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Integer point on y^2=x^3+ax+b (1 <= a <= 100, -100 <= b <= -1, y>0) (a, b) |No.| (xp, yp) --------+---+--------------------------- (1, -1) | 1 | (1, 1) 2P = (2, -3) 3P = (13, 47) (1, -1) | 2 | (2, 3) (1, -1) | 3 | (13, 47) (1, -2) | 1 | (1, 0) order 2 (1, -4) | 1 | (4, 8) (1, -5) | 1 | (3, 5) (1, -6) | 1 | (2, 2) (1, -9) | 1 | (2, 1) (1, -9) | 2 | (5, 11) (1, -9) | 3 | (9, 27) (1, -10) | 1 | (2, 0) order 2 (1, -14) | 1 | (3, 4) (1, -16) | 1 | (16, 64) (1, -19) | 1 | (4, 7) (1, -19) | 2 | (3532, 209909) (1, -21) | 1 | (3, 3) (1, -25) | 1 | (25, 125) (1, -26) | 1 | (3, 2) 2P = (43, -282) (1, -26) | 2 | (6, 14) (1, -26) | 3 | (7, 18) (1, -26) | 4 | (15, 58) (1, -26) | 5 | (43, 282) (1, -26) | 6 | (1011, 32146) (1, -29) | 1 | (3, 1) 2P = (190, -2619) (1, -29) | 2 | (190, 2619) (1, -30) | 1 | (3, 0) order 2 (1, -30) | 2 | (5, 10) (1, -30) | 3 | (17, 70) (1, -31) | 1 | (40, 253) (1, -32) | 1 | (4, 6) (1, -35) | 1 | (52, 375) (1, -36) | 1 | (8, 22) (1, -36) | 2 | (36, 216) (1, -38) | 1 | (46, 312) (1, -39) | 1 | (32, 181) (1, -43) | 1 | (4, 5) (1, -46) | 1 | (11, 36) (1, -49) | 1 | (5, 9) (1, -49) | 2 | (10, 31) (1, -49) | 3 | (49, 343) (1, -52) | 1 | (4, 4) (1, -53) | 1 | (6, 13) (1, -54) | 1 | (14, 52) (1, -59) | 1 | (4, 3) (1, -59) | 2 | (12, 41) (1, -61) | 1 | (7, 17) (1, -61) | 2 | (22, 103) (1, -61) | 3 | (35, 207) (1, -62) | 1 | (9, 26) (1, -64) | 1 | (4, 2) (1, -64) | 2 | (64, 512) (1, -64) | 3 | (592, 14404) (1, -65) | 1 | (37, 225) (1, -66) | 1 | (5, 8) (1, -66) | 2 | (21, 96) (1, -67) | 1 | (4, 1) (1, -68) | 1 | (4, 0) order 2 (1, -74) | 1 | (18, 76) (1, -76) | 1 | (28, 148) (1, -78) | 1 | (6, 12) (1, -79) | 1 | (8, 21) (1, -81) | 1 | (5, 7) (1, -81) | 2 | (81, 729) (1, -82) | 1 | (29, 156) (1, -84) | 1 | (152, 1874) (1, -90) | 1 | (23, 110) (1, -94) | 1 | (5, 6) (1, -94) | 2 | (7, 16) (1, -94) | 3 | (13, 46) (1, -94) | 4 | (109, 1138) (1, -99) | 1 | (20, 89) (1, -100) | 1 | (100, 1000) (2, -2) | 1 | (1, 1) (2, -3) | 1 | (1, 0) order 2 (2, -3) | 2 | (2, 3) (2, -3) | 3 | (6, 15) (2, -8) | 1 | (2, 2) (2, -8) | 2 | (3, 5) (2, -8) | 3 | (4, 8) (2, -8) | 4 | (19, 83) (2, -8) | 5 | (44, 292) (2, -8) | 6 | (162, 2062) (2, -11) | 1 | (2, 1) 2P = (45, -302) (2, -11) | 2 | (45, 302) (2, -12) | 1 | (2, 0) order 2 (2, -14) | 1 | (5, 11) (2, -14) | 2 | (13, 47) (2, -17) | 1 | (3, 4) (2, -18) | 1 | (9, 27) (2, -21) | 1 | (55, 408) (2, -23) | 1 | (4, 7) (2, -24) | 1 | (3, 3) (2, -29) | 1 | (3, 2) (2, -32) | 1 | (3, 1) (2, -32) | 2 | (6, 14) (2, -32) | 3 | (16, 64) (2, -33) | 1 | (3, 0) order 2 (2, -33) | 2 | (7, 18) (2, -33) | 3 | (467, 10092) (2, -35) | 1 | (5, 10) (2, -36) | 1 | (4, 6) (2, -41) | 1 | (15, 58) (2, -44) | 1 | (8, 22) (2, -47) | 1 | (4, 5) 2P = (17, -70) (2, -47) | 2 | (17, 70) (2, -50) | 1 | (25, 125) (2, -54) | 1 | (5, 9) (2, -54) | 2 | (1341, 49107) (2, -56) | 1 | (4, 4) (2, -57) | 1 | (11, 36) (2, -59) | 1 | (6, 13) (2, -59) | 2 | (10, 31) (2, -59) | 3 | (105, 1076) (2, -63) | 1 | (4, 3) (2, -68) | 1 | (4, 2) (2, -68) | 2 | (7, 17) (2, -68) | 3 | (14, 52) (2, -69) | 1 | (43, 282) (2, -71) | 1 | (4, 1) 2P = (617, -15326) (2, -71) | 2 | (5, 8) (2, -71) | 3 | (9, 26) (2, -71) | 4 | (12, 41) (2, -71) | 5 | (32, 181) (2, -71) | 6 | (40, 253) (2, -71) | 7 | (72, 611) (2, -71) | 8 | (617, 15326) (2, -72) | 1 | (4, 0) order 2 (2, -72) | 2 | (36, 216) (2, -83) | 1 | (22, 103) (2, -84) | 1 | (6, 12) (2, -84) | 2 | (46, 312) (2, -86) | 1 | (5, 7) (2, -87) | 1 | (8, 21) (2, -87) | 2 | (21, 96) (2, -87) | 3 | (52, 375) (2, -89) | 1 | (95, 926) (2, -92) | 1 | (18, 76) (2, -96) | 1 | (35, 207) (2, -98) | 1 | (49, 343) (2, -99) | 1 | (5, 6) (3, -3) | 1 | (1, 1) 2P = (7, -19) (3, -3) | 2 | (7, 19) (3, -4) | 1 | (1, 0) order 2 (3, -5) | 1 | (2, 3) (3, -5) | 2 | (698, 18441) (3, -6) | 1 | (10, 32) (3, -7) | 1 | (8, 23) (3, -9) | 1 | (6, 15) (3, -10) | 1 | (2, 2) (3, -11) | 1 | (3, 5) 2P = (3, -5) order 3 (3, -12) | 1 | (4, 8) (3, -13) | 1 | (2, 1) (3, -14) | 1 | (2, 0) order 2 (3, -17) | 1 | (54, 397) (3, -19) | 1 | (5, 11) (3, -20) | 1 | (3, 4) (3, -27) | 1 | (3, 3) 2P = (19, -83) (3, -27) | 2 | (4, 7) (3, -27) | 3 | (9, 27) (3, -27) | 4 | (13, 47) (3, -27) | 5 | (19, 83) (3, -27) | 6 | (93, 897) (3, -32) | 1 | (3, 2) (3, -35) | 1 | (3, 1) 2P = (219, -3241) (3, -35) | 2 | (219, 3241) (3, -36) | 1 | (3, 0) order 2 (3, -38) | 1 | (6, 14) (3, -40) | 1 | (4, 6) (3, -40) | 2 | (5, 10) (3, -40) | 3 | (7, 18) (3, -40) | 4 | (53, 386) (3, -40) | 5 | (184, 2496) (3, -40) | 6 | (247, 3882) (3, -48) | 1 | (16, 64) (3, -51) | 1 | (4, 5) (3, -52) | 1 | (8, 22) (3, -52) | 2 | (44, 292) (3, -56) | 1 | (15, 58) (3, -56) | 2 | (45, 302) (3, -56) | 3 | (84, 770) (3, -59) | 1 | (5, 9) (3, -60) | 1 | (4, 4) (3, -64) | 1 | (17, 70) (3, -65) | 1 | (6, 13) (3, -65) | 2 | (78, 689) (3, -67) | 1 | (4, 3) (3, -68) | 1 | (11, 36) (3, -69) | 1 | (10, 31) (3, -72) | 1 | (4, 2) (3, -75) | 1 | (4, 1) (3, -75) | 2 | (7, 17) (3, -75) | 3 | (25, 125) (3, -76) | 1 | (4, 0) order 2 (3, -76) | 2 | (5, 8) (3, -76) | 3 | (55, 408) (3, -79) | 1 | (176, 2335) (3, -80) | 1 | (9, 26) (3, -82) | 1 | (14, 52) (3, -83) | 1 | (12, 41) (3, -90) | 1 | (6, 12) (3, -91) | 1 | (5, 7) (3, -95) | 1 | (8, 21) (4, -1) | 1 | (1, 2) (4, -1) | 2 | (5, 12) (4, -1) | 3 | (4321, 284038) (4, -3) | 1 | (3, 6) (4, -4) | 1 | (1, 1) (4, -5) | 1 | (1, 0) order 2 (4, -6) | 1 | (11, 37) (4, -7) | 1 | (2, 3) (4, -10) | 1 | (7, 19) (4, -12) | 1 | (2, 2) 2P = (12, -42) (4, -12) | 2 | (12, 42) (4, -13) | 1 | (133, 1534) (4, -14) | 1 | (3, 5) (4, -15) | 1 | (2, 1) 2P = (60, -465) (4, -15) | 2 | (6, 15) (4, -15) | 3 | (8, 23) (4, -15) | 4 | (60, 465) (4, -15) | 5 | (347, 6464) (4, -16) | 1 | (2, 0) order 2 (4, -16) | 2 | (4, 8) (4, -16) | 3 | (10, 32) (4, -22) | 1 | (107, 1107) (4, -23) | 1 | (3, 4) (4, -24) | 1 | (5, 11) (4, -30) | 1 | (3, 3) (4, -30) | 2 | (179, 2395) (4, -31) | 1 | (4, 7) (4, -35) | 1 | (3, 2) (4, -36) | 1 | (9, 27) (4, -38) | 1 | (3, 1) (4, -39) | 1 | (3, 0) order 2 (4, -40) | 1 | (13, 47) (4, -44) | 1 | (4, 6) (4, -44) | 2 | (6, 14) 2P = (4, -6) 3P = (90, -854) (4, -44) | 3 | (90, 854) (4, -45) | 1 | (5, 10) (4, -46) | 1 | (19, 83) (4, -47) | 1 | (7, 18) (4, -55) | 1 | (4, 5) (4, -60) | 1 | (8, 22) (4, -64) | 1 | (4, 4) (4, -64) | 2 | (5, 9) (4, -64) | 3 | (16, 64) (4, -64) | 4 | (160, 2024) (4, -71) | 1 | (4, 3) (4, -71) | 2 | (6, 13) (4, -71) | 3 | (15, 58) (4, -71) | 4 | (54, 397) (4, -76) | 1 | (4, 2) 2P = (161, -2043) (4, -76) | 2 | (161, 2043) (4, -79) | 1 | (4, 1) 2P = (668, -17265) (4, -79) | 2 | (10, 31) (4, -79) | 3 | (11, 36) (4, -79) | 4 | (668, 17265) (4, -79) | 5 | (4468, 298655) (4, -80) | 1 | (4, 0) order 2 (4, -81) | 1 | (5, 8) (4, -81) | 2 | (17, 70) (4, -82) | 1 | (7, 17) (4, -89) | 1 | (9, 26) (4, -89) | 2 | (265, 4314) (4, -93) | 1 | (53, 386) (4, -95) | 1 | (12, 41) (4, -96) | 1 | (5, 7) (4, -96) | 2 | (6, 12) (4, -96) | 3 | (14, 52) (4, -96) | 4 | (44, 292) (4, -96) | 5 | (350, 6548) (4, -100) | 1 | (25, 125) (5, -2) | 1 | (1, 2) 2P = (2, -4) 3P = (33, 190) (5, -2) | 2 | (2, 4) (5, -2) | 3 | (33, 190) (5, -3) | 1 | (4, 9) (5, -5) | 1 | (1, 1) 2P = (14, -53) (5, -5) | 2 | (14, 53) (5, -6) | 1 | (1, 0) order 2 (5, -6) | 2 | (3, 6) (5, -6) | 3 | (5, 12) (5, -6) | 4 | (73, 624) (5, -9) | 1 | (2, 3) (5, -14) | 1 | (2, 2) (5, -17) | 1 | (2, 1) (5, -17) | 2 | (3, 5) (5, -17) | 3 | (7, 19) 2P = (2, 1) (5, -17) | 4 | (11, 37) (5, -17) | 5 | (26, 133) (5, -17) | 6 | (31, 173) (5, -17) | 7 | (178, 2375) (5, -18) | 1 | (2, 0) order 2 (5, -20) | 1 | (4, 8) (5, -20) | 2 | (24, 118) (5, -21) | 1 | (6, 15) (5, -23) | 1 | (8, 23) (5, -24) | 1 | (12, 42) (5, -26) | 1 | (3, 4) 2P = (10, -32) (5, -26) | 2 | (10, 32) (5, -29) | 1 | (5, 11) (5, -33) | 1 | (3, 3) (5, -35) | 1 | (4, 7) (5, -38) | 1 | (3, 2) 2P = (58, -442) (5, -38) | 2 | (58, 442) (5, -41) | 1 | (3, 1) 2P = (250, -3953) (5, -41) | 2 | (250, 3953) (5, -42) | 1 | (3, 0) order 2 (5, -45) | 1 | (9, 27) (5, -48) | 1 | (4, 6) (5, -50) | 1 | (5, 10) 2P = (6, -14) 3P = (565, 13430) (5, -50) | 2 | (6, 14) (5, -50) | 3 | (565, 13430) (5, -51) | 1 | (68, 561) (5, -53) | 1 | (13, 47) (5, -54) | 1 | (7, 18) (5, -59) | 1 | (4, 5) (5, -65) | 1 | (19, 83) (5, -68) | 1 | (4, 4) (5, -68) | 2 | (8, 22) (5, -68) | 3 | (32564, 5876336) (5, -69) | 1 | (5, 9) (5, -75) | 1 | (4, 3) (5, -75) | 2 | (60, 465) (5, -75) | 3 | (10860, 1131735) (5, -77) | 1 | (6, 13) (5, -80) | 1 | (4, 2) (5, -80) | 2 | (16, 64) (5, -83) | 1 | (4, 1) (5, -83) | 2 | (124, 1381) (5, -83) | 3 | (372, 7175) (5, -84) | 1 | (4, 0) order 2 (5, -84) | 2 | (84804, 24695880) (5, -86) | 1 | (5, 8) 2P = (15, -58) (5, -86) | 2 | (15, 58) (5, -89) | 1 | (7, 17) (5, -89) | 2 | (10, 31) (5, -89) | 3 | (239, 3695) (5, -90) | 1 | (11, 36) (5, -93) | 1 | (177, 2355) (5, -98) | 1 | (9, 26) (5, -98) | 2 | (17, 70) (5, -98) | 3 | (118, 1282) (6, -3) | 1 | (1, 2) (6, -4) | 1 | (2, 4) (6, -6) | 1 | (1, 1) (6, -7) | 1 | (1, 0) order 2 (6, -7) | 2 | (4, 9) 2P = (1, 0) 3P = (4, -9) order 4 (6, -9) | 1 | (3, 6) (6, -11) | 1 | (2, 3) 2P = (5, -12) 3P = (18, 77) (6, -11) | 2 | (5, 12) (6, -11) | 3 | (18, 77) (6, -16) | 1 | (2, 2) (6, -17) | 1 | (39, 244) (6, -19) | 1 | (2, 1) 2P = (77, -676) (6, -19) | 2 | (14, 53) (6, -19) | 3 | (77, 676) (6, -20) | 1 | (2, 0) order 2 (6, -20) | 2 | (3, 5) (6, -20) | 3 | (20, 90) (6, -24) | 1 | (4, 8) (6, -24) | 2 | (7, 19) (6, -24) | 3 | (70, 586) (6, -27) | 1 | (6, 15) (6, -28) | 1 | (11, 37) (6, -29) | 1 | (3, 4) (6, -31) | 1 | (8, 23) (6, -34) | 1 | (5, 11) (6, -35) | 1 | (33, 190) (6, -36) | 1 | (3, 3) (6, -36) | 2 | (10, 32) (6, -36) | 3 | (12, 42) (6, -36) | 4 | (1347, 49437) (6, -37) | 1 | (13499, 1568384) (6, -39) | 1 | (4, 7) (6, -41) | 1 | (3, 2) (6, -43) | 1 | (26, 133) (6, -44) | 1 | (3, 1) (6, -44) | 2 | (24, 118) (6, -45) | 1 | (3, 0) order 2 (6, -48) | 1 | (31, 173) (6, -52) | 1 | (4, 6) (6, -54) | 1 | (9, 27) (6, -55) | 1 | (5, 10) (6, -55) | 2 | (497, 11080) (6, -56) | 1 | (6, 14) (6, -61) | 1 | (7, 18) (6, -63) | 1 | (4, 5) (6, -66) | 1 | (13, 47) (6, -72) | 1 | (4, 4) (6, -74) | 1 | (5, 9) (6, -76) | 1 | (8, 22) (6, -79) | 1 | (4, 3) 2P = (73, -624) (6, -79) | 2 | (73, 624) (6, -82) | 1 | (149, 1819) (6, -83) | 1 | (6, 13) (6, -84) | 1 | (4, 2) (6, -84) | 2 | (19, 83) (6, -87) | 1 | (4, 1) 2P = (721, -19360) (6, -87) | 2 | (721, 19360) (6, -88) | 1 | (4, 0) order 2 (6, -91) | 1 | (5, 8) (6, -96) | 1 | (7, 17) (6, -96) | 2 | (16, 64) (6, -96) | 3 | (58, 442) (6, -99) | 1 | (10, 31) (7, -2) | 1 | (6, 16) (7, -4) | 1 | (1, 2) (7, -6) | 1 | (2, 4) (7, -7) | 1 | (1, 1) 2P = (23, -111) (7, -7) | 2 | (23, 111) (7, -8) | 1 | (1, 0) order 2 (7, -8) | 2 | (9, 28) (7, -11) | 1 | (4, 9) (7, -12) | 1 | (3, 6) (7, -13) | 1 | (2, 3) (7, -16) | 1 | (5, 12) (7, -18) | 1 | (2, 2) (7, -21) | 1 | (2, 1) (7, -22) | 1 | (2, 0) order 2 (7, -23) | 1 | (3, 5) (7, -28) | 1 | (4, 8) (7, -29) | 1 | (18, 77) (7, -31) | 1 | (7, 19) (7, -32) | 1 | (3, 4) (7, -33) | 1 | (6, 15) (7, -33) | 2 | (14, 53) (7, -34) | 1 | (50, 354) (7, -39) | 1 | (3, 3) (7, -39) | 2 | (5, 11) (7, -39) | 3 | (8, 23) (7, -39) | 4 | (11, 37) 2P = (3, 3) (7, -39) | 5 | (41, 263) (7, -39) | 6 | (48, 333) (7, -39) | 7 | (381, 7437) (7, -40) | 1 | (20, 90) (7, -43) | 1 | (4, 7) (7, -43) | 2 | (212, 3087) (7, -44) | 1 | (3, 2) (7, -46) | 1 | (10, 32) (7, -47) | 1 | (3, 1) 2P = (283, -4761) (7, -47) | 2 | (283, 4761) (7, -48) | 1 | (3, 0) order 2 (7, -48) | 2 | (12, 42) (7, -54) | 1 | (110, 1154) (7, -56) | 1 | (4, 6) (7, -56) | 2 | (39, 244) (7, -60) | 1 | (5, 10) (7, -60) | 2 | (155, 1930) (7, -62) | 1 | (6, 14) (7, -63) | 1 | (9, 27) (7, -64) | 1 | (85, 784) (7, -67) | 1 | (4, 5) (7, -68) | 1 | (7, 18) (7, -68) | 2 | (24, 118) (7, -68) | 3 | (33, 190) (7, -69) | 1 | (26, 133) (7, -76) | 1 | (4, 4) (7, -79) | 1 | (5, 9) (7, -79) | 2 | (13, 47) (7, -79) | 3 | (31, 173) (7, -83) | 1 | (4, 3) (7, -84) | 1 | (8, 22) (7, -88) | 1 | (4, 2) (7, -89) | 1 | (6, 13) (7, -91) | 1 | (4, 1) (7, -92) | 1 | (4, 0) order 2 (7, -94) | 1 | (70, 586) (7, -96) | 1 | (5, 8) (7, -96) | 2 | (77, 676) (8, -2) | 1 | (3, 7) (8, -5) | 1 | (1, 2) (8, -8) | 1 | (1, 1) (8, -8) | 2 | (2, 4) (8, -8) | 3 | (6, 16) (8, -8) | 4 | (17, 71) (8, -8) | 5 | (22, 104) (8, -8) | 6 | (1186, 40844) (8, -9) | 1 | (1, 0) order 2 (8, -14) | 1 | (15, 59) (8, -15) | 1 | (2, 3) (8, -15) | 2 | (3, 6) (8, -15) | 3 | (4, 9) (8, -15) | 4 | (30, 165) (8, -15) | 5 | (76, 663) (8, -15) | 6 | (218, 3219) (8, -17) | 1 | (9, 28) (8, -18) | 1 | (27, 141) (8, -20) | 1 | (2, 2) 2P = (21, -97) (8, -20) | 2 | (21, 97) (8, -21) | 1 | (5, 12) (8, -23) | 1 | (2, 1) 2P = (96, -941) (8, -23) | 2 | (96, 941) (8, -24) | 1 | (2, 0) order 2 (8, -26) | 1 | (3, 5) (8, -30) | 1 | (23, 111) (8, -32) | 1 | (4, 8) (8, -32) | 2 | (4548, 306712) (8, -35) | 1 | (3, 4) (8, -38) | 1 | (7, 19) (8, -39) | 1 | (6, 15) (8, -42) | 1 | (3, 3) (8, -44) | 1 | (5, 11) (8, -47) | 1 | (3, 2) (8, -47) | 2 | (4, 7) 2P = (8, -23) (8, -47) | 3 | (8, 23) (8, -47) | 4 | (14, 53) (8, -47) | 5 | (18, 77) (8, -47) | 6 | (74, 637) (8, -50) | 1 | (3, 1) (8, -50) | 2 | (11, 37) (8, -51) | 1 | (3, 0) order 2 (8, -56) | 1 | (10, 32) (8, -60) | 1 | (4, 6) (8, -60) | 2 | (12, 42) (8, -60) | 3 | (20, 90) (8, -60) | 4 | (2748, 144054) (8, -65) | 1 | (5, 10) (8, -68) | 1 | (6, 14) (8, -71) | 1 | (4, 5) (8, -72) | 1 | (9, 27) (8, -75) | 1 | (7, 18) (8, -80) | 1 | (4, 4) 2P = (41, -263) (8, -80) | 2 | (41, 263) (8, -81) | 1 | (89, 840) (8, -84) | 1 | (5, 9) (8, -84) | 2 | (50, 354) (8, -87) | 1 | (4, 3) (8, -87) | 2 | (48, 333) (8, -87) | 3 | (984, 30867) (8, -92) | 1 | (4, 2) 2P = (188, -2578) (8, -92) | 2 | (8, 22) (8, -92) | 3 | (13, 47) (8, -92) | 4 | (24, 118) (8, -92) | 5 | (188, 2578) (8, -95) | 1 | (4, 1) 2P = (776, -21617) (8, -95) | 2 | (6, 13) (8, -95) | 3 | (26, 133) (8, -95) | 4 | (39, 244) (8, -95) | 5 | (776, 21617) (8, -96) | 1 | (4, 0) order 2 (9, -1) | 1 | (1, 3) 2P = (2, -5) 3P = (61, 477) (9, -1) | 2 | (2, 5) (9, -1) | 3 | (5, 13) (9, -1) | 4 | (10, 33) (9, -1) | 5 | (29, 157) (9, -1) | 6 | (61, 477) (9, -3) | 1 | (28, 149) (9, -5) | 1 | (3, 7) (9, -6) | 1 | (1, 2) 2P = (7, -20) (9, -6) | 2 | (7, 20) (9, -8) | 1 | (8, 24) (9, -9) | 1 | (1, 1) 2P = (34, -199) (9, -9) | 2 | (34, 199) (9, -10) | 1 | (1, 0) order 2 (9, -10) | 2 | (2, 4) (9, -10) | 3 | (13, 48) (9, -14) | 1 | (6, 16) (9, -15) | 1 | (16, 65) (9, -17) | 1 | (2, 3) (9, -18) | 1 | (3, 6) 2P = (3, -6) order 3 (9, -19) | 1 | (4, 9) (9, -22) | 1 | (2, 2) (9, -25) | 1 | (2, 1) (9, -25) | 2 | (17, 71) (9, -26) | 1 | (2, 0) order 2 (9, -26) | 2 | (5, 12) (9, -26) | 3 | (9, 28) (9, -26) | 4 | (86, 798) (9, -29) | 1 | (3, 5) (9, -29) | 2 | (15, 59) (9, -30) | 1 | (22, 104) (9, -36) | 1 | (4, 8) (9, -38) | 1 | (3, 4) (9, -41) | 1 | (21, 97) (9, -45) | 1 | (3, 3) 2P = (30, -165) (9, -45) | 2 | (6, 15) (9, -45) | 3 | (7, 19) (9, -45) | 4 | (27, 141) (9, -45) | 5 | (30, 165) (9, -45) | 6 | (1143, 38643) (9, -45) | 7 | (10347, 1052499) (9, -49) | 1 | (5, 11) (9, -49) | 2 | (641, 16229) (9, -49) | 3 | (2834, 150869) (9, -50) | 1 | (3, 2) 2P = (75, -650) (9, -50) | 2 | (75, 650) (9, -51) | 1 | (4, 7) (9, -53) | 1 | (3, 1) 2P = (318, -5671) (9, -53) | 2 | (23, 111) (9, -53) | 3 | (318, 5671) (9, -54) | 1 | (3, 0) order 2 (9, -55) | 1 | (8, 23) (9, -57) | 1 | (82, 743) (9, -60) | 1 | (940, 28820) (9, -61) | 1 | (11, 37) (9, -61) | 2 | (14, 53) (9, -61) | 3 | (875, 25883) (9, -64) | 1 | (4, 6) (9, -64) | 2 | (80, 716) (9, -65) | 1 | (18, 77) (9, -66) | 1 | (10, 32) (9, -70) | 1 | (5, 10) (9, -72) | 1 | (12, 42) (9, -74) | 1 | (6, 14) (9, -75) | 1 | (4, 5) (9, -79) | 1 | (104, 1061) (9, -80) | 1 | (20, 90) (9, -81) | 1 | (9, 27) (9, -82) | 1 | (7, 18) (9, -84) | 1 | (4, 4) (9, -89) | 1 | (5, 9) (9, -91) | 1 | (4, 3) (9, -91) | 2 | (76, 663) (9, -91) | 3 | (50692, 11413245) (9, -96) | 1 | (4, 2) (9, -99) | 1 | (4, 1) (9, -100) | 1 | (4, 0) order 2 (9, -100) | 2 | (8, 22) (9, -100) | 3 | (232, 3534) (10, -2) | 1 | (1, 3) (10, -2) | 2 | (57, 431) (10, -3) | 1 | (2, 5) (10, -4) | 1 | (4, 10) (10, -6) | 1 | (5, 13) (10, -7) | 1 | (1, 2) (10, -8) | 1 | (3, 7) (10, -10) | 1 | (1, 1) (10, -11) | 1 | (1, 0) order 2 (10, -11) | 2 | (10, 33) (10, -12) | 1 | (2, 4) (10, -13) | 1 | (7, 20) (10, -16) | 1 | (8, 24) (10, -19) | 1 | (2, 3) (10, -20) | 1 | (6, 16) (10, -21) | 1 | (3, 6) (10, -21) | 2 | (11363, 1211266) (10, -23) | 1 | (4, 9) (10, -23) | 2 | (13, 48) (10, -24) | 1 | (2, 2) (10, -26) | 1 | (273, 4511) (10, -27) | 1 | (2, 1) 2P = (117, -1266) (10, -27) | 2 | (38, 235) (10, -27) | 3 | (117, 1266) (10, -27) | 4 | (206, 2957) (10, -28) | 1 | (2, 0) order 2 (10, -29) | 1 | (87, 812) (10, -30) | 1 | (29, 157) (10, -31) | 1 | (5, 12) (10, -31) | 2 | (16, 65) (10, -31) | 3 | (28, 149) (10, -32) | 1 | (3, 5) (10, -32) | 2 | (67, 549) (10, -35) | 1 | (9, 28) (10, -40) | 1 | (4, 8) (10, -41) | 1 | (3, 4) (10, -42) | 1 | (17, 71) (10, -43) | 1 | (34, 199) (10, -44) | 1 | (15, 59) (10, -48) | 1 | (3, 3) (10, -51) | 1 | (6, 15) (10, -52) | 1 | (7, 19) (10, -52) | 2 | (22, 104) (10, -53) | 1 | (3, 2) (10, -54) | 1 | (5, 11) (10, -55) | 1 | (4, 7) (10, -56) | 1 | (3, 1) (10, -57) | 1 | (3, 0) order 2 (10, -62) | 1 | (21, 97) (10, -62) | 2 | (61, 477) (10, -63) | 1 | (8, 23) (10, -68) | 1 | (4, 6) (10, -68) | 2 | (238, 3672) (10, -72) | 1 | (11, 37) (10, -72) | 2 | (27, 141) (10, -75) | 1 | (5, 10) (10, -75) | 2 | (14, 53) (10, -75) | 3 | (30, 165) (10, -76) | 1 | (10, 32) (10, -76) | 2 | (23, 111) (10, -76) | 3 | (88, 826) (10, -79) | 1 | (4, 5) (10, -79) | 2 | (757, 20828) (10, -80) | 1 | (6, 14) (10, -83) | 1 | (18, 77) (10, -84) | 1 | (12, 42) (10, -88) | 1 | (4, 4) (10, -89) | 1 | (7, 18) (10, -89) | 2 | (1575, 62506) (10, -90) | 1 | (9, 27) (10, -94) | 1 | (5, 9) (10, -95) | 1 | (4, 3) (10, -95) | 2 | (309, 5432) (10, -100) | 1 | (4, 2) (10, -100) | 2 | (20, 90) (11, -3) | 1 | (1, 3) (11, -5) | 1 | (2, 5) (11, -8) | 1 | (1, 2) (11, -8) | 2 | (4, 10) (11, -8) | 3 | (11, 38) (11, -8) | 4 | (9291, 895558) (11, -11) | 1 | (1, 1) 2P = (47, -323) (11, -11) | 2 | (3, 7) (11, -11) | 3 | (5, 13) (11, -11) | 4 | (12, 43) (11, -11) | 5 | (47, 323) (11, -11) | 6 | (92, 883) (11, -12) | 1 | (1, 0) order 2 (11, -12) | 2 | (19, 84) (11, -14) | 1 | (2, 4) (11, -20) | 1 | (7, 20) (11, -21) | 1 | (2, 3) (11, -21) | 2 | (10, 33) (11, -21) | 3 | (42, 273) (11, -21) | 4 | (9946, 991911) (11, -24) | 1 | (3, 6) (11, -24) | 2 | (8, 24) (11, -24) | 3 | (25, 126) (11, -26) | 1 | (2, 2) (11, -26) | 2 | (6, 16) (11, -27) | 1 | (4, 9) (11, -29) | 1 | (2, 1) (11, -30) | 1 | (2, 0) order 2 (11, -35) | 1 | (3, 5) (11, -36) | 1 | (5, 12) (11, -36) | 2 | (13, 48) (11, -44) | 1 | (3, 4) (11, -44) | 2 | (4, 8) (11, -44) | 3 | (9, 28) (11, -44) | 4 | (137, 1604) (11, -47) | 1 | (16, 65) (11, -51) | 1 | (3, 3) (11, -56) | 1 | (3, 2) (11, -57) | 1 | (6, 15) (11, -59) | 1 | (3, 1) 2P = (355, -6689) (11, -59) | 2 | (4, 7) (11, -59) | 3 | (5, 11) (11, -59) | 4 | (7, 19) (11, -59) | 5 | (15, 59) (11, -59) | 6 | (17, 71) (11, -59) | 7 | (28, 149) (11, -59) | 8 | (29, 157) (11, -59) | 9 | (57, 431) (11, -59) | 10 | (213, 3109) (11, -59) | 11 | (315, 5591) (11, -59) | 12 | (355, 6689) (11, -59) | 13 | (4193, 271511) (11, -59) | 14 | (93579, 28626457) (11, -60) | 1 | (3, 0) order 2 (11, -65) | 1 | (38, 235) (11, -71) | 1 | (8, 23) (11, -72) | 1 | (4, 6) (11, -72) | 2 | (459, 9834) (11, -74) | 1 | (22, 104) (11, -77) | 1 | (34, 199) (11, -80) | 1 | (5, 10) (11, -83) | 1 | (4, 5) (11, -83) | 2 | (11, 37) (11, -83) | 3 | (21, 97) (11, -86) | 1 | (6, 14) (11, -86) | 2 | (10, 32) (11, -86) | 3 | (122, 1348) (11, -86) | 4 | (204518, 92490538) (11, -89) | 1 | (14, 53) (11, -92) | 1 | (4, 4) (11, -95) | 1 | (120, 1315) (11, -96) | 1 | (7, 18) (11, -96) | 2 | (12, 42) (11, -96) | 3 | (125, 1398) (11, -99) | 1 | (4, 3) (11, -99) | 2 | (5, 9) (11, -99) | 3 | (9, 27) (11, -99) | 4 | (23, 111) (11, -99) | 5 | (27, 141) (11, -99) | 6 | (67, 549) (11, -99) | 7 | (135, 1569) (11, -99) | 8 | (3919, 245337) (12, -4) | 1 | (1, 3) (12, -7) | 1 | (2, 5) (12, -9) | 1 | (1, 2) (12, -12) | 1 | (1, 1) (12, -12) | 2 | (4, 10) 2P = (1, -1) (12, -13) | 1 | (1, 0) order 2 (12, -14) | 1 | (3, 7) (12, -16) | 1 | (2, 4) 2P = (5, -13) (12, -16) | 2 | (5, 13) (12, -19) | 1 | (11, 38) (12, -21) | 1 | (37, 226) (12, -23) | 1 | (2, 3) 2P = (12, -43) (12, -23) | 2 | (12, 43) (12, -27) | 1 | (3, 6) (12, -27) | 2 | (7, 20) (12, -27) | 3 | (151, 1856) (12, -28) | 1 | (2, 2) 2P = (32, -182) (12, -28) | 2 | (32, 182) (12, -31) | 1 | (2, 1) 2P = (140, -1657) (12, -31) | 2 | (4, 9) (12, -31) | 3 | (10, 33) (12, -31) | 4 | (19, 84) (12, -31) | 5 | (35, 208) (12, -31) | 6 | (140, 1657) (12, -32) | 1 | (2, 0) order 2 (12, -32) | 2 | (6, 16) (12, -32) | 3 | (8, 