrix(475,1156,-196,-477) -> Matrix(167,14,-2016,-169) Matrix(815,1972,112,271) -> Matrix(97,8,400,33) Matrix(1293,3128,928,2245) -> Matrix(73,6,1764,145) Matrix(1633,3944,1014,2449) -> Matrix(49,4,1090,89) Matrix(2311,5576,1296,3127) -> Matrix(293,24,5628,461) Matrix(4829,11628,1836,4421) -> Matrix(123,10,1562,127) Matrix(21217,51068,-15538,-37399) -> Matrix(251,20,-5384,-429) Matrix(8703,20944,1808,4351) -> Matrix(1,0,20,1) Matrix(4353,10472,1018,2449) -> Matrix(47,4,364,31) Matrix(2243,5372,-1562,-3741) -> Matrix(25,2,-488,-39) Matrix(1905,4556,1024,2449) -> Matrix(51,4,956,75) Matrix(1223,2924,284,679) -> Matrix(1,0,20,1) Matrix(883,2108,142,339) -> Matrix(25,2,212,17) Matrix(4217,10064,-2450,-5847) -> Matrix(349,28,-6120,-491) Matrix(885,2108,-542,-1291) -> Matrix(25,2,-488,-39) Matrix(545,1292,402,953) -> Matrix(49,4,1188,97) Matrix(747,1768,488,1155) -> Matrix(25,2,562,45) Matrix(4081,9656,1150,2721) -> Matrix(1,0,22,1) Matrix(3945,9316,-2476,-5847) -> Matrix(1,0,-8,1) Matrix(1701,4012,-778,-1835) -> Matrix(25,2,-338,-27) Matrix(953,2244,578,1361) -> Matrix(49,4,992,81) Matrix(1157,2720,550,1293) -> Matrix(73,6,1180,97) Matrix(1361,3196,290,681) -> Matrix(99,8,730,59) Matrix(205,476,-146,-339) -> Matrix(25,2,-538,-43) Matrix(1769,4080,-1002,-2311) -> Matrix(149,12,-2620,-211) Matrix(679,1564,590,1359) -> Matrix(151,12,4316,343) Matrix(3673,8432,-2310,-5303) -> Matrix(51,4,-982,-77) Matrix(475,1088,148,339) -> Matrix(77,6,834,65) Matrix(477,1088,388,885) -> Matrix(77,6,2066,161) Matrix(2449,5576,1434,3265) -> Matrix(257,20,5050,393) Matrix(747,1700,388,883) -> Matrix(77,6,1296,101) Matrix(12851,29240,3556,8091) -> Matrix(489,38,4594,357) Matrix(1973,4488,688,1565) -> Matrix(335,26,3904,303) Matrix(749,1700,330,749) -> Matrix(285,22,4262,329) Matrix(271,612,120,271) -> Matrix(105,8,1588,121) Matrix(2855,6392,-2248,-5033) -> Matrix(107,8,-2528,-189) Matrix(1767,3944,-1280,-2857) -> Matrix(107,8,-2314,-173) Matrix(4759,10608,-2624,-5849) -> Matrix(595,44,-9804,-725) Matrix(885,1972,92,205) -> Matrix(27,2,-14,-1) Matrix(2993,6664,-1832,-4079) -> Matrix(109,8,-2112,-155) Matrix(613,1360,-398,-883) -> Matrix(27,2,-554,-41) Matrix(339,748,92,203) -> Matrix(27,2,256,19) Matrix(1087,2380,248,543) -> Matrix(55,4,426,31) Matrix(1495,3264,-1184,-2585) -> Matrix(57,4,-1354,-95) Matrix(407,884,250,543) -> Matrix(1,0,34,1) Matrix(2107,4556,1226,2651) -> Matrix(133,10,2620,197) Matrix(3401,7344,-1826,-3943) -> Matrix(485,36,-8016,-595) Matrix(2585,5576,694,1497) -> Matrix(163,12,1562,115) Matrix(2243,4828,-1738,-3741) -> Matrix(191,14,-4434,-325) Matrix(1361,2924,950,2041) -> Matrix(55,4,1306,95) Matrix(1497,3196,956,2041) -> Matrix(111,8,2428,175) Matrix(1021,2176,160,341) -> Matrix(139,10,820,59) Matrix(611,1292,96,203) -> Matrix(85,6,524,37) Matrix(1291,2720,290,611) -> Matrix(29,2,246,17) Matrix(817,1700,458,953) -> Matrix(61,4