class leader: y² = x³ + 109x + 13

Sr no.	class members	# points	points
1	y2 = x3 + 109x + 13	66	(7,3) (7,77) (7,108) (7,182) (32,3) (32,77) (32,108) (32,182) (52,18) (52,92) (52,93) (52,167) (62,23) (62,88) (62,97) (62,162) (72,3) (72,77) (72,108) (72,182) (77,53) (77,58) (77,127) (77,132) (82,18) (82,92) (82,93) (82,167) (87,38) (87,73) (87,112) (87,147) (92,37) (92,148) (112,7) (112,67) (112,118) (112,178) (122,8) (122,82) (122,103) (122,177) (127,28) (127,83) (127,102) (127,157) (137,43) (137,68) (137,117) (137,142) (157,13) (157,87) (157,98) (157,172) (162,18) (162,92) (162,93) (162,167) (167,27) (167,47) (167,138) (167,158) (172,32) (172,42) (172,143) (172,153)
2	y2 = x3 + 134x + 32	66	(8,69) (8,79) (8,106) (8,116) (13,44) (13,81) (13,104) (13,141) (18,69) (18,79) (18,106) (18,116) (23,74) (23,111) (28,24) (28,61) (28,124) (28,161) (43,4) (43,41) (43,144) (43,181) (48,69) (48,79) (48,106) (48,116) (68,14) (68,51) (68,134) (68,171) (78,59) (78,89) (78,96) (78,126) (88,29) (88,66) (88,119) (88,156) (108,11) (108,26) (108,159) (108,174) (113,44) (113,81) (113,104) (113,141) (123,1) (123,36) (123,149) (123,184) (133,44) (133,81) (133,104) (133,141) (158,39) (158,76) (158,109) (158,146) (173,64) (173,84) (173,101) (173,121) (178,34) (178,71) (178,114) (178,151)
3	y2 = x3 + 79x + 167	66	(8,4) (8,41) (8,144) (8,181) (18,24) (18,61) (18,124) (18,161) (33,34) (33,71) (33,114) (33,151) (38,69) (38,79) (38,106) (38,116) (48,6) (48,31) (48,154) (48,179) (83,4) (83,41) (83,144) (83,181) (88,24) (88,61) (88,124) (88,161) (113,74) (113,111) (118,29) (118,66) (118,119) (118,156) (133,11) (133,26) (133,159) (133,174) (153,24) (153,61) (153,124) (153,161) (158,49) (158,86) (158,99) (158,136) (163,19) (163,56) (163,129) (163,166) (168,4) (168,41) (168,144) (168,181) (173,9) (173,46) (173,139) (173,176) (178,14) (178,51) (178,134) (178,171) (183,1) (183,36) (183,149) (183,184)
4	y2 = x3 + 124x + 93	66	(2,33) (2,78) (2,107) (2,152) (7,3) (7,77) (7,108) (7,182) (12,33) (12,78) (12,107) (12,152) (17,48) (17,63) (17,122) (17,137) (22,38) (22,73) (22,112) (22,147) (27,43) (27,68) (27,117) (27,142) (52,37) (52,148) (57,18) (57,92) (57,93) (57,167) (77,23) (77,88) (77,97) (77,162) (97,33) (97,78) (97,107) (97,152) (112,12) (112,62) (112,123) (112,173) (132,28) (132,83) (132,102) (132,157) (137,32) (137,42) (137,143) (137,153) (142,13) (142,87) (142,98) (142,172) (167,13) (167,87) (167,98) (167,172) (172,13) (172,87) (172,98) (172,172) (182,8) (182,82) (182,103) (182,177)
5	y2 = x3 + 109x + 98	66	(2,18) (2,92) (2,93) (2,167) (12,27) (12,47) (12,138) (12,158) (22,3) (22,77) (22,108) (22,182) (42,18) (42,92) (42,93) (42,167) (67,18) (67,92) (67,93) (67,167) (87,7) (87,67) (87,118) (87,178) (92,23) (92,88) (92,97) (92,162) (97,3) (97,77) (97,108) (97,182) (102,33) (102,78) (102,107) (102,152) (122,38) (122,73) (122,112) (122,147) (132,17) (132,57) (132,128) (132,168) (137,48) (137,63) (137,122) (137,137) (147,32) (147,42) (147,143) (147,153) (167,37) (167,148) (172,43) (172,68) (172,117) (172,142) (177,3) (177,77) (177,108) (177,182) (182,22) (182,52) (182,133) (182,163)