24) (12, -32) | 4 | (386, 7584) (12, -38) | 1 | (3, 5) (12, -38) | 2 | (51, 365) (12, -41) | 1 | (5, 12) (12, -47) | 1 | (3, 4) (12, -48) | 1 | (4, 8) (12, -49) | 1 | (13, 48) (12, -49) | 2 | (25, 126) (12, -53) | 1 | (9, 28) (12, -54) | 1 | (3, 3) (12, -58) | 1 | (47, 323) (12, -59) | 1 | (3, 2) (12, -62) | 1 | (3, 1) (12, -63) | 1 | (3, 0) order 2 (12, -63) | 2 | (4, 7) (12, -63) | 3 | (6, 15) 2P = (4, -7) 3P = (111, -1170) (12, -63) | 4 | (16, 65) 2P = (4, 7) (12, -63) | 5 | (42, 273) (12, -63) | 6 | (111, 1170) (12, -64) | 1 | (5, 11) (12, -66) | 1 | (7, 19) (12, -74) | 1 | (15, 59) (12, -76) | 1 | (4, 6) 2P = (17, -71) (12, -76) | 2 | (17, 71) (12, -79) | 1 | (8, 23) (12, -85) | 1 | (5, 10) (12, -87) | 1 | (4, 5) 2P = (28, -149) (12, -87) | 2 | (28, 149) (12, -88) | 1 | (29, 157) (12, -92) | 1 | (6, 14) (12, -94) | 1 | (11, 37) (12, -96) | 1 | (4, 4) (12, -96) | 2 | (10, 32) (12, -96) | 3 | (22, 104) (13, -2) | 1 | (3, 8) (13, -4) | 1 | (40, 254) (13, -5) | 1 | (1, 3) (13, -5) | 2 | (6, 17) (13, -5) | 3 | (9, 29) (13, -9) | 1 | (2, 5) (13, -9) | 2 | (1802, 76495) (13, -10) | 1 | (1, 2) 2P = (14, -54) (13, -10) | 2 | (14, 54) (13, -13) | 1 | (1, 1) 2P = (62, -489) (13, -13) | 2 | (62, 489) (13, -14) | 1 | (1, 0) order 2 (13, -16) | 1 | (4, 10) (13, -17) | 1 | (3, 7) (13, -18) | 1 | (2, 4) (13, -21) | 1 | (5, 13) (13, -25) | 1 | (2, 3) (13, -30) | 1 | (2, 2) (13, -30) | 2 | (3, 6) (13, -30) | 3 | (11, 38) (13, -30) | 4 | (59, 454) (13, -33) | 1 | (2, 1) (13, -33) | 2 | (71, 599) (13, -33) | 3 | (707, 18799) (13, -34) | 1 | (2, 0) order 2 (13, -34) | 2 | (7, 20) 2P = (2, 0) 3P = (7, -20) order 4 (13, -35) | 1 | (4, 9) (13, -35) | 2 | (12, 43) (13, -35) | 3 | (36, 217) (13, -38) | 1 | (6, 16) (13, -40) | 1 | (8, 24) (13, -41) | 1 | (3, 5) 2P = (10, -33) (13, -41) | 2 | (10, 33) (13, -46) | 1 | (5, 12) (13, -50) | 1 | (3, 4) 2P = (19, -84) (13, -50) | 2 | (19, 84) (13, -52) | 1 | (4, 8) (13, -57) | 1 | (3, 3) (13, -58) | 1 | (37, 226) (13, -60) | 1 | (32, 182) (13, -62) | 1 | (3, 2) 2P = (94, -912) (13, -62) | 2 | (9, 28) (13, -62) | 3 | (13, 48) (13, -62) | 4 | (94, 912) (13, -62) | 5 | (339, 6242) (13, -65) | 1 | (3, 1) 2P = (394, -7821) (13, -65) | 2 | (394, 7821) (13, -66) | 1 | (3, 0) order 2 (13, -66) | 2 | (35, 208) (13, -67) | 1 | (4, 7) (13, -69) | 1 | (5, 11) 2P = (6, -15) 3P = (665, 17149) (13, -69) | 2 | (6, 15) (13, -69) | 3 | (665, 17149) (13, -73) | 1 | (7, 19) (13, -74) | 1 | (25, 126) (13, -79) | 1 | (16, 65) (13, -80) | 1 | (4, 6) (13, -87) | 1 | (8, 23) (13, -89) | 1 | (15, 59) (13, -89) | 2 | (51, 365) (13, -90) | 1 | (5, 10) (13, -91) | 1 | (4, 5) (13, -93) | 1 | (17, 71) (13, -98) | 1 | (6, 14) (13, -100) | 1 | (4, 4) (14, -5) | 1 | (3, 8) (14, -6) | 1 | (1, 3) (14, -11) | 1 | (1, 2) (14, -11) | 2 | (2, 5) (14, -11) | 3 | (6, 17) (14, -11) | 4 | (46, 313) (14, -14) | 1 | (1, 1) (14, -14) | 2 | (9, 29) (14, -15) | 1 | (1, 0) order 2 (14, -20) | 1 | (2, 4) (14, -20) | 2 | (3, 7) (14, -20) | 3 | (4, 10) (14, -20) | 4 | (43, 283) (14, -20) | 5 | (116, 1250) (14, -20) | 6 | (282, 4736) (14, -24) | 1 | (14, 54) (14, -26) | 1 | (5, 13) (14, -27) | 1 | (2, 3) (14, -32) | 1 | (2, 2) (14, -33) | 1 | (3, 6) (14, -35) | 1 | (2, 1) 2P = (165, -2120) (14, -35) | 2 | (165, 2120) (14, -36) | 1 | (2, 0) order 2 (14, -36) | 2 | (106, 1092) (14, -39) | 1 | (4, 9) (14, -41) | 1 | (7, 20) (14, -41) | 2 | (11, 38) (14, -44) | 1 | (3, 5) (14, -44) | 2 | (6, 16) (14, -44) | 3 | (40, 254) (14, -47) | 1 | (12, 43) (14, -48) | 1 | (8, 24) (14, -51) | 1 | (5, 12) (14, -51) | 2 | (10, 33) (14, -51) | 3 | (66, 537) (14, -53) | 1 | (3, 4) (14, -53) | 2 | (103, 1046) (14, -56) | 1 | (4, 8) (14, -60) | 1 | (3, 3) (14, -65) | 1 | (3, 2) (14, -68) | 1 | (3, 1) (14, -69) | 1 | (3, 0) order 2 (14, -69) | 2 | (19, 84) (14, -71) | 1 | (4, 7) (14, -71) | 2 | (9, 28) (14, -71) | 3 | (36, 217) (14, -74) | 1 | (5, 11) (14, -75) | 1 | (6, 15) (14, -75) | 2 | (13, 48) (14, -75) | 3 | (62, 489) (14, -80) | 1 | (7, 19) (14, -84) | 1 | (4, 6) (14, -89) | 1 | (59, 454) (14, -92) | 1 | (32, 182) (14, -95) | 1 | (4, 5) (14, -95) | 2 | (5, 10) (14, -95) | 3 | (8, 23) (14, -95) | 4 | (16, 65) (14, -95) | 5 | (37, 226) (14, -95) | 6 | (97, 956) (14, -95) | 7 | (108, 1123) (14, -95) | 8 | (216, 3175) (14, -95) | 9 | (35516, 6693235) (14, -99) | 1 | (25, 126) (15, -2) | 1 | (2, 6) (15, -3) | 1 | (4, 11) (15, -4) | 1 | (5, 14) (15, -7) | 1 | (1, 3) 2P = (7, -21) 3P = (8, 25) (15, -7) | 2 | (7, 21) (15, -7) | 3 | (8, 25) (15, -7) | 4 | (2101, 96303) (15, -8) | 1 | (3, 8) (15, -10) | 1 | (26, 134) (15, -12) | 1 | (1, 2) (15, -12) | 2 | (52, 376) (15, -12) | 3 | (112, 1186) (15, -13) | 1 | (2, 5) (15, -14) | 1 | (234, 3580) (15, -15) | 1 | (1, 1) 2P = (79, -703) (15, -15) | 2 | (79, 703) (15, -16) | 1 | (1, 0) order 2 (15, -17) | 1 | (6, 17) (15, -18) | 1 | (18, 78) (15, -19) | 1 | (20, 91) (15, -22) | 1 | (2, 4) (15, -23) | 1 | (3, 7) 2P = (3, -7) order 3 (15, -23) | 2 | (9, 29) (15, -23) | 3 | (24, 119) (15, -24) | 1 | (4, 10) (15, -29) | 1 | (2, 3) (15, -31) | 1 | (5, 13) (15, -34) | 1 | (2, 2) (15, -36) | 1 | (3, 6) (15, -37) | 1 | (2, 1) (15, -38) | 1 | (2, 0) order 2 (15, -38) | 2 | (14, 54) (15, -41) | 1 | (126, 1415) (15, -43) | 1 | (4, 9) (15, -43) | 2 | (5692, 429435) (15, -47) | 1 | (3, 5) (15, -48) | 1 | (7, 20) (15, -48) | 2 | (49, 344) (15, -50) | 1 | (6, 16) (15, -52) | 1 | (11, 38) (15, -56) | 1 | (3, 4) (15, -56) | 2 | (5, 12) (15, -56) | 3 | (8, 24) (15, -56) | 4 | (56, 420) (15, -56) | 5 | (131, 1500) (15, -57) | 1 | (46, 313) (15, -59) | 1 | (12, 43) (15, -60) | 1 | (4, 8) (15, -60) | 2 | (601, 14734) (15, -61) | 1 | (10, 33) (15, -63) | 1 | (3, 3) 2P = (43, -283) (15, -63) | 2 | (43, 283) (15, -68) | 1 | (3, 2) (15, -68) | 2 | (69, 574) (15, -68) | 3 | (1989, 88706) (15, -71) | 1 | (3, 1) 2P = (435, -9073) (15, -71) | 2 | (435, 9073) (15, -72) | 1 | (3, 0) order 2 (15, -75) | 1 | (4, 7) (15, -79) | 1 | (5, 11) (15, -80) | 1 | (9, 28) (15, -81) | 1 | (6, 15) (15, -81) | 2 | (270, 4437) (15, -82) | 1 | (1106, 36782) (15, -84) | 1 | (40, 254) (15, -87) | 1 | (7, 19) (15, -88) | 1 | (4, 6) (15, -88) | 2 | (13, 48) (15, -88) | 3 | (19, 84) (15, -88) | 4 | (452, 9610) (15, -88) | 5 | (93139, 28424796) (15, -99) | 1 | (4, 5) (15, -100) | 1 | (5, 10) (16, -1) | 1 | (1, 4) (16, -1) | 2 | (17, 72) (16, -4) | 1 | (2, 6) (16, -4) | 2 | (10, 34) (16, -4) | 3 | (13, 49) (16, -7) | 1 | (4, 11) (16, -8) | 1 | (1, 3) (16, -9) | 1 | (5, 14) (16, -11) | 1 | (3, 8) (16, -11) | 2 | (31, 174) (16, -13) | 1 | (1, 2) (16, -14) | 1 | (7, 21) (16, -15) | 1 | (2, 5) (16, -15) | 2 | (8, 25) (16, -15) | 3 | (15, 60) (16, -16) | 1 | (1, 1) (16, -17) | 1 | (1, 0) order 2 (16, -23) | 1 | (6, 17) (16, -24) | 1 | (2, 4) (16, -26) | 1 | (3, 7) (16, -26) | 2 | (235, 3603) (16, -28) | 1 | (4, 10) (16, -31) | 1 | (2, 3) (16, -32) | 1 | (9, 29) (16, -36) | 1 | (2, 2) 2P = (45, -303) (16, -36) | 2 | (5, 13) (16, -36) | 3 | (18, 78) (16, -36) | 4 | (26, 134) (16, -36) | 5 | (45, 303) (16, -36) | 6 | (458, 9802) (16, -39) | 1 | (2, 1) 2P = (192, -2661) (16, -39) | 2 | (3, 6) (16, -39) | 3 | (20, 91) (16, -39) | 4 | (44, 293) (16, -39) | 5 | (192, 2661) (16, -40) | 1 | (2, 0) order 2 (16, -40) | 2 | (65, 525) (16, -42) | 1 | (243851, 120416725) (16, -47) | 1 | (4, 9) (16, -47) | 2 | (24, 119) (16, -50) | 1 | (3, 5) (16, -52) | 1 | (14, 54) (16, -54) | 1 | (63, 501) (16, -55) | 1 | (7, 20) (16, -56) | 1 | (6, 16) (16, -59) | 1 | (3, 4) (16, -61) | 1 | (5, 12) (16, -63) | 1 | (11, 38) (16, -64) | 1 | (4, 8) 2P = (8, -24) 3P = (52, 376) (16, -64) | 2 | (8, 24) (16, -64) | 3 | (52, 376) (16, -66) | 1 | (3, 3) (16, -66) | 2 | (83, 757) (16, -71) | 1 | (3, 2) (16, -71) | 2 | (10, 33) (16, -71) | 3 | (12, 43) (16, -71) | 4 | (1422, 53623) (16, -74) | 1 | (3, 1) (16, -75) | 1 | (3, 0) order 2 (16, -79) | 1 | (4, 7) (16, -84) | 1 | (5, 11) (16, -87) | 1 | (6, 15) (16, -89) | 1 | (9, 28) (16, -92) | 1 | (4, 6) (16, -94) | 1 | (7, 19) (16, -94) | 2 | (79, 703) (16, -97) | 1 | (49, 344) (16, -97) | 2 | (2989, 163414) (17, -2) | 1 | (1, 4) (17, -6) | 1 | (2, 6) (17, -9) | 1 | (1, 3) (17, -9) | 2 | (53, 387) (17, -11) | 1 | (4, 11) (17, -12) | 1 | (16, 66) (17, -14) | 1 | (1, 2) 2P = (23, -112) (17, -14) | 2 | (3, 8) (17, -14) | 3 | (5, 14) (17, -14) | 4 | (10, 34) (17, -14) | 5 | (21, 98) (17, -14) | 6 | (23, 112) (17, -14) | 7 | (113, 1202) (17, -14) | 8 | (10981, 1150702) (17, -17) | 1 | (1, 1) 2P = (98, -971) (17, -17) | 2 | (2, 5) (17, -17) | 3 | (13, 49) (17, -17) | 4 | (33, 191) (17, -17) | 5 | (98, 971) (17, -18) | 1 | (1, 0) order 2 (17, -18) | 2 | (17, 72) (17, -21) | 1 | (7, 21) (17, -23) | 1 | (8, 25) (17, -26) | 1 | (2, 4) (17, -29) | 1 | (3, 7) (17, -29) | 2 | (6, 17) (17, -29) | 3 | (55, 409) (17, -30) | 1 | (15, 60) (17, -32) | 1 | (4, 10) (17, -33) | 1 | (2, 3) (17, -36) | 1 | (692, 18204) (17, -38) | 1 | (2, 2) (17, -41) | 1 | (2, 1) (17, -41) | 2 | (5, 13) (17, -41) | 3 | (9, 29) (17, -42) | 1 | (2, 0) order 2 (17, -42) | 2 | (3, 6) (17, -42) | 3 | (31, 174) (17, -51) | 1 | (4, 9) (17, -53) | 1 | (3, 5) (17, -54) | 1 | (18, 78) (17, -59) | 1 | (20, 91) (17, -62) | 1 | (3, 4) (17, -62) | 2 | (6, 16) (17, -62) | 3 | (7, 20) (17, -62) | 4 | (26, 134) (17, -62) | 5 | (1283, 45956) (17, -63) | 1 | (64, 513) (17, -66) | 1 | (5, 12) (17, -66) | 2 | (14, 54) (17, -68) | 1 | (4, 8) (17, -69) | 1 | (3, 3) (17, -71) | 1 | (24, 119) (17, -72) | 1 | (8, 24) (17, -74) | 1 | (3, 2) 2P = (115, -1234) (17, -74) | 2 | (11, 38) 2P = (3, 2) (17, -74) | 3 | (115, 1234) (17, -77) | 1 | (3, 1) 2P = (478, -10451) (17, -77) | 2 | (478, 10451) (17, -78) | 1 | (3, 0) order 2 (17, -81) | 1 | (10, 33) (17, -81) | 2 | (45, 303) (17, -83) | 1 | (4, 7) (17, -83) | 2 | (12, 43) (17, -83) | 3 | (44, 293) (17, -83) | 4 | (3652, 220697) (17, -89) | 1 | (5, 11) (17, -93) | 1 | (6, 15) (17, -96) | 1 | (4, 6) (17, -98) | 1 | (9, 28) (18, -3) | 1 | (1, 4) (18, -5) | 1 | (27, 142) (18, -8) | 1 | (2, 6) (18, -8) | 2 | (11, 39) (18, -8) | 3 | (12, 44) (18, -8) | 4 | (2546, 128466) (18, -8) | 5 | (6866, 568926) (18, -10) | 1 | (1, 3) (18, -15) | 1 | (1, 2) (18, -15) | 2 | (4, 11) 2P = (1, -2) (18, -17) | 1 | (3, 8) (18, -18) | 1 | (1, 1) (18, -19) | 1 | (1, 0) order 2 (18, -19) | 2 | (2, 5) 2P = (5, -14) (18, -19) | 3 | (5, 14) (18, -19) | 4 | (22, 105) 2P = (5, 14) (18, -24) | 1 | (10, 34) (18, -28) | 1 | (2, 4) (18, -28) | 2 | (7, 21) (18, -28) | 3 | (16, 66) (18, -30) | 1 | (13, 49) (18, -31) | 1 | (8, 25) (18, -32) | 1 | (3, 7) (18, -32) | 2 | (54, 398) (18, -35) | 1 | (2, 3) 2P = (21, -98) (18, -35) | 2 | (6, 17) (18, -35) | 3 | (17, 72) (18, -35) | 4 | (21, 98) (18, -36) | 1 | (4, 10) (18, -37) | 1 | (23, 112) (18, -40) | 1 | (2, 2) (18, -43) | 1 | (2, 1) 2P = (221, -3286) (18, -43) | 2 | (221, 3286) (18, -44) | 1 | (2, 0) order 2 (18, -45) | 1 | (3, 6) (18, -45) | 2 | (15, 60) (18, -45) | 3 | (127, 1432) (18, -46) | 1 | (5, 13) (18, -46) | 2 | (589, 14295) (18, -48) | 1 | (91, 869) (18, -50) | 1 | (9, 29) (18, -50) | 2 | (33, 191) (18, -51) | 1 | (130, 1483) (18, -55) | 1 | (4, 9) (18, -56) | 1 | (3, 5) (18, -62) | 1 | (53, 387) (18, -65) | 1 | (3, 4) (18, -68) | 1 | (6, 16) (18, -69) | 1 | (7, 20) (18, -71) | 1 | (5, 12) (18, -71) | 2 | (2371205, 3651351588) (18, -72) | 1 | (3, 3) (18, -72) | 2 | (4, 8) (18, -72) | 3 | (18, 78) (18, -72) | 4 | (114, 1218) (18, -73) | 1 | (31, 174) (18, -77) | 1 | (3, 2) (18, -79) | 1 | (20, 91) (18, -80) | 1 | (3, 1) (18, -80) | 2 | (8, 24) (18, -80) | 3 | (14, 54) (18, -80) | 4 | (147, 1783) (18, -81) | 1 | (3, 0) order 2 (18, -83) | 1 | (102, 1031) (18, -84) | 1 | (55, 409) (18, -85) | 1 | (11, 38) (18, -87) | 1 | (4, 7) (18, -88) | 1 | (26, 134) (18, -91) | 1 | (10, 33) (18, -94) | 1 | (5, 11) (18, -95) | 1 | (12, 43) (18, -95) | 2 | (24, 119) (18, -99) | 1 | (6, 15) (18, -100) | 1 | (4, 6) (19, -3) | 1 | (3, 9) (19, -4) | 1 | (1, 4) (19, -4) | 2 | (41, 264) (19, -6) | 1 | (6, 18) (19, -10) | 1 | (2, 6) (19, -11) | 1 | (1, 3) (19, -14) | 1 | (30, 166) (19, -16) | 1 | (1, 2) (19, -19) | 1 | (1, 1) 2P = (119, -1299) (19, -19) | 2 | (4, 11) (19, -19) | 3 | (11, 39) (19, -19) | 4 | (119, 1299) (19, -20) | 1 | (1, 0) order 2 (19, -20) | 2 | (3, 8) (19, -20) | 3 | (12, 44) (19, -21) | 1 | (2, 5) (19, -21) | 2 | (426, 8793) (19, -24) | 1 | (5, 14) (19, -30) | 1 | (2, 4) (19, -32) | 1 | (27, 142) (19, -34) | 1 | (10, 34) (19, -35) | 1 | (3, 7) (19, -35) | 2 | (7, 21) (19, -35) | 3 | (39, 245) (19, -37) | 1 | (2, 3) (19, -39) | 1 | (8, 25) (19, -40) | 1 | (4, 10) (19, -41) | 1 | (6, 17) (19, -41) | 2 | (22, 105) (19, -42) | 1 | (2, 2) (19, -43) | 1 | (13, 49) (19, -44) | 1 | (16, 66) (19, -45) | 1 | (2, 1) (19, -46) | 1 | (2, 0) order 2 (19, -48) | 1 | (3, 6) (19, -51) | 1 | (5, 13) (19, -52) | 1 | (17, 72) (19, -56) | 1 | (21, 98) (19, -59) | 1 | (3, 5) (19, -59) | 2 | (4, 9) (19, -59) | 3 | (9, 29) (19, -59) | 4 | (189, 2599) (19, -60) | 1 | (15, 60) (19, -60) | 2 | (23, 112) (19, -68) | 1 | (3, 4) (19, -72) | 1 | (72, 612) (19, -74) | 1 | (6, 16) (19, -75) | 1 | (3, 3) (19, -76) | 1 | (4, 8) (19, -76) | 2 | (5, 12) (19, -76) | 3 | (7, 20) (19, -76) | 4 | (244, 3812) (19, -76) | 5 | (391, 7732) (19, -80) | 1 | (3, 2) (19, -80) | 2 | (81, 730) (19, -80) | 3 | (2049, 92750) (19, -83) | 1 | (3, 1) 2P = (523, -11961) (19, -83) | 2 | (33, 191) (19, -83) | 3 | (523, 11961) (19, -84) | 1 | (3, 0) order 2 (19, -86) | 1 | (54, 398) (19, -88) | 1 | (8, 24) (19, -90) | 1 | (18, 78) (19, -90) | 2 | (182, 2456) (19, -91) | 1 | (4, 7) (19, -94) | 1 | (14, 54) (19, -96) | 1 | (11, 38) (19, -97) | 1 | (9062, 862653) (19, -99) | 1 | (5, 11) (19, -99) | 2 | (20, 91) (20, -5) | 1 | (1, 4) (20, -5) | 2 | (29, 158) (20, -6) | 1 | (3, 9) (20, -9) | 1 | (9, 30) (20, -9) | 2 | (157, 1968) (20, -12) | 1 | (1, 3) (20, -12) | 2 | (2, 6) (20, -12) | 3 | (6, 18) (20, -12) | 4 | (28, 150) (20, -12) | 5 | (78, 690) (20, -14) | 1 | (19, 85) (20, -17) | 1 | (1, 2) (20, -20) | 1 | (1, 1) (20, -21) | 1 | (1, 0) order 2 (20, -23) | 1 | (2, 5) (20, -23) | 2 | (3, 8) (20, -23) | 3 | (4, 11) (20, -23) | 4 | (58, 443) (20, -23) | 5 | (164, 2101) (20, -23) | 6 | (354, 6661) (20, -29) | 1 | (5, 14) (20, -30) | 1 | (11, 39) (20, -32) | 1 | (2, 4) 2P = (12, -44) (20, -32) | 2 | (12, 44) (20, -36) | 1 | (185, 2517) (20, -38) | 1 | (3, 7) (20, -38) | 2 | (203, 2893) (20, -39) | 1 | (2, 3) (20, -42) | 1 | (7, 21) (20, -44) | 1 | (2, 2) 2P = (60, -466) (20, -44) | 2 | (4, 10) (20, -44) | 3 | (10, 34) (20, -44) | 4 | (30, 166) (20, -44) | 5 | (60, 466) (20, -45) | 1 | (41, 264) (20, -47) | 1 | (2, 1) 2P = (252, -4001) (20, -47) | 2 | (6, 17) (20, -47) | 3 | (8, 25) (20, -47) | 4 | (252, 4001) (20, -47) | 5 | (427, 8824) (20, -48) | 1 | (2, 0) order 2 (20, -51) | 1 | (3, 6) (20, -56) | 1 | (5, 13) (20, -56) | 2 | (13, 49) (20, -59) | 1 | (27, 142) (20, -60) | 1 | (16, 66) (20, -62) | 1 | (3, 5) (20, -63) | 1 | (4, 9) (20, -63) | 2 | (22, 105) (20, -65) | 1 | (101, 1016) (20, -68) | 1 | (9, 29) (20, -69) | 1 | (17, 72) (20, -71) | 1 | (3, 4) (20, -74) | 1 | (39, 245) (20, -75) | 1 | (15, 60) (20, -77) | 1 | (21, 98) (20, -78) | 1 | (3, 3) (20, -80) | 1 | (4, 8) (20, -80) | 2 | (6, 16) 2P = (4, -8) 3P = (134, -1552) (20, -80) | 3 | (134, 1552) (20, -81) | 1 | (5, 12) (20, -83) | 1 | (3, 2) (20, -83) | 2 | (7, 20) (20, -83) | 3 | (23, 112) (20, -83) | 4 | (99, 986) (20, -83) | 5 | (5507, 408670) (20, -86) | 1 | (3, 1) (20, -87) | 1 | (3, 0) order 2 (20, -95) | 1 | (4, 7) (20, -96) | 1 | (8, 24) (21, -1) | 1 | (2, 7) (21, -4) | 1 | (4, 12) (21, -4) | 2 | (8, 26) (21, -5) | 1 | (5, 15) (21, -6) | 1 | (1, 4) 2P = (7, -22) (21, -6) | 2 | (7, 22) (21, -9) | 1 | (3, 9) (21, -13) | 1 | (1, 3) 2P = (14, -55) (21, -13) | 2 | (14, 55) (21, -14) | 1 | (2, 6) (21, -16) | 1 | (68, 562) (21, -18) | 1 | (1, 2) 2P = (34, -200) (21, -18) | 2 | (6, 18) (21, -18) | 3 | (9, 30) (21, -18) | 4 | (34, 200) (21, -18) | 5 | (241, 3742) (21, -21) | 1 | (1, 1) 2P = (142, -1693) (21, -21) | 2 | (25, 127) (21, -21) | 3 | (142, 1693) (21, -22) | 1 | (1, 0) order 2 (21, -25) | 1 | (2, 5) (21, -25) | 2 | (50, 355) (21, -26) | 1 | (3, 8) 2P = (3, -8) order 3 (21, -27) | 1 | (4, 11) (21, -27) | 2 | (84, 771) (21, -33) | 1 | (19, 85) (21, -34) | 1 | (2, 4) (21, -34) | 2 | (5, 14) (21, -34) | 3 | (29, 158) (21, -40) | 1 | (28, 150) (21, -41) | 1 | (2, 3) (21, -41) | 2 | (3, 7) (21, -41) | 3 | (11, 39) (21, -41) | 4 | (95, 927) (21, -44) | 1 | (12, 44) (21, -44) | 2 | (48, 334) (21, -46) | 1 | (2, 2) (21, -48) | 1 | (4, 10) (21, -49) | 1 | (2, 1) (21, -49) | 2 | (7, 21) 2P = (2, -1) (21, -50) | 1 | (2, 0) order 2 (21, -53) | 1 | (6, 17) (21, -54) | 1 | (3, 6) 2P = (10, -34) (21, -54) | 2 | (10, 34) (21, -55) | 1 | (8, 25) (21, -61) | 1 | (5, 13) (21, -62) | 1 | (174, 2296) (21, -65) | 1 | (3, 5) (21, -67) | 1 | (4, 9) (21, -69) | 1 | (13, 49) (21, -74) | 1 | (3, 4) 2P = (30, -166) (21, -74) | 2 | (30, 166) (21, -76) | 1 | (16, 66) (21, -77) | 1 | (9, 29) (21, -81) | 1 | (3, 3) 2P = (58, -443) (21, -81) | 2 | (58, 443) (21, -84) | 1 | (4, 8) (21, -85) | 1 | (22, 105) (21, -86) | 1 | (3, 2) 2P = (138, -1622) (21, -86) | 2 | (5, 12) 2P = (6, -16) 3P = (773, 21492) (21, -86) | 3 | (6, 16) (21, -86) | 4 | (17, 72) (21, -86) | 5 | (27, 142) (21, -86) | 6 | (41, 264) (21, -86) | 7 | (138, 1622) (21, -86) | 8 | (773, 21492) (21, -89) | 1 | (3, 1) 2P = (570, -13609) (21, -89) | 2 | (570, 13609) (21, -90) | 1 | (3, 0) order 2 (21, -90) | 2 | (7, 20) (21, -90) | 3 | (15, 60) (21, -90) | 4 | (78, 690) (21, -98) | 1 | (21, 98) (21, -99) | 1 | (4, 7) (21, -99) | 2 | (100, 1001) (22, -3) | 1 | (2, 7) (22, -6) | 1 | (105, 1077) (22, -7) | 1 | (1, 4) (22, -8) | 1 | (4, 12) (22, -10) | 1 | (5, 15) (22, -12) | 1 | (3, 9) (22, -12) | 2 | (8, 26) (22, -12) | 3 | (38, 236) (22, -13) | 1 | (7, 22) (22, -14) | 1 | (1, 3) (22, -16) | 1 | (2, 6) (22, -19) | 1 | (1, 2) (22, -22) | 1 | (1, 1) (22, -23) | 1 | (1, 0) order 2 (22, -24) | 1 | (6, 18) (22, -27) | 1 | (2, 5) (22, -27) | 2 | (9, 30) (22, -27) | 3 | (14, 55) (22, -27) | 4 | (266, 4339) (22, -29) | 1 | (3, 8) (22, -31) | 1 | (4, 11) (22, -36) | 1 | (2, 4) (22, -39) | 1 | (5, 14) (22, -43) | 1 | (2, 3) (22, -44) | 1 | (3, 7) (22, -46) | 1 | (25, 127) (22, -48) | 1 | (2, 2) (22, -51) | 1 | (2, 1) 2P = (285, -4812) (22, -51) | 2 | (285, 4812) (22, -52) | 1 | (2, 0) order 2 (22, -52) | 2 | (4, 10) (22, -52) | 3 | (11, 39) (22, -52) | 4 | (19, 85) (22, -52) | 5 | (34, 200) (22, -52) | 6 | (308, 5406) (22, -52) | 7 | (6964, 581150) (22, -56) | 1 | (7, 21) (22, -56) | 2 | (12, 44) (22, -56) | 3 | (150, 1838) (22, -57) | 1 | (3, 6) (22, -59) | 1 | (6, 17) (22, -63) | 1 | (8, 25) (22, -63) | 2 | (29, 158) (22, -64) | 1 | (10, 34) (22, -65) | 1 | (1195, 41310) (22, -66) | 1 | (5, 13) (22, -68) | 1 | (3, 5) (22, -68) | 2 | (28, 150) (22, -71) | 1 | (4, 9) (22, -71) | 2 | (1957, 86574) (22, -75) | 1 | (50, 355) (22, -77) | 1 | (3, 4) (22, -82) | 1 | (13, 49) (22, -84) | 1 | (3, 3) (22, -84) | 2 | (68, 562) (22, -84) | 3 | (19988, 2825882) (22, -86) | 1 | (9, 29) (22, -86) | 2 | (7849, 695379) (22, -88) | 1 | (4, 8) (22, -88) | 2 | (559, 13217) (22, -89) | 1 | (3, 2) (22, -91) | 1 | (5, 12) (22, -92) | 1 | (3, 1) (22, -92) | 2 | (6, 16) (22, -92) | 3 | (16, 66) (22, -92) | 4 | (48, 334) (22, -92) | 5 | (53638, 12422496) (22, -93) | 1 | (3, 0) order 2 (22, -97) | 1 | (7, 20) (23, -5) | 1 | (2, 7) (23, -5) | 2 | (10, 35) (23, -5) | 3 | (18, 79) (23, -5) | 4 | (3418, 199829) (23, -8) | 1 | (1, 4) (23, -12) | 1 | (4, 12) (23, -15) | 1 | (1, 3) (23, -15) | 2 | (3, 9) (23, -15) | 3 | (5, 15) (23, -15) | 4 | (32, 183) (23, -15) | 5 | (136, 1587) (23, -18) | 1 | (2, 6) (23, -20) | 1 | (1, 2) (23, -20) | 2 | (7, 22) (23, -20) | 3 | (8, 26) (23, -20) | 4 | (2289, 109514) (23, -23) | 1 | (1, 1) 2P = (167, -2159) (23, -23) | 2 | (167, 2159) (23, -24) | 1 | (1, 0) order 2 (23, -29) | 1 | (2, 5) (23, -30) | 1 | (6, 18) (23, -32) | 1 | (3, 8) (23, -35) | 1 | (4, 11) (23, -36) | 1 | (9, 30) (23, -38) | 1 | (2, 4) (23, -41) | 1 | (14, 55) (23, -41) | 2 | (70, 587) (23, -44) | 1 | (5, 14) (23, -45) | 1 | (2, 3) (23, -45) | 2 | (90, 855) (23, -47) | 1 | (3, 7) (23, -50) | 1 | (2, 2) (23, -50) | 2 | (38, 236) (23, -50) | 3 | (502, 11248) (23, -53) | 1 | (2, 1) (23, -54) | 1 | (2, 0) order 2 (23, -56) | 1 | (4, 10) (23, -60) | 1 | (3, 6) (23, -62) | 1 | (154, 1912) (23, -63) | 1 | (7, 21) (23, -63) | 2 | (11, 39) (23, -63) | 3 | (207, 2979) (23, -65) | 1 | (6, 17) (23, -68) | 1 | (12, 44) (23, -71) | 1 | (3, 5) 2P = (19, -85) (23, -71) | 2 | (5, 13) (23, -71) | 3 | (8, 25) (23, -71) | 4 | (19, 85) (23, -71) | 5 | (25, 127) (23, -71) | 6 | (73, 625) (23, -74) | 1 | (10, 34) (23, -75) | 1 | (4, 9) (23, -80) | 1 | (3, 4) (23, -86) | 