,1174,77) Matrix(883,1700,388,747) -> Matrix(89,6,1320,89) Matrix(1427,2720,820,1563) -> Matrix(31,2,542,35) Matrix(1291,2448,896,1699) -> Matrix(95,6,2074,131) Matrix(1769,3332,1228,2313) -> Matrix(129,8,2854,177) Matrix(1699,3196,614,1155) -> Matrix(97,6,1180,73) Matrix(1563,2924,472,883) -> Matrix(33,2,346,21) Matrix(1019,1904,-692,-1293) -> Matrix(33,2,-644,-39) Matrix(2515,4692,692,1291) -> Matrix(229,14,2110,129) Matrix(9927,18496,4598,8567) -> Matrix(1583,96,24520,1487) Matrix(9929,18496,4600,8569) -> Matrix(1585,96,24584,1489) Matrix(2447,4556,876,1631) -> Matrix(199,12,2504,151) Matrix(477,884,184,341) -> Matrix(35,2,472,27) Matrix(2177,4012,-1254,-2311) -> Matrix(1,0,0,1) Matrix(1293,2380,998,1837) -> Matrix(35,2,892,51) Matrix(409,748,298,545) -> Matrix(1,0,40,1) Matrix(2585,4692,-1498,-2719) -> Matrix(65,4,-1154,-71) Matrix(1087,1972,974,1767) -> Matrix(263,16,7742,471) Matrix(10199,18496,4574,8295) -> Matrix(1319,80,20428,1239) Matrix(10201,18496,4576,8297) -> Matrix(1321,80,20492,1241) Matrix(2517,4556,1090,1973) -> Matrix(167,10,2388,143) Matrix(1767,3196,-1354,-2449) -> Matrix(135,8,-3122,-185) Matrix(341,612,190,341) -> Matrix(101,6,1902,113) Matrix(951,1700,532,951) -> Matrix(273,16,5204,305) Matrix(2515,4488,1638,2923) -> Matrix(103,6,2386,139) Matrix(14483,25840,4230,7547) -> Matrix(1271,74,12418,723) Matrix(953,1700,458,817) -> Matrix(69,4,1190,69) Matrix(3127,5576,1296,2311) -> Matrix(413,24,5868,341) Matrix(611,1088,114,203) -> Matrix(35,2,262,15) Matrix(613,1088,422,749) -> Matrix(35,2,822,47) Matrix(883,1564,-730,-1293) -> Matrix(33,2,-842,-51) Matrix(885,1564,116,205) -> Matrix(35,2,262,15) Matrix(10471,18496,4542,8023) -> Matrix(1119,64,16208,927) Matrix(10473,18496,4544,8025) -> Matrix(1121,64,16272,929) Matrix(2583,4556,1156,2039) -> Matrix(69,4,1052,61) Matrix(4283,7548,-3126,-5509) -> Matrix(35,2,-788,-45) Matrix(1835,3196,1444,2515) -> Matrix(31,2,790,51) Matrix(3127,5440,-2424,-4217) -> Matrix(67,4,-1558,-93) Matrix(1291,2244,508,883) -> Matrix(35,2,472,27) Matrix(21353,37060,-13634,-23663) -> Matrix(65,4,-1284,-79) Matrix(1019,1768,-902,-1565) -> Matrix(101,6,-2744,-163) Matrix(2787,4828,-1924,-3333) -> Matrix(35,2,-788,-45) Matrix(1021,1768,354,613) -> Matrix(35,2,402,23) Matrix(747,1292,196,339) -> Matrix(33,2,280,17) Matrix(6937,11968,1656,2857) -> Matrix(139,8,1164,67) Matrix(12853,22168,-10132,-17475) -> Matrix(35,2,-858,-49) Matrix(10607,18292,-8360,-14417) -> Matrix(1,0,-6,1) Matrix(10743,18496,4502,7751) -> Matrix(839,48,12148,695) Matrix(10745,18496,4504,7753) -> Matrix(841,48,12212,697) Matrix(1225,2108,1028,1769) -> Matrix(211,12,5820,331) Matrix(1701,2924,1306,2245) -> Matrix(177,10,4478,253) Matrix(5303,9112,-3404,-5849) -> Matrix(71,4,-1580,-89) Matrix(475,816,-436,-749) -> Matrix(107,6,-3014,-169) Matrix(1631,2788,-1194,-2041) -> Matrix(1,0,-4,1) Matrix(3265,5576,1434,2449