Deprecated: The each() function is deprecated. This message will be suppressed on further calls in /home/zhenxiangba/zhenxiangba.com/public_html/phproxy-improved-master/index.php on line 456
Integer point on y^2=x^3+b (-1 >= b >= -10000, y>0) b |No.| (xp, yp) ----+---+------------------------------- -1 | 1 | (1, 0) order 2 -2 | 1 | (3, 5) -4 | 1 | (2, 2) 2P = (5, -11) -4 | 2 | (5, 11) -7 | 1 | (2, 1) 2P = (32, -181) -7 | 2 | (32, 181) -8 | 1 | (2, 0) order 2 -11 | 1 | (3, 4) -11 | 2 | (15, 58) -13 | 1 | (17, 70) -15 | 1 | (4, 7) -18 | 1 | (3, 3) -19 | 1 | (7, 18) -20 | 1 | (6, 14) -23 | 1 | (3, 2) -25 | 1 | (5, 10) -26 | 1 | (3, 1) -26 | 2 | (35, 207) -27 | 1 | (3, 0) order 2 -28 | 1 | (4, 6) 2P = (8, -22) 3P = (37, 225) -28 | 2 | (8, 22) -28 | 3 | (37, 225) -35 | 1 | (11, 36) -39 | 1 | (4, 5) -39 | 2 | (10, 31) -39 | 3 | (22, 103) -40 | 1 | (14, 52) -44 | 1 | (5, 9) -45 | 1 | (21, 96) -47 | 1 | (6, 13) -47 | 2 | (12, 41) -47 | 3 | (63, 500) -48 | 1 | (4, 4) 2P = (28, -148) -48 | 2 | (28, 148) -49 | 1 | (65, 524) -53 | 1 | (9, 26) -53 | 2 | (29, 156) -54 | 1 | (7, 17) -55 | 1 | (4, 3) 2P = (56, -419) -55 | 2 | (56, 419) -56 | 1 | (18, 76) -60 | 1 | (4, 2) 2P = (136, -1586) -60 | 2 | (136, 1586) -61 | 1 | (5, 8) -63 | 1 | (4, 1) 2P = (568, -13537) -63 | 2 | (568, 13537) -64 | 1 | (4, 0) order 2 -67 | 1 | (23, 110) -71 | 1 | (8, 21) -72 | 1 | (6, 12) -74 | 1 | (99, 985) -76 | 1 | (5, 7) -76 | 2 | (101, 1015) -79 | 1 | (20, 89) -81 | 1 | (13, 46) -83 | 1 | (27, 140) -87 | 1 | (7, 16) -89 | 1 | (5, 6) -95 | 1 | (6, 11) -100 | 1 | (5, 5) -100 | 2 | (10, 30) 2P = (5, -5) 3P = (34, -198) -100 | 3 | (34, 198) -104 | 1 | (9, 25) -104 | 2 | (30, 164) -104 | 3 | (42, 272) -106 | 1 | (11, 35) -107 | 1 | (143, 1710) -109 | 1 | (5, 4) -109 | 2 | (145, 1746) -112 | 1 | (8, 20) -116 | 1 | (5, 3) -116 | 2 | (6, 10) -116 | 3 | (38, 234) -116 | 4 | (158, 1986) -118 | 1 | (7, 15) -121 | 1 | (5, 2) -124 | 1 | (5, 1) -125 | 1 | (5, 0) order 2 -126 | 1 | (15, 57) -127 | 1 | (16, 63) -128 | 1 | (12, 40) -135 | 1 | (6, 9) 2P = (24, -117) 3P = (19, 82) -135 | 2 | (19, 82) -135 | 3 | (24, 117) -139 | 1 | (47, 322) -143 | 1 | (14, 51) -146 | 1 | (195, 2723) -147 | 1 | (7, 14) -147 | 2 | (91, 868) -148 | 1 | (197, 2765) -150 | 1 | (175, 2315) -151 | 1 | (8, 19) -152 | 1 | (6, 8) -152 | 2 | (17, 69) -152 | 3 | (26, 132) -153 | 1 | (9, 24) -155 | 1 | (51, 364) -159 | 1 | (10, 29) -167 | 1 | (6, 7) -170 | 1 | (59, 453) -172 | 1 | (13, 45) -174 | 1 | (7, 13) -174 | 2 | (799, 22585) -174 | 3 | (5215, 376601) -175 | 1 | (11, 34) -180 | 1 | (6, 6) 2P = (69, -573) -180 | 2 | (69, 573) -184 | 1 | (62, 488) -186 | 1 | (163, 2081) -188 | 1 | (8, 18) -191 | 1 | (6, 5) -191 | 2 | (255, 4072) -191 | 3 | (810, 23053) -193 | 1 | (257, 4120) -199 | 1 | (7, 12) -200 | 1 | (6, 4) -200 | 2 | (9, 23) -200 | 3 | (66, 536) -207 | 1 | (6, 3) 2P = (312, -5511) -207 | 2 | (12, 39) -207 | 3 | (18, 75) -207 | 4 | (31, 172) -207 | 5 | (312, 5511) -207 | 6 | (331, 6022) -207 | 7 | (367806, 223063347) -212 | 1 | (6, 2) 2P = (717, -19199) -212 | 2 | (717, 19199) -215 | 1 | (6, 1) 2P = (2904, -156493) -215 | 2 | (2904, 156493) -216 | 1 | (6, 0) order 2 -216 | 2 | (10, 28) -216 | 3 | (33, 189) -222 | 1 | (7, 11) -223 | 1 | (8, 17) -233 | 1 | (377, 7320) -235 | 1 | (79, 702) -236 | 1 | (21, 95) -239 | 1 | (15, 56) -242 | 1 | (11, 33) -242 | 2 | (323, 5805) -243 | 1 | (7, 10) -244 | 1 | (14, 50) -244 | 2 | (22, 102) -244 | 3 | (325, 5859) -245 | 1 | (9, 22) -249 | 1 | (25, 124) -251 | 1 | (83, 756) -252 | 1 | (16, 62) -256 | 1 | (8, 16) 2P = (20, -88) -256 | 2 | (20, 88) -261 | 1 | (13, 44) -262 | 1 | (7, 9) -270 | 1 | (39, 243) -271 | 1 | (10, 27) -277 | 1 | (41, 262) -277 | 2 | (317, 5644) -279 | 1 | (7, 8) -284 | 1 | (12, 38) -286 | 1 | (23, 109) -287 | 1 | (8, 15) -288 | 1 | (9, 21) -289 | 1 | (17, 68) -292 | 1 | (98, 970) -293 | 1 | (57, 430) -294 | 1 | (7, 7) -298 | 1 | (19, 81) -299 | 1 | (399, 7970) -301 | 1 | (401, 8030) -307 | 1 | (7, 6) -307 | 2 | (11, 32) -307 | 3 | (71, 598) -307 | 4 | (939787, 911054064) -308 | 1 | (102, 1030) -316 | 1 | (8, 14) -318 | 1 | (7, 5) -324 | 1 | (10, 26) -327 | 1 | (7, 4) -329 | 1 | (9, 20) -334 | 1 | (7, 3) -339 | 1 | (7, 2) -342 | 1 | (7, 1) -343 | 1 | (7, 0) order 2 -343 | 2 | (8, 13) -343 | 3 | (14, 49) 2P = (8, -13) -343 | 4 | (28, 147) 2P = (8, 13) -343 | 5 | (154, 1911) -348 | 1 | (13, 43) -350 | 1 | (15, 55) -355 | 1 | (119, 1298) -356 | 1 | (18, 74) -359 | 1 | (12, 37) -362 | 1 | (27, 139) -362 | 2 | (483, 10615) -364 | 1 | (29, 155) -364 | 2 | (485, 10681) -366 | 1 | (11815, 1284253) -368 | 1 | (8, 12) 2P = (48, -332) -368 | 2 | (9, 19) -368 | 3 | (24, 116) -368 | 4 | (32, 180) -368 | 5 | (48, 332) -368 | 6 | (944, 29004) -368 | 7 | (1313, 47577) -370 | 1 | (11, 31) -371 | 1 | (123, 1364) -375 | 1 | (10, 25) 2P = (16, -61) -375 | 2 | (16, 61) -391 | 1 | (8, 11) -391 | 2 | (50, 353) -405 | 1 | (9, 18) -405 | 2 | (61, 476) -412 | 1 | (8, 10) -415 | 1 | (26, 131) -424 | 1 | (10, 24) -424 | 2 | (17, 67) -424 | 3 | (142, 1692) -425 | 1 | (21, 94) -431 | 1 | (8, 9) -431 | 2 | (11, 30) -431 | 3 | (20, 87) -431 | 4 | (30, 163) -431 | 5 | (36, 215) -431 | 6 | (138, 1621) -431 | 7 | (150, 1837) -431 | 8 | (575, 13788) -431 | 9 | (3903, 243836) -432 | 1 | (12, 36) 2P = (12, -36) order 3 -433 | 1 | (13, 42) -433 | 2 | (577, 13860) -439 | 1 | (35, 206) -440 | 1 | (9, 17) -440 | 2 | (14, 48) -440 | 3 | (146, 1764) -447 | 1 | (22, 101) -448 | 1 | (8, 8) 2P = (128, -1448) -448 | 2 | (128, 1448) -455 | 1 | (114, 1217) -459 | 1 | (15, 54) -459 | 2 | (19, 80) -459 | 3 | (67, 548) -463 | 1 | (8, 7) -464 | 1 | (129, 1465) -471 | 1 | (10, 23) -471 | 2 | (4528, 304691) -473 | 1 | (9, 16) -476 | 1 | (8, 6) 2P = (240, -3718) -476 | 2 | (240, 3718) -477 | 1 | (37, 224) -487 | 1 | (8, 5) -490 | 1 | (11, 29) -495 | 1 | (34, 197) -496 | 1 | (8, 4) 2P = (560, -13252) -496 | 2 | (16, 60) -496 | 3 | (25, 123) -496 | 4 | (40, 252) -496 | 5 | (113, 1201) -496 | 6 | (560, 13252) -499 | 1 | (167, 2158) -503 | 1 | (8, 3) 2P = (1008, -32003) -503 | 2 | (12, 35) -503 | 3 | (18, 73) -503 | 4 | (23, 108) -503 | 5 | (44, 291) -503 | 6 | (134, 1551) -503 | 7 | (294, 5041) -503 | 8 | (1008, 32003) -504 | 1 | (9, 15) -506 | 1 | (675, 17537) -508 | 1 | (8, 2) 2P = (2288, -109442) -508 | 2 | (284, 4786) -508 | 3 | (677, 17615) -508 | 4 | (2288, 109442) -511 | 1 | (8, 1) 2P = (9200, -882433) -511 | 2 | (9200, 882433) -512 | 1 | (8, 0) order 2 -515 | 1 | (171, 2236) -516 | 1 | (10, 22) -516 | 2 | (13, 41) -516 | 3 | (181, 2435) -516 | 4 | (418, 8546) -524 | 1 | (45, 301) -533 | 1 | (9, 14) -535 | 1 | (14, 47) -535 | 2 | (2156, 100109) -546 | 1 | (43, 281) -547 | 1 | (11, 28) -550 | 1 | (31, 171) -557 | 1 | (17, 66) -559 | 1 | (10, 21) -560 | 1 | (9, 13) -566 | 1 | (15, 53) -572 | 1 | (12, 34) -580 | 1 | (194, 2702) -583 | 1 | (38, 233) -585 | 1 | (9, 12) -586 | 1 | (115, 1233) -587 | 1 | (783, 21910) -589 | 1 | (785, 21994) -593 | 1 | (33, 188) -593 | 2 | (909, 27406) -596 | 1 | (198, 2786) -597 | 1 | (13, 40) -599 | 1 | (24, 115) -600 | 1 | (10, 20) -602 | 1 | (11, 27) -604 | 1 | (20, 86) -608 | 1 | (9, 11) -612 | 1 | (21, 93) -615 | 1 | (16, 59) -615 | 2 | (46, 311) -618 | 1 | (19, 79) -622 | 1 | (127, 1431) -628 | 1 | (14, 46) -629 | 1 | (9, 10) -631 | 1 | (58, 441) -636 | 1 | (28, 146) -639 | 1 | (10, 19) -639 | 2 | (12, 33) -639 | 3 | (27, 138) -639 | 4 | (654, 16725) -647 | 1 | (42, 271) -648 | 1 | (9, 9) -648 | 2 | (18, 72) -648 | 3 | (22, 100) -648 | 4 | (54, 396) -648 | 5 | (97, 955) -648 | 6 | (1809, 76941) -652 | 1 | (53, 385) -655 | 1 | (11, 26) -663 | 1 | (94, 911) -665 | 1 | (9, 8) -667 | 1 | (223, 3330) -671 | 1 | (15, 52) -673 | 1 | (29, 154) -674 | 1 | (75, 649) -674 | 2 | (899, 26955) -676 | 1 | (10, 18) -676 | 2 | (13, 39) -676 | 3 | (26, 130) -676 | 4 | (130, 1482) -676 | 5 | (338, 6214) -676 | 6 | (901, 27045) -680 | 1 | (9, 7) -680 | 2 | (8394, 769048) -683 | 1 | (227, 3420) -685 | 1 | (49, 342) -688 | 1 | (17, 65) -693 | 1 | (9, 6) -702 | 1 | (103, 1045) -703 | 1 | (112, 1185) -704 | 1 | (9, 5) -704 | 2 | (12, 32) -704 | 3 | (60, 464) -706 | 1 | (11, 25) -711 | 1 | (10, 17) -713 | 1 | (9, 4) -718 | 1 | (23, 107) -719 | 1 | (14, 45) -720 | 1 | (9, 3) -725 | 1 | (9, 2) -726 | 1 | (55, 407) -727 | 1 | (32, 179) -728 | 1 | (9, 1) -728 | 2 | (74, 636) -729 | 1 | (9, 0) order 2 -732 | 1 | (16, 58) -732 | 2 | (52, 374) -732 | 3 | (76, 662) -735 | 1 | (106, 1091) -741 | 1 | (25, 122) -744 | 1 | (10, 16) -753 | 1 | (13, 38) -755 | 1 | (11, 24) -755 | 2 | (39, 242) -755 | 3 | (891, 26596) -756 | 1 | (30, 162) -760 | 1 | (254, 4048) -764 | 1 | (92, 882) -766 | 1 | (1183, 40689) -767 | 1 | (12, 31) -767 | 2 | (1023, 32720) -769 | 1 | (1025, 32816) -774 | 1 | (15, 51) -775 | 1 | (10, 15) 2P = (80, -715) -775 | 2 | (19, 78) -775 | 3 | (20, 85) -775 | 4 | (70, 585) -775 | 5 | (80, 715) -775 | 6 | (16750, 2167815) -775 | 7 | (26530, 4321215) -776 | 1 | (258, 4144) -782 | 1 | (47, 321) -782 | 2 | (87, 811) -791 | 1 | (18, 71) -797 | 1 | (21, 92) -800 | 1 | (41, 261) -802 | 1 | (11, 23) -802 | 2 | (307, 5379) -804 | 1 | (10, 14) -804 | 2 | (82, 742) -804 | 3 | (157, 1967) -808 | 1 | (14, 44) -817 | 1 | (17, 64) -828 | 1 | (12, 30) -828 | 2 | (13, 37) -828 | 3 | (24, 114) -828 | 4 | (108, 1122) -828 | 5 | (4464, 298254) -831 | 1 | (10, 13) -831 | 2 | (220, 3263) -832 | 1 | (68, 560) -847 | 1 | (11, 22) -847 | 2 | (16, 57) -847 | 3 | (22, 99) -847 | 4 | (86, 