1 | (34, 200) (23, -87) | 1 | (3, 3) (23, -92) | 1 | (3, 2) (23, -92) | 2 | (4, 8) (23, -92) | 3 | (29, 158) (23, -92) | 4 | (93, 898) (23, -95) | 1 | (3, 1) 2P = (619, -15401) (23, -95) | 2 | (9, 29) (23, -95) | 3 | (13, 49) (23, -95) | 4 | (619, 15401) (23, -96) | 1 | (3, 0) order 2 (23, -96) | 2 | (5, 12) (23, -96) | 3 | (28, 150) (23, -98) | 1 | (6, 16) (24, -7) | 1 | (2, 7) (24, -9) | 1 | (1, 4) (24, -9) | 2 | (13, 50) (24, -12) | 1 | (37, 227) (24, -14) | 1 | (15, 61) (24, -15) | 1 | (10, 35) (24, -16) | 1 | (1, 3) (24, -16) | 2 | (4, 12) 2P = (1, -3) 3P = (20, -92) (24, -16) | 3 | (20, 92) (24, -18) | 1 | (3, 9) (24, -20) | 1 | (2, 6) 2P = (5, -15) 3P = (42, 274) (24, -20) | 2 | (5, 15) (24, -20) | 3 | (42, 274) (24, -21) | 1 | (1, 2) (24, -23) | 1 | (18, 79) (24, -24) | 1 | (1, 1) (24, -25) | 1 | (1, 0) order 2 (24, -27) | 1 | (7, 22) (24, -28) | 1 | (8, 26) (24, -31) | 1 | (2, 5) (24, -34) | 1 | (35, 209) (24, -35) | 1 | (3, 8) (24, -36) | 1 | (6, 18) (24, -39) | 1 | (4, 11) (24, -40) | 1 | (2, 4) (24, -45) | 1 | (9, 30) (24, -47) | 1 | (2, 3) 2P = (32, -183) (24, -47) | 2 | (32, 183) (24, -49) | 1 | (5, 14) (24, -50) | 1 | (3, 7) (24, -52) | 1 | (2, 2) 2P = (77, -677) (24, -52) | 2 | (77, 677) (24, -55) | 1 | (2, 1) 2P = (320, -5725) (24, -55) | 2 | (14, 55) (24, -55) | 3 | (320, 5725) (24, -56) | 1 | (2, 0) order 2 (24, -60) | 1 | (4, 10) (24, -63) | 1 | (3, 6) (24, -70) | 1 | (7, 21) (24, -71) | 1 | (6, 17) (24, -74) | 1 | (3, 5) (24, -74) | 2 | (11, 39) (24, -76) | 1 | (5, 13) (24, -79) | 1 | (4, 9) 2P = (8, -25) (24, -79) | 2 | (8, 25) (24, -80) | 1 | (12, 44) (24, -83) | 1 | (3, 4) (24, -84) | 1 | (10, 34) (24, -88) | 1 | (38, 236) (24, -90) | 1 | (3, 3) (24, -90) | 2 | (19, 85) (24, -95) | 1 | (3, 2) (24, -96) | 1 | (4, 8) (24, -96) | 2 | (25, 127) (24, -96) | 3 | (145, 1747) (24, -98) | 1 | (3, 1) (24, -99) | 1 | (3, 0) order 2 (25, -1) | 1 | (1, 5) (25, -1) | 2 | (26, 135) (25, -2) | 1 | (3, 10) (25, -3) | 1 | (12, 45) (25, -5) | 1 | (6, 19) (25, -6) | 1 | (11, 40) (25, -7) | 1 | (16, 67) (25, -9) | 1 | (2, 7) (25, -9) | 2 | (17, 73) (25, -10) | 1 | (1, 4) (25, -17) | 1 | (1, 3) (25, -17) | 2 | (298, 5145) (25, -20) | 1 | (4, 12) (25, -21) | 1 | (3, 9) (25, -22) | 1 | (1, 2) 2P = (47, -324) (25, -22) | 2 | (2, 6) (25, -22) | 3 | (13, 50) (25, -22) | 4 | (47, 324) (25, -22) | 5 | (61, 478) (25, -24) | 1 | (24, 120) (25, -25) | 1 | (1, 1) 2P = (194, -2703) (25, -25) | 2 | (5, 15) (25, -25) | 3 | (10, 35) (25, -25) | 4 | (85, 785) (25, -25) | 5 | (194, 2703) (25, -25) | 6 | (745, 20335) (25, -26) | 1 | (1, 0) order 2 (25, -29) | 1 | (15, 61) (25, -30) | 1 | (74, 638) (25, -32) | 1 | (36, 218) (25, -33) | 1 | (2, 5) (25, -34) | 1 | (7, 22) (25, -36) | 1 | (8, 26) (25, -36) | 2 | (20, 92) (25, -38) | 1 | (3, 8) (25, -41) | 1 | (18, 79) (25, -42) | 1 | (2, 4) (25, -42) | 2 | (6, 18) (25, -43) | 1 | (4, 11) (25, -49) | 1 | (2, 3) (25, -49) | 2 | (37, 227) (25, -49) | 3 | (20617, 2960317) (25, -53) | 1 | (3, 7) (25, -54) | 1 | (2, 2) (25, -54) | 2 | (5, 14) (25, -54) | 3 | (9, 30) (25, -54) | 4 | (107, 1108) (25, -57) | 1 | (2, 1) (25, -58) | 1 | (2, 0) order 2 (25, -62) | 1 | (42, 274) (25, -64) | 1 | (4, 10) (25, -66) | 1 | (3, 6) (25, -69) | 1 | (14, 55) (25, -69) | 2 | (35, 209) (25, -77) | 1 | (3, 5) (25, -77) | 2 | (6, 17) (25, -77) | 3 | (7, 21) (25, -77) | 4 | (303, 5275) (25, -77) | 5 | (1431, 54133) (25, -79) | 1 | (32, 183) (25, -80) | 1 | (276, 4586) (25, -81) | 1 | (5, 13) (25, -83) | 1 | (4, 9) (25, -85) | 1 | (11, 39) (25, -86) | 1 | (3, 4) (25, -87) | 1 | (8, 25) (25, -92) | 1 | (12, 44) (25, -93) | 1 | (3, 3) (25, -93) | 2 | (158, 1987) (25, -94) | 1 | (10, 34) (25, -98) | 1 | (3, 2) 2P = (163, -2082) (25, -98) | 2 | (163, 2082) (25, -99) | 1 | (540, 12549) (25, -100) | 1 | (4, 8) (26, -2) | 1 | (1, 5) (26, -2) | 2 | (9, 31) (26, -2) | 3 | (89, 841) (26, -5) | 1 | (3, 10) (26, -5) | 2 | (67, 550) (26, -6) | 1 | (21, 99) (26, -11) | 1 | (1, 4) (26, -11) | 2 | (2, 7) (26, -11) | 3 | (6, 19) (26, -11) | 4 | (118, 1283) (26, -15) | 1 | (12, 45) (26, -15) | 2 | (40, 255) (26, -17) | 1 | (11, 40) (26, -18) | 1 | (1, 3) (26, -21) | 1 | (51, 366) (26, -23) | 1 | (1, 2) (26, -23) | 2 | (16, 67) (26, -24) | 1 | (2, 6) (26, -24) | 2 | (3, 9) (26, -24) | 3 | (4, 12) (26, -24) | 4 | (75, 651) (26, -24) | 5 | (220, 3264) (26, -24) | 6 | (434, 9042) (26, -26) | 1 | (1, 1) (26, -26) | 2 | (17, 73) (26, -27) | 1 | (1, 0) order 2 (26, -27) | 2 | (26, 135) (26, -30) | 1 | (5, 15) (26, -35) | 1 | (2, 5) (26, -35) | 2 | (10, 35) (26, -35) | 3 | (13, 50) (26, -35) | 4 | (26810, 4389805) (26, -41) | 1 | (3, 8) (26, -41) | 2 | (7, 22) (26, -44) | 1 | (2, 4) (26, -44) | 2 | (8, 26) (26, -44) | 3 | (15, 61) (26, -47) | 1 | (4, 11) (26, -48) | 1 | (6, 18) (26, -48) | 2 | (24, 120) (26, -51) | 1 | (2, 3) (26, -51) | 2 | (57, 432) (26, -56) | 1 | (2, 2) (26, -56) | 2 | (3, 7) (26, -56) | 3 | (20, 92) (26, -56) | 4 | (76, 664) (26, -59) | 1 | (2, 1) 2P = (357, -6746) (26, -59) | 2 | (5, 14) (26, -59) | 3 | (18, 79) (26, -59) | 4 | (357, 6746) (26, -60) | 1 | (2, 0) order 2 (26, -63) | 1 | (9, 30) (26, -68) | 1 | (4, 10) (26, -68) | 2 | (36, 218) (26, -69) | 1 | (3, 6) (26, -69) | 2 | (47, 324) (26, -69) | 3 | (175, 2316) (26, -80) | 1 | (3, 5) (26, -83) | 1 | (6, 17) (26, -83) | 2 | (14, 55) (26, -83) | 3 | (61, 478) (26, -84) | 1 | (7, 21) (26, -86) | 1 | (5, 13) (26, -86) | 2 | (37, 227) (26, -87) | 1 | (4, 9) (26, -89) | 1 | (3, 4) (26, -95) | 1 | (8, 25) (26, -96) | 1 | (3, 3) (26, -96) | 2 | (11, 39) (27, -3) | 1 | (1, 5) 2P = (7, -23) (27, -3) | 2 | (4, 13) (27, -3) | 3 | (7, 23) (27, -3) | 4 | (31, 175) (27, -3) | 5 | (133, 1535) (27, -4) | 1 | (5, 16) (27, -6) | 1 | (22, 106) (27, -8) | 1 | (3, 10) (27, -11) | 1 | (9, 31) (27, -12) | 1 | (1, 4) (27, -12) | 2 | (43, 284) (27, -13) | 1 | (2, 7) (27, -17) | 1 | (6, 19) (27, -19) | 1 | (1, 3) 2P = (23, -113) (27, -19) | 2 | (23, 113) (27, -24) | 1 | (1, 2) (27, -26) | 1 | (2, 6) (27, -27) | 1 | (1, 1) 2P = (223, -3331) (27, -27) | 2 | (3, 9) 2P = (3, -9) order 3 (27, -27) | 3 | (12, 45) (27, -27) | 4 | (21, 99) (27, -27) | 5 | (223, 3331) (27, -28) | 1 | (1, 0) order 2 (27, -28) | 2 | (4, 12) (27, -28) | 3 | (11, 40) (27, -35) | 1 | (5, 15) (27, -37) | 1 | (2, 5) (27, -39) | 1 | (16, 67) (27, -43) | 1 | (17, 73) (27, -44) | 1 | (3, 8) (27, -45) | 1 | (10, 35) (27, -46) | 1 | (2, 4) (27, -46) | 2 | (82, 744) (27, -48) | 1 | (7, 22) (27, -48) | 2 | (13, 50) (27, -48) | 3 | (124, 1382) (27, -51) | 1 | (4, 11) (27, -52) | 1 | (8, 26) (27, -53) | 1 | (2, 3) (27, -53) | 2 | (26, 135) (27, -53) | 3 | (866, 25485) (27, -54) | 1 | (6, 18) (27, -55) | 1 | (40, 255) (27, -58) | 1 | (2, 2) (27, -59) | 1 | (3, 7) (27, -59) | 2 | (15, 61) (27, -61) | 1 | (2, 1) (27, -62) | 1 | (2, 0) order 2 (27, -62) | 2 | (28844402, 154914585540) (27, -64) | 1 | (5, 14) (27, -71) | 1 | (80, 717) (27, -72) | 1 | (3, 6) (27, -72) | 2 | (4, 10) (27, -72) | 3 | (9, 30) (27, -72) | 4 | (24, 120) (27, -72) | 5 | (51, 366) (27, -72) | 6 | (67, 550) (27, -72) | 7 | (249, 3930) (27, -76) | 1 | (20, 92) (27, -77) | 1 | (18, 79) (27, -77) | 2 | (762, 21035) (27, -83) | 1 | (3, 5) (27, -89) | 1 | (6, 17) (27, -89) | 2 | (230, 3489) (27, -91) | 1 | (4, 9) (27, -91) | 2 | (5, 13) (27, -91) | 3 | (7, 21) (27, -91) | 4 | (89, 841) (27, -91) | 5 | (277, 4611) (27, -91) | 6 | (475, 10353) (27, -92) | 1 | (3, 4) (27, -97) | 1 | (14, 55) (27, -99) | 1 | (3, 3) 2P = (75, -651) (27, -99) | 2 | (75, 651) (28, -4) | 1 | (1, 5) (28, -6) | 1 | (59, 455) (28, -7) | 1 | (4, 13) (28, -7) | 2 | (8, 27) (28, -7) | 3 | (88, 827) (28, -9) | 1 | (5, 16) (28, -9) | 2 | (881, 26150) (28, -10) | 1 | (7, 23) (28, -11) | 1 | (3, 10) (28, -13) | 1 | (1, 4) (28, -15) | 1 | (2, 7) (28, -20) | 1 | (1, 3) (28, -20) | 2 | (9, 31) (28, -23) | 1 | (6, 19) (28, -25) | 1 | (1, 2) (28, -28) | 1 | (1, 1) (28, -28) | 2 | (2, 6) (28, -28) | 3 | (22, 106) (28, -28) | 4 | (46, 314) (28, -29) | 1 | (1, 0) order 2 (28, -30) | 1 | (3, 9) (28, -30) | 2 | (299, 5171) (28, -32) | 1 | (4, 12) (28, -34) | 1 | (31, 175) (28, -39) | 1 | (2, 5) 2P = (12, -45) 3P = (11, 40) (28, -39) | 2 | (11, 40) (28, -39) | 3 | (12, 45) (28, -39) | 4 | (7202, 611195) (28, -40) | 1 | (5, 15) (28, -42) | 1 | (23, 113) (28, -47) | 1 | (3, 8) (28, -48) | 1 | (2, 4) 2P = (21, -99) (28, -48) | 2 | (21, 99) (28, -55) | 1 | (2, 3) (28, -55) | 2 | (4, 11) (28, -55) | 3 | (7, 22) (28, -55) | 4 | (10, 35) (28, -55) | 5 | (16, 67) (28, -55) | 6 | (43, 284) (28, -55) | 7 | (110, 1155) (28, -55) | 8 | (263, 4266) (28, -55) | 9 | (344, 6381) (28, -60) | 1 | (2, 2) 2P = (96, -942) (28, -60) | 2 | (6, 18) (28, -60) | 3 | (8, 26) (28, -60) | 4 | (17, 73) (28, -60) | 5 | (96, 942) (28, -60) | 6 | (470, 10190) (28, -61) | 1 | (13, 50) (28, -62) | 1 | (3, 7) (28, -63) | 1 | (2, 1) 2P = (396, -7881) (28, -63) | 2 | (86, 799) (28, -63) | 3 | (302, 5249) (28, -63) | 4 | (396, 7881) (28, -64) | 1 | (2, 0) order 2 (28, -69) | 1 | (5, 14) (28, -74) | 1 | (15, 61) (28, -75) | 1 | (3, 6) (28, -76) | 1 | (4, 10) (28, -79) | 1 | (26, 135) (28, -81) | 1 | (9, 30) (28, -86) | 1 | (3, 5) (28, -95) | 1 | (3, 4) (28, -95) | 2 | (4, 9) (28, -95) | 3 | (6, 17) 2P = (4, -9) 3P = (159, -2006) (28, -95) | 4 | (18, 79) (28, -95) | 5 | (40, 255) (28, -95) | 6 | (159, 2006) (28, -95) | 7 | (162, 2063) (28, -96) | 1 | (5, 13) (28, -96) | 2 | (20, 92) (28, -96) | 3 | (24, 120) (28, -96) | 4 | (2765, 145393) (28, -98) | 1 | (7, 21) (29, -2) | 1 | (2, 8) (29, -5) | 1 | (1, 5) (29, -11) | 1 | (4, 13) (29, -14) | 1 | (1, 4) 2P = (14, -56) (29, -14) | 2 | (3, 10) (29, -14) | 3 | (5, 16) (29, -14) | 4 | (14, 56) (29, -14) | 5 | (19, 86) (29, -14) | 6 | (45, 304) (29, -14) | 7 | (161, 2044) (29, -15) | 1 | (8, 27) (29, -15) | 2 | (160, 2025) (29, -17) | 1 | (2, 7) (29, -17) | 2 | (7, 23) (29, -17) | 3 | (27, 143) (29, -21) | 1 | (1, 3) (29, -24) | 1 | (44, 294) (29, -26) | 1 | (1, 2) 2P = (62, -490) (29, -26) | 2 | (62, 490) (29, -29) | 1 | (1, 1) 2P = (254, -4049) (29, -29) | 2 | (6, 19) (29, -29) | 3 | (9, 31) (29, -29) | 4 | (254, 4049) (29, -29) | 5 | (895661, 847647911) (29, -30) | 1 | (1, 0) order 2 (29, -30) | 2 | (2, 6) (29, -30) | 3 | (33, 192) (29, -33) | 1 | (3, 9) (29, -36) | 1 | (4, 12) (29, -36) | 2 | (104, 1062) (29, -41) | 1 | (2, 5) (29, -45) | 1 | (5, 15) (29, -45) | 2 | (49, 345) (29, -50) | 1 | (2, 4) (29, -50) | 2 | (3, 8) (29, -50) | 3 | (11, 40) (29, -50) | 4 | (22, 106) (29, -50) | 5 | (139, 1640) (29, -50) | 6 | (648182, 521849714) (29, -51) | 1 | (12, 45) (29, -51) | 2 | (2140, 98997) (29, -57) | 1 | (2, 3) (29, -57) | 2 | (87, 813) (29, -59) | 1 | (4, 11) (29, -59) | 2 | (8364, 764929) (29, -62) | 1 | (2, 2) (29, -62) | 2 | (7, 22) 2P = (2, -2) (29, -65) | 1 | (2, 1) (29, -65) | 2 | (3, 7) 2P = (10, -35) 3P = (23, 113) (29, -65) | 3 | (10, 35) (29, -65) | 4 | (23, 113) (29, -65) | 5 | (31, 175) (29, -65) | 6 | (59, 455) (29, -65) | 7 | (1242, 43771) (29, -66) | 1 | (2, 0) order 2 (29, -66) | 2 | (6, 18) (29, -68) | 1 | (8, 26) (29, -69) | 1 | (21, 99) (29, -71) | 1 | (16, 67) (29, -74) | 1 | (5, 14) (29, -74) | 2 | (13, 50) (29, -74) | 3 | (46, 314) (29, -77) | 1 | (17, 73) (29, -78) | 1 | (3, 6) (29, -80) | 1 | (4, 10) (29, -89) | 1 | (3, 5) (29, -89) | 2 | (15, 61) (29, -90) | 1 | (9, 30) (29, -95) | 1 | (88, 827) (29, -98) | 1 | (3, 4) 2P = (43, -284) (29, -98) | 2 | (43, 284) (29, -99) | 1 | (4, 9) (30, -4) | 1 | (2, 8) (30, -4) | 2 | (10, 36) (30, -6) | 1 | (1, 5) (30, -11) | 1 | (30, 167) (30, -15) | 1 | (1, 4) (30, -15) | 2 | (4, 13) 2P = (1, -4) (30, -15) | 3 | (184, 2497) (30, -17) | 1 | (3, 10) (30, -19) | 1 | (2, 7) 2P = (5, -16) (30, -19) | 2 | (5, 16) (30, -19) | 3 | (149, 1820) (30, -22) | 1 | (1, 3) (30, -23) | 1 | (8, 27) (30, -24) | 1 | (7, 23) (30, -27) | 1 | (1, 2) (30, -28) | 1 | (14, 56) (30, -30) | 1 | (1, 1) (30, -31) | 1 | (1, 0) order 2 (30, -32) | 1 | (2, 6) (30, -32) | 2 | (66, 538) (30, -33) | 1 | (19, 86) (30, -35) | 1 | (6, 19) (30, -36) | 1 | (3, 9) (30, -38) | 1 | (9, 31) (30, -39) | 1 | (52, 377) (30, -40) | 1 | (4, 12) (30, -41) | 1 | (71, 600) (30, -43) | 1 | (2, 5) (30, -43) | 2 | (689, 18086) (30, -44) | 1 | (27, 143) (30, -50) | 1 | (5, 15) (30, -52) | 1 | (2, 4) (30, -53) | 1 | (3, 8) (30, -55) | 1 | (56, 421) (30, -59) | 1 | (2, 3) 2P = (45, -304) (30, -59) | 2 | (45, 304) (30, -61) | 1 | (11, 40) (30, -63) | 1 | (4, 11) (30, -63) | 2 | (12, 45) (30, -63) | 3 | (33, 192) (30, -64) | 1 | (2, 2) (30, -67) | 1 | (2, 1) 2P = (437, -9136) (30, -67) | 2 | (437, 9136) (30, -68) | 1 | (2, 0) order 2 (30, -68) | 2 | (3, 7) (30, -68) | 3 | (44, 294) (30, -69) | 1 | (7, 22) (30, -72) | 1 | (6, 18) (30, -72) | 2 | (22, 106) (30, -75) | 1 | (10, 35) (30, -76) | 1 | (8, 26) (30, -79) | 1 | (5, 14) (30, -81) | 1 | (3, 6) (30, -84) | 1 | (4, 10) (30, -84) | 2 | (202, 2872) (30, -87) | 1 | (13, 50) (30, -87) | 2 | (16, 67) (30, -87) | 3 | (1492, 57631) (30, -88) | 1 | (23, 113) (30, -88) | 2 | (62, 490) (30, -90) | 1 | (21, 99) (30, -92) | 1 | (3, 5) (30, -94) | 1 | (17, 73) (30, -94) | 2 | (49, 345) (30, -96) | 1 | (31, 175) (30, -99) | 1 | (9, 30) (31, -2) | 1 | (6, 20) (31, -6) | 1 | (2, 8) (31, -7) | 1 | (1, 5) (31, -7) | 2 | (29, 159) (31, -12) | 1 | (39, 246) (31, -14) | 1 | (10, 36) (31, -16) | 1 | (1, 4) (31, -16) | 2 | (25, 128) (31, -19) | 1 | (4, 13) (31, -19) | 2 | (28, 151) (31, -20) | 1 | (3, 10) (31, -21) | 1 | (2, 7) (31, -23) | 1 | (1, 3) (31, -23) | 2 | (69, 575) (31, -24) | 1 | (5, 16) (31, -28) | 1 | (1, 2) (31, -31) | 1 | (1, 1) 2P = (287, -4863) (31, -31) | 2 | (7, 23) (31, -31) | 3 | (8, 27) (31, -31) | 4 | (287, 4863) (31, -31) | 5 | (2485, 123877) (31, -32) | 1 | (1, 0) order 2 (31, -34) | 1 | (2, 6) (31, -39) | 1 | (3, 9) (31, -41) | 1 | (6, 19) (31, -41) | 2 | (30, 167) (31, -42) | 1 | (14, 56) (31, -44) | 1 | (4, 12) (31, -45) | 1 | (2, 5) (31, -47) | 1 | (9, 31) (31, -52) | 1 | (19, 86) (31, -54) | 1 | (2, 4) (31, -55) | 1 | (5, 15) (31, -56) | 1 | (3, 8) (31, -58) | 1 | (1966, 87172) (31, -61) | 1 | (2, 3) (31, -66) | 1 | (2, 2) (31, -67) | 1 | (4, 11) (31, -69) | 1 | (2, 1) (31, -70) | 1 | (2, 0) order 2 (31, -71) | 1 | (3, 7) (31, -71) | 2 | (27, 143) (31, -72) | 1 | (11, 40) (31, -72) | 2 | (179, 2396) (31, -75) | 1 | (12, 45) (31, -76) | 1 | (7, 22) (31, -78) | 1 | (6, 18) (31, -84) | 1 | (3, 6) (31, -84) | 2 | (5, 14) (31, -84) | 3 | (8, 26) (31, -84) | 4 | (92, 884) (31, -85) | 1 | (10, 35) (31, -88) | 1 | (4, 10) (31, -91) | 1 | (52, 377) (31, -94) | 1 | (22, 106) (31, -95) | 1 | (3, 5) (31, -96) | 1 | (33, 192) (31, -98) | 1 | (66, 538) (31, -100) | 1 | (13, 50) (32, -2) | 1 | (3, 11) (32, -2) | 2 | (11, 41) (32, -8) | 1 | (1, 5) (32, -8) | 2 | (2, 8) (32, -8) | 3 | (6, 20) (32, -8) | 4 | (18, 80) (32, -8) | 5 | (41, 265) (32, -8) | 6 | (166, 2140) (32, -11) | 1 | (15, 62) (32, -12) | 1 | (13, 51) (32, -17) | 1 | (1, 4) (32, -23) | 1 | (2, 7) (32, -23) | 2 | (3, 10) (32, -23) | 3 | (4, 13) (32, -23) | 4 | (94, 913) (32, -23) | 5 | (284, 4787) (32, -23) | 6 | (522, 11927) (32, -24) | 1 | (1, 3) (32, -24) | 2 | (10, 36) (32, -29) | 1 | (1, 2) (32, -29) | 2 | (5, 16) (32, -29) | 3 | (53, 388) (32, -29) | 4 | (65, 526) (32, -32) | 1 | (1, 1) (32, -33) | 1 | (1, 0) order 2 (32, -35) | 1 | (55, 410) (32, -36) | 1 | (2, 6) (32, -36) | 2 | (29, 159) (32, -38) | 1 | (7, 23) (32, -39) | 1 | (8, 27) (32, -41) | 1 | (25, 128) (32, -42) | 1 | (3, 9) (32, -47) | 1 | (2, 5) (32, -47) | 2 | (6, 19) (32, -47) | 3 | (28, 151) (32, -48) | 1 | (4, 12) (32, -48) | 2 | (553, 13005) (32, -51) | 1 | (39, 246) (32, -56) | 1 | (2, 4) (32, -56) | 2 | (9, 31) (32, -56) | 3 | (14, 56) (32, -59) | 1 | (3, 8) (32, -59) | 2 | (63, 502) (32, -60) | 1 | (5, 15) (32, -63) | 1 | (2, 3) (32, -68) | 1 | (2, 2) 2P = (117, -1267) (32, -68) | 2 | (117, 1267) (32, -71) | 1 | (2, 1) 2P = (480, -10517) (32, -71) | 2 | (4, 11) (32, -71) | 3 | (19, 86) (32, -71) | 4 | (30, 167) (32, -71) | 5 | (480, 10517) (32, -72) | 1 | (2, 0) order 2 (32, -72) | 2 | (178, 2376) (32, -74) | 1 | (3, 7) (32, -74) | 2 | (155, 1931) (32, -83) | 1 | (7, 22) (32, -83) | 2 | (11, 40) (32, -84) | 1 | (6, 18) (32, -87) | 1 | (3, 6) (32, -87) | 2 | (12, 45) (32, -89) | 1 | (5, 14) (32, -89) | 2 | (1113, 37132) (32, -92) | 1 | (4, 10) 2P = (8, -26) 3P = (69, 575) (32, -92) | 2 | (8, 26) (32, -92) | 3 | (69, 575) (32, -95) | 1 | (10, 35) (32, -98) | 1 | (3, 5) (32, -98) | 2 | (27, 143) (32, -98) | 3 | (27467, 4552153) (33, -1) | 1 | (5, 17) (33, -2) | 1 | (9, 32) (33, -5) | 1 | (3, 11) (33, -8) | 1 | (12, 46) (33, -9) | 1 | (1, 5) (33, -10) | 1 | (2, 8) (33, -11) | 1 | (20, 93) (33, -13) | 1 | (11, 41) (33, -14) | 1 | (6, 20) (33, -16) | 1 | (800, 22628) (33, -18) | 1 | (1, 4) (33, -25) | 1 | (1, 3) 2P = (34, -201) (33, -25) | 2 | (2, 7) (33, -25) | 3 | (13, 51) (33, -25) | 4 | (34, 201) (33, -25) | 5 | (97, 957) (33, -26) | 1 | (3, 10) 2P = (3, -10) order 3 (33, -26) | 2 | (15, 62) (33, -26) | 3 | (18, 80) (33, -27) | 1 | (4, 13) (33, -30) | 1 | (1, 2) 2P = (79, -704) (33, -30) | 2 | (79, 704) (33, -33) | 1 | (1, 1) 2P = (322, -5779) (33, -33) | 2 | (322, 5779) (33, -33) | 3 | (421, 8639) (33, -34) | 1 | (1, 0) order 2 (33, -34) | 2 | (5, 16) (33, -34) | 3 | (10, 36) (33, -38) | 1 | (2, 6) (33, -45) | 1 | (3, 9) (33, -45) | 2 | (7, 23) (33, -45) | 3 | (54, 399) (33, -45) | 4 | (415, 8455) (33, -47) | 1 | (8, 27) (33, -49) | 1 | (2, 5) (33, -49) | 2 | (41, 265) (33, -49) | 3 | (125, 1399) (33, -52) | 1 | (4, 12) (33, -53) | 1 | (6, 19) (33, -53) | 2 | (111, 1171) (33, -58) | 1 | (2, 4) (33, -60) | 1 | (64, 514) (33, -62) | 1 | (3, 8) (33, -65) | 1 | (2, 3) (33, -65) | 2 | (5, 15) (33, -65) | 3 | (9, 31) (33, -65) | 4 | (29, 159) (33, -66) | 1 | (25, 128) (33, -70) | 1 | (2, 2) (33, -70) | 2 | (14, 56) (33, -73) | 1 | (2, 1) (33, -73) | 2 | (122, 1349) (33, -74) | 1 | (2, 0) order 2 (33, -75) | 1 | (4, 11) (33, -75) | 2 | (28, 151) (33, -75) | 3 | (172, 2257) (33, -77) | 1 | (3, 7) (33, -82) | 1 | (53, 388) (33, -90) | 1 | (3, 6) 2P = (19, -86) (33, -90) | 2 | (6, 18) (33, -90) | 3 | (7, 22) (33, -90) | 4 | (19, 86) (33, -90) | 5 | (39, 246) (33, -90) | 6 | (55, 410) (33, -90) | 7 | (1587, 63222) (33, -94) | 1 | (5, 14) (33, -94) | 2 | (11, 40) (33, -94) | 3 | (65, 526) (33, -96) | 1 | (4, 10) (33, -99) | 1 | (12, 45) (33, -100) | 1 | (8, 26) (34, -4) | 1 | (4, 14) (34, -5) | 1 | (7, 24) (34, -6) | 1 | (5, 17) (34, -8) | 1 | (3, 11) (34, -8) | 2 | (108, 1124) (34, -10) | 1 | (1, 5) (34, -11) | 1 | (9, 32) (34, -12) | 1 | (2, 8) (34, -12) | 2 | (1112, 37082) (34, -15) | 1 | (17, 74) (34, -16) | 1 | (16, 68) (34, -19) | 1 | (1, 4) (34, -20) | 1 | (6, 20) (34, -20) | 2 | (12, 46) (34, -20) | 3 | (103, 1047) (34, -24) | 1 | (11, 41) (34, -26) | 1 | (1, 3) (34, -27) | 1 | (2, 7) (34, -29) | 1 | (3, 10) (34, -31) | 1 | (1, 2) (34, -31) | 2 | (4, 13) (34, -31) | 3 | (20, 93) (34, -34) | 1 | (1, 1) (34, -35) | 1 | (1, 0) order 2 (34, -35) | 2 | (334, 6105) (34, -38) | 1 | (13, 51) (34, -39) | 1 | (5, 16) (34, -40) | 1 | (2, 6) (34, -41) | 1 | (15, 62) (34, -44) | 1 | (10, 36) (34, -44) | 2 | (18, 80) (34, -45) | 1 | (83, 758) (34, -48) | 1 | (3, 9) (34, -51) | 1 | (2, 5) (34, -52) | 1 | (7, 23) (34, -55) | 1 | (8, 27) (34, -56) | 1 | (4, 12) (34, -59) | 1 | (6, 19) (34, -59) | 2 | (34, 201) (34, -60) | 1 | (2, 4) (34, -65) | 1 | (3, 8) (34, -65) | 2 | (135, 1570) (34, -67) | 1 | (2, 3) (34, -70) | 1 | (5, 15) (34, -72) | 1 | (2, 2) (34, -74) | 1 | (9, 31) (34, -74) | 2 | (345, 6409) (34, -75) | 1 | (2, 1) 2P = (525, -12030) (34, -75) | 2 | (525, 12030) (34, -76) | 1 | (2, 0) order 2 (34, -79) | 1 | (4, 11) (34, -80) | 1 | (3, 7) (34, -84) | 1 | (14, 56) (34, -90) | 1 | (41, 265) (34, -91) | 1 | (25, 128) (34, -93) | 1 | (3, 6) (34, -94) | 1 | (29, 159) (34, -96) | 1 | (6, 18) (34, -97) | 1 | (7, 22) (34, -99) | 1 | (5, 14) (34, -99) | 2 | (54, 399) (34, -100) | 1 | (4, 10) (35, -6) | 1 | (58, 444) (35, -8) | 1 | (4, 14) (35, -8) | 2 | (8, 28) (35, -11) | 1 | (1, 5) (35, -11) | 2 | (3, 11) (35, -11) | 3 | (5, 17) (35, -11) | 4 | (60, 467) (35, -11) | 5 | (188, 2579) (35, -12) | 1 | (7, 24) (35, -14) | 1 | (2, 8) (35, -14) | 2 | (50, 356) (35, -20) | 1 | (1, 4) (35, -20) | 2 | (9, 32) (35, -23) | 1 | (24, 121) (35, -26) | 1 | (6, 20) (35, -26) | 2 | (370, 7118) (35, -27) | 1 | (1, 3) (35, -29) | 1 | (2, 7) (35, -32) | 1 | (1, 2) (35, -32) | 2 | (3, 10) (35, -32) | 3 | (12, 46) (35, -32) | 4 | (16, 68) (35, -32) | 5 | (17, 74) (35, -32) | 6 | (32, 184) (35, -32) | 7 | (547, 12794) (35, -32) | 8 | (20131, 2856262) (35, -33) | 1 | (38, 237) (35, -35) | 1 | (1, 1) 2P = (359, -6803) (35, -35) | 2 | (4, 13) (35, -35) | 3 | (11, 41) (35, -35) | 4 | (359, 6803) (35, -36) | 1 | (1, 0) order 2 (35, -42) | 1 | (2, 6) (35, -44) | 1 | (5, 16) (35, -47) | 1 | (48, 335) (35, -51) | 1 | (3, 9) (35, -51) | 2 | (13, 51) (35, -51) | 3 | (20, 93) (35, -53) | 1 | (2, 5) (35, -54) | 1 | (10, 36) (35, -56) | 1 | (15, 62) (35, -57) | 1 | (16566, 2132193) (35, -59) | 1 | (7, 23) (35, -60) | 1 | (4, 12) (35, -62) | 1 | (2, 4) (35, -62) | 2 | (18, 80) (35, -63) | 1 | (8, 27) (35, -65) | 1 | (6, 19) (35, -68) | 1 | (3, 8) (35, -69) | 1 | (2, 3) (35, -74) | 1 | (2, 2) (35, -75) | 1 | (5, 15) (35, -77) | 1 | (2, 1) (35, -77) | 2 | (106, 1093) (35, -77) | 3 | (338, 6215) (35, -78) | 1 | (2, 0) order 2 (35, -83) | 1 | (3, 7) (35, -83) | 2 | (4, 11) (35, -83) | 3 | (9, 31) (35, -83) | 4 | (317, 5645) (35, -93) | 1 | (34, 201) (35, -96) | 1 | (3, 6) (35, -98) | 1 | (14, 56) (36, -1) | 1 | (1, 6) (36, -1) | 2 | (37, 228) (36, -12) | 1 | (1, 5) (36, -12) | 2 | (4, 14) 2P = (1, -5) (36, -14) | 1 | (3, 11) (36, -16) | 1 | (2, 8) 2P = (5, -17) (36, -16) | 2 | (5, 17) (36, -16) | 3 | (8, 28) (36, -16) | 4 | (26, 136) (36, -16) | 5 | (212, 3088) (36, -17) | 1 | (21, 100) (36, -19) | 1 | (7, 24) (36, -21) | 1 | (1, 4) (36, -28) | 1 | (1, 3) (36, -29) | 1 | (9, 32) (36, -31) | 1 | (2, 7) (36, -32) | 1 | (6, 20) (36, -33) | 1 | (1, 2) (36, -35) | 1 | (3, 10) (36, -35) | 2 | (35, 210) (36, -36) | 1 | (1, 1) (36, -37) | 1 | (1, 0) order 2 (36, -39) | 1 | (4, 13) (36, -44) | 1 | (2, 6) 2P = (12, -46) (36, -44) | 2 | (12, 46) (36, -46) | 1 | (11, 41) (36, -47) | 1 | (24, 121) (36, -48) | 1 | (16, 68) (36, -49) | 1 | (5, 16) (36, -49) | 2 | (17, 74) (36, -49) | 3 | (245, 3836) (36, -54) | 1 | (3, 9) (36, -55) | 1 | (2, 5) (36, -64) | 1 | (2, 4) 2P = (32, -184) (36, -64) | 2 | (4, 12) (36, -64) | 3 | (10, 36) (36, -64) | 4 | (13, 51) (36, -64) | 5 | (32, 184) (36, -64) | 6 | (50, 356) (36, -64) | 7 | (58, 444) (36, -64) | 8 | (818, 23396) (36, -64) | 9 | (9892, 983844) (36, -66) | 1 | (7, 23) (36, -71) | 1 | (2, 3) 2P = (60, -467) (36, -71) | 2 | (3, 8) (36, -71) | 3 | (6, 19) (36, -71) | 4 | (8, 27) (36, -71) | 5 | (15, 62) (36, -71) | 6 | (20, 93) (36, -71) | 7 | (38, 237) (36, -71) | 8 | (60, 467) (36, -71) | 9 | (72, 613) (36, -71) | 10 | (116, 1251) (36, -71) | 11 | (515, 11688) (36, -71) | 12 | (926, 28179) (36, -71) | 13 | (7968, 711253) (36, -76) | 1 | (2, 2) 2P = (140, -1658) (36, -76) | 2 | (140, 1658) (36, -78) | 1 | (331, 6023) (36, -79) | 1 | (2, 1) 2P = (572, -13681) (36, -79) | 2 | (572, 13681) (36, -80) | 1 | (2, 0) order 2 (36, -80) | 2 | (5, 15) (36, -80) | 3 | (18, 80) (36, -86) | 1 | (3, 7) (36, -87) | 1 | (4, 11) (36, -92) | 1 | (9, 31) (36, -95) | 1 | (48, 335) (36, -99) | 1 | (3, 6) (37, -1) | 1 | (2, 9) (37, -1) | 2 | (10, 37) (37, -2) | 1 | (1, 6) (37, -2) | 2 | (153, 1894) (37, -13) | 1 | (1, 5) 2P = (14, -57) (37, -13) | 2 | (14, 57) (37, -13) | 3 | (22, 107) (37, -16) | 1 | (4, 14) (37, -17) | 1 | (3, 11) (37, -17) | 2 | (42, 275) (37, -18) | 1 | (2, 8) (37, -21) | 1 | (5, 17) (37, -22) | 1 | (1, 4) 2P = (23, -114) (37, -22) | 2 | (23, 114) (37, -24) | 1 | (8, 28) (37, -26) | 1 | (7, 24) (37, -27) | 1 | (36, 219) (37, -29) | 1 | (1, 3) (37, -33) | 1 | (2, 7) (37, -34) | 1 | (1, 2) 2P = (98, -972) (37, -34) | 2 | (98, 972) (37, -37) | 1 | (1, 1) 2P = (398, -7941) (37, -37) | 2 | (398, 7941) (37, -38) | 1 | (1, 0) order 2 (37, -38) | 2 | (3, 10) (37, -38) | 3 | (6, 20) (37, -38) | 4 | (9, 32) (37, -38) | 5 | (21, 100) (37, -38) | 6 | (37, 228) (37, -38) | 7 | (91, 870) (37, -42) | 1 | (26, 136) (37, -43) | 1 | (4, 13) (37, -46) | 1 | (2, 6) (37, -46) | 2 | (514, 11654) (37, -54) | 1 | (5, 16) (37, -56) | 1 | (12, 46) (37, -57) | 1 | (2, 5) (37, -57) | 2 | (3, 9) (37, -57) | 3 | (11, 41) (37, -57) | 4 | (191, 2641) (37, -64) | 1 | (16, 68) (37, -64) | 2 | (148, 1802) (37, -66) | 1 | (2, 4) (37, -66) | 2 | (17, 74) (37, -68) | 1 | (4, 12) (37, -70) | 1 | (35, 210) (37, -71) | 1 | (24, 121) (37, -73) | 1 | (2, 3) (37, -73) | 2 | (7, 23) 2P = (2, -3) (37, -74) | 1 | (3, 8) 2P = (10, -36) (37, -74) | 2 | (10, 36) (37, -77) | 1 | (6, 19) (37, -77) | 2 | (13, 51) (37, -77) | 3 | (81, 731) (37, -78) | 1 | (2, 2) (37, -79) | 1 | (8, 27) (37, -81) | 1 | (2, 1) (37, -82) | 1 | (2, 0) order 2 (37, -85) | 1 | (5, 15) (37, -86) | 1 | (15, 62) (37, -89) | 1 | (3, 7) (37, -89) | 2 | (151, 1857) (37, -91) | 1 | (4, 11) (37, -91) | 2 | (20, 93) (37, -96) | 1 | (32, 184) (37, -98) | 1 | (18, 80) (38, -3) | 1 | (1, 6) (38, -3) | 2 | (2, 9) (38, -3) | 3 | (6, 21) (38, -3) | 4 | (222, 3309) (38, -3) | 5 | (546, 12759) (38, -11) | 1 | (10, 37) (38, -12) | 1 | (19, 87) (38, -14) | 1 | (1, 5) (38, -20) | 1 | (2, 8) (38, -20) | 2 | (3, 11) (38, -20) | 3 | (4, 14) (38, -20) | 4 | (115, 1235) (38, -20) | 5 | (356, 6718) (38, -20) | 6 | (618, 15364) (38, -23) | 1 | (1, 4) (38, -26) | 1 | (5, 17) (38, -27) | 1 | (14, 57) (38, -30) | 1 | (1, 3) (38, -32) | 1 | (8, 28) (38, -33) | 1 | (7, 24) (38, -35) | 1 | (1, 2) (38, -35) | 2 | (2, 7) (38, -35) | 3 | (22, 107) (38, -35) | 4 | (78, 691) (38, -38) | 1 | (1, 1) (38, -38) | 2 | (201, 2851) (38, -38) | 3 | (2137, 98789) (38, -39) | 1 | (1, 0) order 2 (38, -41) | 1 | (3, 10) (38, -44) | 1 | (6, 20) (38, -45) | 1 | (23, 114) (38, -47) | 1 | (4, 13) (38, -47) | 2 | (9, 32) (38, -47) | 3 | (68, 563) (38, -48) | 1 | (2, 6) (38, -59) | 1 | (2, 5) 2P = (21, -100) (38, -59) | 2 | (5, 16) (38, -59) | 3 | (21, 100) (38, -59) | 4 | (42, 275) (38, -60) | 1 | (3, 9) (38, -60) | 2 | (102, 1032) (38, -63) | 1 | (36, 219) (38, -68) | 1 | (2, 4) (38, -68) | 2 | (11, 41) (38, -68) | 3 | (12, 46) (38, -68) | 4 | (26, 136) (38, -68) | 5 | (131, 1501) (38, -68) | 6 | (1402, 52496) (38, -68) | 7 | (7546, 655504) (38, -72) | 1 | (4, 12) (38, -75) | 1 | (2, 3) (38, -75) | 2 | (37, 228) (38, -77) | 1 | (3, 8) (38, -80) | 1 | (2, 2) (38, -80) | 2 | (7, 23) (38, -80) | 3 | (16, 68) (38, -83) | 1 | (2, 1) 2P = (621, -15476) (38, -83) | 2 | (6, 19) (38, -83) | 3 | (17, 74) (38, -83) | 4 | (621, 15476) (38, -84) | 1 | (2, 0) order 2 (38, -84) | 2 | (10, 36) (38, -87) | 1 | (8, 27) (38, -90) | 1 | (5, 15) (38, -90) | 2 | (13, 51) (38, -92) | 1 | (3, 7) (38, -95) | 1 | (4, 11) (38, -95) | 2 | (24, 121) (39, -2) | 1 | (15222, 1878052) (39, -4) | 1 | (1, 6) (39, -5) | 1 | (2, 9) (39, -9) | 1 | (6, 21) (39, -15) | 1 | (1, 5) (39, -21) | 1 | (10, 37) (39, -22) | 1 | (2, 8) (39, -23) | 1 | (3, 11) 2P = (3, -11) order 3 (39, -24) | 1 | (1, 4) (39, -24) | 2 | (4, 14) (39, -24) | 3 | (31, 176) (39, -24) | 4 | (40, 256) (39, -24) | 5 | (2233, 105520) (39, -29) | 1 | (114, 1219) (39, -31) | 1 | (1, 3) 2P = (47, -325) (39, -31) | 2 | (5, 17) (39, -31) | 3 | (19, 87) (39, -31) | 4 | (47, 325) (39, -36) | 1 | (1, 2) (39, -37) | 1 | (2, 7) (39, -39) | 1 | (1, 1) 2P = (439, -9199) (39, -39) | 2 | (439, 9199) (39, -40) | 1 | (1, 0) order 2 (39, -40) | 2 | (7, 24) (39, -40) | 3 | (8, 28) (39, -40) | 4 | (2689, 139440) (39, -41) | 1 | (14, 57) (39, -44) | 1 | (3, 10) (39, -50) | 1 | (2, 6) (39, -50) | 2 | (6, 20) (39, -51) | 1 | (4, 13) (39, -56) | 1 | (9, 32) (39, -57) | 1 | (22, 107) (39, -61) | 1 | (2, 5) (39, -63) | 1 | (3, 9) (39, -64) | 1 | (5, 16) (39, -68) | 1 | (23, 114) (39, -70) | 1 | (2, 4) (39, -76) | 1 | (4, 12) (39, -77) | 1 | (2, 3) (39, -79) | 1 | (11, 41) (39, -80) | 1 | (3, 8) (39, -80) | 2 | (12, 46) (39, -80) | 3 | (21, 100) (39, -80) | 4 | (267, 4364) (39, -80) | 5 | (3888, 242432) (39, -82) | 1 | (2, 2) (39, -85) | 1 | (2, 1) (39, -86) | 1 | (2, 0) order 2 (39, -86) | 2 | (206, 2958) (39, -87) | 1 | (7, 23) (39, -89) | 1 | (6, 19) (39, -94) | 1 | (10, 36) (39, -94) | 2 | (26, 136) (39, -95) | 1 | (3, 7) (39, -95) | 2 | (5, 15) (39, -95) | 3 | (8, 27) (39, -95) | 4 | (113, 1203) (39, -95) | 5 | (183, 2477) (39, -96) | 1 | (16, 68) (39, -99) | 1 | (4, 11) (39, -99) | 2 | (36, 219) (39, -100) | 1 | (17, 74) (40, -1) | 1 | (5, 18) (40, -2) | 1 | (43, 285) (40, -2) | 2 | (51, 367) (40, -3) | 1 | (3, 12) (40, -5) | 1 | (1, 6) (40, -6) | 1 | (15, 63) (40, -7) | 1 | (2, 9) (40, -7) | 2 | (11, 42) (40, -8) | 1 | (33, 193) (40, -13) | 1 | (13, 52) (40, -15) | 1 | (6, 21) (40, -16) | 1 | (1, 5) (40, -17) | 1 | (213, 3110) (40, -24) | 1 | (2, 8) (40, -25) | 1 | (1, 4) (40, -26) | 1 | (3, 11) (40, -27) | 1 | (27, 144) (40, -28) | 1 | (4, 14) (40, -31) | 1 | (10, 37) (40, -32) | 1 | (1, 3) (40, -36) | 1 | (5, 17) (40, -37) | 1 | (1, 2) (40, -39) | 1 | (2, 7) (40, -40) | 1 | (1, 1) (40, -41) | 1 | (1, 0) order 2 (40, -42) | 1 | (371, 7147) (40, -47) | 1 | (3, 10) (40, -47) | 2 | (7, 24) (40, -48) | 1 | (8, 28) (40, -50) | 1 | (19, 87) (40, -52) | 1 | (2, 6) (40, -52) | 2 | (101, 1017) (40, -55) | 1 | (4, 13) (40, -55) | 2 | (14, 57) (40, -55) | 3 | (31, 176) (40, -56) | 1 | (6, 20) (40, -56) | 2 | (70, 588) (40, -61) | 1 | (73, 626) (40, -63) | 1 | (2, 5) (40, -64) | 1 | (40, 256) (40, -65) | 1 | (9, 32) (40, -66) | 1 | (3, 9) (40, -69) | 1 | (5, 16) (40, -72) | 1 | (2, 4) (40, -78) | 1 | (47, 325) (40, -79) | 1 | (2, 3) (40, -79) | 2 | (22, 107) (40, -80) | 1 | (4, 12) (40, -80) | 2 | (84, 772) (40, -83) | 1 | (3, 8) (40, -84) | 1 | (2, 2) 2P = (165, -2121) (40, -84) | 2 | (165, 2121) (40, -87) | 1 | (2, 1) 2P = (672, -17421) (40, -87) | 2 | (672, 17421) (40, -88) | 1 | (2, 0) order 2 (40, -90) | 1 | (11, 41) (40, -90) | 2 | (99, 987) (40, -90) | 3 | (10899, 1137837) (40, -91) | 1 | (23, 114) (40, -92) | 1 | (12, 46) (40, -94) | 1 | (7, 23) (40, -95) | 1 | (6, 19) (40, -98) | 1 | (3, 7) (40, -100) | 1 | (5, 15) (41, -3) | 1 | (4, 15) (41, -5) | 1 | (7, 25) (41, -6) | 1 | (1, 6) (41, -6) | 2 | (3, 12) (41, -6) | 3 | (5, 18) (41, -6) | 4 | (30, 168) (41, -6) | 5 | (77, 678) (41, -6) | 6 | (217, 3198) (41, -9) | 1 | (2, 9) (41, -9) | 2 | (9, 33) (41, -9) | 3 | (18, 81) (41, -9) | 4 | (25, 129) (41, -9) | 5 | (857, 25089) (41, -11) | 1 | (12, 47) (41, -17) | 1 | (1, 5) (41, -18) | 1 | (11, 42) (41, -21) | 1 | (6, 21) (41, -21) | 2 | (15, 63) (41, -26) | 1 | (1, 4) (41, -26) | 2 | (2, 8) (41, -26) | 3 | (13, 52) (41, -26) | 4 | (141, 1676) (41, -29) | 1 | (3, 11) (41, -32) | 1 | (4, 14) (41, -33) | 1 | (1, 3) (41, -38) | 1 | (1, 2) 2P = (119, -1300) (41, -38) | 2 | (119, 1300) (41, -41) | 1 | (1, 1) 2P = (482, -10583) (41, -41) | 2 | (2, 7) (41, -41) | 3 | (5, 17) (41, -41) | 4 | (10, 37) (41, -41) | 5 | (33, 193) (41, -41) | 6 | (57, 433) (41, -41) | 7 | (61, 479) (41, -41) | 8 | (482, 10583) (41, -41) | 9 | (51866, 11812019) (41, -42) | 1 | (1, 0) order 2 (41, -45) | 1 | (43, 285) (41, -50) | 1 | (3, 10) (41, -53) | 1 | (51, 367) (41, -54) | 1 | (2, 6) (41, -54) | 2 | (7, 24) (41, -54) | 3 | (27, 144) (41, -56) | 1 | (8, 28) (41, -59) | 1 | (4, 13) (41, -62) | 1 | (6, 20) (41, -65) | 1 | (2, 5) (41, -69) | 1 | (3, 9) (41, -69) | 2 | (14, 57) (41, -69) | 3 | (19, 87) (41, -74) | 1 | (2, 4) (41, -74) | 2 | (5, 16) (41, -74) | 3 | (9, 32) (41, -74) | 4 | (130, 1484) (41, -81) | 1 | (2, 3) (41, -81) | 2 | (173, 2277) (41, -84) | 1 | (4, 12) (41, -86) | 1 | (2, 2) (41, -86) | 2 | (3, 8) (41, -86) | 3 | (31, 176) (41, -86) | 4 | (95, 928) (41, -89) | 1 | (2, 1) (41, -90) | 1 | (2, 0) order 2 (41, -96) | 1 | (100, 1002) (42, -2) | 1 | (17, 75) (42, -4) | 1 | (20, 94) (42, -7) | 1 | (1, 6) (42, -7) | 2 | (4, 15) 2P = (1, -6) 3P = (44, -295) (42, -7) | 3 | (8, 29) (42, -7) | 4 | (16, 69) (42, -7) | 5 | (29, 160) (42, -7) | 6 | (44, 295) (42, -7) | 7 | (109, 1140) (42, -9) | 1 | (3, 12) (42, -11) | 1 | (2, 9) 2P = (5, -18) 3P = (74, 639) (42, -11) | 2 | (5, 18) (42, -11) | 3 | (74, 639) (42, -12) | 1 | (7, 25) (42, -18) | 1 | (1, 5) (42, -18) | 2 | (9, 33) (42, -18) | 3 | (129, 1467) (42, -23) | 1 | (12, 47) (42, -24) | 1 | (28, 152) (42, -27) | 1 | (1, 4) (42, -27) | 2 | (6, 21) (42, -27) | 3 | (18, 81) (42, -28) | 1 | (2, 8) (42, -28) | 2 | (128, 1450) (42, -29) | 1 | (11, 42) (42, -32) | 1 | (3, 11) (42, -34) | 1 | (1, 3) (42, -34) | 2 | (25, 129) (42, -36) | 1 | (4, 14) (42, -36) | 2 | (15, 63) (42, -36) | 3 | (30, 168) (42, -39) | 1 | (1, 2) (42, -39) | 2 | (13, 52) (42, -41) | 1 | (147, 1784) (42, -42) | 1 | (1, 1) (42, -43) | 1 | (1, 0) order 2 (42, -43) | 2 | (2, 7) (42, -43) | 3 | (46, 315) (42, -44) | 1 | (90, 856) (42, -46) | 1 | (5, 17) (42, -46) | 2 | (797, 22501) (42, -51) | 1 | (10, 37) (42, -53) | 1 | (3, 10) (42, -56) | 1 | (2, 6) (42, -61) | 1 | (7, 24) (42, -62) | 1 | (93, 899) (42, -63) | 1 | (4, 13) (42, -64) | 1 | (8, 28) (42, -67) | 1 | (2, 5) (42, -68) | 1 | (6, 20) (42, -72) | 1 | (3, 9) (42, -74) | 1 | (33, 193) (42, -76) | 1 | (2, 4) (42, -77) | 1 | (123, 1366) (42, -79) | 1 | (5, 16) (42, -81) | 1 | (27, 144) (42, -83) | 1 | (2, 3) 2P = (77, -678) (42, -83) | 2 | (9, 32) (42, -83) | 3 | (14, 57) (42, -83) | 4 | (77, 678) (42, -88) | 1 | (2, 2) (42, -88) | 2 | (4, 12) (42, -88) | 3 | (19, 87) (42, -88) | 4 | (43, 285) (42, -89) | 1 | (3, 8) (42, -91) | 1 | (2, 1) 2P = (725, -19522) (42, -91) | 2 | (725, 19522) (42, -92) | 1 | (2, 0) order 2 (42, -98) | 1 | (57, 433) (43, -8) | 1 | (1, 6) (43, -8) | 2 | (216, 3176) (43, -11) | 1 | (4, 15) (43, -12) | 1 | (3, 12) (43, -12) | 2 | (273, 4512) (43, -13) | 1 | (2, 9) (43, -15) | 1 | (8, 29) (43, -16) | 1 | (5, 18) (43, -19) | 1 | (1, 5) (43, -19) | 2 | (7, 25) (43, -19) | 3 | (17, 75) (43, -19) | 4 | (76, 665) (43, -23) | 1 | (16, 69) (43, -24) | 1 | (20, 94) (43, -27) | 1 | (9, 33) (43, -28) | 1 | (1, 4) (43, -30) | 1 | (2, 8) (43, -33) | 1 | (6, 21) (43, -35) | 1 | (1, 3) (43, -35) | 2 | (3, 11) (43, -35) | 3 | (12, 47) (43, -35) | 4 | (45, 305) (43, -36) | 1 | (29, 160) (43, -40) | 1 | (1, 2) (43, -40) | 2 | (4, 14) (43, -40) | 3 | (11, 42) (43, -40) | 4 | (49, 346) (43, -43) | 1 | (1, 1) 2P = (527, -12099) (43, -43) | 2 | (67, 551) (43, -43) | 3 | (527, 12099) (43, -44) | 1 | (1, 0) order 2 (43, -45) | 1 | (2, 7) (43, -45) | 2 | (18, 81) (43, -51) | 1 | (5, 17) (43, -51) | 2 | (15, 63) (43, -51) | 3 | (44, 295) (43, -52) | 1 | (13, 52) (43, -52) | 2 | (28, 152) (43, -54) | 1 | (1386, 51600) (43, -56) | 1 | (3, 10) (43, -56) | 2 | (105, 1078) (43, -56) | 3 | (7528, 653160) (43, -57) | 1 | (134, 1553) (43, -58) | 1 | (2, 6) (43, -59) | 1 | (25, 129) (43, -61) | 1 | (10, 37) (43, -66) | 1 | (30, 168) (43, -67) | 1 | (4, 13) (43, -67) | 2 | (11548, 1240967) (43, -68) | 1 | (7, 24) (43, -68) | 2 | (1791, 75796) (43, -69) | 1 | (2, 5) (43, -72) | 1 | (8, 28) (43, -72) | 2 | (9329, 901058) (43, -74) | 1 | (6, 20) (43, -75) | 1 | (3, 9) (43, -78) | 1 | (2, 4) (43, -84) | 1 | (5, 16) (43, -85) | 1 | (2, 3) (43, -85) | 2 | (74, 639) (43, -85) | 3 | (50546, 11363973) (43, -89) | 1 | (46, 315) (43, -90) | 1 | (2, 2) (43, -92) | 1 | (3, 8) (43, -92) | 2 | (4, 12) (43, -92) | 3 | (9, 32) (43, -92) | 4 | (393, 7792) (43, -92) | 5 | (993, 31292) (43, -93) | 1 | (2, 1) (43, -94) | 1 | (2, 0) order 2 (43, -97) | 1 | (14, 57) (44, -9) | 1 | (1, 6) (44, -12) | 1 | (52, 378) (44, -15) | 1 | (2, 9) (44, -15) | 2 | (3, 12) (44, -15) | 3 | (4, 15) (44, -15) | 4 | (138, 1623) (44, -15) | 5 | (436, 9105) (44, -15) | 6 | (722, 19401) (44, -20) | 1 | (1, 5) (44, -21) | 1 | (5, 18) (44, -23) | 1 | (8, 29) (44, -26) | 1 | (7, 25) (44, -26) | 2 | (39, 247) (44, -29) | 1 | (1, 4) (44, -32) | 1 | (2, 8) (44, -36) | 1 | (1, 3) (44, -36) | 2 | (9, 33) (44, -36) | 3 | (17, 75) (44, -38) | 1 | (3, 11) (44, -39) | 1 | (6, 21) (44, -39) | 2 | (16, 69) (44, -39) | 3 | (59, 456) (44, -41) | 1 | (1, 2) (44, -44) | 1 | (1, 1) (44, -44) | 2 | (4, 14) (44, -44) | 3 | (20, 94) (44, -45) | 1 | (1, 0) order 2 (44, -47) | 1 | (2, 7) 2P = (12, -47) (44, -47) | 2 | (12, 47) (44, -51) | 1 | (11, 42) (44, -56) | 1 | (5, 17) (44, -59) | 1 | (3, 10) (44, -60) | 1 | (2, 6) (44, -63) | 1 | (18, 81) (44, -65) | 1 | (13, 52) (44, -65) | 2 | (29, 160) (44, -66) | 1 | (15, 63) (44, -69) | 1 | (85, 786) (44, -71) | 1 | (2, 5) (44, -71) | 2 | (4, 13) (44, -71) | 3 | (10, 37) (44, -71) | 4 | (75, 652) (44, -75) | 1 | (7, 24) (44, -78) | 1 | (3, 9) (44, -80) | 1 | (2, 4) 2P = (45, -305) (44, -80) | 2 | (6, 20) (44, -80) | 3 | (8, 28) (44, -80) | 4 | (28, 152) (44, -80) | 5 | (45, 305) (44, -80) | 6 | (562, 13324) (44, -84) | 1 | (25, 129) (44, -87) | 1 | (2, 3) (44, -89) | 1 | (5, 16) (44, -89) | 2 | (49, 346) (44, -92) | 1 | (2, 2) 2P = (192, -2662) (44, -92) | 2 | (192, 2662) (44, -95) | 1 | (2, 1) 2P = (780, -21785) (44, -95) | 2 | (3, 8) (44, -95) | 3 | (44, 295) (44, -95) | 4 | (76, 665) (44, -95) | 5 | (780, 21785) (44, -96) | 1 | (2, 0) order 2 (44, -96) | 2 | (4, 12) (44, -96) | 3 | (30, 168) (45, -2) | 1 | (6, 22) (45, -5) | 1 | (21, 101) (45, -6) | 1 | (10, 38) (45, -10) | 1 | (1, 6) 2P = (14, -58) (45, -10) | 2 | (14, 58) (45, -10) | 3 | (41, 266) (45, -10) | 4 | (89, 842) (45, -17) | 1 | (2, 9) (45, -18) | 1 | (3, 12) 2P = (3, -12) order 3 (45, -19) | 1 | (4, 15) (45, -20) | 1 | (24, 122) (45, -21) | 1 | (1, 5) (45, -26) | 1 | (5, 18) (45, -30) | 1 | (1, 4) 2P = (34, -202) (45, -30) | 2 | (34, 202) (45, -31) | 1 | (8, 29) (45, -33) | 1 | (7, 25) (45, -33) | 2 | (82, 745) (45, -34) | 1 | (2, 8) (45, -37) | 1 | (1, 3) 2P = (62, -491) (45, -37) | 2 | (62, 491) (45, -41) | 1 | (3, 11) (45, -41) | 2 | (450, 9547) (45, -42) | 1 | (1, 2) 2P = (142, -1694) (45, -42) | 2 | (142, 1694) (45, -45) | 1 | (1, 1) 2P = (574, -13753) (45, -45) | 2 | (6, 21) (45, -45) | 3 | (9, 33) (45, -45) | 4 | (309, 5433) (45, -45) | 5 | (574, 13753) (45, -46) | 1 | (1, 0) order 2 (45, -48) | 1 | (4, 14) (45, -49) | 1 | (2, 7) (45, -52) | 1 | (56, 422) (45, -53) | 1 | (17, 75) (45, -55) | 1 | (16, 69) (45, -59) | 1 | (12, 47) (45, -61) | 1 | (5, 17) (45, -62) | 1 | (2, 6) (45, -62) | 2 | (3, 10) (45, -62) | 3 | (11, 42) (45, -62) | 4 | (251, 3978) (45, -64) | 1 | (20, 94) (45, -64) | 2 | (52, 378) (45, -65) | 1 | (39, 247) (45, -73) | 1 | (2, 5) (45, -75) | 1 | (4, 13) (45, -76) | 1 | (80, 718) (45, -78) | 1 | (13, 52) (45, -81) | 1 | (3, 9) 2P = (10, -37) (45, -81) | 2 | (10, 37) (45, -81) | 3 | (15, 63) (45, -81) | 4 | (18, 81) (45, -81) | 5 | (375, 7263) (45, -81) | 6 | (2271, 108225) (45, -82) | 1 | (2, 4) (45, -82) | 2 | (7, 24) 2P = (2, -4) (45, -86) | 1 | (6, 20) (45, -86) | 2 | (3450, 202642) (45, -88) | 1 | (8, 28) (45, -89) | 1 | (2, 3) (45, -94) | 1 | (2, 2) (45, -94) | 2 | (5, 16) (45, -94) | 3 | (29, 160) (45, -97) | 1 | (2, 1) (45, -98) | 1 | (2, 0) order 2 (45, -98) | 2 | (3, 8) (45, -98) | 3 | (59, 456) (45, -100) | 1 | (4, 12) (45, -100) | 2 | (200, 2830) (46, -3) | 1 | (26, 137) (46, -8) | 1 | (6, 22) (46, -11) | 1 | (1, 6) (46, -11) | 2 | (66, 539) (46, -12) | 1 | (86, 800) (46, -15) | 1 | (32, 185) (46, -16) | 1 | (10, 38) (46, -19) | 1 | (2, 9) (46, -21) | 1 | (3, 12) (46, -22) | 1 | (1, 5) (46, -23) | 1 | (4, 15) (46, -23) | 2 | (381, 7438) (46, -24) | 1 | (14, 58) (46, -26) | 1 | (21, 101) (46, -31) | 1 | (1, 4) (46, -31) | 2 | (5, 18) (46, -36) | 1 | (2, 8) (46, -38) | 1 | (1, 3) (46, -39) | 1 | (8, 29) (46, -40) | 1 | (7, 25) (46, -43) | 1 | (1, 2) (46, -44) | 1 | (3, 11) (46, -44) | 2 | (24, 122) (46, -46) | 1 | (1, 1) (46, -47) | 1 | (1, 0) order 2 (46, -51) | 1 | (2, 7) (46, -51) | 2 | (6, 21) (46, -51) | 3 | (41, 266) (46, -51) | 4 | (410, 8303) (46, -52) | 1 | (4, 14) (46, -54) | 1 | (9, 33) (46, -55) | 1 | (1180, 40535) (46, -63) | 1 | (261, 4218) (46, -64) | 1 | (2, 6) (46, -64) | 2 | (34, 202) (46, -65) | 1 | (3, 10) (46, -66) | 1 | (5, 17) (46, -70) | 1 | (17, 75) (46, -71) | 1 | (12, 47) (46, -71) | 2 | (16, 69) (46, -71) | 3 | (813, 23182) (46, -72) | 1 | (374, 7234) (46, -73) | 1 | (11, 42) (46, -75) | 1 | (2, 5) (46, -79) | 1 | (4, 13) (46, -84) | 1 | (2, 4) (46, -84) | 2 | (3, 9) (46, -84) | 3 | (20, 94) (46, -84) | 4 | (107, 1109) (46, -84) | 5 | (164, 2102) (46, -89) | 1 | (7, 24) (46, -91) | 1 | (2, 3) (46, -91) | 2 | (10, 37) (46, -91) | 3 | (13, 52) (46, -91) | 4 | (182, 2457) (46, -92) | 1 | (6, 20) (46, -92) | 2 | (384, 7526) (46, -96) | 1 | (2, 2) (46, -96) | 2 | (8, 28) (46, -96) | 3 | (15, 63) (46, -96) | 4 | (146, 1766) (46, -96) | 5 | (5810, 442858) (46, -99) | 1 | (2, 1) 2P = (837, -24216) (46, -99) | 2 | (5, 16) (46, -99) | 3 | (18, 81) (46, -99) | 4 | (62, 491) (46, -99) | 5 | (89, 842) (46, -99) | 6 | (837, 24216) (46, -100) | 1 | (2, 0) order 2 (47, -2) | 1 | (2, 10) (47, -2) | 2 | (54, 400) (47, -8) | 1 | (19, 88) (47, -12) | 1 | (1, 6) (47, -14) | 1 | (6, 22) (47, -14) | 2 | (38, 238) (47, -18) | 1 | (22, 108) (47, -18) | 2 | (594, 14478) (47, -21) | 1 | (2, 9) (47, -23) | 1 | (1, 5) 2P = (23, -115) (47, -23) | 2 | (23, 115) (47, -24) | 1 | (3, 12) (47, -24) | 2 | (88, 828) (47, -26) | 1 | (10, 38) (47, -27) | 1 | (4, 15) (47, -29) | 1 | (26, 137) (47, -32) | 1 | (1, 4) (47, -36) | 1 | (5, 18) (47, -38) | 1 | (2, 8) (47, -38) | 2 | (14, 58) (47, -38) | 3 | (220402, 103472108) (47, -39) | 1 | (1, 3) (47, -39) | 2 | (55, 411) (47, -44) | 1 | (1, 