) -> Matrix(353,20,5242,297) Matrix(2311,3944,876,1495) -> Matrix(141,8,1780,101) Matrix(679,1156,-400,-681) -> Matrix(143,8,-2592,-145) Matrix(1565,2652,442,749) -> Matrix(37,2,388,21) Matrix(883,1496,762,1291) -> Matrix(109,6,3070,169) Matrix(1087,1836,402,679) -> Matrix(75,4,956,51) Matrix(1291,2176,1008,1699) -> Matrix(35,2,892,51) Matrix(2789,4692,-1980,-3331) -> Matrix(109,6,-2380,-131) Matrix(1769,2924,412,681) -> Matrix(71,4,550,31) Matrix(2923,4828,1852,3059) -> Matrix(35,2,682,39) Matrix(1361,2244,578,953) -> Matrix(73,4,1040,57) Matrix(2653,4352,1866,3061) -> Matrix(37,2,832,45) Matrix(1701,2788,374,613) -> Matrix(37,2,314,17) Matrix(11287,18496,4398,7207) -> Matrix(295,16,3964,215) Matrix(11289,18496,4400,7209) -> Matrix(297,16,4028,217) Matrix(5781,9452,874,1429) -> Matrix(113,6,546,29) Matrix(7073,11560,1332,2177) -> Matrix(229,12,1622,85) Matrix(5577,9112,-4744,-7751) -> Matrix(387,20,-10004,-517) Matrix(1293,2108,376,613) -> Matrix(35,2,332,19) Matrix(543,884,250,407) -> Matrix(1,0,34,1) Matrix(545,884,336,545) -> Matrix(75,4,1556,83) Matrix(883,1428,546,883) -> Matrix(115,6,2434,127) Matrix(4761,7684,-3370,-5439) -> Matrix(1,0,-2,1) Matrix(7207,11628,4214,6799) -> Matrix(79,4,1560,79) Matrix(8093,13056,-6870,-11083) -> Matrix(41,2,-1046,-51) Matrix(2449,3944,1014,1633) -> Matrix(81,4,1154,57) Matrix(45967,73984,17406,28015) -> Matrix(1,0,32,1) Matrix(45969,73984,17408,28017) -> Matrix(157,8,1982,101) Matrix(4691,7548,1394,2243) -> Matrix(41,2,430,21) Matrix(1565,2516,-1226,-1971) -> Matrix(41,2,-964,-47) Matrix(1837,2924,556,885) -> Matrix(39,2,370,19) Matrix(7141,11356,4576,7277) -> Matrix(39,2,838,43) Matrix(9113,14484,-5818,-9247) -> Matrix(1,0,0,1) Matrix(2311,3672,1968,3127) -> Matrix(239,12,6672,335) Matrix(1157,1836,472,749) -> Matrix(39,2,526,27) Matrix(3945,6256,944,1497) -> Matrix(83,4,726,35) Matrix(9521,15096,-7376,-11695) -> Matrix(167,8,-3862,-185) Matrix(2923,4624,1074,1699) -> Matrix(57,2,712,25) Matrix(2925,4624,1076,1701) -> Matrix(21,2,262,25) Matrix(3059,4828,1852,2923) -> Matrix(35,2,682,39) Matrix(9179,14484,-6594,-10405) -> Matrix(109,6,-2380,-131) Matrix(3535,5576,1034,1631) -> Matrix(71,4,692,39) Matrix(475,748,388,611) -> Matrix(37,2,980,53) Matrix(477,748,44,69) -> Matrix(39,2,136,7) Matrix(37469,58684,10030,15709) -> Matrix(509,26,4718,241) Matrix(2041,3196,956,1497) -> Matrix(159,8,2524,127) Matrix(1087,1700,782,1223) -> Matrix(1,0,44,1) Matrix(1089,1700,262,409) -> Matrix(1,0,28,1) Matrix(8365,13056,2484,3877) -> Matrix(41,2,430,21) Matrix(2789,4352,480,749) -> Matrix(39,2,214,11) Matrix(2311,3604,-1832,-2857) -> Matrix(161,8,-3844,-191) Matrix(12785,19924,2706,4217) -> Matrix(167,8,1148,55) Matrix(2925,4556,1354,2109) -> Matrix(47,2,728,31) Matrix(613,952,132,205) -> Matrix(39,2,292,15) Matrix(747,1156,-484,-749) -> Matrix(39,2,-800,-41) Matrix(1769,2720,266,409) -> Matrix