797) -847 | 5 | (88, 825) -847 | 6 | (638, 16115) -847 | 7 | (657547, 533200074) -850 | 1 | (35, 205) -856 | 1 | (10, 12) -856 | 2 | (230, 3488) -859 | 1 | (287, 4862) -860 | 1 | (36, 214) -866 | 1 | (1155, 39253) -868 | 1 | (1157, 39355) -875 | 1 | (15, 50) -875 | 2 | (291, 4964) -879 | 1 | (10, 11) -882 | 1 | (51, 363) -887 | 1 | (12, 29) -888 | 1 | (34, 196) -888 | 2 | (73, 623) -888 | 3 | (334, 6104) -890 | 1 | (11, 21) -891 | 1 | (31, 170) -892 | 1 | (56, 418) -895 | 1 | (14, 43) -895 | 2 | (116, 1249) -900 | 1 | (10, 10) 2P = (205, -2935) -900 | 2 | (205, 2935) -901 | 1 | (13, 36) -908 | 1 | (77, 675) -914 | 1 | (27, 137) -914 | 2 | (1779, 75035) -919 | 1 | (10, 9) -924 | 1 | (37, 223) -927 | 1 | (28, 145) -930 | 1 | (19, 77) -931 | 1 | (11, 20) -931 | 2 | (23, 106) -932 | 1 | (18, 70) -935 | 1 | (26, 129) -936 | 1 | (10, 8) -944 | 1 | (12, 28) -944 | 2 | (17, 63) -944 | 3 | (20, 84) -944 | 4 | (164, 2100) -944 | 5 | (2364, 114940) -945 | 1 | (141, 1674) -951 | 1 | (10, 7) -954 | 1 | (187, 2557) -960 | 1 | (16, 56) -964 | 1 | (10, 6) 2P = (605, -14881) -964 | 2 | (322, 5778) -964 | 3 | (605, 14881) -964 | 4 | (4402, 292062) -968 | 1 | (33, 187) -970 | 1 | (11, 19) -971 | 1 | (1295, 46602) -972 | 1 | (13, 35) -973 | 1 | (1297, 46710) -974 | 1 | (15, 49) -975 | 1 | (10, 5) 2P = (880, -26105) -975 | 2 | (880, 26105) -980 | 1 | (14, 42) 2P = (21, -91) 3P = (326, 5886) -980 | 2 | (21, 91) -980 | 3 | (29, 153) -980 | 4 | (126, 1414) -980 | 5 | (326, 5886) -984 | 1 | (10, 4) -984 | 2 | (25, 121) -984 | 3 | (769, 21325) -991 | 1 | (10, 3) 2P = (2480, -123503) -991 | 2 | (2480, 123503) -996 | 1 | (10, 2) 2P = (5605, -419627) -996 | 2 | (5605, 419627) -999 | 1 | (10, 1) 2P = (22480, -3370501) -999 | 2 | (12, 27) 2P = (40, -251) -999 | 3 | (40, 251) -999 | 4 | (147, 1782) -999 | 5 | (174, 2295) -999 | 6 | (22480, 3370501) -1000 | 1 | (10, 0) order 2 -1007 | 1 | (11, 18) -1015 | 1 | (5714, 431927) -1017 | 1 | (537, 12444) -1023 | 1 | (64, 511) -1031 | 1 | (48, 331) -1036 | 1 | (85, 783) -1041 | 1 | (13, 34) -1042 | 1 | (11, 17) -1044 | 1 | (22, 98) -1046 | 1 | (63, 499) -1048 | 1 | (38, 232) -1048 | 2 | (89, 839) -1048 | 3 | (314, 5564) -1052 | 1 | (12, 26) -1055 | 1 | (24, 113) -1055 | 2 | (594, 14477) -1063 | 1 | (14, 41) -1069 | 1 | (17, 62) -1070 | 1 | (111, 1169) -1071 | 1 | (15, 48) -1071 | 2 | (16, 55) -1071 | 3 | (18, 69) -1071 | 4 | (1488, 57399) -1071 | 5 | (3810, 235173) -1071 | 6 | (10578, 1087941) -1075 | 1 | (11, 16) -1075 | 2 | (59, 452) -1075 | 3 | (359, 6802) -1079 | 1 | (30, 161) -1082 | 1 | (1443, 54815) -1083 | 1 | (19, 76) -1084 | 1 | (32, 178) -1084 | 2 | (44, 290) -1084 | 3 | (1445, 54929) -1090 | 1 | (131, 1499) -1091 | 1 | (363, 6916) -1096 | 1 | (50, 352) -1096 | 2 | (65, 523) -1097 | 1 | (521, 11892) -1103 | 1 | (12, 25) -1106 | 1 | (11, 15) -1107 | 1 | (43, 280) -1108 | 1 | (13, 33) -1108 | 2 | (1118, 37382) -1111 | 1 | (20, 83) -1125 | 1 | (45, 300) -1135 | 1 | (11, 14) -1136 | 1 | (96, 940) -1142 | 1 | (23, 105) -1144 | 1 | (14, 40) -1144 | 2 | (1897, 82623) -1148 | 1 | (72, 610) -1151 | 1 | (210, 3043) -1152 | 1 | (12, 24) 2P = (57, -429) -1152 | 2 | (57, 429) -1159 | 1 | (62, 487) -1161 | 1 | (21, 90) -1161 | 2 | (345, 6408) -1162 | 1 | (11, 13) -1166 | 1 | (15, 47) -1173 | 1 | (13, 32) -1180 | 1 | (16, 54) -1187 | 1 | (11, 12) -1187 | 2 | (27, 136) -1188 | 1 | (42, 270) -1192 | 1 | (17, 61) -1192 | 2 | (26, 128) -1192 | 3 | (398, 7940) -1192 | 4 | (153761, 60293333) -1199 | 1 | (12, 23) -1199 | 2 | (1599, 63940) -1201 | 1 | (1601, 64060) -1206 | 1 | (495, 11013) -1208 | 1 | (18, 68) -1208 | 2 | (78, 688) -1208 | 3 | (249, 3929) -1208 | 4 | (402, 8060) -1210 | 1 | (11, 11) -1216 | 1 | (28, 144) -1222 | 1 | (263, 4265) -1223 | 1 | (14, 39) -1225 | 1 | (25, 120) -1230 | 1 | (31, 169) -1231 | 1 | (11, 10) -1234 | 1 | (19, 75) -1236 | 1 | (13, 31) -1236 | 2 | (46, 310) -1236 | 3 | (310, 5458) -1238 | 1 | (39, 241) -1239 | 1 | (22, 97) -1244 | 1 | (12, 22) -1250 | 1 | (11, 9) -1258 | 1 | (1379, 51209) -1259 | 1 | (15, 46) -1259 | 2 | (35, 204) -1259 | 3 | (207, 2978) -1264 | 1 | (104, 1060) -1267 | 1 | (11, 8) -1271 | 1 | (66, 535) -1276 | 1 | (20, 82) -1279 | 1 | (34, 195) -1280 | 1 | (24, 112) -1282 | 1 | (11, 7) -1285 | 1 | (29, 152) -1287 | 1 | (12, 21) -1287 | 2 | (16, 53) -1287 | 3 | (36, 213) -1295 | 1 | (11, 6) -1296 | 1 | (193, 2681) -1297 | 1 | (13, 30) -1300 | 1 | (14, 38) -1306 | 1 | (11, 5) -1311 | 1 | (370, 7117) -1313 | 1 | (17, 60) -1315 | 1 | (11, 4) -1315 | 2 | (439, 9198) -1321 | 1 | (41, 260) -1322 | 1 | (11, 3) -1322 | 2 | (1763, 74025) -1322 | 3 | (19091, 2637807) -1324 | 1 | (1765, 74151) -1325 | 1 | (69, 572) -1327 | 1 | (11, 2) -1328 | 1 | (12, 20) -1328 | 2 | (612, 15140) -1330 | 1 | (11, 1) -1331 | 1 | (11, 0) order 2 -1331 | 2 | (443, 9324) -1340 | 1 | (21, 89) -1341 | 1 | (33, 186) -1343 | 1 | (18, 67) -1343 | 2 | (84, 769) -1350 | 1 | (15, 45) -1350 | 2 | (199, 2807) -1351 | 1 | (23, 104) -1356 | 1 | (13, 29) -1356 | 2 | (61, 475) -1367 | 1 | (12, 19) -1368 | 1 | (49, 341) -1369 | 1 | (37, 222) -1369 | 2 | (185, 2516) -1375 | 1 | (14, 37) -1383 | 1 | (19, 74) -1388 | 1 | (117, 1265) -1391 | 1 | (90, 853) -1392 | 1 | (16, 52) -1392 | 2 | (352, 6604) -1400 | 1 | (30, 160) -1404 | 1 | (12, 18) 2P = (120, -1314) -1404 | 2 | (120, 1314) -1413 | 1 | (13, 28) -1421 | 1 | (53, 384) -1423 | 1 | (47, 320) -1432 | 1 | (17, 59) -1432 | 2 | (22, 96) -1432 | 3 | (922, 27996) -1436 | 1 | (6000, 464758) -1439 | 1 | (12, 17) -1439 | 2 | (15, 44) -1439 | 3 | (20, 81) -1439 | 4 | (32, 177) -1439 | 5 | (54, 395) -1439 | 6 | (122, 1347) -1439 | 7 | (590, 14331) -1439 | 8 | (445650, 297502669) -1444 | 1 | (482, 10582) -1447 | 1 | (26, 127) -1448 | 1 | (14, 36) -1448 | 2 | (473, 10287) -1451 | 1 | (1935, 85118) -1453 | 1 | (1937, 85250) -1457 | 1 | (81, 728) -1458 | 1 | (27, 135) -1460 | 1 | (486, 10714) -1464 | 1 | (25, 119) -1468 | 1 | (13, 27) -1472 | 1 | (12, 16) -1476 | 1 | (18, 66) -1478 | 1 | (1359, 50099) -1478 | 2 | (2559, 129451) -1479 | 1 | (52, 373) -1495 | 1 | (16, 51) -1500 | 1 | (40, 250) -1502 | 1 | (71, 597) -1503 | 1 | (12, 15) -1503 | 2 | (24, 111) -1503 | 3 | (28, 143) -1511 | 1 | (38, 231) -1512 | 1 | (58, 440) -1516 | 1 | (125, 1397) -1517 | 1 | (21, 88) -1519 | 1 | (14, 35) -1521 | 1 | (13, 26) -1526 | 1 | (15, 43) -1530 | 1 | (19, 73) -1532 | 1 | (12, 14) -1539 | 1 | (55, 406) -1541 | 1 | (93, 896) -1543 | 1 | (182, 2455) -1549 | 1 | (17, 58) -1554 | 1 | (67, 547) -1558 | 1 | (23, 103) -1558 | 2 | (1279, 45741) -1559 | 1 | (12, 13) -1559 | 2 | (7110, 599521) -1567 | 1 | (31, 168) -1572 | 1 | (13, 25) -1579 | 1 | (527, 12098) -1584 | 1 | (12, 12) 2P = (300, -5196) -1584 | 2 | (300, 5196) -1586 | 1 | (2115, 97267) -1588 | 1 | (14, 34) -1588 | 2 | (29, 151) -1588 | 3 | (2117, 97405) -1588 | 4 | (2933, 158843) -1591 | 1 | (110, 1153) -1595 | 1 | (531, 12236) -1596 | 1 | (16, 50) -1600 | 1 | (20, 80) -1607 | 1 | (12, 11) -1607 | 2 | (18, 65) -1607 | 3 | (51, 362) -1607 | 4 | (3642, 219791) -1611 | 1 | (15, 42) -1617 | 1 | (301, 5222) -1621 | 1 | (13, 24) -1621 | 2 | (1193, 41206) -1623 | 1 | (22, 95) -1628 | 1 | (12, 10) -1631 | 1 | (60, 463) -1638 | 1 | (79, 701) -1647 | 1 | (12, 9) 2P = (552, -12969) -1647 | 2 | (552, 12969) -1655 | 1 | (14, 33) -1663 | 1 | (44, 289) -1664 | 1 | (12, 8) 2P = (705, -18719) -1664 | 2 | (17, 57) -1664 | 3 | (140, 1656) -1664 | 4 | (705, 18719) -1665 | 1 | (189, 2598) -1666 | 1 | (35, 203) -1666 | 2 | (43, 279) -1668 | 1 | (13, 23) -1668 | 2 | (34, 194) -1668 | 3 | (107194, 35095846) -1675 | 1 | (19, 72) -1679 | 1 | (12, 7) -1692 | 1 | (12, 6) 2P = (1272, -45366) -1692 | 2 | (21, 87) -1692 | 3 | (48, 330) -1692 | 4 | (1272, 45366) -1694 | 1 | (15, 41) -1695 | 1 | (16, 49) -1700 | 1 | (26, 126) -1701 | 1 | (25, 118) -1701 | 2 | (253, 4024) -1703 | 1 | (12, 5) -1712 | 1 | (12, 4) 2P = (2892, -155524) -1712 | 2 | (33, 185) -1712 | 3 | (36, 212) -1712 | 4 | (132, 1516) -1712 | 5 | (156, 1948) -1712 | 6 | (2892, 155524) -1713 | 1 | (13, 22) -1719 | 1 | (12, 3) 2P = (5160, -370659) -1719 | 2 | (30, 159) -1719 | 3 | (39, 240) -1719 | 4 | (5160, 370659) -1720 | 1 | (14, 32) -1720 | 2 | (574, 13752) -1724 | 1 | (12, 2) 2P = (11640, -1255826) -1724 | 2 | (24, 110) -1724 | 3 | (45, 299) -1724 | 4 | (1749, 73145) -1724 | 5 | (11640, 1255826) -1727 | 1 | (12, 1) 2P = (46632, -10069921) -1727 | 2 | (27, 134) -1727 | 3 | (42, 269) -1727 | 4 | (56, 417) -1727 | 5 | (278, 4635) -1727 | 6 | (2303, 110520) -1727 | 7 | (46632, 10069921) -1728 | 1 | (12, 0) order 2 -1729 | 1 | (2305, 110664) -1735 | 1 | (986, 30961) -1736 | 1 | (18, 64) -1736 | 2 | (578, 13896) -1744 | 1 | (137, 1603) -1750 | 1 | (95, 925) -1751 | 1 | (135, 1568) -1755 | 1 | (259, 4168) -1756 | 1 | (13, 21) -1759 | 1 | (20, 79) -1759 | 2 | (1322, 48067) -1762 | 1 | (83, 755) -1763 | 1 | (23, 102) -1763 | 2 | (203, 2892) -1763 | 3 | (4379, 289776) -1775 | 1 | (15, 40) -1777 | 1 | (17, 56) -1777 | 2 | (461, 9898) -1783 | 1 | (14, 31) -1788 | 1 | (28, 142) -1792 | 1 | (16, 48) 2P = (32, -176) 3P = (148, 1800) -1792 | 2 | (32, 176) -1792 | 3 | (148, 1800) -1797 | 1 | (13, 20) -1799 | 1 | (50, 351) -1807 | 1 | (107, 1106) -1812 | 1 | (22, 94) -1812 | 2 | (37, 221) -1812 | 3 | (382, 7466) -1818 | 1 | (19, 71) -1833 | 1 | (277, 4610) -1836 | 1 | (13, 19) -1840 | 1 | (41, 259) -1844 | 1 | (14, 30) -1854 | 1 | (15, 39) -1855 | 1 | (46, 309) -1863 | 1 | (18, 63) -1865 | 1 | (21, 86) -1867 | 