2) (47, -47) | 1 | (1, 1) 2P = (623, -15551) (47, -47) | 2 | (3, 11) (47, -47) | 3 | (7, 25) (47, -47) | 4 | (8, 29) (47, -47) | 5 | (21, 101) (47, -47) | 6 | (32, 185) (47, -47) | 7 | (53, 389) (47, -47) | 8 | (71, 601) (47, -47) | 9 | (623, 15551) (47, -47) | 10 | (2901, 156251) (47, -48) | 1 | (1, 0) order 2 (47, -53) | 1 | (2, 7) (47, -56) | 1 | (4, 14) (47, -57) | 1 | (6, 21) (47, -63) | 1 | (9, 33) (47, -66) | 1 | (2, 6) (47, -68) | 1 | (3, 10) (47, -68) | 2 | (24, 122) (47, -71) | 1 | (5, 17) (47, -77) | 1 | (2, 5) (47, -77) | 2 | (66, 539) (47, -83) | 1 | (4, 13) (47, -83) | 2 | (12, 47) (47, -84) | 1 | (11, 42) (47, -86) | 1 | (2, 4) (47, -87) | 1 | (3, 9) (47, -87) | 2 | (16, 69) (47, -87) | 3 | (17, 75) (47, -87) | 4 | (20703, 2978859) (47, -92) | 1 | (41, 266) (47, -93) | 1 | (2, 3) (47, -96) | 1 | (7, 24) (47, -98) | 1 | (2, 2) (47, -98) | 2 | (6, 20) (47, -98) | 3 | (34, 202) (47, -98) | 4 | (86, 800) (47, -98) | 5 | (646, 16420) (48, -2) | 1 | (3, 13) (48, -3) | 1 | (7, 26) (48, -4) | 1 | (2, 10) 2P = (5, -19) (48, -4) | 2 | (5, 19) (48, -5) | 1 | (9, 34) (48, -10) | 1 | (11, 43) (48, -12) | 1 | (13, 53) (48, -13) | 1 | (1, 6) (48, -16) | 1 | (65, 527) (48, -20) | 1 | (6, 22) (48, -23) | 1 | (2, 9) (48, -24) | 1 | (1, 5) (48, -27) | 1 | (3, 12) (48, -27) | 2 | (19, 88) (48, -31) | 1 | (4, 15) (48, -33) | 1 | (1, 4) (48, -34) | 1 | (35, 211) (48, -36) | 1 | (10, 38) (48, -40) | 1 | (1, 3) (48, -40) | 2 | (2, 8) (48, -40) | 3 | (22, 108) (48, -40) | 4 | (118, 1284) (48, -41) | 1 | (5, 18) (48, -44) | 1 | (1005, 31861) (48, -45) | 1 | (1, 2) (48, -45) | 2 | (69, 576) (48, -46) | 1 | (23, 115) (48, -48) | 1 | (1, 1) (48, -49) | 1 | (1, 0) order 2 (48, -50) | 1 | (3, 11) (48, -52) | 1 | (14, 58) (48, -52) | 2 | (38, 238) (48, -54) | 1 | (7, 25) (48, -55) | 1 | (2, 7) (48, -55) | 2 | (8, 29) (48, -55) | 3 | (26, 137) (48, -56) | 1 | (54, 400) (48, -60) | 1 | (4, 14) (48, -62) | 1 | (63, 503) (48, -63) | 1 | (6, 21) (48, -68) | 1 | (2, 6) 2P = (21, -101) (48, -68) | 2 | (21, 101) (48, -71) | 1 | (3, 10) (48, -72) | 1 | (9, 33) (48, -76) | 1 | (5, 17) (48, -79) | 1 | (2, 5) 2P = (32, -185) (48, -79) | 2 | (32, 185) (48, -81) | 1 | (145, 1748) (48, -83) | 1 | (87, 814) (48, -87) | 1 | (4, 13) (48, -87) | 2 | (154, 1913) (48, -88) | 1 | (2, 4) (48, -90) | 1 | (3, 9) (48, -92) | 1 | (24, 122) (48, -94) | 1 | (55, 411) (48, -95) | 1 | (2, 3) 2P = (96, -943) (48, -95) | 2 | (11, 42) (48, -95) | 3 | (12, 47) (48, -95) | 4 | (96, 943) (48, -95) | 5 | (7898, 701901) (48, -100) | 1 | (2, 2) 2P = (221, -3287) (48, -100) | 2 | (53, 389) (48, -100) | 3 | (221, 3287) (49, -1) | 1 | (1, 7) (49, -1) | 2 | (50, 357) (49, -4) | 1 | (4, 16) (49, -4) | 2 | (8, 30) (49, -4) | 3 | (296, 5094) (49, -4) | 4 | (916, 27724) (49, -5) | 1 | (3, 13) (49, -6) | 1 | (2, 10) (49, -9) | 1 | (5, 19) (49, -10) | 1 | (7, 26) (49, -11) | 1 | (124, 1383) (49, -12) | 1 | (12, 48) (49, -14) | 1 | (1, 6) (49, -14) | 2 | (9, 34) (49, -14) | 3 | (15, 64) (49, -20) | 1 | (36, 220) (49, -21) | 1 | (11, 43) (49, -25) | 1 | (1, 5) (49, -25) | 2 | (2, 9) (49, -25) | 3 | (13, 53) (49, -25) | 4 | (37, 229) (49, -25) | 5 | (193, 2683) (49, -26) | 1 | (6, 22) (49, -30) | 1 | (3, 12) (49, -34) | 1 | (1, 4) (49, -35) | 1 | (4, 15) (49, -41) | 1 | (1, 3) (49, -42) | 1 | (2, 8) (49, -46) | 1 | (1, 2) 2P = (167, -2160) (49, -46) | 2 | (5, 18) (49, -46) | 3 | (10, 38) (49, -46) | 4 | (19, 88) (49, -46) | 5 | (167, 2160) (49, -48) | 1 | (48, 336) (49, -49) | 1 | (1, 1) 2P = (674, -17499) (49, -49) | 2 | (674, 17499) (49, -50) | 1 | (1, 0) order 2 (49, -53) | 1 | (3, 11) (49, -54) | 1 | (110, 1156) (49, -55) | 1 | (64, 515) (49, -57) | 1 | (2, 7) (49, -61) | 1 | (7, 25) (49, -62) | 1 | (22, 108) (49, -63) | 1 | (8, 29) (49, -64) | 1 | (4, 14) (49, -64) | 2 | (464, 9996) (49, -64) | 3 | (482042404, 10583464697386) (49, -66) | 1 | (14, 58) (49, -69) | 1 | (6, 21) (49, -69) | 2 | (23, 115) (49, -69) | 3 | (35, 211) (49, -70) | 1 | (2, 6) (49, -74) | 1 | (3, 10) (49, -81) | 1 | (2, 5) (49, -81) | 2 | (5, 17) (49, -81) | 3 | (9, 33) (49, -81) | 4 | (26, 137) (49, -81) | 5 | (65, 527) (49, -81) | 6 | (2066, 93907) (49, -89) | 1 | (21, 101) (49, -90) | 1 | (2, 4) (49, -90) | 2 | (38, 238) (49, -90) | 3 | (1478, 56822) (49, -91) | 1 | (4, 13) (49, -93) | 1 | (3, 9) (49, -97) | 1 | (2, 3) (50, -2) | 1 | (1, 7) (50, -8) | 1 | (2, 10) (50, -8) | 2 | (3, 13) (50, -8) | 3 | (4, 16) (50, -8) | 4 | (18, 82) (50, -8) | 5 | (27, 145) (50, -8) | 6 | (163, 2083) (50, -8) | 7 | (524, 11996) (50, -8) | 8 | (834, 24086) (50, -12) | 1 | (8, 30) (50, -12) | 2 | (31, 177) (50, -12) | 3 | (42, 276) (50, -14) | 1 | (5, 19) (50, -15) | 1 | (1, 6) (50, -15) | 2 | (244, 3813) (50, -17) | 1 | (7, 26) (50, -23) | 1 | (9, 34) (50, -24) | 1 | (12, 48) (50, -26) | 1 | (1, 5) (50, -27) | 1 | (2, 9) (50, -29) | 1 | (15, 64) (50, -32) | 1 | (6, 22) (50, -32) | 2 | (11, 43) (50, -32) | 3 | (152, 1876) (50, -33) | 1 | (3, 12) (50, -35) | 1 | (1, 4) (50, -38) | 1 | (13, 53) (50, -39) | 1 | (4, 15) (50, -42) | 1 | (1, 3) (50, -44) | 1 | (2, 8) (50, -47) | 1 | (1, 2) (50, -50) | 1 | (1, 1) (50, -51) | 1 | (1, 0) order 2 (50, -51) | 2 | (5, 18) (50, -51) | 3 | (50, 357) (50, -51) | 4 | (382926, 236958495) (50, -56) | 1 | (3, 11) (50, -56) | 2 | (10, 38) (50, -56) | 3 | (36, 220) (50, -59) | 1 | (2, 7) (50, -62) | 1 | (37, 229) (50, -63) | 1 | (92, 885) (50, -65) | 1 | (19, 88) (50, -68) | 1 | (4, 14) (50, -68) | 2 | (7, 25) (50, -68) | 3 | (158, 1988) (50, -68) | 4 | (199, 2809) (50, -68) | 5 | (13332, 1539370) (50, -71) | 1 | (8, 29) (50, -72) | 1 | (2, 6) (50, -72) | 2 | (187, 2559) (50, -75) | 1 | (6, 21) (50, -77) | 1 | (3, 10) (50, -80) | 1 | (14, 58) (50, -83) | 1 | (2, 5) (50, -84) | 1 | (22, 108) (50, -86) | 1 | (5, 17) (50, -90) | 1 | (9, 33) (50, -92) | 1 | (2, 4) (50, -92) | 2 | (23, 115) (50, -95) | 1 | (4, 13) (50, -95) | 2 | (104, 1063) (50, -96) | 1 | (3, 9) (50, -96) | 2 | (48, 336) (50, -99) | 1 | (2, 3) (51, -3) | 1 | (1, 7) (51, -3) | 2 | (181, 2437) (51, -4) | 1 | (17, 76) (51, -10) | 1 | (2, 10) (51, -11) | 1 | (3, 13) 2P = (3, -13) order 3 (51, -12) | 1 | (4, 16) (51, -12) | 2 | (16, 70) (51, -16) | 1 | (1, 6) (51, -19) | 1 | (5, 19) (51, -20) | 1 | (8, 30) (51, -24) | 1 | (7, 26) (51, -26) | 1 | (18, 82) (51, -27) | 1 | (1, 5) (51, -29) | 1 | (2, 9) (51, -32) | 1 | (9, 34) (51, -35) | 1 | (27, 145) (51, -36) | 1 | (1, 4) (51, -36) | 2 | (3, 12) (51, -36) | 3 | (12, 48) (51, -36) | 4 | (60, 468) (51, -38) | 1 | (6, 22) (51, -43) | 1 | (1, 3) 2P = (79, -705) (51, -43) | 2 | (4, 15) (51, -43) | 3 | (11, 43) (51, -43) | 4 | (31, 177) (51, -43) | 5 | (79, 705) (51, -44) | 1 | (15, 64) (51, -45) | 1 | (58, 445) (51, -46) | 1 | (2, 8) (51, -48) | 1 | (1, 2) (51, -51) | 1 | (1, 1) 2P = (727, -19603) (51, -51) | 2 | (13, 53) (51, -51) | 3 | (727, 19603) (51, -52) | 1 | (1, 0) order 2 (51, -54) | 1 | (42, 276) (51, -56) | 1 | (5, 18) (51, -59) | 1 | (3, 11) (51, -61) | 1 | (2, 7) (51, -66) | 1 | (10, 38) (51, -72) | 1 | (4, 14) (51, -74) | 1 | (2, 6) (51, -75) | 1 | (7, 25) (51, -79) | 1 | (8, 29) (51, -80) | 1 | (3, 10) (51, -81) | 1 | (6, 21) (51, -84) | 1 | (19, 88) (51, -85) | 1 | (2, 5) (51, -91) | 1 | (5, 17) (51, -92) | 1 | (36, 220) (51, -94) | 1 | (2, 4) (51, -94) | 2 | (14, 58) (51, -99) | 1 | (3, 9) (51, -99) | 2 | (4, 13) (51, -99) | 3 | (9, 33) (51, -99) | 4 | (37, 229) (51, -99) | 5 | (477, 10419) (52, -4) | 1 | (1, 7) (52, -4) | 2 | (241, 3743) (52, -12) | 1 | (2, 10) (52, -14) | 1 | (3, 13) (52, -15) | 1 | (20, 95) (52, -16) | 1 | (4, 16) (52, -17) | 1 | (1, 6) (52, -17) | 2 | (33, 194) (52, -21) | 1 | (17, 76) (52, -22) | 1 | (83, 759) (52, -24) | 1 | (5, 19) (52, -25) | 1 | (25, 130) (52, -28) | 1 | (1, 5) (52, -28) | 2 | (8, 30) (52, -28) | 3 | (16, 70) (52, -31) | 1 | (2, 9) (52, -31) | 2 | (7, 26) (52, -31) | 3 | (40, 257) (52, -37) | 1 | (1, 4) (52, -39) | 1 | (3, 12) (52, -41) | 1 | (9, 34) (52, -44) | 1 | (1, 3) (52, -44) | 2 | (6, 22) (52, -44) | 3 | (18, 82) (52, -47) | 1 | (4, 15) (52, -48) | 1 | (2, 8) 2P = (12, -48) (52, -48) | 2 | (12, 48) (52, -49) | 1 | (1, 2) (52, -52) | 1 | (1, 1) (52, -52) | 2 | (313, 5539) (52, -52) | 3 | (2473, 122981) (52, -53) | 1 | (1, 0) order 2 (52, -54) | 1 | (11, 43) (52, -59) | 1 | (15, 64) (52, -61) | 1 | (5, 18) (52, -62) | 1 | (3, 11) (52, -62) | 2 | (27, 145) (52, -62) | 3 | (451, 9579) (52, -63) | 1 | (2, 7) (52, -64) | 1 | (13, 53) (52, -74) | 1 | (31, 177) (52, -76) | 1 | (2, 6) (52, -76) | 2 | (4, 14) (52, -76) | 3 | (10, 38) (52, -76) | 4 | (94, 914) (52, -82) | 1 | (7, 25) (52, -83) | 1 | (3, 10) (52, -87) | 1 | (2, 5) (52, -87) | 2 | (6, 21) (52, -87) | 3 | (8, 29) (52, -87) | 4 | (611, 15104) (52, -96) | 1 | (2, 4) 2P = (60, -468) (52, -96) | 2 | (5, 17) (52, -96) | 3 | (42, 276) (52, -96) | 4 | (60, 468) (53, -5) | 1 | (1, 7) 2P = (14, -59) (53, -5) | 2 | (6, 23) (53, -5) | 3 | (14, 59) (53, -5) | 4 | (29, 161) 2P = (6, 23) 3P = (1, 7) (53, -9) | 1 | (10, 39) (53, -14) | 1 | (2, 10) (53, -17) | 1 | (3, 13) (53, -18) | 1 | (1, 6) (53, -18) | 2 | (162, 2064) (53, -20) | 1 | (4, 16) (53, -21) | 1 | (205, 2937) (53, -27) | 1 | (28, 153) (53, -29) | 1 | (1, 5) (53, -29) | 2 | (5, 19) (53, -29) | 3 | (30, 169) (53, -33) | 1 | (2, 9) (53, -35) | 1 | (20, 95) (53, -36) | 1 | (8, 30) (53, -38) | 1 | (1, 4) 2P = (47, -326) (53, -38) | 2 | (7, 26) (53, -38) | 3 | (17, 76) (53, -38) | 4 | (47, 326) (53, -42) | 1 | (3, 12) (53, -42) | 2 | (499, 11148) (53, -42) | 3 | (1658, 67512) (53, -44) | 1 | (16, 70) (53, -45) | 1 | (1, 3) (53, -50) | 1 | (1, 2) 2P = (194, -2704) (53, -50) | 2 | (2, 8) (53, -50) | 3 | (6, 22) (53, -50) | 4 | (9, 34) (53, -50) | 5 | (25, 130) (53, -50) | 6 | (33, 194) (53, -50) | 7 | (97, 958) (53, -50) | 8 | (194, 2704) (53, -51) | 1 | (4, 15) (53, -53) | 1 | (1, 1) 2P = (782, -21869) (53, -53) | 2 | (782, 21869) (53, -54) | 1 | (1, 0) order 2 (53, -57) | 1 | (159, 2007) (53, -60) | 1 | (12, 48) (53, -62) | 1 | (18, 82) (53, -65) | 1 | (2, 7) (53, -65) | 2 | (3, 11) (53, -65) | 3 | (11, 43) (53, -65) | 4 | (319, 5699) (53, -66) | 1 | (5, 18) (53, -68) | 1 | (72, 614) (53, -71) | 1 | (40, 257) (53, -74) | 1 | (15, 64) (53, -77) | 1 | (13, 53) (53, -78) | 1 | (2, 6) (53, -80) | 1 | (4, 14) (53, -86) | 1 | (3, 10) 2P = (10, -38) (53, -86) | 2 | (10, 38) (53, -89) | 1 | (2, 5) (53, -89) | 2 | (7, 25) 2P = (2, -5) 3P = (27, -145) (53, -89) | 3 | (27, 145) (53, -93) | 1 | (6, 21) (53, -95) | 1 | (8, 29) (53, -98) | 1 | (2, 4) (54, -6) | 1 | (1, 7) (54, -8) | 1 | (68, 564) (54, -11) | 1 | (6, 23) (54, -11) | 2 | (2325, 112108) (54, -16) | 1 | (2, 10) (54, -19) | 1 | (1, 6) (54, -19) | 2 | (10, 39) (54, -19) | 3 | (14, 59) (54, -20) | 1 | (3, 13) (54, -20) | 2 | (987, 31009) (54, -24) | 1 | (4, 16) (54, -30) | 1 | (1, 5) (54, -33) | 1 | (43, 286) (54, -34) | 1 | (5, 19) (54, -34) | 2 | (29, 161) (54, -35) | 1 | (2, 9) (54, -39) | 1 | (1, 4) (54, -41) | 1 | (111, 1172) (54, -44) | 1 | (8, 30) (54, -45) | 1 | (3, 12) (54, -45) | 2 | (7, 26) (54, -45) | 3 | (807, 22926) (54, -46) | 1 | (1, 3) (54, -51) | 1 | (1, 2) (54, -52) | 1 | (2, 8) (54, -54) | 1 | (1, 1) (54, -55) | 1 | (1, 0) order 2 (54, -55) | 2 | (4, 15) (54, -55) | 3 | (17, 76) (54, -55) | 4 | (20, 95) (54, -55) | 5 | (28, 153) (54, -55) | 6 | (913, 27588) (54, -55) | 7 | (3212, 182039) (54, -56) | 1 | (6, 22) (54, -59) | 1 | (9, 34) (54, -59) | 2 | (30, 169) (54, -60) | 1 | (16, 70) (54, -67) | 1 | (2, 7) (54, -68) | 1 | (3, 11) (54, -71) | 1 | (5, 18) (54, -72) | 1 | (12, 48) (54, -75) | 1 | (25, 130) (54, -76) | 1 | (11, 43) (54, -80) | 1 | (2, 6) (54, -80) | 2 | (18, 82) (54, -83) | 1 | (33, 194) (54, -84) | 1 | (4, 14) (54, -85) | 1 | (47, 326) (54, -89) | 1 | (3, 10) (54, -89) | 2 | (15, 64) (54, -90) | 1 | (13, 53) (54, -91) | 1 | (2, 5) (54, -94) | 1 | (329, 5969) (54, -96) | 1 | (7, 25) (54, -96) | 2 | (10, 38) (54, -96) | 3 | (424, 8732) (54, -99) | 1 | (6, 21) (54, -100) | 1 | (2, 4) (55, -7) | 1 | (1, 7) (55, -8) | 1 | (297, 5120) (55, -10) | 1 | (46, 316) (55, -10) | 2 | (106, 1094) (55, -11) | 1 | (180, 2417) (55, -12) | 1 | (21, 102) (55, -15) | 1 | (24, 123) (55, -17) | 1 | (6, 23) (55, -18) | 1 | (2, 10) (55, -20) | 1 | (1, 6) (55, -23) | 1 | (3, 13) (55, -27) | 1 | (108, 1125) (55, -28) | 1 | (4, 16) (55, -29) | 1 | (10, 39) (55, -31) | 1 | (1, 5) (55, -32) | 1 | (51, 368) (55, -33) | 1 | (14, 59) (55, -37) | 1 | (2, 9) (55, -39) | 1 | (5, 19) (55, -40) | 1 | (1, 4) (55, -47) | 1 | (1, 3) (55, -48) | 1 | (3, 12) (55, -52) | 1 | (1, 2) (55, -52) | 2 | (7, 26) (55, -52) | 3 | (8, 30) (55, -52) | 4 | (3121, 174358) (55, -54) | 1 | (2, 8) (55, -54) | 2 | (6770, 557036) (55, -55) | 1 | (1, 1) 2P = (839, -24303) (55, -55) | 2 | (839, 24303) (55, -56) | 1 | (1, 0) order 2 (55, -58) | 1 | (122, 1350) (55, -59) | 1 | (4, 15) (55, -61) | 1 | (610, 15067) (55, -62) | 1 | (6, 22) (55, -62) | 2 | (538, 12480) (55, -63) | 1 | (29, 161) (55, -68) | 1 | (9, 34) (55, -69) | 1 | (2, 7) (55, -71) | 1 | (3, 11) (55, -72) | 1 | (17, 76) (55, -72) | 2 | (81, 732) (55, -75) | 1 | (20, 95) (55, -76) | 1 | (5, 18) (55, -76) | 2 | (16, 70) (55, -76) | 3 | (43, 286) (55, -76) | 4 | (68, 564) (55, -76) | 5 | (1045, 33782) (55, -82) | 1 | (2, 6) (55, -83) | 1 | (28, 153) (55, -84) | 1 | (12, 48) (55, -87) | 1 | (11, 43) (55, -88) | 1 | (4, 14) (55, -88) | 2 | (103, 1048) (55, -89) | 1 | (30, 169) (55, -89) | 2 | (414, 8425) (55, -92) | 1 | (3, 10) (55, -93) | 1 | (2, 5) (55, -98) | 1 | (18, 82) (55, -100) | 1 | (25, 130) (56, -2) | 1 | (19, 89) (56, -5) | 1 | (5, 20) (56, -6) | 1 | (7, 27) (56, -8) | 1 | (1, 7) (56, -8) | 2 | (9, 35) (56, -9) | 1 | (13, 54) (56, -9) | 2 | (45, 306) (56, -11) | 1 | (11, 44) (56, -17) | 1 | (14329, 1715236) (56, -20) | 1 | (2, 10) (56, -21) | 1 | (1, 6) (56, -23) | 1 | (6, 23) (56, -26) | 1 | (3, 13) (56, -26) | 2 | (91, 871) (56, -29) | 1 | (57, 434) (56, -32) | 1 | (1, 5) (56, -32) | 2 | (4, 16) (56, -32) | 3 | (44, 296) (56, -33) | 1 | (21, 102) (56, -39) | 1 | (2, 9) (56, -39) | 2 | (10, 39) (56, -39) | 3 | (24, 123) (56, -39) | 4 | (85114, 24831417) (56, -41) | 1 | (1, 4) (56, -44) | 1 | (5, 19) (56, -47) | 1 | (14, 59) (56, -48) | 1 | (1, 3) (56, -51) | 1 | (3, 12) (56, -53) | 1 | (1, 2) (56, -56) | 1 | (1, 1) (56, -56) | 2 | (2, 8) (56, -56) | 3 | (46, 316) (56, -56) | 4 | (78, 692) (56, -57) | 1 | (1, 0) order 2 (56, -59) | 1 | (7, 26) (56, -60) | 1 | (8, 30) (56, -63) | 1 | (4, 15) (56, -63) | 2 | (176, 2337) (56, -68) | 1 | (6, 22) (56, -71) | 1 | (2, 7) (56, -74) | 1 | (3, 11) (56, -77) | 1 | (9, 34) (56, -81) | 1 | (5, 18) (56, -83) | 1 | (51, 368) (56, -84) | 1 | (2, 6) (56, -89) | 1 | (17, 76) (56, -92) | 1 | (4, 14) (56, -92) | 2 | (16, 70) (56, -92) | 3 | (29, 161) (56, -95) | 1 | (2, 5) (56, -95) | 2 | (3, 10) (56, -95) | 3 | (20, 95) (56, -95) | 4 | (220, 3265) (56, -96) | 1 | (12, 48) (56, -98) | 1 | (11, 43) (57, -1) | 1 | (2, 11) (57, -1) | 2 | (977, 30539) (57, -2) | 1 | (3, 14) 2P = (3, -14) order 3 (57, -3) | 1 | (4, 17) (57, -4) | 1 | (116, 1252) (57, -5) | 1 | (15, 65) (57, -7) | 1 | (8, 31) (57, -9) | 1 | (1, 7) (57, -10) | 1 | (5, 20) (57, -10) | 2 | (230, 3490) (57, -11) | 1 | (12, 49) (57, -13) | 1 | (7, 27) (57, -13) | 2 | (15694, 1966077) (57, -14) | 1 | (26, 138) (57, -17) | 1 | (9, 35) (57, -19) | 1 | (308, 5407) (57, -21) | 1 | (19, 89) (57, -21) | 2 | (22, 109) (57, -21) | 3 | (4315, 283447) (57, -22) | 1 | (1, 6) 2P = (23, -116) (57, -22) | 2 | (2, 10) (57, -22) | 3 | (11, 44) (57, -22) | 4 | (13, 54) (57, -22) | 5 | (23, 116) (57, -22) | 6 | (253, 4026) (57, -22) | 7 | (2377, 115890) (57, -29) | 1 | (3, 13) (57, -29) | 2 | (6, 23) (57, -29) | 3 | (135, 1571) (57, -33) | 1 | (1, 5) 2P = (34, -203) (57, -33) | 2 | (34, 203) (57, -33) | 3 | (49, 347) (57, -36) | 1 | (4, 16) (57, -38) | 1 | (39, 248) (57, -41) | 1 | (2, 9) (57, -42) | 1 | (1, 4) (57, -49) | 1 | (1, 3) 2P = (98, -973) (57, -49) | 2 | (5, 19) (57, -49) | 3 | (10, 39) (57, -49) | 4 | (73, 627) (57, -49) | 5 | (98, 973) (57, -49) | 6 | (1538, 60317) (57, -49) | 7 | (3925, 245901) (57, -54) | 1 | (1, 2) 2P = (223, -3332) (57, -54) | 2 | (3, 12) (57, -54) | 3 | (21, 102) (57, -54) | 4 | (45, 306) (57, -54) | 5 | (223, 3332) (57, -57) | 1 | (1, 1) 2P = (898, -26911) (57, -57) | 2 | (898, 26911) (57, -58) | 1 | (1, 0) order 2 (57, -58) | 2 | (2, 8) (57, -58) | 3 | (61, 480) (57, -61) | 1 | (14, 59) (57, -63) | 1 | (24, 123) (57, -66) | 1 | (7, 26) (57, -67) | 1 | (4, 15) (57, -67) | 2 | (508, 11451) (57, -67) | 3 | (15244, 1882125) (57, -68) | 1 | (8, 30) (57, -69) | 1 | (70, 589) (57, -73) | 1 | (2, 7) (57, -74) | 1 | (6, 22) (57, -76) | 1 | (44, 296) (57, -77) | 1 | (3, 11) (57, -86) | 1 | (2, 6) (57, -86) | 2 | (5, 18) (57, -86) | 3 | (9, 34) (57, -86) | 4 | (57, 434) (57, -86) | 5 | (155, 1932) (57, -96) | 1 | (4, 14) (57, -97) | 1 | (2, 5) (57, -98) | 1 | (3, 10) (58, -3) | 1 | (2, 11) (58, -5) | 1 | (3, 14) (58, -7) | 1 | (4, 17) (58, -10) | 1 | (1, 7) (58, -10) | 2 | (41, 267) (58, -15) | 1 | (5, 20) (58, -15) | 2 | (8, 31) (58, -15) | 3 | (276, 4587) (58, -20) | 1 | (7, 27) (58, -20) | 2 | (15, 65) (58, -23) | 1 | (1, 6) (58, -23) | 2 | (12, 49) 2P = (1, 6) (58, -24) | 1 | (2, 10) (58, -26) | 1 | (9, 35) (58, -28) | 1 | (32, 186) (58, -32) | 1 | (3, 13) (58, -33) | 1 | (11, 44) (58, -34) | 1 | (1, 5) (58, -35) | 1 | (6, 23) (58, -35) | 2 | (13, 54) (58, -35) | 3 | (102, 1033) (58, -40) | 1 | (4, 16) (58, -40) | 2 | (19, 89) (58, -40) | 3 | (26, 138) (58, -43) | 1 | (1, 4) (58, -43) | 2 | (2, 9) (58, -43) | 3 | (22, 109) (58, -43) | 4 | (166, 2141) (58, -45) | 1 | (23, 116) (58, -45) | 2 | (5963, 460466) (58, -47) | 1 | (84, 773) (58, -50) | 1 | (1, 3) (58, -50) | 2 | (177, 2357) (58, -54) | 1 | (5, 19) (58, -55) | 1 | (1, 2) (58, -57) | 1 | (3, 12) (58, -58) | 1 | (1, 1) (58, -59) | 1 | (1, 0) order 2 (58, -59) | 2 | (10, 39) (58, -60) | 1 | (2, 8) (58, -63) | 1 | (137, 1606) (58, -67) | 1 | (34, 203) (58, -71) | 1 | (4, 15) (58, -73) | 1 | (7, 26) (58, -75) | 1 | (2, 7) 2P = (21, -102) (58, -75) | 2 | (14, 59) (58, -75) | 3 | (21, 102) (58, -75) | 4 | (494, 10981) (58, -75) | 5 | (227978, 108852751) (58, -76) | 1 | (8, 30) (58, -77) | 1 | (39, 248) (58, -80) | 1 | (3, 11) (58, -80) | 2 | (6, 22) (58, -80) | 3 | (112, 1188) (58, -82) | 1 | (49, 347) (58, -87) | 1 | (24, 123) (58, -88) | 1 | (2, 6) (58, -91) | 1 | (5, 18) (58, -95) | 1 | (9, 34) (58, -99) | 1 | (2, 5) 2P = (45, -306) (58, -99) | 2 | (45, 306) (58, -100) | 1 | (4, 14) (59, -5) | 1 | (2, 11) (59, -5) | 2 | (18, 83) (59, -8) | 1 | (3, 14) (59, -8) | 2 | (643, 16306) (59, -11) | 1 | (1, 7) (59, -11) | 2 | (4, 17) (59, -11) | 3 | (59, 457) (59, -12) | 1 | (67, 552) (59, -20) | 1 | (5, 20) (59, -23) | 1 | (8, 31) (59, -23) | 2 | (368, 7061) (59, -24) | 1 | (1, 6) (59, -26) | 1 | (2, 10) (59, -27) | 1 | (7, 27) (59, -32) | 1 | (172, 2258) (59, -35) | 1 | (1, 5) (59, -35) | 2 | (3, 13) (59, -35) | 3 | (9, 35) (59, -35) | 4 | (12, 49) (59, -35) | 5 | (15, 65) (59, -35) | 6 | (52, 379) (59, -35) | 7 | (77, 679) (59, -35) | 8 | (763, 21077) (59, -35) | 9 | (1417, 53341) (59, -41) | 1 | (6, 23) (59, -44) | 1 | (1, 4) (59, -44) | 2 | (4, 16) (59, -44) | 3 | (11, 44) (59, -44) | 4 | (4861121, 10717775284) (59, -45) | 1 | (2, 9) (59, -48) | 1 | (13, 54) (59, -51) | 1 | (1, 3) (59, -51) | 2 | (41, 267) (59, -54) | 1 | (2086, 95274) (59, -56) | 1 | (1, 2) (59, -59) | 1 | (1, 1) 2P = (959, -29699) (59, -59) | 2 | (5, 19) (59, -59) | 3 | (19, 89) (59, -59) | 4 | (959, 29699) (59, -60) | 1 | (1, 0) order 2 (59, -60) | 2 | (3, 12) (59, -60) | 3 | (32, 186) (59, -62) | 1 | (2, 8) (59, -65) | 1 | (22, 109) (59, -66) | 1 | (26, 138) (59, -68) | 1 | (23, 116) (59, -69) | 1 | (10, 39) (59, -75) | 1 | (4, 15) (59, -77) | 1 | (2, 7) (59, -80) | 1 | (7, 26) (59, -83) | 1 | (3, 11) (59, -84) | 1 | (8, 30) (59, -86) | 1 | (6, 22) (59, -89) | 1 | (14, 59) (59, -90) | 1 | (2, 6) (59, -96) | 1 | (5, 18) (59, -96) | 2 | (21, 102) (60, -4) | 1 | (17, 77) (60, -7) | 1 | (2, 11) (60, -9) | 1 | (277, 4612) (60, -11) | 1 | (3, 14) (60, -12) | 1 | (1, 7) (60, -15) | 1 | (4, 17) (60, -15) | 2 | (16, 71) (60, -23) | 1 | (18, 83) (60, -25) | 1 | (1, 6) (60, -25) | 2 | (5, 20) (60, -25) | 3 | (1249, 44142) (60, -28) | 1 | (2, 10) (60, -31) | 1 | (8, 31) (60, -31) | 2 | (35, 212) (60, -31) | 3 | (38, 239) (60, -34) | 1 | (7, 27) (60, -34) | 2 | (95, 929) (60, -36) | 1 | (1, 5) (60, -37) | 1 | (101, 1018) (60, -38) | 1 | (3, 13) (60, -44) | 1 | (9, 35) (60, -45) | 1 | (1, 4) (60, -47) | 1 | (2, 9) 2P = (12, -49) (60, -47) | 2 | (6, 23) (60, -47) | 3 | (12, 49) (60, -47) | 4 | (56, 423) (60, -47) | 5 | (126, 1417) (60, -48) | 1 | (4, 16) (60, -50) | 1 | (15, 65) (60, -52) | 1 | (1, 