(1,0,26,1) Matrix(2923,4488,1638,2515) -> Matrix(127,6,2434,115) Matrix(1155,1768,488,747) -> Matrix(41,2,594,29) Matrix(1157,1700,880,1293) -> Matrix(41,2,1004,49) Matrix(885,1292,-698,-1019) -> Matrix(41,2,-964,-47) Matrix(749,1088,422,613) -> Matrix(43,2,838,39) Matrix(3331,4828,2392,3467) -> Matrix(43,2,1010,47) Matrix(3195,4624,986,1427) -> Matrix(57,2,598,21) Matrix(3197,4624,988,1429) -> Matrix(25,2,262,21) Matrix(613,884,-518,-747) -> Matrix(41,2,-1046,-51) Matrix(1087,1564,850,1223) -> Matrix(1,0,46,1) Matrix(3265,4692,2272,3265) -> Matrix(83,4,1888,91) Matrix(11219,16116,7810,11219) -> Matrix(43,2,1010,47) Matrix(9521,13668,-7294,-10471) -> Matrix(167,8,-3862,-185) Matrix(2039,2924,758,1087) -> Matrix(83,4,1058,51) Matrix(2041,2924,950,1361) -> Matrix(87,4,1370,63) Matrix(8499,12172,1946,2787) -> Matrix(43,2,322,15) Matrix(12919,18496,3894,5575) -> Matrix(1,0,38,1) Matrix(12921,18496,3896,5577) -> Matrix(1,0,24,1) Matrix(477,680,430,613) -> Matrix(39,2,1150,59) Matrix(1767,2516,1432,2039) -> Matrix(83,4,2220,107) Matrix(5305,7548,2008,2857) -> Matrix(83,4,1058,51) Matrix(9179,13056,3298,4691) -> Matrix(41,2,512,25) Matrix(1291,1836,334,475) -> Matrix(41,2,348,17) Matrix(815,1156,-576,-817) -> Matrix(83,4,-1764,-85) Matrix(3945,5576,1444,2041) -> Matrix(171,8,2116,99) Matrix(18293,25840,8040,11357) -> Matrix(813,38,12088,565) Matrix(3467,4896,2744,3875) -> Matrix(131,6,3384,155) Matrix(1495,2108,578,815) -> Matrix(85,4,1126,53) Matrix(11153,15708,-8014,-11287) -> Matrix(175,8,-3872,-177) Matrix(6665,9384,1836,2585) -> Matrix(179,8,1678,75) Matrix(1903,2652,780,1087) -> Matrix(175,8,2428,111) Matrix(6935,9656,4004,5575) -> Matrix(87,4,1718,79) Matrix(68203,94928,18418,25635) -> Matrix(747,34,7448,339) Matrix(59705,83096,16124,22441) -> Matrix(617,28,6192,281) Matrix(1223,1700,782,1087) -> Matrix(1,0,44,1) Matrix(3331,4624,930,1291) -> Matrix(51,2,484,19) Matrix(3333,4624,932,1293) -> Matrix(35,2,332,19) Matrix(8159,11288,-6292,-8705) -> Matrix(85,4,-1934,-91) Matrix(4965,6868,1328,1837) -> Matrix(127,6,1164,55) Matrix(10131,14008,2114,2923) -> Matrix(47,2,352,15) Matrix(21149,29240,11854,16389) -> Matrix(115,6,2204,115) Matrix(6799,9384,1970,2719) -> Matrix(87,4,848,39) Matrix(3401,4692,1578,2177) -> Matrix(259,12,4036,187) Matrix(543,748,98,135) -> Matrix(1,0,28,1) Matrix(545,748,298,409) -> Matrix(1,0,40,1) Matrix(60655,83096,17074,23391) -> Matrix(1,0,30,1) Matrix(69293,94928,19508,26725) -> Matrix(43,2,408,19) Matrix(1291,1768,1042,1427) -> Matrix(45,2,1192,53) Matrix(2585,3536,-2286,-3127) -> Matrix(167,8,-4530,-217) Matrix(6663,9112,5270,7207) -> Matrix(339,16,8708,411) Matrix(4079,5576,2188,2991) -> Matrix(343,16,6324,295) Matrix(12647,17272,2688,3671) -> Matrix(85,4,616,29) Matrix(42975,58684,15536,21215) -> Matrix(171,8,2116,99) Matrix(84659,115600,22658,30939) -> Matrix(1847,86,17074,795) Matrix(84661