6	y2 = x3 + 19x + 167	66	(13,24) (13,61) (13,124) (13,161) (28,9) (28,46) (28,139) (28,176) (33,29) (33,66) (33,119) (33,156) (43,4) (43,41) (43,144) (43,181) (53,4) (53,41) (53,144) (53,181) (63,49) (63,86) (63,99) (63,136) (73,6) (73,31) (73,154) (73,179) (78,14) (78,51) (78,134) (78,171) (103,24) (103,61) (103,124) (103,161) (108,34) (108,71) (108,114) (108,151) (113,19) (113,56) (113,129) (113,166) (128,1) (128,36) (128,149) (128,184) (143,24) (143,61) (143,124) (143,161) (158,69) (158,79) (158,106) (158,116) (163,4) (163,41) (163,144) (163,181) (168,74) (168,111) (183,11) (183,26) (183,159) (183,174)
7	y2 = x3 + 54x + 172	66	(3,19) (3,56) (3,129) (3,166) (13,74) (13,111) (28,54) (28,91) (28,94) (28,131) (33,59) (33,89) (33,96) (33,126) (43,34) (43,71) (43,114) (43,151) (48,69) (48,79) (48,106) (48,116) (53,64) (53,84) (53,101) (53,121) (88,34) (88,71) (88,114) (88,151) (93,19) (93,56) (93,129) (93,166) (98,14) (98,51) (98,134) (98,171) (128,34) (128,71) (128,114) (128,151) (138,1) (138,36) (138,149) (138,184) (143,6) (143,31) (143,154) (143,179) (153,44) (153,81) (153,104) (153,141) (158,11) (158,26) (158,159) (158,174) (163,19) (163,56) (163,129) (163,166) (173,4) (173,41) (173,144) (173,181)
8	y2 = x3 + 154x + 153	66	(2,32) (2,42) (2,143) (2,153) (17,32) (17,42) (17,143) (17,153) (42,7) (42,67) (42,118) (42,178) (67,8) (67,82) (67,103) (67,177) (82,48) (82,63) (82,122) (82,137) (92,32) (92,42) (92,143) (92,153) (97,27) (97,47) (97,138) (97,158) (102,43) (102,68) (102,117) (102,142) (107,18) (107,92) (107,93) (107,167) (112,7) (112,67) (112,118) (112,178) (122,12) (122,62) (122,123) (122,173) (127,33) (127,78) (127,107) (127,152) (142,7) (142,67) (142,118) (142,178) (157,23) (157,88) (157,97) (157,162) (162,13) (162,87) (162,98) (162,172) (177,37) (177,148) (182,53) (182,58) (182,127) (182,132)
9	y2 = x3 + 54x + 13	66	(12,13) (12,87) (12,98) (12,172) (22,3) (22,77) (22,108) (22,182) (27,8) (27,82) (27,103) (27,177) (32,32) (32,42) (32,143) (32,153) (42,38) (42,73) (42,112) (42,147) (47,43) (47,68) (47,117) (47,142) (57,18) (57,92) (57,93) (57,167) (87,27) (87,47) (87,138) (87,158) (92,3) (92,77) (92,108) (92,182) (97,18) (97,92) (97,93) (97,167) (132,23) (132,88) (132,97) (132,162) (137,7) (137,67) (137,118) (137,178) (142,18) (142,92) (142,93) (142,167) (152,53) (152,58) (152,127) (152,132) (157,28) (157,83) (157,102) (157,157) (172,37) (172,148) (182,3) (182,77) (182,108) (182,182)
10	y2 = x3 + 134x + 42	66	(3,29) (3,66) (3,119) (3,156) (23,11) (23,26) (23,159) (23,174) (33,16) (33,21) (33,164) (33,169) (43,64) (43,84) (43,101) (43,121) (63,44) (63,81) (63,104) (63,141) (68,24) (68,61) (68,124) (68,161) (83,4) (83,41) (83,144) (83,181) (88,74) (88,111) (93,44) (93,81) (93,104) (93,141) (98,69) (98,79) (98,106) (98,116) (103,44) (103,81) (103,104) (103,141) (118,19) (118,56) (118,129) (118,166) (123,14) (123,51) (123,134) (123,171) (138,49) (138,86) (138,99) (138,136) (163,69) (163,79) (163,106) (163,116) (173,6) (173,31) (173,154) (173,179) (183,69) (183,79) (183,106) (183,116)
11	y2 = x3 + 124x + 92	66	(3,11) (3,26) (3,159) (3,174) (13,4) (13,41) (13,144) (13,181) (18,4) (18,41) (18,144) (18,181) (43,4) (43,41) (43,144) (43,181) (48,44) (48,81) (48,104) (48,141) (53,54) (53,91) (53,94) (53,131) (73,39) (73,76) (73,109) (73,146) (88,24) (88,61) (88,124) (88,161) (108,64) (108,84) (108,101) (108,121) (128,34) (128,71) (128,114) (128,151) (133,74) (133,111) (158,1) (158,36) (158,149) (158,184) (163,6) (163,31) (163,154) (163,179) (168,29) (168,66) (168,119) (168,156) (173,24) (173,61) (173,124) (173,161) (178,19) (178,56) (178,129) (178,166) (183,24) (183,61) (183,124) (183,161)