3) (60, -55) | 1 | (11, 44) (60, -57) | 1 | (1, 2) (60, -60) | 1 | (1, 1) (60, -61) | 1 | (1, 0) order 2 (60, -61) | 2 | (13, 54) (60, -61) | 3 | (113, 1204) (60, -63) | 1 | (3, 12) (60, -64) | 1 | (2, 8) (60, -64) | 2 | (5, 19) (60, -64) | 3 | (74, 640) (60, -70) | 1 | (59, 457) (60, -78) | 1 | (19, 89) (60, -79) | 1 | (2, 7) (60, -79) | 2 | (4, 15) (60, -79) | 3 | (10, 39) (60, -79) | 4 | (67, 552) (60, -79) | 5 | (115, 1236) (60, -86) | 1 | (3, 11) (60, -87) | 1 | (7, 26) (60, -87) | 2 | (22, 109) (60, -87) | 3 | (52, 379) (60, -89) | 1 | (28485, 4807556) (60, -91) | 1 | (23, 116) (60, -92) | 1 | (2, 6) 2P = (32, -186) (60, -92) | 2 | (6, 22) (60, -92) | 3 | (8, 30) (60, -92) | 4 | (26, 138) (60, -92) | 5 | (32, 186) (60, -92) | 6 | (41, 267) (60, -92) | 7 | (662, 17034) (60, -92) | 8 | (2858, 152790) (60, -95) | 1 | (99, 988) (61, -4) | 1 | (20, 96) (61, -6) | 1 | (6, 24) (61, -9) | 1 | (2, 11) (61, -10) | 1 | (10, 40) (61, -10) | 2 | (37, 230) (61, -10) | 3 | (53, 390) (61, -11) | 1 | (36, 221) (61, -11) | 2 | (148, 1803) (61, -13) | 1 | (1, 7) (61, -14) | 1 | (3, 14) (61, -14) | 2 | (27, 146) (61, -19) | 1 | (4, 17) (61, -19) | 2 | (332, 6051) (61, -21) | 1 | (17, 77) (61, -26) | 1 | (1, 6) (61, -30) | 1 | (2, 10) (61, -30) | 2 | (5, 20) (61, -30) | 3 | (93, 900) (61, -30) | 4 | (1727, 71770) (61, -31) | 1 | (16, 71) (61, -37) | 1 | (1, 5) (61, -39) | 1 | (8, 31) (61, -41) | 1 | (3, 13) (61, -41) | 2 | (7, 27) (61, -41) | 3 | (18, 83) (61, -41) | 4 | (75, 653) (61, -41) | 5 | (90, 857) (61, -46) | 1 | (1, 4) 2P = (62, -492) (61, -46) | 2 | (62, 492) (61, -49) | 1 | (2, 9) (61, -52) | 1 | (4, 16) (61, -53) | 1 | (1, 3) (61, -53) | 2 | (6, 23) (61, -53) | 3 | (9, 35) (61, -56) | 1 | (76, 666) (61, -58) | 1 | (1, 2) 2P = (254, -4050) (61, -58) | 2 | (254, 4050) (61, -59) | 1 | (12, 49) (61, -61) | 1 | (1, 1) 2P = (1022, -32673) (61, -61) | 2 | (1022, 32673) (61, -62) | 1 | (1, 0) order 2 (61, -65) | 1 | (15, 65) (61, -66) | 1 | (2, 8) (61, -66) | 2 | (3, 12) (61, -66) | 3 | (11, 44) (61, -66) | 4 | (35, 212) (61, -66) | 5 | (395, 7852) (61, -69) | 1 | (5, 19) (61, -69) | 2 | (38, 239) (61, -74) | 1 | (13, 54) (61, -78) | 1 | (131, 1502) (61, -81) | 1 | (2, 7) (61, -83) | 1 | (4, 15) (61, -89) | 1 | (3, 11) 2P = (10, -39) (61, -89) | 2 | (10, 39) (61, -91) | 1 | (100, 1003) (61, -94) | 1 | (2, 6) (61, -94) | 2 | (7, 26) 2P = (2, -6) (61, -97) | 1 | (19, 89) (61, -98) | 1 | (6, 22) (61, -98) | 2 | (114, 1220) (61, -100) | 1 | (8, 30) (62, -11) | 1 | (2, 11) (62, -11) | 2 | (54, 401) (62, -12) | 1 | (6, 24) (62, -12) | 2 | (14, 60) (62, -14) | 1 | (1, 7) (62, -14) | 2 | (25, 131) (62, -17) | 1 | (3, 14) (62, -20) | 1 | (10, 40) (62, -23) | 1 | (4, 17) (62, -24) | 1 | (20, 96) (62, -26) | 1 | (85, 787) (62, -27) | 1 | (1, 6) (62, -29) | 1 | (31, 178) (62, -32) | 1 | (2, 10) (62, -35) | 1 | (5, 20) (62, -38) | 1 | (1, 5) (62, -38) | 2 | (17, 77) (62, -38) | 3 | (153, 1895) (62, -41) | 1 | (27, 146) (62, -41) | 2 | (55, 412) (62, -44) | 1 | (3, 13) (62, -47) | 1 | (1, 4) (62, -47) | 2 | (8, 31) (62, -47) | 3 | (16, 71) (62, -47) | 4 | (36, 221) (62, -47) | 5 | (37, 230) (62, -47) | 6 | (203328, 91684471) (62, -48) | 1 | (7, 27) (62, -51) | 1 | (2, 9) (62, -54) | 1 | (1, 3) (62, -56) | 1 | (4, 16) (62, -59) | 1 | (1, 2) (62, -59) | 2 | (6, 23) (62, -59) | 3 | (18, 83) (62, -62) | 1 | (1, 1) (62, -62) | 2 | (9, 35) (62, -62) | 3 | (3641, 219701) (62, -63) | 1 | (1, 0) order 2 (62, -63) | 2 | (53, 390) (62, -68) | 1 | (2, 8) (62, -69) | 1 | (3, 12) (62, -71) | 1 | (12, 49) (62, -74) | 1 | (5, 19) (62, -77) | 1 | (11, 44) (62, -80) | 1 | (15, 65) (62, -83) | 1 | (2, 7) (62, -87) | 1 | (4, 15) (62, -87) | 2 | (13, 54) (62, -92) | 1 | (3, 11) (62, -96) | 1 | (2, 6) (62, -99) | 1 | (10, 39) (63, -5) | 1 | (42, 277) (63, -12) | 1 | (208, 3002) (63, -13) | 1 | (2, 11) (63, -15) | 1 | (1, 7) (63, -15) | 2 | (109, 1141) (63, -18) | 1 | (6, 24) (63, -18) | 2 | (82, 746) (63, -20) | 1 | (3, 14) (63, -26) | 1 | (14, 60) (63, -27) | 1 | (4, 17) (63, -28) | 1 | (1, 6) (63, -28) | 2 | (127, 1434) (63, -30) | 1 | (10, 40) (63, -34) | 1 | (2, 10) (63, -39) | 1 | (1, 5) (63, -39) | 2 | (25, 131) (63, -40) | 1 | (5, 20) (63, -44) | 1 | (20, 96) (63, -47) | 1 | (3, 13) (63, -47) | 2 | (48, 337) (63, -48) | 1 | (1, 4) (63, -53) | 1 | (2, 9) (63, -53) | 2 | (186, 2539) (63, -54) | 1 | (66, 540) (63, -55) | 1 | (1, 3) 2P = (119, -1301) (63, -55) | 2 | (7, 27) (63, -55) | 3 | (8, 31) (63, -55) | 4 | (17, 77) (63, -55) | 5 | (119, 1301) (63, -55) | 6 | (3349, 193809) (63, -60) | 1 | (1, 2) (63, -60) | 2 | (4, 16) (63, -60) | 3 | (31, 178) (63, -63) | 1 | (1, 1) 2P = (1087, -35839) (63, -63) | 2 | (16, 71) (63, -63) | 3 | (1087, 35839) (63, -64) | 1 | (1, 0) order 2 (63, -65) | 1 | (6, 23) (63, -65) | 2 | (54, 401) (63, -68) | 1 | (27, 146) (63, -70) | 1 | (2, 8) (63, -71) | 1 | (9, 35) (63, -72) | 1 | (3, 12) (63, -77) | 1 | (18, 83) (63, -79) | 1 | (5, 19) (63, -79) | 2 | (80, 719) (63, -83) | 1 | (12, 49) (63, -83) | 2 | (36, 221) (63, -84) | 1 | (37, 230) (63, -85) | 1 | (2, 7) (63, -88) | 1 | (11, 44) (63, -91) | 1 | (4, 15) (63, -95) | 1 | (3, 11) (63, -95) | 2 | (15, 65) (63, -96) | 1 | (55, 412) (63, -98) | 1 | (2, 6) (63, -100) | 1 | (13, 54) (64, -1) | 1 | (1, 8) (64, -1) | 2 | (29, 162) (64, -1) | 3 | (65, 528) (64, -4) | 1 | (5, 21) (64, -4) | 2 | (13, 55) (64, -6) | 1 | (231, 3513) (64, -7) | 1 | (7, 28) (64, -9) | 1 | (9, 36) (64, -10) | 1 | (11, 45) (64, -15) | 1 | (2, 11) (64, -16) | 1 | (1, 7) (64, -16) | 2 | (89, 843) (64, -20) | 1 | (30, 170) (64, -23) | 1 | (3, 14) (64, -24) | 1 | (6, 24) (64, -24) | 2 | (33, 195) (64, -28) | 1 | (28, 154) (64, -29) | 1 | (1, 6) (64, -31) | 1 | (4, 17) (64, -36) | 1 | (2, 10) (64, -36) | 2 | (50, 358) (64, -40) | 1 | (1, 5) (64, -40) | 2 | (10, 40) (64, -40) | 3 | (14, 60) (64, -40) | 4 | (601, 14735) (64, -45) | 1 | (5, 20) (64, -47) | 1 | (42, 277) (64, -49) | 1 | (1, 4) (64, -50) | 1 | (3, 13) (64, -50) | 2 | (123, 1367) (64, -51) | 1 | (71, 602) (64, -55) | 1 | (2, 9) (64, -56) | 1 | (1, 3) (64, -61) | 1 | (1, 2) (64, -62) | 1 | (7, 27) (64, -63) | 1 | (8, 31) (64, -63) | 2 | (63, 504) (64, -64) | 1 | (1, 1) (64, -64) | 2 | (4, 16) (64, -64) | 3 | (20, 96) (64, -64) | 4 | (25, 131) (64, -64) | 5 | (17284, 2272304) (64, -65) | 1 | (1, 0) order 2 (64, -71) | 1 | (6, 23) (64, -72) | 1 | (2, 8) (64, -72) | 2 | (17, 77) (64, -72) | 3 | (10937, 1143793) (64, -75) | 1 | (3, 12) (64, -79) | 1 | (16, 71) (64, -80) | 1 | (9, 35) (64, -84) | 1 | (5, 19) (64, -87) | 1 | (2, 7) (64, -87) | 2 | (2742, 143583) (64, -90) | 1 | (539, 12515) (64, -91) | 1 | (31, 178) (64, -95) | 1 | (4, 15) (64, -95) | 2 | (12, 49) (64, -95) | 3 | (18, 83) (64, -95) | 4 | (27, 146) (64, -95) | 5 | (48, 337) (64, -95) | 6 | (130, 1485) (64, -95) | 7 | (454, 9675) (64, -98) | 1 | (3, 11) (64, -99) | 1 | (11, 44) (64, -100) | 1 | (2, 6) (64, -100) | 2 | (82, 746) (65, -2) | 1 | (1, 8) (65, -8) | 1 | (8, 32) (65, -8) | 2 | (12, 50) (65, -8) | 3 | (24, 124) (65, -9) | 1 | (5, 21) (65, -14) | 1 | (7, 28) (65, -17) | 1 | (1, 7) (65, -17) | 2 | (2, 11) (65, -17) | 3 | (13, 55) (65, -17) | 4 | (21, 103) (65, -17) | 5 | (321, 5753) (65, -17) | 6 | (125881, 44662217) (65, -18) | 1 | (9, 36) (65, -20) | 1 | (344, 6382) (65, -21) | 1 | (11, 45) (65, -26) | 1 | (3, 14) (65, -30) | 1 | (1, 6) (65, -30) | 2 | (6, 24) (65, -30) | 3 | (29, 162) (65, -30) | 4 | (89741, 26883534) (65, -30) | 5 | (1431361, 1712473146) (65, -35) | 1 | (4, 17) (65, -36) | 1 | (40, 258) (65, -38) | 1 | (2, 10) (65, -41) | 1 | (1, 5) (65, -45) | 1 | (86, 801) (65, -48) | 1 | (64, 516) (65, -50) | 1 | (1, 4) (65, -50) | 2 | (5, 20) (65, -50) | 3 | (10, 40) (65, -50) | 4 | (30, 170) (65, -50) | 5 | (129, 1468) (65, -53) | 1 | (3, 13) (65, -54) | 1 | (14, 60) (65, -56) | 1 | (28, 154) (65, -57) | 1 | (1, 3) (65, -57) | 2 | (2, 9) (65, -57) | 3 | (33, 195) (65, -57) | 4 | (141, 1677) (65, -57) | 5 | (757, 20829) (65, -62) | 1 | (1, 2) 2P = (287, -4864) (65, -62) | 2 | (287, 4864) (65, -65) | 1 | (1, 1) 2P = (1154, -39203) (65, -65) | 2 | (69, 577) (65, -65) | 3 | (1154, 39203) (65, -66) | 1 | (1, 0) order 2 (65, -66) | 2 | (65, 528) (65, -68) | 1 | (4, 16) (65, -69) | 1 | (7, 27) (65, -71) | 1 | (8, 31) (65, -71) | 2 | (128, 1451) (65, -74) | 1 | (2, 8) (65, -77) | 1 | (6, 23) (65, -78) | 1 | (3, 12) (65, -84) | 1 | (20, 96) (65, -86) | 1 | (50, 358) (65, -89) | 1 | (2, 7) (65, -89) | 2 | (5, 19) (65, -89) | 3 | (9, 35) (65, -89) | 4 | (17, 77) (65, -89) | 5 | (25, 131) (65, -89) | 6 | (42, 277) (65, -89) | 7 | (170, 2219) (65, -89) | 8 | (509, 11485) (65, -89) | 9 | (634, 15965) (65, -89) | 10 | (6332434, 15935144575) (65, -95) | 1 | (16, 71) (65, -99) | 1 | (4, 15) (66, -3) | 1 | (1, 8) (66, -4) | 1 | (4, 18) (66, -5) | 1 | (107, 1110) (66, -9) | 1 | (15, 66) (66, -13) | 1 | (19, 90) (66, -14) | 1 | (5, 21) (66, -16) | 1 | (8, 32) (66, -18) | 1 | (1, 7) (66, -19) | 1 | (2, 11) (66, -19) | 2 | (998, 31529) (66, -20) | 1 | (12, 50) (66, -20) | 2 | (87, 815) (66, -21) | 1 | (7, 28) (66, -24) | 1 | (58, 446) (66, -27) | 1 | (9, 36) (66, -29) | 1 | (3, 14) (66, -30) | 1 | (13, 55) (66, -31) | 1 | (1, 6) (66, -32) | 1 | (11, 45) (66, -32) | 2 | (24, 124) (66, -32) | 3 | (134, 1554) (66, -36) | 1 | (6, 24) (66, -38) | 1 | (21, 103) (66, -39) | 1 | (4, 17) (66, -39) | 2 | (88, 829) (66, -40) | 1 | (2, 10) (66, -42) | 1 | (1, 5) (66, -51) | 1 | (1, 4) (66, -55) | 1 | (5, 20) (66, -56) | 1 | (3, 13) (66, -58) | 1 | (1, 3) (66, -58) | 2 | (79601, 22458347) (66, -59) | 1 | (2, 9) (66, -59) | 2 | (29, 162) (66, -60) | 1 | (10, 40) (66, -63) | 1 | (1, 2) (66, -66) | 1 | (1, 1) (66, -67) | 1 | (1, 0) order 2 (66, -68) | 1 | (14, 60) (66, -69) | 1 | (247, 3884) (66, -70) | 1 | (1037, 33395) (66, -72) | 1 | (4, 16) (66, -72) | 2 | (204, 2916) (66, -76) | 1 | (2, 8) (66, -76) | 2 | (7, 27) (66, -76) | 3 | (40, 258) (66, -79) | 1 | (8, 31) (66, -80) | 1 | (30, 170) (66, -81) | 1 | (3, 12) (66, -81) | 2 | (183, 2478) (66, -83) | 1 | (6, 23) (66, -84) | 1 | (28, 154) (66, -90) | 1 | (33, 195) (66, -91) | 1 | (2, 7) (66, -94) | 1 | (5, 19) (66, -98) | 1 | (9, 35) (67, -3) | 1 | (3, 15) (67, -4) | 1 | (1, 8) (67, -8) | 1 | (4, 18) (67, -19) | 1 | (1, 7) 2P = (23, -117) (67, -19) | 2 | (5, 21) (67, -19) | 3 | (23, 117) (67, -19) | 4 | (43, 287) (67, -21) | 1 | (2, 11) (67, -22) | 1 | (22, 110) (67, -24) | 1 | (8, 32) (67, -24) | 2 | (15, 66) (67, -24) | 3 | (173, 2278) (67, -28) | 1 | (7, 28) (67, -32) | 1 | (1, 6) (67, -32) | 2 | (3, 14) (67, -32) | 3 | (12, 50) (67, -32) | 4 | (19, 90) (67, -32) | 5 | (96, 944) (67, -32) | 6 | (369, 7090) (67, -32) | 7 | (22611, 3400006) (67, -33) | 1 | (294, 5043) (67, -36) | 1 | (9, 36) (67, -42) | 1 | (2, 10) (67, -42) | 2 | (6, 24) (67, -43) | 1 | (1, 5) 2P = (47, -327) (67, -43) | 2 | (4, 17) (67, -43) | 3 | (11, 45) (67, -43) | 4 | (13, 55) (67, -43) | 5 | (47, 327) (67, -43) | 6 | (2476, 123205) (67, -52) | 1 | (1, 4) (67, -56) | 1 | (24, 124) (67, -59) | 1 | (1, 3) (67, -59) | 2 | (3, 13) (67, -59) | 3 | (21, 103) (67, -59) | 4 | (60, 469) (67, -60) | 1 | (5, 20) (67, -61) | 1 | (2, 9) (67, -64) | 1 | (1, 2) (67, -67) | 1 | (1, 1) 2P = (1223, -42771) (67, -67) | 2 | (1223, 42771) (67, -68) | 1 | (1, 0) order 2 (67, -70) | 1 | (10, 40) (67, -76) | 1 | (4, 16) (67, -78) | 1 | (2, 8) (67, -82) | 1 | (14, 60) (67, -82) | 2 | (58, 446) (67, -83) | 1 | (7, 27) (67, -84) | 1 | (3, 12) (67, -87) | 1 | (8, 31) (67, -88) | 1 | (29, 162) (67, -89) | 1 | (6, 23) (67, -93) | 1 | (2, 7) (67, -99) | 1 | (5, 19) (68, -5) | 1 | (1, 8) (68, -5) | 2 | (269, 4414) (68, -6) | 1 | (3, 15) (68, -12) | 1 | (4, 18) (68, -20) | 1 | (1, 7) (68, -23) | 1 | (2, 11) (68, -23) | 2 | (26, 139) (68, -24) | 1 | (5, 21) (68, -32) | 1 | (8, 32) (68, -33) | 1 | (1, 6) (68, -35) | 1 | (3, 14) (68, -35) | 2 | (7, 28) (68, -39) | 1 | (15, 66) (68, -42) | 1 | (23, 117) (68, -44) | 1 | (1, 5) (68, -44) | 2 | (2, 10) 2P = (12, -50) 3P = (22, 110) 4P = (1, -5) 5P = (222, -3310) (68, -44) | 3 | (12, 50) 2P = (1, 5) (68, -44) | 4 | (22, 110) (68, -44) | 5 | (222, 3310) (68, -45) | 1 | (9, 36) (68, -45) | 2 | (389, 7674) (68, -47) | 1 | (4, 17) (68, -48) | 1 | (6, 24) (68, -51) | 1 | (19, 90) (68, -53) | 1 | (1, 4) (68, -54) | 1 | (11, 45) (68, -56) | 1 | (13, 55) (68, -60) | 1 | (1, 3) (68, -62) | 1 | (3, 13) (68, -62) | 2 | (43, 287) (68, -63) | 1 | (2, 9) (68, -65) | 1 | (1, 2) (68, -65) | 2 | (5, 20) (68, -68) | 1 | (1, 1) (68, -69) | 1 | (1, 0) order 2 (68, -69) | 2 | (1137, 38340) (68, -80) | 1 | (2, 8) 2P = (21, -103) (68, -80) | 2 | (4, 16) (68, -80) | 3 | (10, 40) (68, -80) | 4 | (21, 103) (68, -80) | 5 | (24, 124) (68, -80) | 6 | (138, 1624) (68, -87) | 1 | (3, 12) (68, -90) | 1 | (7, 27) (68, -90) | 2 | (47, 327) (68, -95) | 1 | (2, 7) (68, -95) | 2 | (6, 23) (68, -95) | 3 | (8, 31) (68, -95) | 4 | (715, 19120) (68, -96) | 1 | (14, 60) (69, -2) | 1 | (2, 12) (69, -2) | 2 | (17, 78) 2P = (2, 12) (69, -5) | 1 | (6, 25) (69, -6) | 1 | (1, 8) (69, -7) | 1 | (32, 187) (69, -9) | 1 | (3, 15) (69, -9) | 2 | (10, 41) (69, -9) | 3 | (39, 249) (69, -9) | 4 | (51, 369) (69, -11) | 1 | (44, 297) (69, -16) | 1 | (4, 18) (69, -16) | 2 | (16, 72) (69, -18) | 1 | (18, 84) (69, -21) | 1 | (1, 7) (69, -21) | 2 | (46, 317) (69, -25) | 1 | (2, 11) (69, -29) | 1 | (5, 21) (69, -34) | 1 | (1, 6) 2P = (34, -204) (69, -34) | 2 | (34, 204) (69, -38) | 1 | (3, 14) (69, -40) | 1 | (8, 32) (69, -40) | 2 | (92, 886) (69, -42) | 1 | (7, 28) (69, -45) | 1 | (1, 5) (69, -46) | 1 | (2, 10) (69, -48) | 1 | (448, 9484) (69, -49) | 1 | (26, 139) (69, -51) | 1 | (4, 17) (69, -54) | 1 | (1, 4) 2P = (79, -706) (69, -54) | 2 | (6, 24) (69, -54) | 3 | (9, 36) (69, -54) | 4 | (15, 66) (69, -54) | 5 | (79, 706) (69, -54) | 6 | (265, 4316) (69, -54) | 7 | (385, 7556) (69, -56) | 1 | (12, 50) (69, -59) | 1 | (228, 3445) (69, -61) | 1 | (1, 3) 2P = (142, -1695) (69, -61) | 2 | (142, 1695) (69, -65) | 1 | (2, 9) (69, -65) | 2 | (3, 13) (69, -65) | 3 | (11, 45) (69, -65) | 4 | (23, 117) (69, -65) | 5 | (479, 10485) (69, -66) | 1 | (1, 2) 2P = (322, -5780) (69, -66) | 2 | (22, 110) (69, -66) | 3 | (322, 5780) (69, -69) | 1 | (1, 1) 2P = (1294, -46549) (69, -69) | 2 | (13, 55) (69, -69) | 3 | (1294, 46549) (69, -70) | 1 | (1, 0) order 2 (69, -70) | 2 | (5, 20) (69, -70) | 3 | (19, 90) (69, -82) | 1 | (2, 8) (69, -84) | 1 | (4, 16) (69, -90) | 1 | (3, 12) 2P = (10, -40) (69, -90) | 2 | (10, 40) (69, -97) | 1 | (2, 7) (69, -97) | 2 | (7, 27) 2P = (2, -7) (70, -3) | 1 | (14, 61) (70, -4) | 1 | (2, 12) (70, -7) | 1 | (1, 8) (70, -11) | 1 | (6, 25) (70, -12) | 1 | (3, 15) (70, -19) | 1 | (10, 41) (70, -19) | 2 | (17, 78) (70, -19) | 3 | (262, 4243) (70, -20) | 1 | (4, 18) (70, -22) | 1 | (1, 7) (70, -26) | 1 | (45, 307) (70, -27) | 1 | (2, 11) (70, -32) | 1 | (16, 72) (70, -34) | 1 | (5, 21) (70, -35) | 1 | (1, 6) (70, -36) | 1 | (18, 84) (70, -39) | 1 | (32, 187) (70, -41) | 1 | (3, 14) (70, -46) | 1 | (1, 5) (70, -48) | 1 | (2, 10) (70, -48) | 2 | (8, 32) (70, -48) | 3 | (39, 249) (70, -48) | 4 | (104, 1064) (70, -48) | 5 | (68943, 18102363) (70, -49) | 1 | (7, 28) (70, -51) | 1 | (110, 1157) (70, -55) | 1 | (1, 4) (70, -55) | 2 | (4, 17) (70, -55) | 3 | (44, 297) (70, -55) | 4 | (136, 1589) (70, -60) | 1 | (6, 24) (70, -60) | 2 | (51, 369) (70, -62) | 1 | (1, 3) (70, -63) | 1 | (9, 36) (70, -63) | 2 | (72, 615) (70, -67) | 1 | (1, 2) (70, -67) | 2 | (2, 9) (70, -67) | 3 | (46, 317) (70, -67) | 4 | (118, 1285) (70, -67) | 5 | (146, 1767) (70, -67) | 6 | (11617, 1252106) (70, -68) | 1 | (3, 13) (70, -68) | 2 | (12, 50) (70, -68) | 3 | (34, 204) (70, -69) | 1 | (15, 66) (70, -70) | 1 | (1, 1) (70, -71) | 1 | (1, 0) order 2 (70, -75) | 1 | (5, 20) (70, -75) | 2 | (26, 139) (70, -76) | 1 | (11, 45) (70, -82) | 1 | (13, 55) (70, -82) | 2 | (19997, 2827791) (70, -84) | 1 | (2, 8) (70, -88) | 1 | (4, 16) (70, -88) | 2 | (22, 110) (70, -88) | 3 | (23, 117) (70, -88) | 4 | (51484, 11681764) (70, -89) | 1 | (19, 90) (70, -93) | 1 | (3, 12) (70, -99) | 1 | (2, 7) (70, -100) | 1 | (10, 40) (71, -2) | 1 | (694, 18284) (71, -6) | 1 | (2, 12) (71, -8) | 1 | (1, 8) (71, -8) | 2 | (41, 268) (71, -11) | 1 | (20, 97) (71, -15) | 1 | (3, 15) (71, -15) | 2 | (57, 435) (71, -17) | 1 | (6, 25) (71, -17) | 2 | (14, 61) (71, -17) | 3 | (4134, 265801) (71, -17) | 4 | (12254, 1356491) (71, -20) | 1 | (345, 6410) (71, -23) | 1 | (1, 7) (71, -24) | 1 | (4, 18) (71, -24) | 2 | (49, 348) (71, -29) | 1 | (2, 11) (71, -29) | 2 | (10, 41) (71, -29) | 3 | (126554, 45020863) (71, -33) | 1 | (94, 915) (71, -35) | 1 | (68, 565) (71, -36) | 1 | (1, 6) (71, -36) | 2 | (17, 78) (71, -39) | 1 | (5, 21) (71, -44) | 1 | (3, 14) (71, -47) | 1 | (1, 5) (71, -48) | 1 | (16, 72) (71, -50) | 1 | (2, 10) (71, -50) | 2 | (150, 1840) (71, -50) | 3 | (1698, 69970) (71, -54) | 1 | (18, 84) (71, -56) | 1 | (1, 4) (71, -56) | 2 | (7, 28) (71, -56) | 3 | (8, 32) (71, -56) | 4 | (3585, 214652) (71, -59) | 1 | (4, 17) (71, -59) | 2 | (19452, 2712979) (71, -60) | 1 | (6843, 566070) (71, -63) | 1 | (1, 3) (71, -66) | 1 | (6, 24) (71, -68) | 1 | (1, 2) (71, -69) | 1 | (2, 9) (71, -71) | 1 | (1, 1) 2P = (1367, -50543) (71, -71) | 2 | (3, 13) (71, -71) | 3 | (32, 187) (71, -71) | 4 | (45, 307) (71, -71) | 5 | (1367, 50543) (71, -72) | 1 | (1, 0) order 2 (71, -72) | 2 | (9, 36) (71, -80) | 1 | (5, 20) (71, -80) | 2 | (12, 50) (71, -80) | 3 | (83, 760) (71, -84) | 1 | (15, 66) (71, -86) | 1 | (2, 8) (71, -87) | 1 | (11, 45) (71, -87) | 2 | (39, 249) (71, -92) | 1 | (4, 16) (71, -95) | 1 | (13, 55) (71, -96) | 1 | (3, 12) (71, -99) | 1 | (44, 297) (72, -1) | 1 | (5, 22) (72, -1) | 2 | (25, 132) (72, -6) | 1 | (7, 29) (72, -7) | 1 | (11, 46) (72, -8) | 1 | (2, 12) (72, -8) | 2 | (9, 37) (72, -8) | 3 | (38, 240) (72, -8) | 4 | (8913, 841465) (72, -9) | 1 | (1, 8) (72, -12) | 1 | (61, 481) (72, -18) | 1 | (3, 15) (72, -18) | 2 | (27, 147) (72, -23) | 1 | (6, 25) (72, -24) | 1 | (1, 7) (72, -26) | 1 | (35, 213) (72, -28) | 1 | (4, 18) (72, -31) | 1 | (2, 11) (72, -31) | 2 | (14, 61) (72, -31) | 3 | (20, 97) (72, -37) | 1 | (1, 6) (72, -39) | 1 | (10, 41) (72, -44) | 1 | (5, 21) (72, -47) | 1 | (3, 14) (72, -48) | 1 | (1, 5) (72, -49) | 1 | (41, 268) (72, -52) | 1 | (2, 10) (72, -53) | 1 | (17, 78) (72, -57) | 1 | (1, 4) (72, -63) | 1 | (4, 17) (72, -63) | 2 | (7, 28) (72, -63) | 3 | (214, 3133) (72, -64) | 1 | (1, 3) (72, -64) | 2 | (8, 32) (72, -64) | 3 | (16, 72) (72, -64) | 4 | (145, 1749) (72, -64) | 5 | (156913, 62156763) (72, -69) | 1 | (1, 2) (72, -71) | 1 | (2, 9) (72, -72) | 1 | (1, 1) (72, -72) | 2 | (6, 24) (72, -72) | 3 | (18, 84) (72, -72) | 4 | (57, 435) (72, -73) | 1 | (1, 0) order 2 (72, -73) | 2 | (49, 348) (72, -74) | 1 | (3, 13) (72, -81) | 1 | (9, 36) (72, -85) | 1 | (5, 20) (72, -88) | 1 | (2, 8) (72, -92) | 1 | (12, 50) (72, -96) | 1 | (4, 16) (72, -96) | 2 | (124, 1384) (72, -98) | 1 | (11, 45) (72, -99) | 1 | (3, 12) (72, -99) | 2 | (15, 66) (72, -99) | 3 | (751, 20582) (73, -1) | 1 | (1105, 36733) (73, -3) | 1 | (12, 51) (73, -4) | 1 | (52, 380) (73, -6) | 1 | (5, 22) (73, -7) | 1 | (8, 33) (73, -10) | 1 | (1, 8) (73, -10) | 2 | (2, 12) (73, -10) | 3 | (13, 56) (73, -10) | 4 | (70, 590) (73, -10) | 5 | (209, 3024) (73, -10) | 6 | (397, 7912) (73, -13) | 1 | (7, 29) (73, -13) | 2 | (31, 179) (73, -17) | 1 | (9, 37) (73, -18) | 1 | (11, 46) (73, -21) | 1 | (3, 15) (73, -25) | 1 | (1, 7) (73, -26) | 1 | (25, 132) (73, -29) | 1 | (6, 25) (73, -32) | 1 | (4, 18) (73, -33) | 1 | (2, 11) (73, -38) | 1 | (1, 6) (73, -39) | 1 | (200, 2831) (73, -45) | 1 | (14, 61) (73, -45) | 2 | (27, 147) (73, -45) | 3 | (215, 3155) (73, -46) | 1 | (38, 240) (73, -47) | 1 | (408, 8243) (73, -49) | 1 | (1, 5) (73, -49) | 2 | (5, 21) (73, -49) | 3 | (10, 41) (73, -50) | 1 | (3, 14) (73, -51) | 1 | (20, 97) (73, -53) | 1 | (591, 14369) (73, -54) | 1 | (2, 10) (73, -58) | 1 | (1, 4) (73, -61) | 1 | (35, 213) (73, -65) | 1 | (1, 3) (73, -65) | 2 | (81, 733) (73, -66) | 1 | (714, 19080) (73, -67) | 1 | (4, 17) (73, -70) | 1 | (1, 2) 2P = (359, -6804) (73, -70) | 2 | (7, 28) (73, -70) | 3 | (17, 78) (73, -70) | 4 | (359, 6804) (73, -72) | 1 | (8, 32) (73, -73) | 1 | (1, 1) 2P = (1442, -54759) (73, -73) | 2 | (2, 9) (73, -73) | 3 | (61, 481) (73, -73) | 4 | (97, 959) (73, -73) | 5 | (1442, 54759) (73, -74) | 1 | (1, 0) order 2 (73, -77) | 1 | (3, 13) (73, -78) | 1 | (6, 24) (73, -80) | 1 | (16, 72) (73, -90) | 1 | (2, 8) (73, -90) | 2 | (5, 20) (73, -90) | 3 | (9, 36) (73, -90) | 4 | (18, 84) (73, -90) | 5 | (41, 268) (73, -90) | 6 | (182, 2458) (73, -100) | 1 | (4, 16) (74, -11) | 1 | (1, 8) (74, -11) | 2 | (5, 22) (74, -12) | 1 | (2, 12) (74, -15) | 1 | (8, 33) (74, -15) | 