1 | (623, 15550) -1873 | 1 | (13, 18) -1874 | 1 | (2499, 124925) -1876 | 1 | (2501, 125075) -1882 | 1 | (91, 867) -1883 | 1 | (627, 15700) -1887 | 1 | (16, 47) -1888 | 1 | (17, 55) -1889 | 1 | (29, 150) -1902 | 1 | (31, 167) -1903 | 1 | (14, 29) -1908 | 1 | (13, 17) -1913 | 1 | (153, 1892) -1916 | 1 | (20, 78) -1919 | 1 | (492, 10913) -1926 | 1 | (151, 1855) -1931 | 1 | (15, 38) -1936 | 1 | (25, 117) -1941 | 1 | (13, 16) -1943 | 1 | (24, 109) -1944 | 1 | (70, 584) -1951 | 1 | (26, 125) -1951 | 2 | (68, 559) -1951 | 3 | (476, 10385) -1959 | 1 | (19, 70) -1960 | 1 | (14, 28) -1960 | 2 | (2954, 160552) -1964 | 1 | (165, 2119) -1966 | 1 | (23, 101) -1966 | 2 | (18095, 2434097) -1971 | 1 | (75, 648) -1972 | 1 | (13, 15) -1972 | 2 | (38, 230) -1978 | 1 | (59, 451) -1980 | 1 | (16, 46) -1988 | 1 | (18, 62) -1988 | 2 | (1794, 75986) -1990 | 1 | (271, 4461) -1994 | 1 | (27, 133) -1997 | 1 | (17, 54) -1999 | 1 | (22, 93) -1999 | 2 | (40, 249) -1999 | 3 | (74, 635) -1999 | 4 | (100, 999) -1999 | 5 | (299, 5170) -1999 | 6 | (562, 13323) -2000 | 1 | (105, 1075) -2001 | 1 | (13, 14) -2006 | 1 | (15, 37) -2007 | 1 | (1972, 87571) -2009 | 1 | (57, 428) -2015 | 1 | (14, 27) -2017 | 1 | (1873, 81060) -2020 | 1 | (674, 17498) -2027 | 1 | (2703, 140530) -2028 | 1 | (13, 13) -2029 | 1 | (2705, 140686) -2036 | 1 | (21, 85) -2036 | 2 | (30, 158) -2036 | 3 | (678, 17654) -2036 | 4 | (918, 27814) -2039 | 1 | (279, 4660) -2043 | 1 | (63, 498) -2043 | 2 | (99, 984) -2044 | 1 | (64, 510) -2049 | 1 | (49, 340) -2053 | 1 | (13, 12) -2055 | 1 | (34, 193) -2055 | 2 | (76, 661) -2062 | 1 | (47, 319) -2068 | 1 | (14, 26) -2071 | 1 | (16, 45) -2071 | 2 | (20, 77) -2071 | 3 | (28, 141) -2071 | 4 | (35, 202) -2071 | 5 | (118, 1281) -2071 | 6 | (2338, 113049) -2076 | 1 | (13, 11) -2079 | 1 | (15, 36) -2081 | 1 | (33, 184) -2092 | 1 | (173, 2275) -2097 | 1 | (13, 10) -2098 | 1 | (19, 69) -2104 | 1 | (17, 53) -2104 | 2 | (302, 5248) -2105 | 1 | (101, 1014) -2111 | 1 | (18, 61) -2116 | 1 | (13, 9) -2119 | 1 | (14, 25) -2119 | 2 | (1232, 43243) -2132 | 1 | (62, 486) -2133 | 1 | (13, 8) -2133 | 2 | (73, 622) -2135 | 1 | (36, 211) -2141 | 1 | (65, 522) -2143 | 1 | (32, 175) -2148 | 1 | (13, 7) -2150 | 1 | (15, 35) -2160 | 1 | (16, 44) -2160 | 2 | (24, 108) 2P = (16, -44) 3P = (321, -5751) -2160 | 3 | (321, 5751) -2161 | 1 | (13, 6) -2167 | 1 | (23, 100) -2168 | 1 | (14, 24) -2168 | 2 | (1218, 42508) -2169 | 1 | (25, 116) -2172 | 1 | (13, 5) -2179 | 1 | (727, 19602) -2181 | 1 | (13, 4) -2184 | 1 | (22, 92) -2186 | 1 | (2915, 157383) -2188 | 1 | (13, 3) -2188 | 2 | (29, 149) -2188 | 3 | (53, 383) -2188 | 4 | (2917, 157545) -2188 | 5 | (22549, 3386031) -2193 | 1 | (13, 2) -2195 | 1 | (731, 19764) -2196 | 1 | (13, 1) -2197 | 1 | (13, 0) order 2 -2198 | 1 | (39, 239) -2200 | 1 | (26, 124) -2204 | 1 | (80, 714) -2205 | 1 | (21, 84) -2209 | 1 | (17, 52) -2214 | 1 | (327, 5913) -2215 | 1 | (14, 23) -2219 | 1 | (15, 34) -2223 | 1 | (43, 278) -2224 | 1 | (20, 76) -2224 | 2 | (52, 372) -2224 | 3 | (124, 1380) -2228 | 1 | (54, 394) -2231 | 1 | (98, 969) -2232 | 1 | (18, 60) -2235 | 1 | (19, 68) -2235 | 2 | (31, 166) -2240 | 1 | (44, 288) -2247 | 1 | (16, 43) -2253 | 1 | (37, 220) -2257 | 1 | (77, 674) -2259 | 1 | (27, 132) -2260 | 1 | (14, 22) -2260 | 2 | (109, 1137) -2264 | 1 | (42, 268) -2286 | 1 | (15, 33) -2287 | 1 | (82, 741) -2288 | 1 | (192, 2660) -2303 | 1 | (14, 21) 2P = (168, -2177) -2303 | 2 | (168, 2177) -2305 | 1 | (61, 474) -2312 | 1 | (17, 51) -2318 | 1 | (807, 22925) -2321 | 1 | (45, 298) -2330 | 1 | (51, 361) -2332 | 1 | (16, 42) -2340 | 1 | (66, 534) -2344 | 1 | (14, 20) -2344 | 2 | (170, 2216) -2344 | 3 | (782, 21868) -2350 | 1 | (55, 405) -2351 | 1 | (15, 32) -2351 | 2 | (18, 59) -2351 | 3 | (30, 157) -2351 | 4 | (48, 329) -2351 | 5 | (276, 4585) -2351 | 6 | (378, 7349) -2351 | 7 | (558, 13181) -2351 | 8 | (651, 16610) -2351 | 9 | (3135, 175532) -2351 | 10 | (13035, 1488218) -2352 | 1 | (28, 140) -2353 | 1 | (3137, 175700) -2357 | 1 | (41, 258) -2360 | 1 | (786, 22036) -2366 | 1 | (23, 99) -2367 | 1 | (22, 91) -2367 | 2 | (72, 609) -2367 | 3 | (102, 1029) -2370 | 1 | (19, 67) -2370 | 2 | (8131, 733189) -2372 | 1 | (21, 83) -2375 | 1 | (20, 75) 2P = (24, -107) -2375 | 2 | (24, 107) -2383 | 1 | (14, 19) -2391 | 1 | (58, 439) -2400 | 1 | (25, 115) -2403 | 1 | (87, 810) -2413 | 1 | (17, 50) -2414 | 1 | (15, 31) -2415 | 1 | (16, 41) -2416 | 1 | (200, 2828) -2420 | 1 | (14, 18) -2431 | 1 | (38, 229) -2440 | 1 | (34, 192) -2440 | 2 | (86, 796) -2440 | 3 | (241, 3741) -2447 | 1 | (26, 123) -2448 | 1 | (33, 183) -2455 | 1 | (14, 17) -2468 | 1 | (18, 58) -2468 | 2 | (69, 571) -2468 | 3 | (40098, 8029418) -2472 | 1 | (46, 308) -2474 | 1 | (35, 201) -2475 | 1 | (15, 30) -2484 | 1 | (94, 910) -2485 | 1 | (29, 148) -2488 | 1 | (14, 16) -2492 | 1 | (32, 174) -2496 | 1 | (16, 40) -2496 | 2 | (40, 248) -2496 | 3 | (88, 824) -2500 | 1 | (50, 350) -2503 | 1 | (19, 66) -2512 | 1 | (17, 49) -2515 | 1 | (839, 24302) -2519 | 1 | (14, 15) -2522 | 1 | (27, 131) -2522 | 2 | (3363, 195025) -2524 | 1 | (20, 74) -2524 | 2 | (3365, 195199) -2527 | 1 | (92, 881) -2531 | 1 | (843, 24476) -2534 | 1 | (15, 29) -2537 | 1 | (21, 82) -2548 | 1 | (14, 14) 2P = (413, -8393) -2548 | 2 | (22, 90) -2548 | 3 | (133, 1533) -2548 | 4 | (413, 8393) -2556 | 1 | (36, 210) -2556 | 2 | (60, 462) -2556 | 3 | (688, 18046) -2557 | 1 | (97, 954) -2560 | 1 | (56, 416) -2563 | 1 | (23, 98) -2566 | 1 | (31, 165) -2566 | 2 | (503, 11281) -2575 | 1 | (14, 13) -2575 | 2 | (16, 39) -2575 | 3 | (139, 1638) -2575 | 4 | (646, 16419) -2583 | 1 | (18, 57) -2583 | 2 | (78, 687) -2588 | 1 | (24, 106) -2591 | 1 | (15, 28) -2600 | 1 | (14, 12) -2601 | 1 | (85, 782) -2609 | 1 | (17, 48) -2623 | 1 | (14, 11) -2629 | 1 | (25, 114) -2629 | 2 | (6109, 477480) -2631 | 1 | (28, 139) -2631 | 2 | (1318, 47849) -2634 | 1 | (19, 65) -2636 | 1 | (221, 3285) -2637 | 1 | (433, 9010) -2644 | 1 | (14, 10) -2646 | 1 | (15, 27) -2647 | 1 | (67, 546) -2652 | 1 | (16, 38) -2653 | 1 | (449, 9514) -2660 | 1 | (1866, 80606) -2661 | 1 | (121, 1330) -2663 | 1 | (14, 9) -2664 | 1 | (30, 156) -2671 | 1 | (20, 73) -2673 | 1 | (397, 7910) -2675 | 1 | (39, 238) -2680 | 1 | (14, 8) -2680 | 2 | (2081, 94931) -2692 | 1 | (26, 122) -2692 | 2 | (37, 219) -2692 | 3 | (898, 26910) -2695 | 1 | (14, 7) 2P = (1736, -72331) -2695 | 2 | (71, 596) -2695 | 3 | (1736, 72331) -2696 | 1 | (18, 56) -2699 | 1 | (15, 26) -2699 | 2 | (47, 318) -2699 | 3 | (3599, 215910) -2700 | 1 | (21, 81) -2701 | 1 | (3601, 216090) -2704 | 1 | (17, 47) -2708 | 1 | (14, 6) 2P = (2373, -115597) -2708 | 2 | (902, 27090) -2708 | 3 | (2373, 115597) -2708 | 4 | (6134, 480414) -2719 | 1 | (14, 5) -2725 | 1 | (89, 838) -2727 | 1 | (16, 37) -2727 | 2 | (22, 89) -2727 | 3 | (403, 8090) -2728 | 1 | (14, 4) -2728 | 2 | (49, 339) -2735 | 1 | (14, 3) 2P = (9576, -937079) -2735 | 2 | (9576, 937079) -2740 | 1 | (14, 2) 2P = (21581, -3170351) -2740 | 2 | (21581, 3170351) -2743 | 1 | (14, 1) 2P = (86408, -25399837) -2743 | 2 | (86408, 25399837) -2744 | 1 | (14, 0) order 2 -2750 | 1 | (15, 25) -2751 | 1 | (2230, 105307) -2758 | 1 | (23, 97) -2763 | 1 | (19, 64) -2764 | 1 | (229, 3465) -2772 | 1 | (246, 3858) -2775 | 1 | (280, 4685) -2778 | 1 | (43, 277) -2778 | 2 | (2899, 156089) -2780 | 1 | (29, 147) -2783 | 1 | (27, 130) -2791 | 1 | (103, 1044) -2797 | 1 | (17, 46) -2799 | 1 | (15, 24) -2799 | 2 | (24, 105) -2799 | 3 | (42, 267) -2800 | 1 | (16, 36) -2807 | 1 | (18, 55) -2813 | 1 | (33, 182) -2815 | 1 | (44, 287) -2816 | 1 | (20, 72) -2823 | 1 | (34, 191) -2825 | 1 | (149, 1818) -2834 | 1 | (155, 1929) -2834 | 2 | (387, 7613) -2839 | 1 | (32, 173) -2844 | 1 | (664, 17110) -2846 | 1 | (15, 23) -2852 | 1 | (266, 4338) -2856 | 1 | (25, 113) -2856 | 2 | (298, 5144) -2861 | 1 | (21, 80) -2862 | 1 | (183, 2475) -2864 | 1 | (57, 427) -2871 | 1 | (16, 35) -2872 | 1 | (41, 257) -2875 | 1 | (35, 200) -2875 | 2 | (959, 29698) -2879 | 1 | (59, 450) -2880 | 1 | (84, 768) -2882 | 1 | (3843, 238235) -2884 | 1 | (3845, 238421) -2888 | 1 | (17, 45) -2888 | 2 | (38, 228) -2888 | 3 | (114, 1216) -2888 | 4 | (209, 3021) -2890 | 1 | (19, 63) -2891 | 1 | (15, 22) -2891 | 2 | (963, 29884) -2895 | 1 | (31, 164) -2897 | 1 | (113, 1200) -2904 | 1 | (22, 88) -2908 | 1 | (28, 138) -2912 | 1 | (81, 727) -2916 | 1 | (18, 54) 2P = (45, -297) 3P = (106, 1090) -2916 | 2 | (45, 297) -2916 | 3 | (106, 1090) -2934 | 1 | (15, 21) -2935 | 1 | (26, 121) -2940 | 1 | (16, 34) -2950 | 1 | (119, 1297) -2951 | 1 | (23, 96) -2953 | 1 | (53, 382) -2959 | 1 | (20, 71) -2967 | 1 | (52, 371) -2975 | 1 | (15, 20) -2975 | 2 | (30, 155) -2975 | 3 | (36, 209) -2977 | 1 | (17, 44) -2991 | 1 | (40, 247) -3007 | 1 | (16, 33) -3008 | 1 | (24, 104) -3008 | 2 | (48, 328) -3008 | 3 | (252, 4000) -3014 | 1 | (15, 19) -3015 | 1 | (19, 62) -3015 | 2 | (54, 393) -3015 | 3 | (96, 939) -3020 | 1 | (21, 79) -3023 | 1 | (18, 53) -3038 | 1 | (63, 497) -3039 | 1 | (79, 700) -3042 | 1 | (27, 129) -3047 | 1 | (852, 24869) -3051 | 1 | (15, 18) -3051 | 2 | (51, 360) -3051 | 3 | (115, 1232) -3051 | 4 | (303, 5274) -3051 | 5 | (353103, 209822526) -3063 | 1 | (64, 509) -3063 | 2 | (244, 3811) -3063 | 3 | (268, 4387) -3064 | 1 | (17, 43) -3064 | 2 | (1022, 32672) -3068 | 1 | (68, 558) -3071 | 1 | (108, 1121) -3071 | 2 | (4095, 262048) -3072 | 1 | (16, 32) 2P = (112, -1184) -3072 | 2 | (112, 1184) -3073 | 1 | (29, 146) -3073 | 2 | (4097, 262240) -3079 | 1 | (22, 