,115600,22660,30941) -> Matrix(1937,90,17928,833) Matrix(5031,6868,1394,1903) -> Matrix(87,4,848,39) Matrix(749,1020,550,749) -> Matrix(131,6,3122,143) Matrix(951,1292,700,951) -> Matrix(177,8,4270,193) Matrix(953,1292,402,545) -> Matrix(89,4,1268,57) Matrix(1361,1836,404,545) -> Matrix(89,4,912,41) Matrix(1291,1700,464,611) -> Matrix(45,2,562,25) Matrix(4759,6256,1758,2311) -> Matrix(91,4,1160,51) Matrix(10403,13668,-8230,-10813) -> Matrix(947,42,-22480,-997) Matrix(9111,11968,3830,5031) -> Matrix(181,8,2828,125) Matrix(883,1156,-676,-885) -> Matrix(229,10,-5290,-231) Matrix(8023,10472,4688,6119) -> Matrix(185,8,3538,153) Matrix(2243,2924,886,1155) -> Matrix(139,6,1830,79) Matrix(14347,18700,3286,4283) -> Matrix(233,10,1794,77) Matrix(2245,2924,1306,1701) -> Matrix(233,10,4590,197) Matrix(14417,18700,3356,4353) -> Matrix(95,4,736,31) Matrix(9385,12172,2832,3673) -> Matrix(1,0,32,1) Matrix(6189,8024,1312,1701) -> Matrix(139,6,996,43) Matrix(1837,2380,998,1293) -> Matrix(47,2,916,39) Matrix(14279,18496,3254,4215) -> Matrix(281,12,2084,89) Matrix(14281,18496,3256,4217) -> Matrix(283,12,2146,91) Matrix(1157,1496,1000,1293) -> Matrix(49,2,1396,57) Matrix(2789,3604,-2262,-2923) -> Matrix(47,2,-1152,-49) Matrix(4897,6324,3792,4897) -> Matrix(91,4,2252,99) Matrix(11219,14484,8690,11219) -> Matrix(415,18,10398,451) Matrix(2109,2720,1108,1429) -> Matrix(233,10,4124,177) Matrix(475,612,52,67) -> Matrix(47,2,164,7) Matrix(2175,2788,848,1087) -> Matrix(95,4,1306,55) Matrix(1699,2176,1008,1291) -> Matrix(47,2,916,39) Matrix(1223,1564,850,1087) -> Matrix(1,0,46,1) Matrix(1225,1564,1066,1361) -> Matrix(189,8,5410,229) Matrix(747,952,266,339) -> Matrix(49,2,612,25) Matrix(14551,18496,3102,3943) -> Matrix(469,20,3494,149) Matrix(14553,18496,3104,3945) -> Matrix(471,20,3556,151) Matrix(2515,3196,1444,1835) -> Matrix(47,2,822,35) Matrix(13601,17272,3642,4625) -> Matrix(381,16,3548,149) Matrix(6323,8024,1446,1835) -> Matrix(47,2,352,15) Matrix(15707,19924,5628,7139) -> Matrix(45,2,562,25) Matrix(1021,1292,162,205) -> Matrix(47,2,258,11) Matrix(7207,9112,5270,6663) -> Matrix(379,16,8788,371) Matrix(91459,115600,19098,24139) -> Matrix(5557,234,41630,1753) Matrix(91461,115600,19100,24141) -> Matrix(5083,214,38170,1607) Matrix(11085,14008,3068,3877) -> Matrix(143,6,1406,59) Matrix(16593,20944,9698,12241) -> Matrix(381,16,7358,309) Matrix(1565,1972,1242,1565) -> Matrix(527,22,13678,571) Matrix(271,340,216,271) -> Matrix(97,4,2546,105) Matrix(1427,1768,1042,1291) -> Matrix(49,2,1200,49) Matrix(3739,4624,714,883) -> Matrix(49,2,710,29) Matrix(3741,4624,716,885) -> Matrix(49,2,-74,-3) Matrix(2039,2516,1432,1767) -> Matrix(99,4,2252,91) Matrix(9383,11560,3642,4487) -> Matrix(197,8,2684,109) Matrix(885,1088,388,477) -> Matrix(149,6,2210,89) Matrix(611,748,388,475) -> Matrix(49,2,1004,41) Matrix(613,748,168,205) -> Matrix(49,2,416,17) Matrix(951,1156