2 | (12, 51) (74, -15) | 3 | (421, 8640) (74, -20) | 1 | (7, 29) (74, -23) | 1 | (13, 56) (74, -24) | 1 | (3, 15) (74, -26) | 1 | (1, 7) (74, -26) | 2 | (9, 37) (74, -29) | 1 | (11, 46) (74, -30) | 1 | (37, 231) (74, -35) | 1 | (2, 11) (74, -35) | 2 | (6, 25) (74, -35) | 3 | (73, 628) (74, -36) | 1 | (4, 18) (74, -36) | 2 | (36, 222) (74, -39) | 1 | (1, 6) (74, -44) | 1 | (31, 179) (74, -50) | 1 | (1, 5) (74, -51) | 1 | (25, 132) (74, -53) | 1 | (3, 14) (74, -54) | 1 | (5, 21) (74, -54) | 2 | (189, 2601) (74, -56) | 1 | (2, 10) (74, -56) | 2 | (52, 380) (74, -59) | 1 | (1, 4) (74, -59) | 2 | (10, 41) (74, -59) | 3 | (14, 61) (74, -66) | 1 | (1, 3) (74, -71) | 1 | (1, 2) (74, -71) | 2 | (4, 17) (74, -71) | 3 | (20, 97) (74, -72) | 1 | (27, 147) (74, -74) | 1 | (1, 1) (74, -75) | 1 | (1, 0) order 2 (74, -75) | 2 | (2, 9) (74, -75) | 3 | (78, 693) (74, -77) | 1 | (7, 28) (74, -80) | 1 | (3, 13) (74, -80) | 2 | (8, 32) (74, -80) | 3 | (70, 590) (74, -84) | 1 | (6, 24) (74, -84) | 2 | (38, 240) (74, -87) | 1 | (17, 78) (74, -92) | 1 | (2, 8) (74, -95) | 1 | (5, 20) (74, -96) | 1 | (16, 72) (74, -96) | 2 | (35, 213) (74, -96) | 3 | (174, 2298) (74, -98) | 1 | (233, 3559) (74, -99) | 1 | (9, 36) (75, -3) | 1 | (4, 19) (75, -3) | 2 | (19, 91) (75, -9) | 1 | (30, 171) (75, -11) | 1 | (15, 67) (75, -12) | 1 | (1, 8) (75, -12) | 2 | (91, 872) (75, -14) | 1 | (2, 12) (75, -16) | 1 | (5, 22) (75, -20) | 1 | (21, 104) (75, -23) | 1 | (8, 33) (75, -27) | 1 | (1, 7) (75, -27) | 2 | (3, 15) (75, -27) | 3 | (7, 29) (75, -27) | 4 | (12, 51) (75, -27) | 5 | (28, 155) (75, -27) | 6 | (111, 1173) (75, -27) | 7 | (117, 1269) (75, -27) | 8 | (237, 3651) (75, -27) | 9 | (1327, 48341) (75, -27) | 10 | (165421, 67279997) (75, -35) | 1 | (9, 37) (75, -36) | 1 | (13, 56) (75, -37) | 1 | (2, 11) (75, -40) | 1 | (1, 6) (75, -40) | 2 | (4, 18) (75, -40) | 3 | (11, 46) (75, -40) | 4 | (56, 424) (75, -40) | 5 | (59, 458) (75, -40) | 6 | (1796, 76114) (75, -40) | 7 | (6139, 481002) (75, -40) | 8 | (86321, 25361486) (75, -41) | 1 | (6, 25) (75, -41) | 2 | (158, 1989) (75, -51) | 1 | (1, 5) (75, -51) | 2 | (103, 1049) (75, -56) | 1 | (3, 14) (75, -58) | 1 | (2, 10) (75, -59) | 1 | (5, 21) (75, -60) | 1 | (1, 4) (75, -67) | 1 | (1, 3) 2P = (167, -2161) (75, -67) | 2 | (37, 231) (75, -67) | 3 | (167, 2161) (75, -69) | 1 | (10, 41) (75, -72) | 1 | (1, 2) (75, -72) | 2 | (36, 222) (75, -73) | 1 | (14, 61) (75, -75) | 1 | (1, 1) 2P = (1519, -59203) (75, -75) | 2 | (4, 17) (75, -75) | 3 | (31, 179) (75, -75) | 4 | (1519, 59203) (75, -76) | 1 | (1, 0) order 2 (75, -76) | 2 | (25, 132) (75, -77) | 1 | (2, 9) (75, -79) | 1 | (152, 1877) (75, -83) | 1 | (3, 13) (75, -83) | 2 | (3879, 241591) (75, -84) | 1 | (7, 28) (75, -85) | 1 | (1826, 78029) (75, -88) | 1 | (8, 32) (75, -90) | 1 | (6, 24) (75, -91) | 1 | (20, 97) (75, -94) | 1 | (2, 8) (75, -99) | 1 | (27, 147) (75, -100) | 1 | (5, 20) (76, -7) | 1 | (4, 19) (76, -12) | 1 | (84, 774) (76, -13) | 1 | (1, 8) (76, -16) | 1 | (2, 12) (76, -19) | 1 | (139, 1642) (76, -21) | 1 | (5, 22) (76, -22) | 1 | (19, 91) (76, -23) | 1 | (24, 125) (76, -24) | 1 | (29, 163) (76, -24) | 2 | (53, 391) (76, -26) | 1 | (15, 67) (76, -28) | 1 | (1, 7) (76, -29) | 1 | (33, 196) (76, -30) | 1 | (3, 15) (76, -31) | 1 | (8, 33) (76, -34) | 1 | (7, 29) (76, -34) | 2 | (295, 5069) (76, -39) | 1 | (2, 11) 2P = (12, -51) (76, -39) | 2 | (12, 51) (76, -39) | 3 | (30, 171) (76, -39) | 4 | (2840, 151349) (76, -41) | 1 | (1, 6) (76, -41) | 2 | (21, 104) (76, -44) | 1 | (4, 18) (76, -44) | 2 | (9, 37) (76, -44) | 3 | (108, 1126) (76, -46) | 1 | (67, 553) (76, -47) | 1 | (6, 25) (76, -47) | 2 | (106, 1095) (76, -49) | 1 | (13, 56) (76, -51) | 1 | (11, 46) (76, -52) | 1 | (1, 5) (76, -55) | 1 | (28, 155) (76, -59) | 1 | (3, 14) (76, -60) | 1 | (2, 10) (76, -61) | 1 | (1, 4) (76, -64) | 1 | (5, 21) (76, -68) | 1 | (1, 3) (76, -73) | 1 | (1, 2) (76, -74) | 1 | (2455, 121641) (76, -76) | 1 | (1, 1) (76, -77) | 1 | (1, 0) order 2 (76, -79) | 1 | (2, 9) (76, -79) | 2 | (4, 17) (76, -79) | 3 | (10, 41) (76, -79) | 4 | (163, 2084) (76, -86) | 1 | (3, 13) (76, -86) | 2 | (171, 2239) (76, -87) | 1 | (14, 61) (76, -91) | 1 | (7, 28) (76, -96) | 1 | (2, 8) (76, -96) | 2 | (6, 24) (76, -96) | 3 | (8, 32) (76, -96) | 4 | (56, 424) (76, -96) | 5 | (770, 21368) (76, -99) | 1 | (59, 458) (77, -2) | 1 | (3, 16) (77, -2) | 2 | (6, 26) (77, -2) | 3 | (187, 2560) (77, -2) | 4 | (1062, 34610) (77, -6) | 1 | (10, 42) (77, -11) | 1 | (4, 19) (77, -14) | 1 | (1, 8) 2P = (23, -118) (77, -14) | 2 | (23, 118) (77, -18) | 1 | (2, 12) (77, -18) | 2 | (54, 402) (77, -21) | 1 | (22, 111) (77, -26) | 1 | (5, 22) (77, -29) | 1 | (1, 7) (77, -33) | 1 | (3, 15) (77, -33) | 2 | (203, 2895) (77, -38) | 1 | (42, 278) (77, -39) | 1 | (8, 33) (77, -41) | 1 | (2, 11) (77, -41) | 2 | (7, 29) (77, -41) | 3 | (15, 67) (77, -41) | 4 | (19, 91) (77, -41) | 5 | (55, 413) (77, -41) | 6 | (74, 641) (77, -41) | 7 | (122, 1351) (77, -42) | 1 | (1, 6) (77, -44) | 1 | (48, 338) (77, -44) | 2 | (236, 3628) (77, -47) | 1 | (24, 125) (77, -48) | 1 | (4, 18) (77, -51) | 1 | (12, 51) (77, -51) | 2 | (66772, 17254071) (77, -53) | 1 | (1, 5) 2P = (62, -493) (77, -53) | 2 | (6, 25) (77, -53) | 3 | (9, 37) (77, -53) | 4 | (29, 163) (77, -53) | 5 | (62, 493) (77, -62) | 1 | (1, 4) 2P = (98, -974) (77, -62) | 2 | (2, 10) (77, -62) | 3 | (3, 14) (77, -62) | 4 | (11, 46) (77, -62) | 5 | (13, 56) (77, -62) | 6 | (21, 104) (77, -62) | 7 | (33, 196) (77, -62) | 8 | (77, 680) (77, -62) | 9 | (98, 974) (77, -62) | 10 | (193, 2684) (77, -62) | 11 | (366, 7004) (77, -62) | 12 | (571, 13646) (77, -62) | 13 | (2577, 130820) (77, -69) | 1 | (1, 3) (77, -69) | 2 | (5, 21) (77, -69) | 3 | (30, 171) (77, -69) | 4 | (750, 20541) (77, -74) | 1 | (1, 2) 2P = (398, -7942) (77, -74) | 2 | (398, 7942) (77, -77) | 1 | (1, 1) 2P = (1598, -63881) (77, -77) | 2 | (53, 391) (77, -77) | 3 | (1598, 63881) (77, -78) | 1 | (1, 0) order 2 (77, -81) | 1 | (2, 9) (77, -83) | 1 | (4, 17) (77, -83) | 2 | (28, 155) (77, -89) | 1 | (3, 13) 2P = (10, -41) (77, -89) | 2 | (10, 41) (77, -96) | 1 | (84, 774) (77, -98) | 1 | (2, 8) (77, -98) | 2 | (7, 28) 2P = (2, -8) (78, -4) | 1 | (26, 140) (78, -5) | 1 | (3, 16) (78, -8) | 1 | (6, 26) (78, -8) | 2 | (102, 1034) (78, -9) | 1 | (75, 654) (78, -11) | 1 | (18, 85) (78, -15) | 1 | (1, 8) (78, -15) | 2 | (4, 19) (78, -15) | 3 | (16, 73) (78, -15) | 4 | (76, 667) (78, -15) | 5 | (181, 2438) (78, -16) | 1 | (10, 42) (78, -17) | 1 | (159, 2008) (78, -19) | 1 | (50, 359) (78, -20) | 1 | (2, 12) (78, -21) | 1 | (199, 2810) (78, -30) | 1 | (1, 7) (78, -31) | 1 | (5, 22) (78, -36) | 1 | (3, 15) (78, -37) | 1 | (23, 118) (78, -39) | 1 | (40, 259) (78, -43) | 1 | (1, 6) (78, -43) | 2 | (2, 11) (78, -43) | 3 | (22, 111) (78, -43) | 4 | (286, 4839) (78, -47) | 1 | (8, 33) (78, -48) | 1 | (7, 29) (78, -52) | 1 | (4, 18) (78, -52) | 2 | (21748, 3207222) (78, -54) | 1 | (1, 5) (78, -54) | 2 | (465, 10029) (78, -56) | 1 | (15, 67) (78, -59) | 1 | (6, 25) (78, -60) | 1 | (19, 91) (78, -62) | 1 | (9, 37) (78, -63) | 1 | (1, 4) (78, -63) | 2 | (12, 51) 2P = (1, 4) (78, -64) | 1 | (2, 10) (78, -65) | 1 | (3, 14) (78, -70) | 1 | (1, 3) (78, -71) | 1 | (24, 125) (78, -72) | 1 | (54, 402) (78, -73) | 1 | (11, 46) (78, -74) | 1 | (5, 21) (78, -74) | 2 | (125, 1401) (78, -75) | 1 | (1, 2) (78, -75) | 2 | (13, 56) (78, -78) | 1 | (1, 1) (78, -79) | 1 | (1, 0) order 2 (78, -80) | 1 | (42, 278) (78, -82) | 1 | (29, 163) (78, -83) | 1 | (2, 9) 2P = (21, -104) (78, -83) | 2 | (21, 104) (78, -87) | 1 | (4, 17) (78, -91) | 1 | (1169, 39970) (78, -92) | 1 | (3, 13) (78, -92) | 2 | (48, 338) (78, -95) | 1 | (33, 196) (78, -96) | 1 | (55, 413) (78, -99) | 1 | (10, 41) (78, -99) | 2 | (30, 171) (78, -100) | 1 | (2, 8) (79, -6) | 1 | (14, 62) (79, -8) | 1 | (3, 16) (79, -14) | 1 | (6, 26) (79, -15) | 1 | (17, 79) (79, -16) | 1 | (1, 8) (79, -19) | 1 | (4, 19) (79, -22) | 1 | (2, 12) (79, -26) | 1 | (10, 42) (79, -28) | 1 | (553, 13006) (79, -29) | 1 | (18, 85) (79, -29) | 2 | (66, 541) (79, -30) | 1 | (26, 140) (79, -31) | 1 | (1, 7) (79, -31) | 2 | (16, 73) (79, -36) | 1 | (5, 22) (79, -36) | 2 | (149, 1822) (79, -39) | 1 | (3, 15) (79, -44) | 1 | (1, 6) (79, -45) | 1 | (2, 11) (79, -51) | 1 | (116, 1253) (79, -55) | 1 | (1, 5) (79, -55) | 2 | (7, 29) (79, -55) | 3 | (8, 33) (79, -55) | 4 | (112, 1189) (79, -55) | 5 | (1177, 40381) (79, -55) | 6 | (3829, 236935) (79, -56) | 1 | (4, 18) (79, -56) | 2 | (229, 3468) (79, -60) | 1 | (23, 118) (79, -64) | 1 | (1, 4) (79, -64) | 2 | (449, 9516) (79, -65) | 1 | (6, 25) (79, -65) | 2 | (22, 111) (79, -66) | 1 | (2, 10) (79, -68) | 1 | (3, 14) (79, -69) | 1 | (50, 359) (79, -71) | 1 | (1, 3) (79, -71) | 2 | (9, 37) (79, -71) | 3 | (15, 67) (79, -75) | 1 | (12, 51) (79, -76) | 1 | (1, 2) (79, -76) | 2 | (175, 2318) (79, -79) | 1 | (1, 1) 2P = (1679, -68799) (79, -79) | 2 | (5, 21) (79, -79) | 3 | (19, 91) (79, -79) | 4 | (40, 259) (79, -79) | 5 | (536, 12411) (79, -79) | 6 | (1679, 68799) (79, -80) | 1 | (1, 0) order 2 (79, -84) | 1 | (11, 46) (79, -84) | 2 | (75, 654) (79, -85) | 1 | (2, 9) (79, -88) | 1 | (13, 56) (79, -91) | 1 | (4, 17) (79, -91) | 2 | (76, 667) (79, -92) | 1 | (292, 4992) (79, -95) | 1 | (3, 13) (79, -95) | 2 | (24, 125) (80, -2) | 1 | (11, 47) (80, -2) | 2 | (2771, 145867) (80, -3) | 1 | (7, 30) (80, -3) | 2 | (43, 288) (80, -5) | 1 | (9, 38) (80, -11) | 1 | (3, 16) (80, -17) | 1 | (1, 8) (80, -20) | 1 | (6, 26) (80, -20) | 2 | (14, 62) (80, -20) | 3 | (101, 1019) (80, -23) | 1 | (4, 19) (80, -24) | 1 | (2, 12) (80, -32) | 1 | (1, 7) (80, -32) | 2 | (17, 79) (80, -36) | 1 | (10, 42) (80, -36) | 2 | (90, 858) (80, -41) | 1 | (5, 22) (80, -42) | 1 | (3, 15) (80, -45) | 1 | (1, 6) (80, -45) | 2 | (161, 2046) (80, -45) | 3 | (10341, 1051584) (80, -47) | 1 | (2, 11) (80, -47) | 2 | (16, 73) (80, -47) | 3 | (18, 85) (80, -47) | 4 | (6207, 489016) (80, -56) | 1 | (1, 5) (80, -56) | 2 | (26, 140) (80, -60) | 1 | (4, 18) (80, -62) | 1 | (7, 29) (80, -62) | 2 | (63, 505) (80, -63) | 1 | (8, 33) (80, -65) | 1 | (1, 4) (80, -68) | 1 | (2, 10) (80, -71) | 1 | (3, 14) (80, -71) | 2 | (6, 25) (80, -71) | 3 | (160, 2027) (80, -72) | 1 | (1, 3) (80, -75) | 1 | (95, 930) (80, -77) | 1 | (1, 2) (80, -80) | 1 | (1, 1) (80, -80) | 2 | (9, 37) (80, -81) | 1 | (1, 0) order 2 (80, -83) | 1 | (23, 118) (80, -84) | 1 | (5, 21) (80, -86) | 1 | (15, 67) (80, -87) | 1 | (2, 9) (80, -87) | 2 | (12, 51) (80, -87) | 3 | (22, 111) (80, -87) | 4 | (3258382, 5881701729) (80, -95) | 1 | (4, 17) (80, -95) | 2 | (11, 46) (80, -95) | 3 | (66, 541) (80, -98) | 1 | (3, 13) (80, -98) | 2 | (19, 91) (80, -98) | 3 | (99, 989) (81, -1) | 1 | (1, 9) (81, -1) | 2 | (2, 13) (81, -1) | 3 | (5, 23) (81, -1) | 4 | (13, 57) (81, -1) | 5 | (58, 447) (81, -1) | 6 | (82, 747) (81, -1) | 7 | (137, 1607) (81, -1) | 8 | (481, 10551) (81, -4) | 1 | (8, 34) (81, -4) | 2 | (1172, 40124) (81, -10) | 1 | (7, 30) (81, -13) | 1 | (11, 47) (81, -14) | 1 | (3, 16) (81, -14) | 2 | (9, 38) (81, -14) | 3 | (69, 578) (81, -16) | 1 | (20, 98) (81, -16) | 2 | (32, 188) (81, -18) | 1 | (1, 8) (81, -21) | 1 | (115, 1237) (81, -25) | 1 | (113, 1205) (81, -26) | 1 | (2, 12) (81, -26) | 2 | (6, 26) (81, -27) | 1 | (4, 19) (81, -33) | 1 | (1, 7) 2P = (34, -205) (81, -33) | 2 | (34, 205) (81, -34) | 1 | (14, 62) (81, -39) | 1 | (64, 517) (81, -45) | 1 | (3, 15) (81, -46) | 1 | (1, 6) 2P = (47, -328) (81, -46) | 2 | (5, 22) (81, -46) | 3 | (10, 42) (81, -46) | 4 | (43, 288) (81, -46) | 5 | (47, 328) (81, -46) | 6 | (23626, 3631494) (81, -49) | 1 | (2, 11) (81, -49) | 2 | (17, 79) 2P = (2, 11) (81, -49) | 3 | (65, 529) (81, -53) | 1 | (71, 603) (81, -57) | 1 | (1, 5) (81, -63) | 1 | (16, 73) (81, -64) | 1 | (4, 18) (81, -65) | 1 | (18, 85) (81, -66) | 1 | (1, 4) (81, -66) | 2 | (85, 788) (81, -66) | 3 | (6613, 537772) (81, -69) | 1 | (7, 29) (81, -70) | 1 | (2, 10) (81, -71) | 1 | (8, 33) (81, -73) | 1 | (1, 3) 2P = (194, -2705) (81, -73) | 2 | (194, 2705) (81, -74) | 1 | (3, 14) (81, -77) | 1 | (6, 25) (81, -78) | 1 | (1, 2) 2P = (439, -9200) (81, -78) | 2 | (439, 9200) (81, -80) | 1 | (80, 720) (81, -81) | 1 | (1, 1) 2P = (1762, -73963) (81, -81) | 2 | (1762, 73963) (81, -82) | 1 | (1, 0) order 2 (81, -82) | 2 | (26, 140) (81, -84) | 1 | (100, 1004) (81, -89) | 1 | (2, 9) (81, -89) | 2 | (5, 21) (81, -89) | 3 | (9, 37) (81, -89) | 4 | (93, 901) (81, -99) | 1 | (4, 17) (81, -99) | 2 | (12, 51) (82, -2) | 1 | (1, 9) (82, -3) | 1 | (2, 13) (82, -6) | 1 | (5, 23) (82, -8) | 1 | (12, 52) (82, -12) | 1 | (8, 34) (82, -14) | 1 | (13, 57) (82, -14) | 2 | (9285, 894691) (82, -17) | 1 | (3, 16) (82, -17) | 2 | (7, 30) (82, -17) | 3 | (39, 250) (82, -19) | 1 | (1, 8) (82, -20) | 1 | (60, 470) (82, -23) | 1 | (9, 38) (82, -23) | 2 | (372, 7177) (82, -24) | 1 | (11, 47) (82, -28) | 1 | (2, 12) (82, -28) | 2 | (2167, 100877) (82, -31) | 1 | (4, 19) (82, -32) | 1 | (6, 26) (82, -34) | 1 | (1, 7) (82, -36) | 1 | (20, 98) (82, -36) | 2 | (180, 2418) (82, -47) | 1 | (1, 6) (82, -48) | 1 | (3, 15) (82, -48) | 2 | (14, 62) (82, -48) | 3 | (32, 188) (82, -51) | 1 | (2, 11) (82, -51) | 2 | (5, 22) (82, -51) | 3 | (114, 1221) (82, -51) | 4 | (330, 5997) (82, -56) | 1 | (10, 42) (82, -56) | 2 | (315, 5593) (82, -58) | 1 | (1, 5) (82, -59) | 1 | (58, 447) (82, -66) | 1 | (17, 79) (82, -67) | 1 | (1, 4) (82, -67) | 2 | (34, 205) (82, -68) | 1 | (4, 18) (82, -72) | 1 | (2, 10) (82, -74) | 1 | (1, 3) (82, -76) | 1 | (7, 29) (82, -77) | 1 | (3, 14) (82, -79) | 1 | (1, 2) (82, -79) | 2 | (8, 33) (82, -79) | 3 | (16, 73) (82, -79) | 4 | (21520, 3156919) (82, -82) | 1 | (1, 1) (82, -83) | 1 | (1, 0) order 2 (82, -83) | 2 | (6, 25) (82, -83) | 3 | (18, 85) (82, -83) | 4 | (69, 578) (82, -83) | 5 | (82, 747) (82, -83) | 6 | (13521, 1572220) (82, -89) | 1 | (43, 288) (82, -91) | 1 | (2, 9) (82, -91) | 2 | (205, 2938) (82, -93) | 1 | (47, 328) (82, -94) | 1 | (5, 21) (82, -96) | 1 | (155, 1933) (82, -98) | 1 | (9, 37) (83, -3) | 1 | (1, 9) (83, -5) | 1 | (2, 13) (83, -11) | 1 | (5, 23) (83, -11) | 2 | (25, 133) (83, -20) | 1 | (1, 8) (83, -20) | 2 | (3, 16) (83, -20) | 3 | (8, 34) (83, -20) | 4 | (12, 52) (83, -20) | 5 | (27, 148) (83, -20) | 6 | (89, 844) (83, -20) | 7 | (140, 1660) (83, -20) | 8 | (7282523, 19652725916) (83, -24) | 1 | (7, 30) (83, -27) | 1 | (13, 57) (83, -30) | 1 | (2, 12) (83, -30) | 2 | (46, 318) (83, -32) | 1 | (9, 38) (83, -32) | 2 | (44, 298) (83, -33) | 1 | (246, 3861) (83, -35) | 1 | (1, 7) (83, -35) | 2 | (4, 19) (83, -35) | 3 | (11, 47) (83, -38) | 1 | (6, 26) (83, -48) | 1 | (1, 6) (83, -51) | 1 | (3, 15) (83, -53) | 1 | (2, 11) (83, -56) | 1 | (5, 22) (83, -56) | 2 | (20, 98) (83, -56) | 3 | (39, 250) (83, -59) | 1 | (1, 5) (83, -62) | 1 | (14, 62) (83, -66) | 1 | (10, 42) (83, -68) | 1 | (1, 4) (83, -72) | 1 | (4, 18) (83, -74) | 1 | (2, 10) (83, -75) | 1 | (1, 3) (83, -80) | 1 | (1, 2) (83, -80) | 2 | (3, 14) (83, -80) | 3 | (32, 188) (83, -80) | 4 | (60, 470) (83, -83) | 1 | (1, 1) 2P = (1847, -79379) (83, -83) | 2 | (7, 29) (83, -83) | 3 | (17, 79) (83, -83) | 4 | (1847, 79379) (83, -84) | 1 | (1, 0) order 2 (83, -87) | 1 | (8, 33) (83, -89) | 1 | (6, 25) (83, -89) | 2 | (8590, 796141) (83, -93) | 1 | (2, 9) (83, -95) | 1 | (16, 73) (83, -99) | 1 | (5, 21) (84, -4) | 1 | (1, 9) (84, -4) | 2 | (41, 269) (84, -4) | 3 | (305, 5329) (84, -7) | 1 | (2, 13) (84, -11) | 1 | (15, 68) (84, -13) | 1 | (373, 7206) (84, -16) | 1 | (5, 23) (84, -19) | 1 | (35, 214) (84, -21) | 1 | (1, 8) (84, -21) | 2 | (109, 1142) (84, -21) | 3 | (1345, 49328) (84, -23) | 1 | (3, 16) (84, -28) | 1 | (8, 34) (84, -28) | 2 | (473, 10289) (84, -31) | 1 | (7, 30) (84, -32) | 1 | (2, 12) 2P = (12, -52) (84, -32) | 2 | (12, 52) (84, -35) | 1 | (51, 370) (84, -36) | 1 | (1, 7) (84, -36) | 2 | (25, 133) (84, -39) | 1 | (4, 19) (84, -40) | 1 | (13, 57) (84, -41) | 1 | (9, 38) (84, -41) | 2 | (45, 308) (84, -44) | 1 | (6, 26) (84, -45) | 1 | (105, 1080) (84, -46) | 1 | (11, 47) (84, -47) | 1 | (27, 148) (84, -49) | 1 | (1, 6) (84, -54) | 1 | (3, 15) (84, -55) | 1 | (2, 11) (84, -58) | 1 | (1063, 34659) (84, -60) | 1 | (1, 5) (84, -61) | 1 | (5, 22) (84, -69) | 1 | (1, 4) (84, -76) | 1 | (1, 3) (84, -76) | 2 | (2, 10) (84, -76) | 3 | (4, 18) (84, -76) | 4 | (10, 42) (84, -76) | 5 | (14, 62) (84, -76) | 6 | (20, 98) (84, -76) | 7 | (44, 298) (84, -76) | 8 | (46, 318) (84, -76) | 9 | (86, 802) (84, -76) | 10 | (166, 2142) (84, -76) | 11 | (190, 2622) (84, -76) | 12 | (652, 16650) (84, -76) | 13 | (94774, 29176542) (84, -81) | 1 | (1, 2) (84, -83) | 1 | (3, 14) (84, -84) | 1 | (1, 1) (84, -85) | 1 | (1, 0) order 2 (84, -86) | 1 | (131, 1503) (84, -90) | 1 | (7, 29) (84, -90) | 2 | (2535, 127635) (84, -95) | 1 | (2, 9) (84, -95) | 2 | (6, 25) (84, -95) | 3 | (8, 33) (84, -95) | 4 | (39, 250) (84, -95) | 5 | (827, 23784) (84, -97) | 1 | (197, 2768) (84, -100) | 1 | (17, 79) (85, -1) | 1 | (10, 43) (85, -4) | 1 | (4, 20) (85, -5) | 1 | (1, 9) (85, -5) | 2 | (381, 7439) (85, -9) | 1 | (2, 13) (85, -10) | 1 | (19, 92) (85, -13) | 1 | (49, 349) (85, -15) | 1 | (384, 7527) (85, -21) | 1 | (5, 23) (85, -21) | 2 | (21, 105) (85, -21) | 3 | (38, 241) (85, -22) | 1 | (1, 8) (85, -26) | 1 | (3, 16) (85, -26) | 2 | (15, 68) (85, -26) | 3 | (31, 180) (85, -34) | 1 | (2, 12) (85, -36) | 1 | (8, 34) (85, -37) | 1 | (1, 7) (85, -38) | 1 | (7, 30) (85, -42) | 1 | (87, 816) (85, -43) | 1 | (4, 19) (85, -43) | 2 | (24172, 3758105) (85, -44) | 1 | (12, 52) (85, -45) | 1 | (41, 269) (85, -50) | 1 | (1, 6) (85, -50) | 2 | (6, 26) (85, -50) | 3 | (9, 38) (85, -52) | 1 | (88, 830) (85, -53) | 1 | (13, 57) (85, -54) | 1 | (35, 214) (85, -57) | 1 | (2, 11) (85, -57) | 2 | (3, 15) (85, -57) | 3 | (11, 47) (85, -57) | 4 | (671, 17383) (85, -57) | 5 | (1866, 80607) (85, -57) | 6 | (4187, 270929) (85, -61) | 1 | (1, 5) (85, -61) | 2 | (25, 133) (85, -66) | 1 | (5, 22) (85, -70) | 1 | (1, 4) 2P = (119, -1302) (85, -70) | 2 | (119, 1302) (85, -74) | 1 | (27, 148) (85, -75) | 1 | (260, 4195) (85, -77) | 1 | (1, 3) (85, -78) | 1 | (2, 10) (85, -80) | 1 | (4, 18) (85, -82) | 1 | (1, 2) 2P = (482, -10584) (85, -82) | 2 | (482, 10584) (85, -82) | 3 | (1057, 34366) (85, -83) | 1 | (492, 10915) (85, -85) | 1 | (1, 1) 2P = (1934, -85053) (85, -85) | 2 | (1934, 85053) (85, -86) | 1 | (1, 0) order 2 (85, -86) | 2 | (3, 14) 2P = (10, -42) 3P = (51, 370) (85, -86) | 3 | (10, 42) (85, -86) | 4 | (45, 308) 2P = (10, 42) (85, -86) | 5 | (51, 370) (85, -86) | 6 | (12673, 1426656) (85, -88) | 1 | (16588, 2136442) (85, -90) | 1 | (14, 62) (85, -96) | 1 | (20, 98) (85, -97) | 1 | (2, 9) (85, -97) | 2 | (7, 29) 2P = (2, -9) (86, -3) | 1 | (6, 27) (86, -6) | 1 | (1, 9) (86, -8) | 1 | (4, 20) (86, -11) | 1 | (2, 13) (86, -11) | 2 | (10, 43) (86, -11) | 3 | (37, 232) (86, -11) | 4 | (176186, 73953221) (86, -12) | 1 | (24, 126) (86, -21) | 1 | (123, 1368) (86, -23) | 1 | (1, 8) (86, -23) | 2 | (36, 223) (86, -24) | 1 | (28, 156) (86, -26) | 1 | (5, 23) (86, -29) | 1 | (3, 16) (86, -29) | 2 | (19, 92) (86, -36) | 1 | (2, 12) (86, -38) | 1 | (1, 7) (86, -41) | 1 | (15, 68) (86, -42) | 1 | (21, 105) (86, -44) | 1 | (8, 34) (86, -45) | 1 | (7, 30) (86, -47) | 1 | (4, 19) (86, -51) | 1 | (1, 6) (86, -56) | 1 | (6, 26) (86, -56) | 2 | (12, 52) (86, -56) | 3 | (151, 1859) (86, -57) | 1 | (31, 180) (86, -59) | 1 | (2, 11) (86, -59) | 2 | (9, 38) (86, -59) | 3 | (38, 241) (86, -60) | 1 | (3, 15) (86, -62) | 1 | (1, 5) (86, -62) | 2 | (49, 349) (86, -66) | 1 | (13, 57) (86, -68) | 1 | (11, 47) (86, -71) | 1 | (1, 4) (86, -71) | 2 | (5, 22) (86, -78) | 1 | (1, 3) (86, -80) | 1 | (2, 10) (86, -80) | 2 | (127, 1435) (86, -83) | 1 | (1, 2) (86, -84) | 1 | (4, 18) (86, -86) | 1 | (1, 1) (86, -86) | 2 | (25, 133) (86, -86) | 3 | (41, 269) (86, -87) | 1 | (1, 0) order 2 (86, -89) | 1 | (3, 14) (86, -89) | 2 | (35, 214) (86, -96) | 1 | (10, 42) (86, -99) | 1 | (2, 9) (87, -2) | 1 | (18, 86) (87, -7) | 1 | (1, 9) 2P = (23, -119) (87, -7) | 2 | (23, 119) (87, -9) | 1 | (6, 27) (87, -12) | 1 | (4, 20) (87, -12) | 2 | (16, 74) (87, -13) | 1 | (2, 13) (87, -16) | 1 | (29, 164) (87, -18) | 1 | (22, 112) (87, -21) | 1 | (10, 43) (87, -24) | 1 | (1, 8) (87, -26) | 1 | (30, 172) (87, -31) | 1 | (5, 23) (87, -31) | 2 | (107, 1111) (87, -32) | 1 | (3, 16) (87, -36) | 1 | (24, 126) (87, -38) | 1 | (2, 12) (87, -39) | 1 | (1, 7) (87, -48) | 1 | (19, 92) (87, -48) | 2 | (37, 232) (87, -48) | 3 | (268, 4390) (87, -51) | 1 | (4, 19) (87, -52) | 1 | (1, 6) (87, -52) | 2 | (7, 30) (87, -52) | 3 | (8, 34) (87, -52) | 4 | (28, 156) (87, -52) | 5 | (4081, 260706) (87, -56) | 1 | (15, 68) (87, -56) | 2 | (57, 436) (87, -56) | 3 | (72, 