87) -3080 | 1 | (1026, 32864) -3081 | 1 | (25, 112) -3086 | 1 | (15, 17) -3087 | 1 | (46, 307) -3096 | 1 | (90, 852) -3098 | 1 | (123, 1363) -3100 | 1 | (20, 70) -3103 | 1 | (62, 485) -3111 | 1 | (70, 583) -3119 | 1 | (15, 16) -3128 | 1 | (18, 52) -3129 | 1 | (37, 218) -3135 | 1 | (16, 31) -3135 | 2 | (6484, 522113) -3136 | 1 | (260, 4192) -3138 | 1 | (19, 61) -3142 | 1 | (23, 95) -3149 | 1 | (17, 42) -3150 | 1 | (15, 15) -3150 | 2 | (39, 237) -3159 | 1 | (55, 404) -3167 | 1 | (392, 7761) -3176 | 1 | (26, 120) -3176 | 2 | (33, 181) -3176 | 3 | (1790, 75732) -3177 | 1 | (21, 78) -3179 | 1 | (15, 14) -3183 | 1 | (28, 137) -3184 | 1 | (32, 172) -3184 | 2 | (65, 521) -3184 | 3 | (344, 6380) -3196 | 1 | (16, 30) -3199 | 1 | (50, 349) -3204 | 1 | (34, 190) -3206 | 1 | (15, 13) -3215 | 1 | (24, 103) -3222 | 1 | (31, 163) -3231 | 1 | (15, 12) -3231 | 2 | (18, 51) -3231 | 3 | (136, 1585) -3231 | 4 | (408, 8241) -3232 | 1 | (17, 41) -3239 | 1 | (20, 69) -3240 | 1 | (481, 10549) -3252 | 1 | (22, 86) -3252 | 2 | (61, 473) -3252 | 3 | (166, 2138) -3254 | 1 | (15, 11) -3255 | 1 | (16, 29) -3256 | 1 | (830, 23912) -3259 | 1 | (19, 60) -3259 | 2 | (415, 8454) -3259 | 3 | (1087, 35838) -3266 | 1 | (75, 647) -3266 | 2 | (4355, 287397) -3268 | 1 | (58, 438) -3268 | 2 | (74, 634) -3268 | 3 | (4357, 287595) -3271 | 1 | (83, 754) -3271 | 2 | (215, 3152) -3274 | 1 | (35, 199) -3275 | 1 | (15, 10) -3275 | 2 | (275, 4560) -3275 | 3 | (1091, 36036) -3284 | 1 | (30, 154) -3294 | 1 | (15, 9) -3294 | 2 | (487, 10747) -3294 | 3 | (2967, 161613) -3299 | 1 | (27, 128) -3304 | 1 | (25, 111) -3311 | 1 | (15, 8) -3312 | 1 | (16, 28) -3313 | 1 | (17, 40) -3313 | 2 | (15917, 2008130) -3326 | 1 | (15, 7) -3331 | 1 | (23, 94) -3331 | 2 | (43, 276) -3332 | 1 | (18, 50) -3332 | 2 | (21, 77) -3332 | 3 | (42, 266) -3332 | 4 | (93, 895) -3332 | 5 | (882, 26194) -3332 | 6 | (10437, 1066261) -3334 | 1 | (47, 317) -3339 | 1 | (15, 6) -3343 | 1 | (38, 227) -3343 | 2 | (128, 1447) -3350 | 1 | (15, 5) -3359 | 1 | (15, 4) -3364 | 1 | (29, 145) -3366 | 1 | (15, 3) -3367 | 1 | (16, 27) -3371 | 1 | (15, 2) -3374 | 1 | (15, 1) -3375 | 1 | (15, 0) order 2 -3376 | 1 | (20, 68) -3376 | 2 | (73, 621) -3376 | 3 | (76, 660) -3376 | 4 | (182180, 77759068) -3378 | 1 | (19, 59) -3383 | 1 | (104, 1059) -3385 | 1 | (41, 256) -3388 | 1 | (44, 286) -3391 | 1 | (56, 415) -3392 | 1 | (17, 39) -3392 | 2 | (36, 208) -3392 | 3 | (116, 1248) -3393 | 1 | (129, 1464) -3404 | 1 | (285, 4811) -3405 | 1 | (49, 338) -3407 | 1 | (66, 533) -3407 | 2 | (111, 1168) -3415 | 1 | (26, 119) -3417 | 1 | (421, 8638) -3420 | 1 | (16, 26) -3420 | 2 | (24, 102) -3420 | 3 | (216, 3174) -3423 | 1 | (22, 85) -3423 | 2 | (172, 2255) -3431 | 1 | (18, 49) -3444 | 1 | (214, 3130) -3455 | 1 | (144, 1727) -3456 | 1 | (28, 136) -3460 | 1 | (1154, 39202) -3467 | 1 | (4623, 314330) -3469 | 1 | (17, 38) -3469 | 2 | (4625, 314534) -3471 | 1 | (16, 25) -3471 | 2 | (160, 2023) -3471 | 3 | (235, 3602) -3471 | 4 | (5230, 378227) -3471 | 5 | (43510, 9075773) -3476 | 1 | (1158, 39406) -3479 | 1 | (60, 461) -3483 | 1 | (127, 1430) -3484 | 1 | (40, 246) -3485 | 1 | (21, 76) -3495 | 1 | (19, 58) -3509 | 1 | (45, 296) -3511 | 1 | (20, 67) -3517 | 1 | (161, 2042) -3518 | 1 | (23, 93) -3520 | 1 | (16, 24) 2P = (224, -3352) -3520 | 2 | (224, 3352) -3525 | 1 | (25, 110) -3526 | 1 | (143, 1709) -3527 | 1 | (32, 171) -3528 | 1 | (18, 48) -3532 | 1 | (293, 5015) -3537 | 1 | (33, 180) -3544 | 1 | (17, 37) -3547 | 1 | (31, 162) -3550 | 1 | (191, 2639) -3553 | 1 | (353, 6632) -3554 | 1 | (27, 127) -3560 | 1 | (186, 2536) -3564 | 1 | (37, 217) -3567 | 1 | (16, 23) -3567 | 2 | (226, 3397) -3583 | 1 | (34, 189) -3584 | 1 | (72, 608) -3591 | 1 | (30, 153) -3592 | 1 | (22, 84) -3599 | 1 | (95, 924) -3600 | 1 | (145, 1745) -3604 | 1 | (77, 673) -3604 | 2 | (134, 1550) -3604 | 3 | (1310, 47414) -3607 | 1 | (244772, 121099571) -3609 | 1 | (69, 570) -3610 | 1 | (19, 57) -3612 | 1 | (16, 22) -3615 | 1 | (91, 866) -3617 | 1 | (17, 36) -3623 | 1 | (18, 47) -3623 | 2 | (24, 101) -3623 | 3 | (39, 236) -3623 | 4 | (2334, 112759) -3631 | 1 | (80, 713) -3631 | 2 | (236, 3625) -3636 | 1 | (21, 75) -3639 | 1 | (130, 1481) -3639 | 2 | (340, 6269) -3644 | 1 | (20, 66) -3652 | 1 | (26, 118) -3653 | 1 | (29, 144) -3655 | 1 | (16, 21) -3663 | 1 | (48, 327) -3663 | 2 | (159, 2004) -3663 | 3 | (234, 3579) -3665 | 1 | (369, 7088) -3667 | 1 | (1223, 42770) -3671 | 1 | (35, 198) -3672 | 1 | (138, 1620) -3674 | 1 | (4899, 342895) -3676 | 1 | (4901, 343105) -3679 | 1 | (152, 1873) -3683 | 1 | (1227, 42980) -3688 | 1 | (17, 35) -3696 | 1 | (16, 20) -3696 | 2 | (793, 22331) -3700 | 1 | (46, 306) -3703 | 1 | (23, 92) -3708 | 1 | (52, 370) -3709 | 1 | (385, 7554) -3714 | 1 | (5275, 383119) -3716 | 1 | (18, 46) -3716 | 2 | (53, 381) -3717 | 1 | (57, 426) -3722 | 1 | (2763, 145235) -3723 | 1 | (19, 56) -3727 | 1 | (28, 135) -3735 | 1 | (16, 19) -3738 | 1 | (67, 545) -3740 | 1 | (1104, 36682) -3743 | 1 | (188, 2577) -3744 | 1 | (25, 109) -3750 | 1 | (775, 21575) -3757 | 1 | (17, 34) -3759 | 1 | (22, 83) -3768 | 1 | (82, 740) -3770 | 1 | (51, 359) -3772 | 1 | (16, 18) -3775 | 1 | (20, 65) -3778 | 1 | (59, 449) -3785 | 1 | (21, 74) -3796 | 1 | (38, 226) -3799 | 1 | (1832, 78413) -3800 | 1 | (54, 392) -3800 | 2 | (201, 2849) -3807 | 1 | (16, 17) -3807 | 2 | (18, 45) -3807 | 3 | (27, 126) -3807 | 4 | (36, 207) -3807 | 5 | (126, 1413) -3807 | 6 | (142, 1691) -3807 | 7 | (162, 2061) -3807 | 8 | (316, 5617) -3807 | 9 | (927, 28224) -3807 | 10 | (1306, 47197) -3807 | 11 | (37368, 7223535) -3824 | 1 | (17, 33) -3824 | 2 | (24, 100) -3824 | 3 | (320, 5724) -3834 | 1 | (19, 55) -3834 | 2 | (18595, 2535679) -3840 | 1 | (16, 16) 2P = (544, -12688) -3840 | 2 | (544, 12688) -3861 | 1 | (573, 13716) -3863 | 1 | (42, 265) -3868 | 1 | (32, 170) -3870 | 1 | (31, 161) -3871 | 1 | (16, 15) -3876 | 1 | (178, 2374) -3880 | 1 | (206, 2956) -3880 | 2 | (1294, 46548) -3882 | 1 | (43, 275) -3886 | 1 | (23, 91) -3886 | 2 | (71, 595) -3887 | 1 | (26, 117) -3887 | 2 | (5183, 373140) -3889 | 1 | (17, 32) -3889 | 2 | (5185, 373356) -3896 | 1 | (18, 44) -3896 | 2 | (30, 152) -3896 | 3 | (33, 179) -3896 | 4 | (41, 255) -3896 | 5 | (50, 348) -3896 | 6 | (110, 1152) -3896 | 7 | (465, 10027) -3896 | 8 | (545, 12723) -3896 | 9 | (878, 26016) -3896 | 10 | (1298, 46764) -3896 | 11 | (4398, 291664) -3897 | 1 | (217, 3196) -3900 | 1 | (16, 14) -3904 | 1 | (20, 64) -3915 | 1 | (579, 13932) -3917 | 1 | (117, 1264) -3917 | 2 | (177, 2354) -3924 | 1 | (22, 82) -3924 | 2 | (2950, 160226) -3927 | 1 | (16, 13) -3932 | 1 | (21, 73) -3933 | 1 | (213, 3108) -3940 | 1 | (29, 143) -3941 | 1 | (281, 4710) -3943 | 1 | (19, 54) -3952 | 1 | (16, 12) 2P = (992, -31244) -3952 | 2 | (17, 31) -3952 | 3 | (328, 5940) -3952 | 4 | (992, 31244) -3952 | 5 | (1816, 77388) -3956 | 1 | (78, 686) -3959 | 1 | (44, 285) -3960 | 1 | (34, 188) -3961 | 1 | (25, 108) -3966 | 1 | (55, 403) -3967 | 1 | (47, 316) -3967 | 2 | (146, 1763) -3967 | 3 | (248, 3905) -3967 | 4 | (332, 6049) -3967 | 5 | (1286, 46117) -3975 | 1 | (16, 11) -3975 | 2 | (40, 245) -3983 | 1 | (18, 43) -3996 | 1 | (16, 10) -3996 | 2 | (28, 134) -3996 | 3 | (100, 998) -3997 | 1 | (37, 216) -4010 | 1 | (99, 983) -4013 | 1 | (17, 30) -4015 | 1 | (16, 9) -4018 | 1 | (107, 1105) -4022 | 1 | (87, 809) -4023 | 1 | (24, 99) -4031 | 1 | (20, 63) -4031 | 2 | (63, 496) -4031 | 3 | (86, 795) -4031 | 4 | (120, 1313) -4031 | 5 | (3638, 219429) -4032 | 1 | (16, 8) 2P = (2272, -108296) -4032 | 2 | (2272, 108296) -4047 | 1 | (16, 7) -4050 | 1 | (19, 53) -4058 | 1 | (27, 125) -4060 | 1 | (16, 6) 2P = (4064, -259078) -4060 | 2 | (4064, 259078) -4066 | 1 | (35, 197) -4067 | 1 | (23, 90) -4068 | 1 | (18, 42) -4071 | 1 | (16, 5) -4072 | 1 | (17, 29) -4072 | 2 | (62, 484) -4077 | 1 | (21, 72) -4080 | 1 | (16, 4) 2P = (9184, -880132) -4080 | 2 | (49, 337) -4080 | 3 | (64, 508) -4080 | 4 | (1096, 36284) -4080 | 5 | (9184, 880132) -4087 | 1 | (16, 3) 2P = (16352, -2091011) -4087 | 2 | (22, 81) -4087 | 3 | (131, 1498) -4087 | 4 | (158, 1985) -4087 | 5 | (308, 5405) -4087 | 6 | (1082, 35591) -4087 | 7 | (16352, 2091011) -4092 | 1 | (16, 2) 2P = (36832, -7068674) -4092 | 2 | (36832, 7068674) -4094 | 1 | (39, 235) -4095 | 1 | (16, 1) 2P = (147424, -56604673) -4095 | 2 | (204, 2913) -4095 | 3 | (147424, 56604673) -4096 | 1 | (16, 0) order 2 -4099 | 1 | (1367, 50542) -4100 | 1 | (45, 295) -4103 | 1 | (179, 2394) -4104 | 1 | (150, 1836) -4106 | 1 | (5475, 405113) -4108 | 1 | (5477, 405335) -4115 | 1 | (1371, 50764) -4120 | 1 | (26, 116) -4129 | 1 | (17, 28) -4132 | 1 | (101, 1013) -4132 | 2 | (122, 1346) -4143 | 1 | (58, 437) -4143 | 2 | (88, 823) -4143 | 3 | (1618, 65083) -4149 | 1 | (105, 1074) -4149 | 2 | (237, 3648) -4149 | 3 | (297, 5118) -4151 | 1 | (18, 41) -4155 | 1 | (19, 52) -4155 | 2 | (5731, 433856) -4156 | 1 | (20, 62) -4164 | 1 | (85, 781) -4164 | 2 | (154, 1910) -4164 | 3 | (1282, 45902) -4168 | 1 | (98, 968) -4176 | 1 | (25, 107) -4183 | 1 | (68, 557) -4184 | 1 | (17, 27) -4191 | 1 | (31, 160) -4197 | 1 | (61, 472) -4199 | 1 | (30, 151) -4201 | 1 | (233, 3556) -4207 | 1 | (32, 169) -4220 | 1 | (21, 71) -4220 | 2 | (24, 98) -4220 | 3 | (36, 206) -4220 | 4 | (56, 414) -4220 | 5 | (176, 2334) -4220 | 6 | (869, 25617) -4223 | 1 | (264, 4289) -4225 | 1 | (29, 142) -4225 | 2 | (65, 520) -4232 | 1 | (18, 40) -4237 | 1 | (17, 26) -4246 | 1 | (23, 89) -4247 | 1 | (38, 225) -4248 | 1 | (22, 80) -4253 | 