,-784,-953) -> Matrix(399,16,-10000,-401) Matrix(3603,4352,1294,1563) -> Matrix(51,2,688,27) Matrix(1769,2108,1028,1225) -> Matrix(307,12,6012,235) Matrix(1087,1292,228,271) -> Matrix(103,4,798,31) Matrix(1089,1292,574,681) -> Matrix(207,8,3700,143) Matrix(1835,2176,974,1155) -> Matrix(157,6,2852,109) Matrix(8023,9452,3116,3671) -> Matrix(103,4,1416,55) Matrix(6121,7208,4274,5033) -> Matrix(103,4,2446,95) Matrix(2311,2720,808,951) -> Matrix(207,8,2458,95) Matrix(3877,4556,2952,3469) -> Matrix(673,26,16592,641) Matrix(3127,3672,1968,2311) -> Matrix(311,12,6816,263) Matrix(1565,1836,1334,1565) -> Matrix(779,30,21786,839) Matrix(407,476,348,407) -> Matrix(209,8,5878,225) Matrix(1701,1972,998,1157) -> Matrix(51,2,994,39) Matrix(1293,1496,1000,1157) -> Matrix(53,2,1404,53) Matrix(1359,1564,590,679) -> Matrix(319,12,4652,175) Matrix(475,544,296,339) -> Matrix(53,2,1086,41) Matrix(1019,1156,-900,-1021) -> Matrix(593,22,-16038,-595) Matrix(545,612,122,137) -> Matrix(109,4,790,29) Matrix(1767,1972,974,1087) -> Matrix(439,16,8094,295) Matrix(679,748,246,271) -> Matrix(111,4,1304,47) Matrix(1,0,2,1) -> Matrix(1,0,64,1) Matrix(1429,-1564,434,-475) -> Matrix(301,-10,2980,-99) Matrix(1565,-1768,902,-1019) -> Matrix(175,-6,3296,-113) Matrix(477,-544,178,-203) -> Matrix(57,-2,770,-27) Matrix(6189,-7276,2602,-3059) -> Matrix(167,-6,2700,-97) Matrix(749,-884,172,-203) -> Matrix(55,-2,468,-17) Matrix(747,-884,518,-613) -> Matrix(55,-2,1238,-45) Matrix(1293,-1564,730,-883) -> Matrix(55,-2,1018,-37) Matrix(1291,-1564,506,-613) -> Matrix(163,-6,2092,-77) Matrix(1565,-1904,614,-747) -> Matrix(269,-10,3524,-131) Matrix(2923,-3604,2262,-2789) -> Matrix(53,-2,1352,-51) Matrix(1429,-1768,274,-339) -> Matrix(53,-2,186,-7) Matrix(2857,-3604,1832,-2311) -> Matrix(207,-8,4580,-177) Matrix(10813,-13668,8230,-10403) -> Matrix(1081,-42,26536,-1031) Matrix(1019,-1292,698,-885) -> Matrix(51,-2,1148,-45) Matrix(3535,-4488,1072,-1361) -> Matrix(1,0,-16,1) Matrix(1497,-1904,320,-407) -> Matrix(1,0,-18,1) Matrix(1971,-2516,1226,-1565) -> Matrix(51,-2,1148,-45) Matrix(4217,-5440,2424,-3127) -> Matrix(101,-4,1894,-75) Matrix(1633,-2108,526,-679) -> Matrix(201,-8,2186,-87) Matrix(8365,-10812,2998,-3875) -> Matrix(51,-2,638,-25) Matrix(2311,-2992,526,-681) -> Matrix(1,0,-18,1) Matrix(681,-884,104,-135) -> Matrix(1,0,-20,1) Matrix(4487,-5848,1566,-2041) -> Matrix(203,-8,2360,-93) Matrix(885,-1156,676,-883) -> Matrix(251,-10,6250,-249) Matrix(1971,-2584,1090,-1429) -> Matrix(49,-2,956,-39) Matrix(22303,-29308,4658,-6121) -> Matrix(685,-28,5162,-211) Matrix(1157,-1564,452,-611) -> Matrix(49,-2,662,-27) Matrix(2041,-2788,1194,-1631) -> Matrix(1,0,-4,1) Matrix(7411,-10132,2040,-2789) -> Matrix(421,-18,3906,-167) Matrix(7209,-9860,2684,-3671) -> Matrix(277,-12,3578,-155) Matrix(1837,-2516,744,-1019) -> Matrix(49,-2,662,-27) Matrix(7343,-10132,1972,-2721) -> Matrix(1,0