616) (87, -59) | 1 | (36, 223) (87, -61) | 1 | (2, 11) (87, -62) | 1 | (6, 26) (87, -63) | 1 | (1, 5) 2P = (79, -707) (87, -63) | 2 | (3, 15) (87, -63) | 3 | (21, 105) (87, -63) | 4 | (79, 707) (87, -63) | 5 | (96, 945) (87, -63) | 6 | (137847, 51179493) (87, -68) | 1 | (9, 38) (87, -68) | 2 | (12, 52) (87, -68) | 3 | (879, 26062) (87, -72) | 1 | (1, 4) (87, -72) | 2 | (153, 1896) (87, -76) | 1 | (5, 22) (87, -79) | 1 | (1, 3) 2P = (223, -3333) (87, -79) | 2 | (11, 47) (87, -79) | 3 | (13, 57) (87, -79) | 4 | (223, 3333) (87, -79) | 5 | (2680, 138741) (87, -82) | 1 | (2, 10) (87, -84) | 1 | (1, 2) (87, -87) | 1 | (1, 1) 2P = (2023, -90991) (87, -87) | 2 | (2023, 90991) (87, -88) | 1 | (1, 0) order 2 (87, -88) | 2 | (4, 18) (87, -88) | 3 | (31, 180) (87, -92) | 1 | (3, 14) (87, -97) | 1 | (38, 241) (87, -97) | 2 | (446, 9421) (88, -2) | 1 | (3, 17) (88, -7) | 1 | (14, 63) (88, -8) | 1 | (1, 9) (88, -9) | 1 | (17, 80) (88, -15) | 1 | (2, 13) (88, -15) | 2 | (6, 27) (88, -15) | 3 | (92, 887) (88, -16) | 1 | (4, 20) (88, -20) | 1 | (18, 86) (88, -23) | 1 | (52, 381) (88, -25) | 1 | (1, 8) (88, -25) | 2 | (61, 482) (88, -28) | 1 | (16, 74) (88, -30) | 1 | (23, 119) (88, -31) | 1 | (10, 43) (88, -32) | 1 | (33, 197) (88, -35) | 1 | (3, 16) (88, -36) | 1 | (5, 23) (88, -40) | 1 | (1, 7) (88, -40) | 2 | (2, 12) (88, -40) | 3 | (22, 112) (88, -40) | 4 | (358, 6776) (88, -45) | 1 | (29, 164) (88, -53) | 1 | (1, 6) (88, -55) | 1 | (4, 19) (88, -56) | 1 | (30, 172) (88, -59) | 1 | (7, 30) (88, -60) | 1 | (8, 34) (88, -60) | 2 | (24, 126) (88, -60) | 3 | (68, 566) (88, -63) | 1 | (2, 11) (88, -64) | 1 | (1, 5) (88, -66) | 1 | (3, 15) (88, -67) | 1 | (19, 92) (88, -68) | 1 | (6, 26) (88, -70) | 1 | (367, 7033) (88, -71) | 1 | (15, 68) (88, -73) | 1 | (1, 4) (88, -77) | 1 | (9, 38) (88, -80) | 1 | (1, 3) (88, -80) | 2 | (12, 52) 2P = (1, 3) (88, -80) | 3 | (28, 156) (88, -80) | 4 | (129, 1469) (88, -81) | 1 | (5, 22) (88, -84) | 1 | (2, 10) 2P = (21, -105) (88, -84) | 2 | (21, 105) (88, -84) | 3 | (1277, 45635) (88, -85) | 1 | (1, 2) (88, -85) | 2 | (37, 232) (88, -88) | 1 | (1, 1) (88, -88) | 2 | (806, 22884) (88, -89) | 1 | (1, 0) order 2 (88, -90) | 1 | (11, 47) (88, -92) | 1 | (4, 18) (88, -92) | 2 | (13, 57) (88, -95) | 1 | (3, 14) (88, -95) | 2 | (36, 223) (89, -5) | 1 | (3, 17) (89, -5) | 2 | (7, 31) (89, -5) | 3 | (134, 1555) (89, -6) | 1 | (11, 48) (89, -9) | 1 | (1, 9) (89, -9) | 2 | (9, 39) (89, -9) | 3 | (26, 141) (89, -9) | 4 | (1241, 43719) (89, -17) | 1 | (2, 13) (89, -17) | 2 | (1817, 77453) (89, -20) | 1 | (4, 20) (89, -21) | 1 | (6, 27) (89, -21) | 2 | (14, 63) (89, -26) | 1 | (1, 8) (89, -26) | 2 | (17, 80) (89, -38) | 1 | (3, 16) (89, -38) | 2 | (18, 86) (89, -41) | 1 | (1, 7) (89, -41) | 2 | (5, 23) (89, -41) | 3 | (10, 43) (89, -42) | 1 | (2, 12) (89, -44) | 1 | (16, 74) (89, -53) | 1 | (23, 119) (89, -53) | 2 | (83, 761) (89, -54) | 1 | (1, 6) (89, -59) | 1 | (4, 19) (89, -62) | 1 | (22, 112) (89, -65) | 1 | (1, 5) (89, -65) | 2 | (2, 11) (89, -65) | 3 | (33, 197) (89, -65) | 4 | (253, 4027) (89, -66) | 1 | (7, 30) (89, -68) | 1 | (8, 34) (89, -69) | 1 | (3, 15) (89, -74) | 1 | (1, 4) (89, -74) | 2 | (6, 26) (89, -74) | 3 | (29, 164) (89, -75) | 1 | (52, 381) (89, -81) | 1 | (1, 3) (89, -84) | 1 | (24, 126) (89, -86) | 1 | (1, 2) 2P = (527, -12100) (89, -86) | 2 | (2, 10) (89, -86) | 3 | (5, 22) (89, -86) | 4 | (9, 38) (89, -86) | 5 | (15, 68) (89, -86) | 6 | (19, 92) (89, -86) | 7 | (30, 172) (89, -86) | 8 | (61, 482) (89, -86) | 9 | (141, 1678) (89, -86) | 10 | (211, 3068) (89, -86) | 11 | (527, 12100) (89, -86) | 12 | (1566, 61972) (89, -89) | 1 | (1, 1) 2P = (2114, -97199) (89, -89) | 2 | (2114, 97199) (89, -90) | 1 | (1, 0) order 2 (89, -92) | 1 | (12, 52) (89, -96) | 1 | (4, 18) (89, -98) | 1 | (3, 14) (90, -3) | 1 | (13, 58) (90, -7) | 1 | (8, 35) (90, -8) | 1 | (3, 17) (90, -8) | 2 | (59, 459) (90, -10) | 1 | (1, 9) (90, -12) | 1 | (7, 31) (90, -15) | 1 | (304, 5303) (90, -17) | 1 | (11, 48) (90, -17) | 2 | (911, 27498) (90, -18) | 1 | (9, 39) (90, -19) | 1 | (2, 13) (90, -19) | 2 | (70, 591) (90, -24) | 1 | (4, 20) (90, -27) | 1 | (1, 8) (90, -27) | 2 | (6, 27) (90, -27) | 3 | (42, 279) (90, -31) | 1 | (56, 425) (90, -31) | 2 | (188, 2581) (90, -35) | 1 | (14, 63) (90, -35) | 2 | (26, 141) (90, -35) | 3 | (249, 3932) (90, -41) | 1 | (3, 16) (90, -42) | 1 | (1, 7) (90, -43) | 1 | (17, 80) (90, -44) | 1 | (2, 12) (90, -46) | 1 | (5, 23) (90, -48) | 1 | (259, 4171) (90, -51) | 1 | (10, 43) (90, -55) | 1 | (1, 6) (90, -56) | 1 | (18, 86) (90, -60) | 1 | (16, 74) (90, -63) | 1 | (4, 19) (90, -66) | 1 | (1, 5) (90, -66) | 2 | (18001, 2415155) (90, -67) | 1 | (2, 11) (90, -72) | 1 | (3, 15) (90, -73) | 1 | (7, 30) (90, -75) | 1 | (1, 4) (90, -76) | 1 | (8, 34) (90, -76) | 2 | (23, 119) (90, -80) | 1 | (6, 26) (90, -82) | 1 | (1, 3) (90, -84) | 1 | (22, 112) (90, -87) | 1 | (1, 2) (90, -88) | 1 | (2, 10) (90, -90) | 1 | (1, 1) (90, -91) | 1 | (1, 0) order 2 (90, -91) | 2 | (5, 22) (90, -95) | 1 | (9, 38) (90, -98) | 1 | (33, 197) (90, -100) | 1 | (4, 18) (91, -4) | 1 | (5, 24) (91, -5) | 1 | (138, 1625) (91, -11) | 1 | (1, 9) (91, -11) | 2 | (3, 17) (91, -11) | 3 | (12, 53) (91, -11) | 4 | (165, 2123) (91, -14) | 1 | (78, 694) (91, -15) | 1 | (8, 35) (91, -16) | 1 | (13, 58) (91, -19) | 1 | (7, 31) (91, -19) | 2 | (20, 99) (91, -19) | 3 | (73, 629) (91, -21) | 1 | (2, 13) (91, -27) | 1 | (9, 39) (91, -28) | 1 | (1, 8) (91, -28) | 2 | (4, 20) (91, -28) | 3 | (11, 48) (91, -33) | 1 | (6, 27) (91, -36) | 1 | (53, 392) (91, -39) | 1 | (48, 339) (91, -40) | 1 | (40, 260) (91, -43) | 1 | (1, 7) (91, -44) | 1 | (3, 16) (91, -46) | 1 | (2, 12) (91, -46) | 2 | (110, 1158) (91, -49) | 1 | (14, 63) (91, -51) | 1 | (5, 23) (91, -56) | 1 | (1, 6) (91, -56) | 2 | (81, 734) (91, -60) | 1 | (17, 80) (91, -61) | 1 | (10, 43) (91, -61) | 2 | (26, 141) (91, -61) | 3 | (826, 23741) (91, -67) | 1 | (1, 5) (91, -67) | 2 | (4, 19) (91, -67) | 3 | (59, 459) (91, -69) | 1 | (2, 11) (91, -69) | 2 | (42, 279) (91, -70) | 1 | (170, 2220) (91, -74) | 1 | (18, 86) (91, -75) | 1 | (3, 15) (91, -76) | 1 | (1, 4) (91, -76) | 2 | (16, 74) (91, -80) | 1 | (7, 30) (91, -82) | 1 | (94, 916) (91, -83) | 1 | (1, 3) (91, -84) | 1 | (8, 34) (91, -86) | 1 | (6, 26) (91, -87) | 1 | (56, 425) (91, -88) | 1 | (1, 2) (91, -89) | 1 | (70, 591) (91, -90) | 1 | (2, 10) (91, -91) | 1 | (1, 1) 2P = (2207, -103683) (91, -91) | 2 | (2207, 103683) (91, -92) | 1 | (1, 0) order 2 (91, -92) | 2 | (882144, 828531886) (91, -96) | 1 | (5, 22) (91, -96) | 2 | (293, 5018) (91, -99) | 1 | (23, 119) (92, -9) | 1 | (5, 24) (92, -11) | 1 | (67, 554) (92, -12) | 1 | (1, 9) (92, -14) | 1 | (3, 17) (92, -23) | 1 | (2, 13) 2P = (12, -53) (92, -23) | 2 | (8, 35) (92, -23) | 3 | (12, 53) (92, -23) | 4 | (54, 403) (92, -23) | 5 | (464, 9997) (92, -26) | 1 | (7, 31) (92, -29) | 1 | (1, 8) (92, -29) | 2 | (13, 58) (92, -32) | 1 | (4, 20) (92, -32) | 2 | (26724, 4368700) (92, -36) | 1 | (9, 39) (92, -36) | 2 | (337, 6189) (92, -39) | 1 | (6, 27) (92, -39) | 2 | (11, 48) (92, -39) | 3 | (20, 99) (92, -39) | 4 | (55, 414) (92, -39) | 5 | (208, 3003) (92, -44) | 1 | (1, 7) (92, -47) | 1 | (3, 16) (92, -48) | 1 | (2, 12) (92, -54) | 1 | (6363, 507567) (92, -56) | 1 | (5, 23) (92, -56) | 2 | (1629, 65749) (92, -57) | 1 | (1, 6) (92, -63) | 1 | (14, 63) (92, -68) | 1 | (1, 5) (92, -71) | 1 | (2, 11) (92, -71) | 2 | (4, 19) (92, -71) | 3 | (10, 43) (92, -71) | 4 | (219, 3244) (92, -77) | 1 | (1, 4) (92, -77) | 2 | (17, 80) (92, -78) | 1 | (3, 15) (92, -80) | 1 | (40, 260) (92, -84) | 1 | (1, 3) (92, -87) | 1 | (7, 30) (92, -87) | 2 | (26, 141) (92, -87) | 3 | (48, 339) (92, -89) | 1 | (1, 2) (92, -89) | 2 | (53, 392) (92, -92) | 1 | (1, 1) (92, -92) | 2 | (2, 10) (92, -92) | 3 | (6, 26) (92, -92) | 4 | (8, 34) (92, -92) | 5 | (16, 74) (92, -92) | 6 | (18, 86) (92, -92) | 7 | (73, 629) (92, -92) | 8 | (78, 694) (92, -92) | 9 | (118, 1286) (92, -92) | 10 | (886, 26374) (92, -92) | 11 | (6366, 507926) (92, -93) | 1 | (1, 0) order 2 (93, -4) | 1 | (136, 1590) (93, -9) | 1 | (15, 69) (93, -13) | 1 | (1, 9) (93, -14) | 1 | (5, 24) (93, -17) | 1 | (3, 17) (93, -17) | 2 | (279, 4663) (93, -23) | 1 | (32, 189) (93, -25) | 1 | (2, 13) (93, -30) | 1 | (1, 8) 2P = (34, -206) (93, -30) | 2 | (34, 206) (93, -31) | 1 | (8, 35) (93, -33) | 1 | (7, 31) (93, -35) | 1 | (12, 53) (93, -36) | 1 | (4, 20) (93, -42) | 1 | (13, 58) (93, -45) | 1 | (1, 7) (93, -45) | 2 | (6, 27) (93, -45) | 3 | (9, 39) (93, -45) | 4 | (469, 10159) (93, -50) | 1 | (2, 12) (93, -50) | 2 | (3, 16) (93, -50) | 3 | (11, 48) (93, -50) | 4 | (50, 360) (93, -50) | 5 | (779, 21744) (93, -58) | 1 | (1, 6) 2P = (62, -494) (93, -58) | 2 | (62, 494) (93, -59) | 1 | (20, 99) (93, -61) | 1 | (5, 23) (93, -63) | 1 | (12856, 1457669) (93, -64) | 1 | (317396, 178814270) (93, -65) | 1 | (183, 2479) (93, -69) | 1 | (1, 5) (93, -73) | 1 | (2, 11) (93, -75) | 1 | (4, 19) (93, -75) | 2 | (5068, 360791) (93, -77) | 1 | (14, 63) (93, -77) | 2 | (54, 403) (93, -78) | 1 | (1, 4) 2P = (142, -1696) (93, -78) | 2 | (67, 554) (93, -78) | 3 | (142, 1696) (93, -78) | 4 | (691, 18166) (93, -81) | 1 | (3, 15) 2P = (10, -43) (93, -81) | 2 | (10, 43) (93, -82) | 1 | (263, 4268) (93, -85) | 1 | (1, 3) 2P = (254, -4051) (93, -85) | 2 | (254, 4051) (93, -90) | 1 | (1, 2) 2P = (574, -13754) (93, -90) | 2 | (574, 13754) (93, -93) | 1 | (1, 1) 2P = (2302, -110449) (93, -93) | 2 | (2302, 110449) (93, -94) | 1 | (1, 0) order 2 (93, -94) | 2 | (2, 10) (93, -94) | 3 | (7, 30) 2P = (2, -10) 3P = (55, -414) (93, -94) | 4 | (17, 80) 2P = (2, 10) (93, -94) | 5 | (55, 414) (93, -94) | 6 | (97, 960) (93, -98) | 1 | (6, 26) (93, -100) | 1 | (8, 34) (94, -3) | 1 | (9098, 867799) (94, -4) | 1 | (10, 44) (94, -10) | 1 | (77, 681) (94, -14) | 1 | (1, 9) (94, -16) | 1 | (74, 642) (94, -19) | 1 | (5, 24) (94, -19) | 2 | (25, 134) (94, -20) | 1 | (3, 17) (94, -20) | 2 | (27, 149) (94, -24) | 1 | (15, 69) (94, -27) | 1 | (2, 13) (94, -27) | 2 | (37142, 7158103) (94, -28) | 1 | (43, 289) (94, -31) | 1 | (1, 8) (94, -31) | 2 | (412, 8365) (94, -36) | 1 | (146, 1768) (94, -39) | 1 | (8, 35) (94, -40) | 1 | (4, 20) (94, -40) | 2 | (7, 31) (94, -40) | 3 | (278, 4638) (94, -46) | 1 | (1, 7) (94, -47) | 1 | (12, 53) (94, -51) | 1 | (6, 27) (94, -52) | 1 | (2, 12) (94, -53) | 1 | (3, 16) (94, -54) | 1 | (9, 39) (94, -55) | 1 | (13, 58) (94, -55) | 2 | (32, 189) (94, -55) | 3 | (124, 1385) (94, -59) | 1 | (1, 6) (94, -61) | 1 | (11, 48) (94, -64) | 1 | (34, 206) (94, -66) | 1 | (5, 23) (94, -68) | 1 | (243, 3791) (94, -70) | 1 | (1, 5) (94, -75) | 1 | (2, 11) (94, -79) | 1 | (1, 4) (94, -79) | 2 | (4, 19) (94, -79) | 3 | (20, 99) (94, -79) | 4 | (704, 18681) (94, -84) | 1 | (3, 15) (94, -86) | 1 | (1, 3) (94, -91) | 1 | (1, 2) (94, -91) | 2 | (10, 43) (94, -91) | 3 | (14, 63) (94, -91) | 4 | (406, 8183) (94, -91) | 5 | (14446, 1736287) (94, -94) | 1 | (1, 1) (94, -95) | 1 | (1, 0) order 2 (94, -96) | 1 | (2, 10) (94, -100) | 1 | (50, 360) (95, -2) | 1 | (2, 14) (95, -2) | 2 | (6, 28) (95, -2) | 3 | (66, 542) (95, -2) | 4 | (802, 22714) (95, -3) | 1 | (4, 21) (95, -12) | 1 | (103, 1050) (95, -14) | 1 | (10, 44) (95, -15) | 1 | (1, 9) (95, -15) | 2 | (19, 93) (95, -15) | 3 | (424, 8733) (95, -20) | 1 | (21, 106) (95, -23) | 1 | (3, 17) (95, -23) | 2 | (39, 251) (95, -24) | 1 | (5, 24) (95, -29) | 1 | (2, 13) (95, -32) | 1 | (1, 8) (95, -39) | 1 | (15, 69) (95, -44) | 1 | (4, 20) (95, -44) | 2 | (25, 134) (95, -44) | 3 | (1436752, 1722156898) (95, -47) | 1 | (1, 7) 2P = (47, -329) (95, -47) | 2 | (7, 31) (95, -47) | 3 | (8, 35) (95, -47) | 4 | (27, 149) (95, -47) | 5 | (47, 329) (95, -47) | 6 | (4341, 286013) (95, -54) | 1 | (2, 12) (95, -56) | 1 | (3, 16) (95, -57) | 1 | (6, 27) (95, -59) | 1 | (12, 53) (95, -59) | 2 | (84, 775) (95, -60) | 1 | (1, 6) (95, -63) | 1 | (9, 39) (95, -68) | 1 | (13, 58) (95, -71) | 1 | (1, 5) (95, -71) | 2 | (5, 23) (95, -71) | 3 | (43, 289) (95, -72) | 1 | (11, 48) (95, -77) | 1 | (2, 11) (95, -80) | 1 | (1, 4) (95, -83) | 1 | (4, 19) (95, -87) | 1 | (1, 3) (95, -87) | 2 | (3, 15) (95, -87) | 3 | (32, 189) (95, -87) | 4 | (77, 681) (95, -87) | 5 | (91, 873) (95, -87) | 6 | (201, 2853) (95, -87) | 7 | (12153, 1339755) (95, -90) | 1 | (74, 642) (95, -92) | 1 | (1, 2) (95, -95) | 1 | (1, 1) 2P = (2399, -117503) (95, -95) | 2 | (2399, 117503) (95, -96) | 1 | (1, 0) order 2 (95, -98) | 1 | (2, 10) (95, -98) | 2 | (34, 206) (95, -98) | 3 | (31458, 5579518) (95, -99) | 1 | (20, 99) (96, -4) | 1 | (2, 14) (96, -6) | 1 | (31, 181) (96, -7) | 1 | (4, 21) (96, -7) | 2 | (16, 75) (96, -7) | 3 | (44, 299) (96, -8) | 1 | (6, 28) (96, -10) | 1 | (35, 215) (96, -11) | 1 | (111, 1174) (96, -16) | 1 | (1, 9) (96, -24) | 1 | (10, 44) (96, -26) | 1 | (3, 17) (96, -29) | 1 | (5, 24) (96, -31) | 1 | (2, 13) (96, -33) | 1 | (1, 8) (96, -34) | 1 | (19, 93) (96, -41) | 1 | (21, 106) (96, -45) | 1 | (145, 1750) (96, -48) | 1 | (1, 7) (96, -48) | 2 | (4, 20) (96, -48) | 3 | (76, 668) (96, -50) | 1 | (75, 655) (96, -54) | 1 | (7, 31) (96, -54) | 2 | (15, 69) (96, -55) | 1 | (8, 35) (96, -56) | 1 | (2, 12) (96, -59) | 1 | (3, 16) (96, -59) | 2 | (63, 506) (96, -61) | 1 | (1, 6) (96, -62) | 1 | (39, 251) (96, -63) | 1 | (6, 27) (96, -68) | 1 | (66, 542) (96, -69) | 1 | (25, 134) (96, -71) | 1 | (12, 53) (96, -72) | 1 | (1, 5) (96, -72) | 2 | (9, 39) (96, -74) | 1 | (27, 149) (96, -76) | 1 | (5, 23) (96, -79) | 1 | (2, 11) (96, -81) | 1 | (1, 4) (96, -81) | 2 | (13, 58) (96, -83) | 1 | (11, 48) (96, -87) | 1 | (4, 19) (96, -88) | 1 | (1, 3) (96, -90) | 1 | (3, 15) (96, -93) | 1 | (1, 2) (96, -94) | 1 | (47, 329) (96, -96) | 1 | (1, 1) (96, -97) | 1 | (1, 0) order 2 (96, -100) | 1 | (2, 10) (97, -1) | 1 | (17, 81) (97, -2) | 1 | (9, 40) (97, -2) | 2 | (10489, 1074240) (97, -6) | 1 | (2, 14) (97, -6) | 2 | (14, 64) (97, -9) | 1 | (18, 87) (97, -9) | 2 | (45, 309) (97, -11) | 1 | (4, 21) (97, -13) | 1 | (22, 113) (97, -14) | 1 | (6, 28) (97, -16) | 1 | (1312, 47524) (97, -17) | 1 | (1, 9) (97, -19) | 1 | (28, 157) (97, -23) | 1 | (16, 75) (97, -23) | 2 | (24, 127) (97, -28) | 1 | (64, 518) (97, -29) | 1 | (3, 17) (97, -30) | 1 | (65, 530) (97, -33) | 1 | (2, 13) (97, -34) | 1 | (1, 8) (97, -34) | 2 | (5, 24) (97, -34) | 3 | (10, 44) (97, -34) | 4 | (58, 448) (97, -36) | 1 | (164, 2104) (97, -37) | 1 | (31, 181) (97, -37) | 2 | (46, 319) (97, -45) | 1 | (35, 215) (97, -49) | 1 | (1, 7) (97, -51) | 1 | (44, 299) (97, -52) | 1 | (4, 20) (97, -53) | 1 | (19, 93) (97, -58) | 1 | (2, 12) (97, -59) | 1 | (108, 1127) (97, -61) | 1 | (7, 31) (97, -62) | 1 | (1, 6) (97, -62) | 2 | (3, 16) (97, -62) | 3 | (21, 106) (97, -62) | 4 | (117, 1270) (97, -63) | 1 | (8, 35) (97, -69) | 1 | (6, 27) (97, -69) | 2 | (15, 69) (97, -73) | 1 | (1, 5) 2P = (98, -975) (97, -73) | 2 | (98, 975) (97, -81) | 1 | (2, 11) (97, -81) | 2 | (5, 23) (97, -81) | 3 | (9, 39) (97, -82) | 1 | (1, 4) (97, -82) | 2 | (106, 1096) (97, -82) | 3 | (3646, 220154) (97, -83) | 1 | (12, 53) (97, -89) | 1 | (1, 3) (97, -91) | 1 | (4, 19) (97, -93) | 1 | (3, 15) (97, -93) | 2 | (18959, 2610497) (97, -94) | 1 | (1, 2) 2P = (623, -15552) (97, -94) | 2 | (11, 48) (97, -94) | 3 | (13, 58) (97, -94) | 4 | (25, 134) (97, -94) | 5 | (133, 1538) (97, -94) | 6 | (218, 3222) (97, -94) | 7 | (623, 15552) (97, -94) | 8 | (2785, 146974) (97, -97) | 1 | (1, 1) 2P = (2498, -124851) (97, -97) | 2 | (2498, 124851) (97, -98) | 1 | (1, 0) order 2 (98, -5) | 1 | (7, 32) (98, -6) | 1 | (29, 165) (98, -8) | 1 | (2, 14) (98, -8) | 2 | (11, 49) (98, -8) | 3 | (36, 224) (98, -8) | 4 | (51, 371) (98, -11) | 1 | (9, 40) (98, -11) | 2 | (30, 173) (98, -15) | 1 | (4, 21) (98, -18) | 1 | (1, 9) (98, -18) | 2 | (17, 81) (98, -20) | 1 | (6, 28) (98, -20) | 2 | (14, 64) (98, -21) | 1 | (23, 120) (98, -27) | 1 | (18, 87) (98, -30) | 1 | (69, 579) (98, -32) | 1 | (3, 17) (98, -32) | 2 | (38, 242) (98, -33) | 1 | (391, 7734) (98, -35) | 1 | (1, 8) (98, -35) | 2 | (2, 13) (98, -35) | 3 | (22, 113) (98, -35) | 4 | (438, 9169) (98, -39) | 1 | (5, 24) (98, -39) | 2 | (16, 75) (98, -39) | 3 | (41, 270) (98, -39) | 4 | (60, 471) (98, -39) | 5 | (1420, 53511) (98, -44) | 1 | (10, 44) (98, -47) | 1 | (24, 127) (98, -47) | 2 | (28, 157) (98, -47) | 3 | (4989, 352388) (98, -50) | 1 | (1, 7) (98, -53) | 1 | (71, 604) (98, -54) | 1 | (45, 309) (98, -56) | 1 | (4, 20) (98, -60) | 1 | (2, 12) (98, -63) | 1 | (1, 6) (98, -65) | 1 | (3, 16) (98, -68) | 1 | (7, 31) (98, -68) | 2 | (31, 181) (98, -71) | 1 | (8, 35) (98, -72) | 1 | (19, 93) (98, -74) | 1 | (1, 5) (98, -75) | 1 | (6, 27) (98, -80) | 1 | (35, 215) (98, -83) | 1 | (1, 4) (98, -83) | 2 | (2, 11) 2P = (21, -106) (98, -83) | 3 | (21, 106) (98, -83) | 4 | (46, 319) (98, -83) | 5 | (222, 3311) (98, -84) | 1 | (15, 69) (98, -86) | 1 | (5, 23) (98, -90) | 1 | (1, 3) (98, -90) | 2 | (9, 39) (98, -92) | 1 | (58, 448) (98, -92) | 2 | (64, 518) (98, -92) | 3 | (25799, 4143853) (98, -95) | 1 | (1, 2) (98, -95) | 2 | (4, 19) (98, -95) | 3 | (12, 53) 2P = (1, 2) (98, -95) | 4 | (44, 299) (98, -95) | 5 | (65, 530) (98, -96) | 1 | (3, 15) (98, -98) | 1 | (1, 1) (98, -99) | 1 | (1, 0) order 2 (99, -3) | 1 | (13, 59) (99, -4) | 1 | (425, 8764) (99, -8) | 1 | (8, 36) (99, -8) | 2 | (228, 3446) (99, -10) | 1 | (2, 14) (99, -12) | 1 | (7, 32) (99, -19) | 1 | (1, 9) (99, -19) | 2 | (4, 21) (99, -19) | 3 | (11, 49) (99, -19) | 4 | (85, 789) (99, -19) | 5 | (95, 931) (99, -19) | 6 | (29404, 5042079) (99, -20) | 1 | (9, 40) (99, -22) | 1 | (122, 1352) (99, -26) | 1 | (6, 28) (99, -27) | 1 | (37, 233) (99, -29) | 1 | (90, 859) (99, -34) | 1 | (14, 64) (99, -35) | 1 | (3, 17) (99, -35) | 2 | (17, 81) (99, -35) | 3 | (29, 165) (99, -36) | 1 | (1, 8) (99, -37) | 1 | (2, 13) (99, -41) | 1 | (30, 173) (99, -44) | 1 | (5, 24) (99, -44) | 2 | (23, 120) (99, -44) | 3 | (36, 224) (99, -45) | 1 | (18, 87) (99, -51) | 1 | (1, 7) (99, -54) | 1 | (10, 44) (99, -55) | 1 | (16, 75) (99, -57) | 1 | (22, 113) (99, -59) | 1 | (51, 371) (99, -60) | 1 | (4, 20) (99, -62) | 1 | (2, 12) (99, -64) | 1 | (1, 6) (99, -68) | 1 | (3, 16) (99, -70) | 1 | (38, 242) (99, -70) | 2 | (2042, 92276) (99, -71) | 1 | (24, 127) (99, -75) | 1 | (1, 5) (99, -75) | 2 | (7, 31) (99, -75) | 3 | (28, 157) (99, -75) | 4 | (301, 5225) (99, -76) | 1 | (2975, 162268) (99, -79) | 1 | (8, 35) (99, -79) | 2 | (80, 721) (99, -80) | 1 | (41, 270) (99, -81) | 1 | (6, 27) (99, -81) | 2 | (102, 1035) (99, -84) | 1 | (1, 4) (99, -85) | 1 | (2, 11) (99, -91) | 1 | (1, 3) 2P = (287, -4865) (99, -91) | 2 | (5, 23) (99, -91) | 3 | (19, 93) (99, -91) | 4 | (287, 4865) (99, -96) | 1 | (1, 2) (99, -99) | 1 | (1, 1) 2P = (2599, -132499) (99, -99) | 2 | (3, 15) (99, -99) | 3 | (4, 19) (99, -99) | 4 | (9, 39) (99, -99) | 5 | (15, 69) (99, -99) | 6 | (31, 181) (99, -99) | 7 | (45, 309) (99, -99) | 8 | (60, 471) (99, -99) | 9 | (69, 579) (99, -99) | 10 | (300, 5199) (99, -99) | 11 | (1149, 38949) (99, -99) | 12 | (1255, 44461) (99, -99) | 13 | (2599, 132499) (99, -100) | 1 | (1, 0) order 2 (100, -1) | 1 | (1, 10) (100, -1) | 2 | (101, 1020) (100, -1) | 3 | (565, 13432) (100, -3) | 1 | (3, 18) (100, -12) | 1 | (2, 14) 2P = (12, -54) (100, -12) | 2 | (12, 54) (100, -12) | 3 | (26, 142) (100, -12) | 4 | (158, 1990) (100, -13) | 1 | (217, 3200) (100, -16) | 1 | (8, 36) (100, -16) | 2 | (13, 59) (100, -16) | 3 | (340, 6272) (100, -19) | 1 | (7, 32) (100, -20) | 1 | (1, 9) (100, -21) | 1 | (125, 1402) (100, -23) | 1 | (4, 21) (100, -23) | 2 | (174, 2299) (100, -28) | 1 | (112, 1190) (100, -29) | 1 | (9, 40) (100, -30) | 1 | (11, 49) (100, -32) | 1 | (6, 28) (100, -33) | 1 | (33, 198) (100, -37) | 1 | (1, 8) (100, -38) | 1 | (3, 17) (100, -39) | 1 | (2, 13) (100, -48) | 1 | (14, 64) (100, -49) | 1 | (5, 24) (100, -49) | 2 | (49, 350) (100, -52) | 1 | (1, 7) (100, -52) | 2 | (17, 81) (100, -53) | 1 | (93, 902) (100, -63) | 1 | (18, 87) (100, -64) | 1 | (2, 12) (100, -64) | 2 | (4, 20) (100, -64) | 3 | (10, 44) (100, -64) | 4 | (29, 165) (100, -64) | 5 | (37, 233) (100, -64) | 6 | (82, 748) (100, -64) | 7 | (250, 3956) (100, -64) | 8 | (452, 9612) (100, -65) | 1 | (1, 6) (100, -67) | 1 | (23, 120) (100, -70) | 1 | (139, 1643) (100, -71) | 1 | (3, 16) (100, -71) | 2 | (16, 75) (100, -71) | 3 | (30, 173) (100, -76) | 1 | (1, 5) (100, -79) | 1 | (22, 113) (100, -80) | 1 | (36, 224) (100, -82) | 1 | (7, 31) (100, -85) | 1 | (1, 4) (100, -87) | 1 | (2, 11) (100, -87) | 2 | (6, 27) (100, -87) | 3 | (8, 35) (100, -87) | 4 | (182, 2459) (100, -87) | 5 | (947, 29144) (100, -92) | 1 | (1, 3) (100, -95) | 1 | (24, 127) (100, -96) | 1 | (5, 23) (100, -97) | 1 | (1, 2) (100, -99) | 1 | (99, 990) (100, -100) | 1 | (1, 1)