1 | (33, 178) -4258 | 1 | (19, 51) -4263 | 1 | (28, 133) -4265 | 1 | (84521, 24572364) -4268 | 1 | (357, 6745) -4276 | 1 | (70, 582) -4279 | 1 | (20, 61) -4279 | 2 | (44672, 9441763) -4285 | 1 | (389, 7672) -4288 | 1 | (17, 25) -4288 | 2 | (92, 880) -4292 | 1 | (141, 1673) -4292 | 2 | (506, 11382) -4303 | 1 | (94, 909) -4307 | 1 | (27, 124) -4307 | 2 | (411, 8332) -4309 | 1 | (125, 1396) -4311 | 1 | (18, 39) -4311 | 2 | (46, 305) -4316 | 1 | (48, 326) -4324 | 1 | (1442, 54758) -4331 | 1 | (5775, 438862) -4333 | 1 | (5777, 439090) -4335 | 1 | (34, 187) -4335 | 2 | (514, 11653) -4337 | 1 | (17, 24) -4340 | 1 | (1446, 54986) -4347 | 1 | (163, 2080) -4351 | 1 | (26, 115) -4351 | 2 | (758, 20869) -4359 | 1 | (19, 50) -4361 | 1 | (21, 70) -4365 | 1 | (81, 726) -4384 | 1 | (17, 23) -4388 | 1 | (18, 38) -4389 | 1 | (25, 106) -4392 | 1 | (42, 264) -4393 | 1 | (169, 2196) -4396 | 1 | (365, 6973) -4400 | 1 | (20, 60) 2P = (60, -460) 3P = (89, 837) -4400 | 2 | (60, 460) -4400 | 3 | (89, 837) -4405 | 1 | (41, 254) -4407 | 1 | (22, 79) -4415 | 1 | (24, 97) -4415 | 2 | (84, 767) -4415 | 3 | (1074, 35197) -4423 | 1 | (23, 88) -4424 | 1 | (102, 1028) -4428 | 1 | (37, 215) -4429 | 1 | (17, 22) -4431 | 1 | (43, 274) -4437 | 1 | (5833, 445490) -4438 | 1 | (79, 699) -4447 | 1 | (52, 369) -4457 | 1 | (9141, 873958) -4458 | 1 | (19, 49) -4459 | 1 | (35, 196) -4463 | 1 | (18, 37) -4464 | 1 | (40, 244) -4464 | 2 | (97, 953) -4464 | 3 | (304, 5300) -4472 | 1 | (17, 21) -4472 | 2 | (66, 532) -4477 | 1 | (53, 380) -4479 | 1 | (184, 2495) -4487 | 1 | (51, 358) -4500 | 1 | (21, 69) -4500 | 2 | (30, 150) 2P = (21, -69) -4508 | 1 | (29, 141) -4510 | 1 | (31, 159) -4513 | 1 | (17, 20) -4519 | 1 | (20, 59) -4528 | 1 | (28, 132) -4528 | 2 | (44, 284) -4528 | 3 | (604, 14844) -4533 | 1 | (109, 1136) -4535 | 1 | (74, 633) -4536 | 1 | (18, 36) -4536 | 2 | (513, 11619) -4536 | 3 | (673, 17459) -4544 | 1 | (32, 168) -4552 | 1 | (17, 19) -4554 | 1 | (27, 123) -4555 | 1 | (19, 48) -4555 | 2 | (1519, 59202) -4555 | 3 | (2159, 100318) -4559 | 1 | (75, 646) -4561 | 1 | (1265, 44992) -4562 | 1 | (147, 1781) -4562 | 2 | (6083, 474435) -4563 | 1 | (39, 234) -4564 | 1 | (22, 78) -4564 | 2 | (6085, 474669) -4568 | 1 | (57, 425) -4571 | 1 | (1523, 59436) -4580 | 1 | (26, 114) -4580 | 2 | (1389, 51767) -4583 | 1 | (54, 391) -4589 | 1 | (17, 18) -4590 | 1 | (679, 17693) -4591 | 1 | (50, 347) -4598 | 1 | (23, 87) -4598 | 2 | (47, 315) -4598 | 3 | (543, 12653) -4598 | 4 | (1479, 56879) -4599 | 1 | (274, 4535) -4600 | 1 | (25, 105) -4604 | 1 | (180, 2414) -4607 | 1 | (18, 35) -4608 | 1 | (24, 96) 2P = (33, -177) -4608 | 2 | (33, 177) -4617 | 1 | (73, 620) -4624 | 1 | (17, 17) -4631 | 1 | (36, 205) -4632 | 1 | (118, 1280) -4636 | 1 | (20, 58) -4637 | 1 | (21, 68) -4650 | 1 | (19, 47) -4657 | 1 | (17, 16) -4675 | 1 | (59, 448) -4675 | 2 | (251, 3976) -4676 | 1 | (18, 34) -4688 | 1 | (17, 15) -4689 | 1 | (45, 294) -4695 | 1 | (76, 659) -4696 | 1 | (38, 224) -4708 | 1 | (34, 186) -4708 | 2 | (218, 3218) -4717 | 1 | (17, 14) -4719 | 1 | (22, 77) -4732 | 1 | (212, 3086) -4736 | 1 | (396, 7880) -4737 | 1 | (157, 1966) -4743 | 1 | (18, 33) -4743 | 2 | (19, 46) -4743 | 3 | (132, 1515) -4743 | 4 | (6204, 488661) -4744 | 1 | (17, 13) -4748 | 1 | (69, 569) -4751 | 1 | (20, 57) -4753 | 1 | (49, 336) -4753 | 2 | (4333, 285222) -4769 | 1 | (17, 12) -4771 | 1 | (23, 86) -4771 | 2 | (55, 402) -4772 | 1 | (21, 67) -4772 | 2 | (546, 12758) -4778 | 1 | (83, 753) -4779 | 1 | (175, 2314) -4789 | 1 | (29, 140) -4791 | 1 | (28, 131) -4792 | 1 | (17, 11) -4792 | 2 | (242, 3764) -4792 | 3 | (1598, 63880) -4799 | 1 | (24, 95) -4799 | 2 | (27, 122) -4799 | 3 | (30, 149) -4799 | 4 | (72, 607) -4799 | 5 | (90, 851) -4799 | 6 | (222, 3307) -4799 | 7 | (6399, 511880) -4801 | 1 | (6401, 512120) -4807 | 1 | (26, 113) -4808 | 1 | (18, 32) -4808 | 2 | (1569, 62149) -4808 | 3 | (1602, 64120) -4809 | 1 | (25, 104) -4813 | 1 | (17, 10) -4814 | 1 | (167, 2157) -4827 | 1 | (31, 158) -4827 | 2 | (67, 544) -4827 | 3 | (2047, 92614) -4832 | 1 | (17, 9) -4834 | 1 | (19, 45) -4849 | 1 | (17, 8) -4850 | 1 | (35, 195) -4857 | 1 | (37, 214) -4864 | 1 | (17, 7) -4864 | 2 | (20, 56) -4864 | 3 | (404, 8120) -4871 | 1 | (18, 31) -4872 | 1 | (22, 76) -4877 | 1 | (17, 6) -4878 | 1 | (103, 1043) -4879 | 1 | (32, 167) -4886 | 1 | (135, 1567) -4886 | 2 | (7071, 594595) -4888 | 1 | (17, 5) -4892 | 1 | (96, 938) -4897 | 1 | (17, 4) -4904 | 1 | (17, 3) -4904 | 2 | (270, 4436) -4905 | 1 | (21, 66) -4906 | 1 | (515, 11687) -4909 | 1 | (17, 2) -4911 | 1 | (208, 2999) -4912 | 1 | (17, 1) -4912 | 2 | (41, 253) -4913 | 1 | (17, 0) order 2 -4919 | 1 | (42, 263) -4920 | 1 | (46, 304) -4923 | 1 | (19, 44) -4924 | 1 | (637, 16077) -4925 | 1 | (261, 4216) -4932 | 1 | (18, 30) -4942 | 1 | (23, 85) -4949 | 1 | (77, 672) -4949 | 2 | (137, 1602) -4951 | 1 | (40, 243) -4956 | 1 | (2188, 102346) -4961 | 1 | (33, 176) -4967 | 1 | (48, 325) -4975 | 1 | (20, 55) -4975 | 2 | (140, 1655) -4978 | 1 | (43, 273) -4983 | 1 | (124, 1379) -4986 | 1 | (171, 2235) -4988 | 1 | (24, 94) -4988 | 2 | (228, 3442) -4991 | 1 | (18, 29) -5006 | 1 | (5343, 390551) -5010 | 1 | (19, 43) -5016 | 1 | (25, 103) -5016 | 2 | (58, 436) -5021 | 1 | (4133, 265704) -5022 | 1 | (63, 495) -5023 | 1 | (22, 75) -5030 | 1 | (39, 233) -5031 | 1 | (238, 3671) -5032 | 1 | (26, 112) -5032 | 2 | (761, 20993) -5035 | 1 | (1679, 68798) -5036 | 1 | (21, 65) -5039 | 1 | (62, 483) -5040 | 1 | (36, 204) -5042 | 1 | (27, 121) -5042 | 2 | (6723, 551245) -5044 | 1 | (6725, 551491) -5047 | 1 | (56, 413) -5048 | 1 | (18, 28) -5051 | 1 | (1683, 69044) -5052 | 1 | (28, 130) -5055 | 1 | (379, 7378) -5056 | 1 | (80, 712) -5068 | 1 | (29, 139) -5068 | 2 | (613, 15177) -5068 | 3 | (53533, 12386037) -5075 | 1 | (71, 594) -5076 | 1 | (190, 2618) -5079 | 1 | (34, 185) -5079 | 2 | (232, 3533) -5084 | 1 | (20, 54) -5095 | 1 | (19, 42) -5095 | 2 | (44, 283) -5095 | 3 | (64, 507) -5095 | 4 | (106, 1089) -5095 | 5 | (1274, 45473) -5096 | 1 | (30, 148) -5103 | 1 | (18, 27) 2P = (288, -4887) -5103 | 2 | (288, 4887) -5111 | 1 | (23, 84) -5121 | 1 | (93, 894) -5140 | 1 | (61, 471) -5142 | 1 | (31, 157) -5143 | 1 | (38, 223) -5143 | 2 | (164, 2099) -5156 | 1 | (18, 26) -5156 | 2 | (290, 4938) -5165 | 1 | (21, 64) -5172 | 1 | (22, 74) -5175 | 1 | (24, 93) -5178 | 1 | (19, 41) -5178 | 2 | (1123, 37633) -5184 | 1 | (52, 368) -5191 | 1 | (20, 53) -5202 | 1 | (51, 357) -5202 | 2 | (1947, 85911) -5207 | 1 | (18, 25) -5212 | 1 | (32, 166) -5221 | 1 | (25, 102) -5227 | 1 | (47, 314) -5228 | 1 | (437, 9135) -5236 | 1 | (53, 379) -5239 | 1 | (35, 194) -5247 | 1 | (82, 739) -5255 | 1 | (26, 111) -5256 | 1 | (18, 24) -5259 | 1 | (19, 40) -5259 | 2 | (8335, 760954) -5264 | 1 | (65, 519) -5265 | 1 | (781, 21826) -5276 | 1 | (45, 293) -5278 | 1 | (23, 83) -5283 | 1 | (27, 120) -5284 | 1 | (37, 213) -5284 | 2 | (50, 346) -5284 | 3 | (1762, 73962) -5291 | 1 | (7055, 592578) -5292 | 1 | (21, 63) -5293 | 1 | (7057, 592830) -5296 | 1 | (20, 52) -5296 | 2 | (68, 556) -5296 | 3 | (113, 1199) -5296 | 4 | (1340, 49052) -5296 | 5 | (10916, 1140500) -5300 | 1 | (1766, 74214) -5303 | 1 | (18, 23) -5310 | 1 | (2439, 120453) -5311 | 1 | (28, 129) -5312 | 1 | (33, 175) -5312 | 2 | (108, 1120) -5319 | 1 | (22, 73) -5319 | 2 | (60, 459) -5319 | 3 | (114, 1215) -5319 | 4 | (787, 22078) -5320 | 1 | (121, 1329) -5327 | 1 | (78, 685) -5329 | 1 | (1825, 77964) -5338 | 1 | (19, 39) -5345 | 1 | (29, 138) -5346 | 1 | (91, 865) -5348 | 1 | (18, 22) -5356 | 1 | (445, 9387) -5360 | 1 | (24, 92) -5360 | 2 | (936, 28636) -5364 | 1 | (54, 390) -5385 | 1 | (181, 2434) -5389 | 1 | (977, 30538) -5391 | 1 | (18, 21) -5391 | 2 | (30, 147) -5391 | 3 | (148, 1799) -5399 | 1 | (20, 51) -5415 | 1 | (19, 38) -5417 | 1 | (21, 62) -5417 | 2 | (41, 252) -5417 | 3 | (57, 424) -5424 | 1 | (25, 101) -5424 | 2 | (49, 335) -5432 | 1 | (18, 20) -5436 | 1 | (40, 242) -5437 | 1 | (2821, 149832) -5439 | 1 | (70, 581) -5439 | 2 | (112, 1183) -5439 | 3 | (1582, 62923) -5443 | 1 | (23, 82) -5444 | 1 | (42, 262) -5444 | 2 | (1925, 84459) -5446 | 1 | (95, 923) -5447 | 1 | (36, 203) -5448 | 1 | (34, 184) -5448 | 2 | (754, 20704) -5455 | 1 | (31, 156) -5464 | 1 | (22, 72) -5464 | 2 | (1129, 37935) -5471 | 1 | (18, 19) -5476 | 1 | (26, 110) -5487 | 1 | (196, 2743) -5490 | 1 | (19, 37) -5495 | 1 | (39, 232) -5500 | 1 | (20, 50) 2P = (104, -1058) -5500 | 2 | (104, 1058) -5503 | 1 | (512, 11585) -5508 | 1 | (18, 18) 2P = (693, -18243) -5508 | 2 | (202, 2870) -5508 | 3 | (693, 18243) -5508 | 4 | (954, 29466) -5514 | 1 | (115, 1231) -5522 | 1 | (27, 119) -5523 | 1 | (43, 272) -5527 | 1 | (46, 303) -5535 | 1 | (66, 531) -5539 | 1 | (1847, 79378) -5540 | 1 | (21, 61) -5543 | 1 | (18, 17) -5543 | 2 | (24, 91) -5543 | 3 | (32, 165) -5543 | 4 | (119, 1296) -5543 | 5 | (282, 4735) -5543 | 6 | (968, 30117) -5546 | 1 | (7395, 635927) -5548 | 1 | (7397, 636185) -5555 | 1 | (1851, 79636) -5563 | 1 | (19, 36) -5568 | 1 | (28, 128) -5570 | 1 | (59, 447) -5574 | 1 | (55, 401) -5576 | 1 | (18, 16) -5588 | 1 | (38, 222) -5588 | 2 | (174, 2294) -5591 | 1 | (195, 2722) -5599 | 1 | (20, 49) -5606 | 1 | (23, 81) -5607 | 1 | (18, 15) -5607 | 2 | (22, 71) -5607 | 3 | (156, 1947) -5613 | 1 | (133, 1532) -5616 | 1 | (48, 324) -5620 | 1 | (29, 137) -5620 | 2 | (86, 794) -5625 | 1 | (25, 100) -5626 | 1 | (35, 193) -5634 | 1 | (19, 35) -5635 | 1 | (151, 1854) -5636 | 1 | (18, 14) -5639 | 1 | (87, 808) -5650 | 