,-14,1) Matrix(2857,-3944,1280,-1767) -> Matrix(189,-8,2906,-123) Matrix(1427,-1972,542,-749) -> Matrix(139,-6,1784,-77) Matrix(883,-1224,246,-341) -> Matrix(45,-2,428,-19) Matrix(10405,-14484,6594,-9179) -> Matrix(143,-6,2884,-121) Matrix(339,-476,146,-205) -> Matrix(47,-2,682,-29) Matrix(817,-1156,576,-815) -> Matrix(93,-4,2116,-91) Matrix(7615,-10812,2108,-2993) -> Matrix(91,-4,842,-37) Matrix(2243,-3196,812,-1157) -> Matrix(45,-2,518,-23) Matrix(951,-1360,286,-409) -> Matrix(1,0,-12,1) Matrix(3127,-4488,664,-953) -> Matrix(91,-4,660,-29) Matrix(1089,-1564,94,-135) -> Matrix(1,0,-20,1) Matrix(1973,-2856,610,-883) -> Matrix(55,-2,578,-21) Matrix(3333,-4828,1924,-2787) -> Matrix(49,-2,956,-39) Matrix(6255,-9112,2428,-3537) -> Matrix(89,-4,1224,-55) Matrix(5645,-8228,2192,-3195) -> Matrix(45,-2,608,-27) Matrix(883,-1292,326,-477) -> Matrix(47,-2,588,-25) Matrix(3807,-5848,886,-1361) -> Matrix(89,-4,690,-31) Matrix(883,-1360,398,-613) -> Matrix(45,-2,698,-31) Matrix(1361,-2108,614,-951) -> Matrix(1,0,-6,1) Matrix(5849,-9112,3404,-5303) -> Matrix(97,-4,1916,-79) Matrix(4625,-7208,872,-1359) -> Matrix(91,-4,660,-29) Matrix(12037,-18768,5102,-7955) -> Matrix(45,-2,608,-27) Matrix(9247,-14484,5818,-9113) -> Matrix(1,0,0,1) Matrix(2039,-3196,608,-953) -> Matrix(87,-4,892,-41) Matrix(32233,-50864,8704,-13735) -> Matrix(241,-12,2390,-119) Matrix(1291,-2040,474,-749) -> Matrix(35,-2,438,-25) Matrix(815,-1292,258,-409) -> Matrix(1,0,-12,1) Matrix(14417,-22916,2994,-4759) -> Matrix(173,-8,1276,-59) Matrix(1497,-2380,256,-407) -> Matrix(1,0,-16,1) Matrix(341,-544,42,-67) -> Matrix(43,-2,194,-9) Matrix(11153,-17952,4224,-6799) -> Matrix(85,-4,1084,-51) Matrix(1223,-1972,338,-545) -> Matrix(1,0,-12,1) Matrix(1291,-2108,542,-885) -> Matrix(43,-2,624,-29) Matrix(1495,-2448,582,-953) -> Matrix(83,-4,1100,-53) Matrix(953,-1564,248,-407) -> Matrix(1,0,-12,1) Matrix(951,-1564,166,-273) -> Matrix(81,-4,466,-23) Matrix(1497,-2516,404,-679) -> Matrix(81,-4,790,-39) Matrix(681,-1156,400,-679) -> Matrix(161,-8,3200,-159) Matrix(29851,-51068,7990,-13669) -> Matrix(973,-50,9010,-463) Matrix(3129,-5372,950,-1631) -> Matrix(81,-4,790,-39) Matrix(5847,-10064,2450,-4217) -> Matrix(547,-28,7912,-405) Matrix(1223,-2108,474,-817) -> Matrix(1,0,-6,1) Matrix(5371,-9316,2000,-3469) -> Matrix(267,-14,3452,-181) Matrix(2311,-4012,1254,-2177) -> Matrix(1,0,0,1) Matrix(271,-476,78,-137) -> Matrix(1,0,-10,1) Matrix(2311,-4080,1002,-1769) -> Matrix(235,-12,3388,-173) Matrix(4759,-8432,1766,-3129) -> Matrix(77,-4,982,-51) Matrix(3537,-6392,752,-1359) -> Matrix(75,-4,544,-29) Matrix(2177,-3944,600,-1087) -> Matrix(223,-12,2100,-113) Matrix(5849,-10608,2624,-4759) -> Matrix(813,-44,12620,-683) Matrix(3671,-6664,1424,-2585) -> Matrix(73,-4,1004,-55) Matrix(747,-1360,262,-477) -> Matrix(109,-6,1290,-71) Matrix(1769,-3264,368,-679) -> Matrix(75,-4,544,-29) Matrix(3943