12	y2 = x3 + 59x + 98	66	(7,22) (7,52) (7,133) (7,163) (27,32) (27,42) (27,143) (27,153) (32,23) (32,88) (32,97) (32,162) (42,37) (42,148) (57,18) (57,92) (57,93) (57,167) (62,17) (62,57) (62,128) (62,168) (72,3) (72,77) (72,108) (72,182) (82,3) (82,77) (82,108) (82,182) (87,18) (87,92) (87,93) (87,167) (92,43) (92,68) (92,117) (92,142) (112,48) (112,63) (112,122) (112,137) (132,33) (132,78) (132,107) (132,152) (142,3) (142,77) (142,108) (142,182) (147,38) (147,73) (147,112) (147,147) (152,18) (152,92) (152,93) (152,167) (157,27) (157,47) (157,138) (157,158) (167,7) (167,67) (167,118) (167,178)
13	y2 = x3 + 119x + 153	66	(7,53) (7,58) (7,127) (7,132) (12,33) (12,78) (12,107) (12,152) (22,32) (22,42) (22,143) (22,153) (32,32) (32,42) (32,143) (32,153) (47,7) (47,67) (47,118) (47,178) (57,32) (57,42) (57,143) (57,153) (82,27) (82,47) (82,138) (82,158) (87,7) (87,67) (87,118) (87,178) (117,48) (117,63) (117,122) (117,137) (127,23) (127,88) (127,97) (127,162) (132,43) (132,68) (132,117) (132,142) (142,37) (142,148) (147,12) (147,62) (147,123) (147,173) (152,8) (152,82) (152,103) (152,177) (162,7) (162,67) (162,118) (162,178) (177,13) (177,87) (177,98) (177,172) (182,18) (182,92) (182,93) (182,167)
14	y2 = x3 + 154x + 32	66	(3,59) (3,89) (3,96) (3,126) (8,74) (8,111) (23,4) (23,41) (23,144) (23,181) (28,64) (28,84) (28,101) (28,121) (43,69) (43,79) (43,106) (43,116) (58,24) (58,61) (58,124) (58,161) (63,39) (63,76) (63,109) (63,146) (73,69) (73,79) (73,106) (73,116) (78,34) (78,71) (78,114) (78,151) (83,1) (83,36) (83,149) (83,184) (88,14) (88,51) (88,134) (88,171) (93,44) (93,81) (93,104) (93,141) (103,29) (103,66) (103,119) (103,156) (118,11) (118,26) (118,159) (118,174) (143,69) (143,79) (143,106) (143,116) (168,44) (168,81) (168,104) (168,141) (183,44) (183,81) (183,104) (183,141)
15	y2 = x3 + 79x + 92	66	(23,4) (23,41) (23,144) (23,181) (28,24) (28,61) (28,124) (28,161) (63,1) (63,36) (63,149) (63,184) (73,44) (73,81) (73,104) (73,141) (78,19) (78,56) (78,129) (78,166) (93,4) (93,41) (93,144) (93,181) (103,24) (103,61) (103,124) (103,161) (113,6) (113,31) (113,154) (113,179) (118,64) (118,84) (118,101) (118,121) (123,54) (123,91) (123,94) (123,131) (128,24) (128,61) (128,124) (128,161) (133,34) (133,71) (133,114) (133,151) (138,39) (138,76) (138,109) (138,146) (143,4) (143,41) (143,144) (143,181) (163,29) (163,66) (163,119) (163,156) (178,11) (178,26) (178,159) (178,174) (183,74) (183,111)
16	y2 = x3 + 79x + 18	66	(2,43) (2,68) (2,117) (2,142) (7,27) (7,47) (7,138) (7,158) (12,17) (12,57) (12,128) (12,168) (17,13) (17,87) (17,98) (17,172) (22,3) (22,77) (22,108) (22,182) (27,2) (27,72) (27,113) (27,183) (32,33) (32,78) (32,107) (32,152) (52,8) (52,82) (52,103) (52,177) (67,48) (67,63) (67,122) (67,137) (72,37) (72,148) (97,33) (97,78) (97,107) (97,152) (102,13) (102,87) (102,98) (102,172) (137,38) (137,73) (137,112) (137,147) (147,7) (147,67) (147,118) (147,178) (152,18) (152,92) (152,93) (152,167) (167,33) (167,78) (167,107) (167,152) (177,13) (177,87) (177,98) (177,172)