1 | (5315, 387485) -5660 | 1 | (44, 282) -5661 | 1 | (21, 60) -5661 | 2 | (33, 174) -5663 | 1 | (18, 13) -5677 | 1 | (197, 2764) -5684 | 1 | (30, 146) -5688 | 1 | (18, 12) -5695 | 1 | (26, 109) -5696 | 1 | (20, 48) -5696 | 2 | (153, 1891) -5696 | 3 | (7041, 590815) -5703 | 1 | (19, 34) -5703 | 2 | (343, 6352) -5709 | 1 | (37, 212) -5711 | 1 | (18, 11) -5724 | 1 | (24, 90) -5725 | 1 | (85, 780) -5732 | 1 | (18, 10) -5742 | 1 | (111, 1167) -5744 | 1 | (480, 10516) -5748 | 1 | (22, 70) -5751 | 1 | (18, 9) 2P = (2880, -154557) -5751 | 2 | (2880, 154557) -5759 | 1 | (27, 118) -5766 | 1 | (31, 155) -5767 | 1 | (23, 80) -5768 | 1 | (18, 8) -5770 | 1 | (19, 33) -5780 | 1 | (21, 59) -5783 | 1 | (18, 7) -5788 | 1 | (88, 822) -5791 | 1 | (20, 47) -5796 | 1 | (18, 6) 2P = (6525, -527073) -5796 | 2 | (6525, 527073) -5797 | 1 | (2797, 147924) -5800 | 1 | (74, 632) -5800 | 2 | (1934, 85052) -5807 | 1 | (18, 5) -5807 | 2 | (7743, 681340) -5809 | 1 | (7745, 681604) -5815 | 1 | (34, 183) -5816 | 1 | (18, 4) -5816 | 2 | (81, 725) -5816 | 3 | (1938, 85316) -5823 | 1 | (18, 3) 2P = (26208, -4242783) -5823 | 2 | (28, 127) -5823 | 3 | (123, 1362) -5823 | 4 | (26208, 4242783) -5824 | 1 | (25, 99) -5828 | 1 | (18, 2) 2P = (59013, -14335787) -5828 | 2 | (59013, 14335787) -5831 | 1 | (18, 1) 2P = (236160, -114765013) -5831 | 2 | (236160, 114765013) -5832 | 1 | (18, 0) order 2 -5835 | 1 | (19, 32) -5835 | 2 | (79, 698) -5835 | 3 | (211, 3064) -5842 | 1 | (6467, 520061) -5850 | 1 | (75, 645) -5850 | 2 | (139, 1637) -5852 | 1 | (36, 202) -5854 | 1 | (47, 313) -5856 | 1 | (73, 619) -5859 | 1 | (219, 3240) -5861 | 1 | (45, 292) -5872 | 1 | (32, 164) -5872 | 2 | (56, 412) -5872 | 3 | (296, 5092) -5872 | 4 | (488, 10780) -5884 | 1 | (20, 46) -5885 | 1 | (69, 568) -5887 | 1 | (22, 69) -5887 | 2 | (58, 435) -5887 | 3 | (116, 1247) -5887 | 4 | (667, 17226) -5893 | 1 | (29, 136) -5897 | 1 | (21, 58) -5898 | 1 | (19, 31) -5903 | 1 | (24, 89) -5912 | 1 | (26, 108) -5914 | 1 | (67, 543) -5915 | 1 | (51, 356) -5919 | 1 | (40, 241) -5919 | 2 | (52, 367) -5919 | 3 | (1270, 45259) -5920 | 1 | (41, 251) -5926 | 1 | (23, 79) -5928 | 1 | (313, 5537) -5928 | 2 | (913, 27587) -5941 | 1 | (685, 17928) -5948 | 1 | (84, 766) -5950 | 1 | (319, 5697) -5958 | 1 | (39, 231) -5959 | 1 | (19, 30) -5967 | 1 | (42, 261) -5975 | 1 | (20, 45) -5975 | 2 | (30, 145) -5975 | 3 | (50, 345) -5975 | 4 | (99, 982) -5975 | 5 | (311, 5484) -5983 | 1 | (194, 2701) -5991 | 1 | (100, 997) -5993 | 1 | (53, 378) -5994 | 1 | (27, 117) -6004 | 1 | (62, 482) -6008 | 1 | (33, 173) -6011 | 1 | (35, 192) -6011 | 2 | (63, 494) -6012 | 1 | (21, 57) -6012 | 2 | (72, 606) -6012 | 3 | (76, 658) -6012 | 4 | (99708, 31484370) -6018 | 1 | (19, 29) -6021 | 1 | (25, 98) -6024 | 1 | (22, 68) -6024 | 2 | (3490, 206176) -6031 | 1 | (38, 221) -6047 | 1 | (92, 879) -6048 | 1 | (897, 26865) -6064 | 1 | (20, 44) -6066 | 1 | (43, 271) -6067 | 1 | (187, 2556) -6067 | 2 | (2023, 90990) -6073 | 1 | (89, 836) -6074 | 1 | (1235, 43401) -6074 | 2 | (8099, 728865) -6075 | 1 | (19, 28) -6075 | 2 | (31, 154) -6076 | 1 | (28, 126) -6076 | 2 | (8101, 729135) -6080 | 1 | (24, 88) -6081 | 1 | (61, 470) -6083 | 1 | (23, 78) -6083 | 2 | (2027, 91260) -6093 | 1 | (49, 334) -6100 | 1 | (1694, 69722) -6102 | 1 | (903, 27135) -6103 | 1 | (98, 967) -6108 | 1 | (64, 506) -6120 | 1 | (94, 908) -6125 | 1 | (21, 56) -6125 | 2 | (945, 29050) -6127 | 1 | (26, 107) -6130 | 1 | (19, 27) -6132 | 1 | (37, 211) -6132 | 2 | (46, 302) -6132 | 3 | (3166, 178142) -6143 | 1 | (54, 389) -6151 | 1 | (20, 43) -6157 | 1 | (101, 1012) -6157 | 2 | (337, 6186) -6159 | 1 | (22, 67) -6159 | 2 | (3472, 204583) -6164 | 1 | (29, 135) -6164 | 2 | (542, 12618) -6167 | 1 | (198, 2785) -6174 | 1 | (1215, 42351) -6180 | 1 | (34, 182) -6183 | 1 | (19, 26) -6199 | 1 | (32, 163) -6199 | 2 | (110, 1151) -6199 | 3 | (599, 14660) -6200 | 1 | (329, 5967) -6201 | 1 | (165, 2118) -6214 | 1 | (335, 6131) -6214 | 2 | (887, 26417) -6216 | 1 | (25, 97) -6223 | 1 | (44, 281) -6227 | 1 | (27, 116) -6227 | 2 | (107, 1104) -6228 | 1 | (462, 9930) -6234 | 1 | (19, 25) -6236 | 1 | (20, 42) -6236 | 2 | (21, 55) -6236 | 3 | (60, 458) -6236 | 4 | (128, 1446) -6236 | 5 | (596, 14550) -6236 | 6 | (9368, 906714) -6238 | 1 | (23, 77) -6255 | 1 | (24, 87) -6255 | 2 | (36, 201) -6255 | 3 | (516, 11721) -6262 | 1 | (71, 593) -6263 | 1 | (48, 323) -6264 | 1 | (30, 144) -6264 | 2 | (57, 423) -6264 | 3 | (354, 6660) -6283 | 1 | (19, 24) -6283 | 2 | (83, 752) -6283 | 3 | (239, 3694) -6284 | 1 | (525, 12029) -6290 | 1 | (659, 16917) -6291 | 1 | (231, 3510) -6292 | 1 | (22, 66) 2P = (77, -671) -6292 | 2 | (77, 671) -6296 | 1 | (105, 1073) -6301 | 1 | (65, 518) -6317 | 1 | (273, 4510) -6319 | 1 | (20, 41) -6320 | 1 | (129, 1463) -6327 | 1 | (28, 125) -6330 | 1 | (19, 23) -6340 | 1 | (26, 106) -6340 | 2 | (1349, 49547) -6340 | 3 | (2114, 97198) -6342 | 1 | (127, 1429) -6345 | 1 | (21, 54) -6347 | 1 | (8463, 778550) -6349 | 1 | (305, 5326) -6349 | 2 | (8465, 778826) -6353 | 1 | (33, 172) -6353 | 2 | (3569, 213216) -6356 | 1 | (2118, 97474) -6369 | 1 | (97, 952) -6375 | 1 | (19, 22) -6375 | 2 | (55, 400) -6382 | 1 | (31, 153) -6391 | 1 | (23, 76) -6394 | 1 | (35, 191) -6400 | 1 | (20, 40) 2P = (185, -2515) -6400 | 2 | (40, 240) 2P = (20, -40) 3P = (136, -1584) 4P = (185, 2515) -6400 | 3 | (136, 1584) -6400 | 4 | (185, 2515) -6407 | 1 | (68, 555) -6409 | 1 | (25, 96) -6412 | 1 | (533, 12305) -6415 | 1 | (14714, 1784827) -6418 | 1 | (19, 21) -6419 | 1 | (39, 230) -6421 | 1 | (41, 250) -6423 | 1 | (22, 65) -6428 | 1 | (24, 86) -6433 | 1 | (29, 134) -6444 | 1 | (45, 291) -6444 | 2 | (117, 1263) -6447 | 1 | (2251, 106798) -6452 | 1 | (21, 53) -6452 | 2 | (182, 2454) -6458 | 1 | (27, 115) -6459 | 1 | (19, 20) -6460 | 1 | (149, 1817) -6463 | 1 | (59, 446) -6472 | 1 | (38, 220) -6474 | 1 | (547, 12793) -6479 | 1 | (20, 39) -6479 | 2 | (47, 312) -6479 | 3 | (80, 711) -6479 | 4 | (102, 1027) -6479 | 5 | (834, 24085) -6479 | 6 | (6059, 471630) -6488 | 1 | (42, 260) -6488 | 2 | (417, 8515) -6498 | 1 | (19, 19) -6500 | 1 | (90, 850) -6503 | 1 | (1668, 68123) -6524 | 1 | (32, 162) -6535 | 1 | (19, 18) -6542 | 1 | (23, 75) -6543 | 1 | (34, 181) -6551 | 1 | (26, 105) -6551 | 2 | (30, 143) -6551 | 3 | (368, 7059) -6551 | 4 | (3788, 233139) -6552 | 1 | (22, 64) -6553 | 1 | (37, 210) -6556 | 1 | (20, 38) -6556 | 2 | (848, 24694) -6557 | 1 | (21, 52) -6569 | 1 | (245, 3834) -6570 | 1 | (19, 17) -6576 | 1 | (28, 124) -6596 | 1 | (66, 530) -6599 | 1 | (24, 85) -6600 | 1 | (25, 95) -6600 | 2 | (70, 580) -6600 | 3 | (130, 1480) -6603 | 1 | (19, 16) -6607 | 1 | (43, 270) -6619 | 1 | (2207, 103682) -6626 | 1 | (51, 355) -6626 | 2 | (8835, 830443) -6628 | 1 | (8837, 830725) -6631 | 1 | (20, 37) -6632 | 1 | (126, 1412) -6634 | 1 | (19, 15) -6635 | 1 | (2211, 103964) -6641 | 1 | (173, 2274) -6652 | 1 | (52, 366) -6656 | 1 | (36, 200) -6656 | 2 | (120, 1312) -6656 | 3 | (168, 2176) -6657 | 1 | (193, 2680) -6660 | 1 | (21, 51) -6663 | 1 | (19, 14) -6664 | 1 | (50, 344) -6679 | 1 | (22, 63) -6687 | 1 | (27, 114) -6687 | 2 | (31, 152) -6690 | 1 | (19, 13) -6691 | 1 | (23, 74) -6691 | 2 | (155, 1928) -6691 | 3 | (695, 18322) -6691 | 4 | (77963, 21768716) -6695 | 1 | (56, 411) -6696 | 1 | (33, 171) -6696 | 2 | (78, 684) -6696 | 3 | (250, 3952) -6700 | 1 | (29, 133) -6703 | 1 | (134, 1549) -6704 | 1 | (20, 36) -6715 | 1 | (19, 12) -6724 | 1 | (82, 738) -6735 | 1 | (46, 301) -6738 | 1 | (19, 11) -6748 | 1 | (53, 377) -6749 | 1 | (225, 3374) -6756 | 1 | (58, 434) -6759 | 1 | (19, 10) -6760 | 1 | (26, 104) -6760 | 2 | (49, 333) -6760 | 3 | (286, 4836) -6761 | 1 | (21, 50) -6767 | 1 | (96, 937) -6768 | 1 | (24, 84) -6769 | 1 | (205, 2934) -6775 | 1 | (20, 35) -6775 | 2 | (35, 190) -6775 | 3 | (170, 2215) -6778 | 1 | (19, 9) -6784 | 1 | (44, 280) -6789 | 1 | (25, 94) -6795 | 1 | (19, 8) -6804 | 1 | (22, 62) -6804 | 2 | (109, 1135) -6810 | 1 | (19, 7) -6823 | 1 | (19, 6) -6823 | 2 | (28, 123) -6823 | 3 | (122, 1345) -6823 | 4 | (434, 9041) -6829 | 1 | (4817, 334322) -6834 | 1 | (19, 5) -6836 | 1 | (30, 142) -6838 | 1 | (23, 73) -6843 | 1 | (19, 4) -6844 | 1 | (20, 34) -6847 | 1 | (32, 161) -6848 | 1 | (572, 13680) -6850 | 1 | (19, 3) -6855 | 1 | (19, 2) -6858 | 1 | (19, 1) -6859 | 1 | (19, 0) order 2 -6860 | 1 | (21, 49) -6860 | 2 | (189, 2597) -6862 | 1 | (383, 7495) -6878 | 1 | (39, 229) -6879 | 1 | (40, 239) -6879 | 2 | (1060, 34511) -6885 | 1 | (1021, 32624) -6904 | 1 | (34, 180) -6904 | 2 | (2302, 110448) -6908 | 1 | (48, 322) -6908 | 2 | (93, 893) -6908 | 3 | (144, 1726) -6908 | 4 | (564, 13394) -6908 | 5 | (588, 14258) -6911 | 1 | (20, 33) -6911 | 2 | (38, 219) -6911 | 3 | (138, 1619) -6911 | 4 | (9215, 884592) -6913 | 1 | (9217, 884880) -6914 | 1 | (27, 113) -6920 | 1 | (41, 249) -6920 | 2 | (54, 388) -6920 | 3 | (2306, 110736) -6927 | 1 | (22, 61) -6935 | 1 | (24, 83) -6939 | 1 | (1027, 32912) -6943 | 1 | (143, 1708) -6957 | 1 | (21, 48) -6963 | 1 | (103, 1042) -6963 | 2 | (199, 2806) -6965 | 1 | (29, 132) -6967 | 1 | (26, 103) -6967 | 2 | (62, 481) -6967 | 3 | (292, 4989) -6972 | 1 | (37, 209) -6976 | 1 | (20, 32) -6976 | 2 | (25, 93) -6976 | 3 | (580, 13968) -6983 | 1 | (23, 72) -6990 | 1 | (31, 151) -6998 | 1 | (63, 493) -6999 | 1 | (67, 542) -7007 | 1 | (42, 259) -7020 | 1 | (61, 469) -7020 | 2 | (69, 567) -7025 | 1 | (45, 290) -7037 | 1 | (33, 170) -7039 | 1 | (20, 31) -7048 | 1 | (22, 60) -7048 | 2 | (722, 19400) -7052 | 1 | (21, 47) -7055 | 1 | (36, 199) -7062 | 1 | (247, 3881) -7063 | 1 | (74, 631) -7068 | 1 | (28, 122) -7068 | 2 | (448, 9482) -7075 | 1 | (91, 864) -7082 | 1 | (131, 1497) -7089 | 1 | (145, 1744) -7093 | 1 | (73, 618) -7100 | 1 | (20, 30) 2P = (360, -6830) -7100 | 2 | (24, 82) -7100 | 3 | (125, 1395) -7100 | 4 | (360, 6830) -7100 | 5 | (740, 20130) -7102 | 1 | (47, 311) -7102 | 2 | (14431, 1733583) -7109 | 1 | (57, 422) -7111 | 1 | (718, 19239) -7119 | 1 | (30, 141) -7119 | 2 | (64, 505) -7119 | 3 | (267, 4362) -7126 | 1 | (23, 71) -7128 | 1 | (262, 4240) -7139 | 1 | (27, 112) -7139 | 2 | (75, 644) -7145 | 1 | (21, 46) -7146 | 1 | (43, 269) -7151 | 1 | (60, 457) -7154 | 1 | (35, 189) -7159 | 1 | (20, 29) -7159 | 2 | (362, 6887) -7161 | 1 | (25, 92) -7167 | 1 | (22, 59) -7167 | 2 | (736, 19967) -7168 | 1 | (32, 160) -7172 | 1 | (26, 102) -7172 | 2 | (522, 11926) -7174 | 1 | (55, 399) -7174 | 2 | (647, 16457) -7188 | 1 | (142, 1690) -7191 | 1 | (118, 1279) -7195 | 1 | (2399, 117502) -7202 | 1 | (9603, 941045) -7204 | 1 | (9605, 941339) -7207 | 1 | (86, 793) -7211 | 1 | (2403, 117796) -7214 | 1 | (207, 2977) -7216 | 1 | (20, 28) -7223 | 1 | (72, 605) -7223 | 2 | (498, 11113) -7228 | 1 | (29, 131) -7230 | 1 | (79, 697) -7230 | 2 | (511, 11551) -7236 | 1 | (21, 45) -7236 | 2 | (210, 3042) -7254 | 1 | (87, 807) -7262 | 1 | (567, 13501) -7263 | 1 | (24, 81) -7263 | 2 | (34, 179) -7263 | 3 | (618, 15363) -7265 | 1 | (81, 724) -7267 | 1 | (23, 70) -7271 | 1 | (20, 27) -7272 | 1 | (106, 1088) -7279 | 1 | (470, 10189) -7284 | 1 | (22, 58) -7284 | 2 | (85, 779) -7291 | 1 | (31, 150) -7291 | 2 | (95, 922) -7291 | 3 | (2003, 89644) -7311 | 1 | (28, 121) -7324 | 1 | (20, 26) -7325 | 1 | (21, 44) -7326 | 1 | (223, 3329) -7327 | 1 | (76, 657) -7335 | 1 | (39, 228) -7335 | 2 | (51, 354) -7336 | 1 | (46, 300) -7336 | 2 | (65, 517) -7336 | 3 | (1738, 72456) -7343 | 1 | (44, 279) -7344 | 1 | (25, 91) -7348 | 1 | (38, 218) -7351 | 1 | (50, 343) -7354 | 1 | (59, 445) -7356 | 1 | (40, 238) -7356 | 2 | (220, 3262) -7362 | 1 | (27, 111) -7375 | 1 | (20, 25) 2P = (536, -12409) -7375 | 2 | (26, 101) -7375 | 3 | (395, 7850) -7375 | 4 | (536, 12409) -7376 | 1 | (33, 169) -7383 | 1 | (52, 365) -7389 | 1 | (37, 208) -7399 | 1 | (22, 57) -7400 | 1 | (30, 140) -7406 | 1 | (23, 69) -7412 | 1 | (21, 43) -7417 | 1 | (41, 248) -7424 | 1 | (20, 24) 2P = (585, -14149) -7424 | 2 | (24, 80) -7424 | 3 | (152, 1872) -7424 | 4 | (585, 14149) -7424 | 5 | (632, 15888) -7425 | 1 | (49, 332) -7431 | 1 | (88, 821) -7436 | 1 | (621, 15475) -7447 | 1 | (71, 592) -7452 | 1 | (36, 198) -7471 | 1 | (20, 23) -7479 | 1 | (84, 765) -7487 | 1 | (32, 159) -7489 | 1 | (29, 130) -7492 | 1 | (146, 1762) -7492 | 2 | (2498, 124850) -7497 | 1 | (21, 42) -7499 | 1 | (9999, 999850) -7501 | 1 | (53, 376) -7501 | 2 | (10001, 1000150) -7508 | 1 | (2502, 125150) -7512 | 1 | (22, 56) -7516 | 1 | (20, 22) -7516 | 2 | (56, 410) -7516 | 3 | (68, 554) -7516 | 4 | (160, 2022) -7516 | 5 | (556, 13110) -7522 | 1 | (227, 3419) -7524 | 1 | (42, 258) -7525 | 1 | (25, 90) -7527 | 1 | (166, 2137) -7531 | 1 | (35, 188) -7538 | 1 | (243, 3787) -7543 | 1 | (23, 68) -7546 | 1 | (203, 2891) -7551 | 1 | (48, 321) -7551 | 2 | (108, 1119) -7551 | 3 | (420, 8607) -7552 | 1 | (28, 120) -7552 | 2 | (5153, 369905) -7559 | 1 | (20, 21) -7564 | 1 | (629, 15775) -7576 | 1 | (26, 100) -7580 | 1 | (21, 41) -7583 | 1 | (24, 79) -7583 | 2 | (27, 110) -7583 | 3 | (3918, 245243) -7587 | 1 | (283, 4760) -7590 | 1 | (31, 149) -7600 | 1 | (20, 20) 2P = (860, -25220) -7600 | 2 | (161, 2041) -7600 | 3 | (500, 11180) -7600 | 4 | (860, 25220) -7604 | 1 | (45, 289) -7607 | 1 | (192, 2659) -7615 | 1 | (104, 1057) -7620 | 1 | (34, 178) -7623 | 1 | (22, 55) -7623 | 2 | (58, 433) -7625 | 1 | (405, 8150) -7633 | 1 | (77, 670) -7637 | 1 | (141, 1672) -7639 | 1 | (20, 19) -7655 | 1 | (66, 529) -7656 | 1 | (265, 4313) -7661 | 1 | (21, 40) -7670 | 1 | (159, 2003) -7670 | 2 | (6369039, 16073515093) -7676 | 1 | (20, 18) -7678 | 1 | (23, 67) -7679 | 1 | (30, 139) -7683 | 1 | (43, 268) -7685 | 1 | (861, 25264) -7693 | 1 | (113, 1198) -7695 | 1 | (54, 387) -7704 | 1 | (25, 89) -7704 | 2 | (10534, 1081160) -7711 | 1 | (20, 17) -7713 | 1 | (33, 168) -7723 | 1 | (47, 310) -7732 | 1 | (22, 54) -7740 | 1 | (21, 39) -7740 | 2 | (24, 78) -7740 | 3 | (124, 1378) -7740 | 4 | (1476, 56706) -7744 | 1 | (20, 16) -7744 | 2 | (89, 835) -7748 | 1 | (29, 129) -7748 | 2 | (114, 1214) -7759 | 1 | (70, 579) -7772 | 1 | (132, 1514) -7775 | 1 | (20, 15) 2P = (1560, -61615) -7775 | 2 | (26, 99) -7775 | 3 | (150, 1835) -7775 | 4 | (315, 5590) -7775 | 5 | (1560, 61615) -7776 | 1 | (1153, 39151) -7783 | 1 | (38, 217) -7786 | 1 | (83, 751) -7790 | 1 | (39, 227) -7791 | 1 | (28, 119) -7793 | 1 | (657, 16840) -7795 | 1 | (2599, 132498) -7802 | 1 | (27, 109) -7802 | 2 | (10403, 1061055) -7804 | 1 | (20, 14) -7804 | 2 | (32, 158) -7804 | 3 | (37, 207) -7804 | 4 | (92, 878) -7804 | 5 | (112, 1182) -7804 | 6 | (5260, 381486) -7804 | 7 | (10405, 1061361) -7811 | 1 | (23, 66) -7811 | 2 | (183, 2474) -7811 | 3 | (2603, 132804) -7817 | 1 | (21, 38) -7830 | 1 | (1159, 39457) -7831 | 1 | (20, 13) -7831 | 2 | (40, 237) -7831 | 3 | (230, 3487) -7839 | 1 | (22, 53) -7847 | 1 | (36, 197) -7856 | 1 | (20, 12) 2P = (2460, -122012) -7856 | 2 | (468, 10124) -7856 | 3 | (2460, 122012) -7868 | 1 | (309, 5431) -7879 | 1 | (20, 11) -7881 | 1 | (25, 88) -7887 | 1 | (31, 148) -7887 | 2 | (4591, 311072) -7892 | 1 | (21, 37) -7895 | 1 | (24, 77) -7900 | 1 | (20, 10) 2P = (3560, -212410) -7900 | 2 | (44, 278) -7900 | 3 | (80, 710) -7900 | 4 | (3560, 212410) -7906 | 1 | (35, 187) -7911 | 1 | (240, 3717) -7912 | 1 | (41, 247) -7919 | 1 | (20, 9) -7928 | 1 | (62, 480) -7928 | 2 | (162, 2060) -7932 | 1 | (172, 2254) -7935 | 1 | (46, 299) -7935 | 2 | (94, 907) -7935 | 3 | (51616, 11726719) -7936 | 1 | (20, 8) 2P = (5585, -417383) -7936 | 2 | (5585, 417383) -7938 | 1 | (99, 981) -7942 | 1 | (23, 65) -7944 | 1 | (22, 52) -7951 | 1 | (20, 7) -7952 | 1 | (57, 421) -7956 | 1 | (30, 138) -7957 | 1 | (61, 468) -7964 | 1 | (20, 6) 2P = (9960, -994006) -7964 | 2 | (9960, 994006) -7965 | 1 | (21, 36) -7971 | 1 | (55, 398) -7971 | 2 | (475, 10352) -7972 | 1 | (26, 98) -7975 | 1 | (20, 5) 2P = (14360, -1720805) -7975 | 2 | (34, 177) -7975 | 3 | (115, 1230) -7975 | 4 | (14360, 1720805) -7977 | 1 | (121, 1328) -7983 | 1 | (63, 492) -7983 | 2 | (154, 1909) -7984 | 1 | (20, 4) 2P = (22460, -3366004) -7984 | 2 | (100, 996) -7984 | 3 | (22460, 3366004) -7991 | 1 | (20, 3) 2P = (39960, -7988003) -7991 | 2 | (39960, 7988003) -7996 | 1 | (20, 2) 2P = (89960, -26982002) -7996 | 2 | (89960, 26982002) -7999 | 1 | (20, 1) 2P = (359960, -215964001) -7999 | 2 | (359960, 215964001) -8000 | 1 | (20, 0) order 2 -8005 | 1 | (29, 128) -8019 | 1 | (27, 108) -8019 | 2 | (135, 1566) -8019 | 3 | (295, 5066) -8028 | 1 | (28, 118) -8036 | 1 | (21, 35) -8036 | 2 | (50, 342) -8036 | 3 | (98, 966) -8039 | 1 | (42, 257) -8042 | 1 | (51, 353) -8047 | 1 | (22, 51) -8048 | 1 | (24, 76) -8048 | 2 | (33, 167) -8048 | 3 | (672, 17420) -8056 | 1 | (25, 87) -8056 | 2 | (158, 1984) -8063 | 1 | (78, 683) -8064 | 1 | (60, 456) -8071 | 1 | (23, 64) -8071 | 2 | (200, 2827) -8071 | 3 | (1166, 39815) -8075 | 1 | (111, 1166) -8082 | 1 | (67, 541) -8088 | 1 | (49, 331) -8104 | 1 | (2702, 140452) -8105 | 1 | (21, 34) -8110 | 1 | (391, 7731) -8111 | 1 | (1146, 38795) -8111 | 2 | (10815, 1124708) -8112 | 1 | (52, 364) -8113 | 1 | (10817, 1125020) -8119 | 1 | (32, 157) -8120 | 1 | (2706, 140764) -8123 | 1 | (147, 1780) -8128 | 1 | (64, 504) -8134 | 1 | (119, 1295) -8138 | 1 | (339, 6241) -8148 | 1 | (22, 50) -8152 | 1 | (137, 1601) -8152 | 2 | (11681, 1262467) -8153 | 1 | (69, 566) -8167 | 1 | (26, 97) -8172 | 1 | (21, 33) -8176 | 1 | (680, 17732) -8180 | 1 | (101, 1011) -8181 | 1 | (45, 288) -8181 | 2 | (873, 25794) -8182 | 1 | (31, 147) -8188 | 1 | (269, 4411) -8191 | 1 | (256, 4095) -8192 | 1 | (48, 320) -8198 | 1 | (23, 63) -8199 | 1 | (24, 75) -8199 | 2 | (82, 737) -8199 | 3 | (90, 849) -8216 | 1 | (38, 216) -8217 | 1 | (37, 206) -8218 | 1 | (43, 267) -8229 | 1 | (25, 86) -8229 | 2 | (1405, 52664) -8231 | 1 | (30, 137) -8234 | 1 | (27, 107) -8237 | 1 | (21, 32) -8240 | 1 | (36, 196) -8241 | 1 | (493, 10946) -8243 | 1 | (39, 226) -8243 | 2 | (59, 444) -8247 | 1 | (22, 49) -8252 | 1 | (53, 375) -8260 | 1 | (29, 127) -8261 | 1 | (333, 6076) -8263 | 1 | (28, 117) -8272 | 1 | (97, 951) -8279 | 1 | (35, 186) -8284 | 1 | (140, 1654) -8287 | 1 | (1883, 81710) -8300 | 1 | (21, 31) -8304 | 1 | (40, 236) -8304 | 2 | (35920, 6807764) -8323 | 1 | (23, 62) -8324 | 1 | (74, 630) -8328 | 1 | (34, 176) -8328 | 2 | (73, 617) -8334 | 1 | (255, 4071) -8335 | 1 | (56, 409) -8342 | 1 | (47, 309) -8344 | 1 | (22, 48) -8348 | 1 | (24, 74) -8351 | 1 | (380, 7407) -8360 | 1 | (26, 96) -8361 | 1 | (21, 30) -8361 | 2 | (553, 13004) -8369 | 1 | (65, 516) -8375 | 1 | (1239, 43612) -8380 | 1 | (116, 1246) -8381 | 1 | (33, 166) -8388 | 1 | (517, 11755) -8400 | 1 | (25, 85) -8405 | 1 | (41, 246) -8416 | 1 | (2225, 104953) -8419 | 1 | (2807, 148718) -8420 | 1 | (21, 29) -8423 | 1 | (272, 4485) -8426 | 1 | (75, 643) -8426 | 2 | (11235, 1190857) -8428 | 1 | (11237, 1191175) -8432 | 1 | (32, 156) -8432 | 2 | (72, 604) -8432 | 3 | (257, 4119) -8434 | 1 | (107, 1103) -8435 | 1 | (2811, 149036) -8439 | 1 | (22, 47) -8441 | 1 | (105, 1072) -8446 | 1 | (23, 61) -8447 | 1 | (27, 