,-7344,1826,-3401) -> Matrix(667,-36,10320,-557) Matrix(2585,-4828,582,-1087) -> Matrix(73,-4,566,-31) Matrix(885,-1904,284,-611) -> Matrix(157,-10,1680,-107) Matrix(1835,-4012,778,-1701) -> Matrix(31,-2,450,-29) Matrix(2107,-4692,886,-1973) -> Matrix(31,-2,512,-33) Matrix(1429,-3196,334,-747) -> Matrix(215,-14,1674,-109) Matrix(681,-1564,118,-271) -> Matrix(59,-4,310,-21) Matrix(3265,-7548,882,-2039) -> Matrix(1,0,-4,1) Matrix(2313,-5440,520,-1223) -> Matrix(57,-4,442,-31) Matrix(15707,-37060,5678,-13397) -> Matrix(27,-2,338,-25) Matrix(749,-1768,86,-203) -> Matrix(29,-2,102,-7) Matrix(2041,-4828,632,-1495) -> Matrix(115,-8,1222,-85) Matrix(9315,-22168,1972,-4693) -> Matrix(211,-14,1462,-97) Matrix(7685,-18292,1628,-3875) -> Matrix(209,-14,1478,-99) Matrix(3809,-9112,1364,-3263) -> Matrix(115,-8,1452,-101) Matrix(341,-816,28,-67) -> Matrix(29,-2,44,-3) Matrix(1157,-2788,310,-747) -> Matrix(143,-10,1330,-93) Matrix(477,-1156,196,-475) -> Matrix(197,-14,2744,-195) Matrix(1903,-4692,552,-1361) -> Matrix(1,0,-4,1) Matrix(3535,-9112,528,-1361) -> Matrix(1,0,-8,1) Matrix(2923,-7684,854,-2245) -> Matrix(333,-26,3266,-255) Matrix(4963,-13056,750,-1973) -> Matrix(25,-2,138,-11) Matrix(951,-2516,206,-545) -> Matrix(51,-4,370,-29) Matrix(5371,-14484,1942,-5237) -> Matrix(25,-2,338,-27) Matrix(5575,-15096,1256,-3401) -> Matrix(51,-4,370,-29) Matrix(5305,-14484,1494,-4079) -> Matrix(49,-4,478,-39) Matrix(1293,-3604,268,-747) -> Matrix(77,-6,552,-43) Matrix(409,-1156,144,-407) -> Matrix(145,-12,1728,-143) Matrix(407,-1292,86,-273) -> Matrix(1,0,-4,1) Matrix(271,-884,42,-137) -> Matrix(41,-4,236,-23) Matrix(4147,-13668,970,-3197) -> Matrix(21,-2,158,-15) Matrix(341,-1156,100,-339) -> Matrix(101,-10,1000,-99) Matrix(4555,-15708,1282,-4421) -> Matrix(19,-2,200,-21) Matrix(3129,-11288,716,-2583) -> Matrix(1,0,-2,1) Matrix(951,-3536,110,-409) -> Matrix(1,0,-6,1) Matrix(3265,-13668,682,-2855) -> Matrix(101,-12,766,-91) Matrix(273,-1156,64,-271) -> Matrix(65,-8,512,-63) Matrix(815,-3604,154,-681) -> Matrix(1,0,0,1) Matrix(205,-1156,36,-203) -> Matrix(37,-6,216,-35) Matrix(137,-1156,16,-135) -> Matrix(17,-4,64,-15) 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): 192 Degree of the the map X: 192 Degree of the the map Y: 576 ----------------------------------------------------------------------- Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift elements of DeckMod(f) via pi_1: 0 DeckMod(f) is trivial. Elements among 0, lambda1, lambda2 and lambda1+lambda2 which lift modular group liftables via pi_1: 0 The subgroup of modular group liftables which arise from translations is trivial. ----------------------------------------------------------------------- The image of the modular group liftables in PSL(2,Z) equals the image of the pure modular group liftables. Imminent integer overflow caused the modular group computation to abort.