106) -8455 | 1 | (44, 277) -8468 | 1 | (54, 386) -8468 | 2 | (1734, 72206) -8475 | 1 | (31, 146) -8475 | 2 | (691, 18164) -8477 | 1 | (21, 28) -8488 | 1 | (58, 432) -8488 | 2 | (409, 8271) -8495 | 1 | (24, 73) -8496 | 1 | (28, 116) -8500 | 1 | (110, 1150) -8504 | 1 | (30, 136) -8504 | 2 | (1262, 44832) -8506 | 1 | (163, 2079) -8513 | 1 | (29, 126) -8532 | 1 | (21, 27) -8532 | 2 | (22, 46) -8532 | 3 | (46, 298) -8532 | 4 | (102, 1026) -8532 | 5 | (318, 5670) -8532 | 6 | (541, 12583) -8532 | 7 | (5286, 384318) -8546 | 1 | (123, 1361) -8551 | 1 | (26, 95) -8552 | 1 | (42, 256) -8552 | 2 | (2961, 161123) -8567 | 1 | (23, 60) -8569 | 1 | (25, 84) -8585 | 1 | (21, 26) -8623 | 1 | (22, 45) -8623 | 2 | (68, 553) -8623 | 3 | (79, 696) -8623 | 4 | (178, 2373) -8623 | 5 | (704, 18679) -8624 | 1 | (177, 2353) -8628 | 1 | (37, 205) -8630 | 1 | (71, 591) -8631 | 1 | (36, 195) -8631 | 2 | (186, 2535) -8636 | 1 | (21, 25) -8640 | 1 | (24, 72) 2P = (96, -936) 3P = (76, 656) -8640 | 2 | (76, 656) -8640 | 3 | (96, 936) -8647 | 1 | (38, 215) -8650 | 1 | (35, 185) -8658 | 1 | (27, 105) -8668 | 1 | (157, 1965) -8676 | 1 | (133, 1531) -8679 | 1 | (34, 175) -8684 | 1 | (725, 19521) -8685 | 1 | (21, 24) -8686 | 1 | (23, 59) -8693 | 1 | (93, 892) -8694 | 1 | (39, 225) -8712 | 1 | (22, 44) -8712 | 2 | (33, 165) -8712 | 3 | (66, 528) -8712 | 4 | (81, 723) -8712 | 5 | (306, 5352) -8712 | 6 | (342, 6324) -8719 | 1 | (50, 341) -8721 | 1 | (1293, 46494) -8727 | 1 | (28, 115) -8732 | 1 | (21, 23) -8735 | 1 | (3756, 230191) -8736 | 1 | (25, 83) -8739 | 1 | (987, 31008) -8740 | 1 | (26, 94) -8740 | 2 | (2914, 157302) -8743 | 1 | (32, 155) -8745 | 1 | (661, 16994) -8747 | 1 | (51, 352) -8747 | 2 | (11663, 1259550) -8749 | 1 | (49, 330) -8749 | 2 | (11665, 1259874) -8751 | 1 | (43, 266) -8756 | 1 | (45, 287) -8756 | 2 | (2918, 157626) -8759 | 1 | (822, 23567) -8764 | 1 | (29, 125) -8766 | 1 | (31, 145) -8766 | 2 | (55, 397) -8767 | 1 | (1211, 42142) -8775 | 1 | (30, 135) 2P = (40, -235) 3P = (1299, 46818) -8775 | 2 | (40, 235) -8775 | 3 | (1299, 46818) -8777 | 1 | (21, 22) -8783 | 1 | (24, 71) -8784 | 1 | (169, 2195) -8792 | 1 | (86, 792) -8793 | 1 | (57, 420) -8799 | 1 | (22, 43) -8802 | 1 | (91, 863) -8803 | 1 | (23, 58) -8803 | 2 | (859, 25176) -8803 | 3 | (11083, 1166772) -8812 | 1 | (733, 19845) -8820 | 1 | (21, 21) -8827 | 1 | (191, 2638) -8831 | 1 | (48, 319) -8839 | 1 | (52, 363) -8841 | 1 | (85, 778) -8855 | 1 | (254, 4047) -8861 | 1 | (21, 20) -8867 | 1 | (27, 104) -8867 | 2 | (87, 806) -8884 | 1 | (22, 42) -8887 | 1 | (62, 479) -8887 | 2 | (176, 2333) -8890 | 1 | (179, 2393) -8892 | 1 | (61, 467) -8896 | 1 | (41, 245) -8896 | 2 | (188, 2576) -8900 | 1 | (21, 19) -8901 | 1 | (25, 82) -8916 | 1 | (70, 578) -8918 | 1 | (23, 57) -8924 | 1 | (24, 70) -8927 | 1 | (26, 93) -8929 | 1 | (209, 3020) -8937 | 1 | (21, 18) -8950 | 1 | (479, 10483) -8956 | 1 | (28, 114) -8959 | 1 | (47, 308) -8964 | 1 | (330, 5994) -8966 | 1 | (63, 491) -8967 | 1 | (22, 41) -8969 | 1 | (117, 1262) -8972 | 1 | (21, 17) -8972 | 2 | (77, 669) -8975 | 1 | (60, 455) -8978 | 1 | (603, 14807) -8988 | 1 | (148, 1798) -9001 | 1 | (53, 374) -9005 | 1 | (21, 16) -9008 | 1 | (44, 276) -9008 | 2 | (84, 764) -9008 | 3 | (548, 12828) -9013 | 1 | (29, 124) -9019 | 1 | (35, 184) -9020 | 1 | (36, 194) -9020 | 2 | (1644, 66658) -9025 | 1 | (10685, 1104490) -9028 | 1 | (34, 174) -9028 | 2 | (38618, 7589002) -9031 | 1 | (23, 56) -9036 | 1 | (21, 15) -9036 | 2 | (813, 23181) -9037 | 1 | (37, 204) -9041 | 1 | (33, 164) -9044 | 1 | (30, 134) -9046 | 1 | (103, 1041) -9048 | 1 | (22, 40) -9052 | 1 | (32, 154) -9055 | 1 | (31, 144) -9063 | 1 | (24, 69) -9063 | 2 | (42, 255) -9063 | 3 | (258, 4143) -9064 | 1 | (25, 81) -9064 | 2 | (862, 25308) -9065 | 1 | (21, 14) -9065 | 2 | (249, 3928) -9067 | 1 | (3023, 166210) -9072 | 1 | (88, 820) -9073 | 1 | (109, 1134) -9074 | 1 | (27, 103) -9074 | 2 | (12099, 1330835) -9076 | 1 | (38, 214) -9076 | 2 | (12101, 1331165) -9083 | 1 | (3027, 166540) -9085 | 1 | (821, 23524) -9092 | 1 | (21, 13) -9112 | 1 | (26, 92) -9114 | 1 | (1555, 61319) -9117 | 1 | (21, 12) -9123 | 1 | (139, 1636) -9127 | 1 | (22, 39) -9127 | 2 | (46, 297) -9127 | 3 | (128, 1445) -9127 | 4 | (167, 2156) -9130 | 1 | (59, 443) -9134 | 1 | (95, 921) -9135 | 1 | (64, 503) -9140 | 1 | (21, 11) -9142 | 1 | (23, 55) -9143 | 1 | (39, 224) -9152 | 1 | (56, 408) -9154 | 1 | (427, 8823) -9161 | 1 | (21, 10) -9163 | 1 | (67, 540) -9180 | 1 | (21, 9) -9183 | 1 | (28, 113) -9183 | 2 | (358, 6773) -9197 | 1 | (21, 8) -9199 | 1 | (127, 1428) -9200 | 1 | (24, 68) -9200 | 2 | (489, 10813) -9204 | 1 | (22, 38) -9205 | 1 | (221, 3284) -9212 | 1 | (21, 7) -9225 | 1 | (21, 6) -9225 | 2 | (25, 80) -9236 | 1 | (21, 5) -9239 | 1 | (54, 385) -9244 | 1 | (40, 234) -9245 | 1 | (21, 4) -9245 | 2 | (129, 1462) -9245 | 3 | (19221, 2664796) -9248 | 1 | (2193, 102697) -9251 | 1 | (23, 54) -9252 | 1 | (21, 3) -9257 | 1 | (21, 2) -9260 | 1 | (21, 1) -9260 | 2 | (29, 123) -9261 | 1 | (21, 0) order 2 -9268 | 1 | (3278, 187678) -9270 | 1 | (1399, 52327) -9279 | 1 | (22, 37) -9279 | 2 | (27, 102) -9279 | 3 | (120, 1311) -9282 | 1 | (43, 265) -9284 | 1 | (69, 565) -9287 | 1 | (83, 750) -9295 | 1 | (26, 91) -9311 | 1 | (30, 133) -9319 | 1 | (80, 709) -9329 | 1 | (45, 286) -9335 | 1 | (24, 67) -9340 | 1 | (164, 2098) -9342 | 1 | (31, 143) -9342 | 2 | (151, 1853) -9342 | 3 | (11647, 1256959) -9344 | 1 | (780, 21784) -9350 | 1 | (455, 9705) -9351 | 1 | (58, 431) -9352 | 1 | (22, 36) -9358 | 1 | (23, 53) -9359 | 1 | (32, 153) -9368 | 1 | (33, 163) -9375 | 1 | (34, 173) -9384 | 1 | (25, 79) -9385 | 1 | (41, 244) -9386 | 1 | (35, 183) -9400 | 1 | (50, 340) -9400 | 2 | (65, 515) -9400 | 3 | (3134, 175448) -9406 | 1 | (175, 2313) -9407 | 1 | (36, 193) -9407 | 2 | (12543, 1404760) -9408 | 1 | (28, 112) -9408 | 2 | (49, 329) -9408 | 3 | (364, 6944) -9408 | 4 | (18529, 2522191) -9409 | 1 | (12545, 1405096) -9413 | 1 | (89, 834) -9416 | 1 | (3138, 175784) -9422 | 1 | (37727, 7327881) -9423 | 1 | (22, 35) -9428 | 1 | (78, 682) -9431 | 1 | (180, 2413) -9436 | 1 | (428, 8854) -9444 | 1 | (37, 203) -9447 | 1 | (106, 1087) -9450 | 1 | (51, 351) -9455 | 1 | (126, 1411) -9455 | 2 | (171, 2234) -9455 | 3 | (924, 28087) -9455 | 4 | (6264, 495767) -9463 | 1 | (23, 52) -9468 | 1 | (24, 66) -9468 | 2 | (48, 318) -9468 | 3 | (184, 2494) -9472 | 1 | (788, 22120) -9476 | 1 | (26, 90) -9477 | 1 | (153, 1890) -9482 | 1 | (27, 101) -9492 | 1 | (22, 34) -9497 | 1 | (201, 2848) -9500 | 1 | (156, 1946) -9503 | 1 | (38, 213) -9505 | 1 | (29, 122) -9505 | 2 | (26401, 4289736) -9512 | 1 | (122, 1344) -9512 | 2 | (426, 8792) -9531 | 1 | (355, 6688) -9532 | 1 | (472, 10254) -9541 | 1 | (25, 78) -9559 | 1 | (22, 33) 2P = (440, -9229) -9559 | 2 | (44, 275) -9559 | 3 | (55, 396) -9559 | 4 | (92, 877) -9559 | 5 | (130, 1479) -9559 | 6 | (440, 9229) -9559 | 7 | (3622, 217983) -9561 | 1 | (73, 616) -9564 | 1 | (52, 362) -9566 | 1 | (23, 51) -9567 | 1 | (136, 1583) -9572 | 1 | (42, 254) -9574 | 1 | (47, 307) -9574 | 2 | (215, 3151) -9576 | 1 | (30, 132) -9583 | 1 | (74, 629) -9590 | 1 | (39, 223) -9599 | 1 | (24, 65) -9600 | 1 | (700, 18520) -9624 | 1 | (22, 32) -9624 | 2 | (442, 9292) -9624 | 3 | (32449, 5845235) -9627 | 1 | (31, 142) -9631 | 1 | (28, 111) -9632 | 1 | (57, 419) -9639 | 1 | (72, 603) -9647 | 1 | (456, 9737) -9655 | 1 | (26, 89) -9664 | 1 | (32, 152) -9667 | 1 | (23, 50) -9667 | 2 | (823, 23610) -9667 | 3 | (1723, 71520) -9672 | 1 | (82, 736) -9683 | 1 | (27, 100) -9687 | 1 | (22, 31) -9693 | 1 | (33, 162) -9693 | 2 | (229, 3464) -9696 | 1 | (25, 77) -9703 | 1 | (214, 3129) -9711 | 1 | (40, 233) -9711 | 2 | (75, 642) -9711 | 3 | (510, 11517) -9720 | 1 | (34, 172) -9720 | 2 | (46, 296) -9720 | 3 | (1441, 54701) -9728 | 1 | (24, 64) -9728 | 2 | (68, 552) -9728 | 3 | (104, 1056) -9735 | 1 | (454, 9673) -9739 | 1 | (3247, 185022) -9746 | 1 | (12995, 1481373) -9748 | 1 | (22, 30) -9748 | 2 | (29, 121) -9748 | 3 | (53, 373) -9748 | 4 | (94, 906) -9748 | 5 | (118, 1278) -9748 | 6 | (253, 4023) -9748 | 7 | (614, 15214) -9748 | 8 | (8069, 724819) -9748 | 9 | (12997, 1481715) -9751 | 1 | (35, 182) -9751 | 2 | (263, 4264) -9755 | 1 | (3251, 185364) -9766 | 1 | (23, 49) -9767 | 1 | (66, 527) -9767 | 2 | (216, 3173) -9774 | 1 | (1447, 55043) -9788 | 1 | (108, 1118) -9790 | 1 | (1079, 35443) -9791 | 1 | (206, 2955) -9792 | 1 | (36, 192) -9800 | 1 | (134, 1548) -9807 | 1 | (22, 29) -9810 | 1 | (1099, 36433) -9811 | 1 | (43, 264) -9811 | 2 | (71, 590) -9811 | 3 | (3995, 252508) -9820 | 1 | (496, 11046) -9825 | 1 | (61, 466) -9825 | 2 | (289, 4912) -9832 | 1 | (26, 88) -9839 | 1 | (30, 131) -9844 | 1 | (62, 478) -9849 | 1 | (25, 76) -9849 | 2 | (37, 202) -9852 | 1 | (28, 110) -9855 | 1 | (24, 63) -9863 | 1 | (23, 48) -9864 | 1 | (22, 28) -9872 | 1 | (41, 243) -9882 | 1 | (27, 99) -9884 | 1 | (60, 454) -9889 | 1 | (125, 1394) -9896 | 1 | (90, 848) -9899 | 1 | (99, 980) -9900 | 1 | (45, 285) -9910 | 1 | (31, 141) -9919 | 1 | (22, 27) -9920 | 1 | (204, 2912) -9921 | 1 | (241, 3740) -9928 | 1 | (38, 212) -9935 | 1 | (636, 16039) -9947 | 1 | (63, 490) -9951 | 1 | (76, 655) -9958 | 1 | (23, 47) -9963 | 1 | (367, 7030) -9967 | 1 | (32, 151) -9967 | 2 | (56, 407) -9967 | 3 | (98, 965) -9967 | 4 | (1052, 34121) -9967 | 5 | (72971, 19711762) -9967 | 6 | (195467, 86419186) -9972 | 1 | (22, 26) -9975 | 1 | (100, 995) -9980 | 1 | (24, 62) -9989 | 1 | (29, 120) -10000 | 1 | (25, 75)