17	y2 = x3 + 119x + 32	66	(3,34) (3,71) (3,114) (3,151) (8,4) (8,41) (8,144) (8,181) (23,69) (23,79) (23,106) (23,116) (33,11) (33,26) (33,159) (33,174) (38,39) (38,76) (38,109) (38,146) (43,74) (43,111) (53,1) (53,36) (53,149) (53,184) (58,64) (58,84) (58,101) (58,121) (68,29) (68,66) (68,119) (68,156) (98,69) (98,79) (98,106) (98,116) (103,14) (103,51) (103,134) (103,171) (128,44) (128,81) (128,104) (128,141) (138,69) (138,79) (138,106) (138,116) (153,44) (153,81) (153,104) (153,141) (163,44) (163,81) (163,104) (163,141) (173,24) (173,61) (173,124) (173,161) (178,59) (178,89) (178,96) (178,126)
18	y2 = x3 + 59x + 172	66	(8,34) (8,71) (8,114) (8,151) (13,19) (13,56) (13,129) (13,166) (18,6) (18,31) (18,154) (18,179) (38,11) (38,26) (38,159) (38,174) (58,4) (58,41) (58,144) (58,181) (68,34) (68,71) (68,114) (68,151) (73,1) (73,36) (73,149) (73,184) (78,19) (78,56) (78,129) (78,166) (83,64) (83,84) (83,101) (83,121) (93,44) (93,81) (93,104) (93,141) (118,59) (118,89) (118,96) (118,126) (138,69) (138,79) (138,106) (138,116) (143,14) (143,51) (143,134) (143,171) (153,74) (153,111) (168,19) (168,56) (168,129) (168,166) (173,54) (173,91) (173,94) (173,131) (183,34) (183,71) (183,114) (183,151)
19	y2 = x3 + 124x + 18	66	(17,3) (17,77) (17,108) (17,182) (22,37) (22,148) (47,38) (47,73) (47,112) (47,147) (52,43) (52,68) (52,117) (52,142) (57,8) (57,82) (57,103) (57,177) (62,13) (62,87) (62,98) (62,172) (67,18) (67,92) (67,93) (67,167) (72,13) (72,87) (72,98) (72,172) (77,48) (77,63) (77,122) (77,137) (87,33) (87,78) (87,107) (87,152) (92,33) (92,78) (92,107) (92,152) (117,33) (117,78) (117,107) (117,152) (122,7) (122,67) (122,118) (122,178) (127,17) (127,57) (127,128) (127,168) (147,2) (147,72) (147,113) (147,183) (162,13) (162,87) (162,98) (162,172) (182,27) (182,47) (182,138) (182,158)
20	y2 = x3 + 59x + 87	66	(18,69) (18,79) (18,106) (18,116) (28,14) (28,51) (28,134) (28,171) (33,34) (33,71) (33,114) (33,151) (38,6) (38,31) (38,154) (38,179) (43,19) (43,56) (43,129) (43,166) (53,24) (53,61) (53,124) (53,161) (73,29) (73,66) (73,119) (73,156) (93,1) (93,36) (93,149) (93,184) (98,34) (98,71) (98,114) (98,151) (103,19) (103,56) (103,129) (103,166) (113,19) (113,56) (113,129) (113,166) (123,9) (123,46) (123,139) (123,176) (128,34) (128,71) (128,114) (128,151) (143,74) (143,111) (153,64) (153,84) (153,101) (153,121) (158,44) (158,81) (158,104) (158,141) (178,16) (178,21) (178,164) (178,169)
21	y2 = x3 + 154x + 42	66	(8,11) (8,26) (8,159) (8,174) (18,69) (18,79) (18,106) (18,116) (23,64) (23,84) (23,101) (23,121) (28,6) (28,31) (28,154) (28,179) (33,19) (33,56) (33,129) (33,166) (38,44) (38,81) (38,104) (38,141) (48,49) (48,86) (48,99) (48,136) (53,4) (53,41) (53,144) (53,181) (68,44) (68,81) (68,104) (68,141) (83,14) (83,51) (83,134) (83,171) (88,24) (88,61) (88,124) (88,161) (103,74) (103,111) (108,16) (108,21) (108,164) (108,169) (113,69) (113,79) (113,106) (113,116) (128,69) (128,79) (128,106) (128,116) (153,44) (153,81) (153,104) (153,141) (178,29) (178,66) (178,119) (178,156)
22	y2 = x3 + 54x + 98	66	(17,3) (17,77) (17,108) (17,182) (27,38) (27,73) (27,112) (27,147) (32,43) (32,68) (32,117) (32,142) (42,7) (42,67) (42,118) (42,178) (47,48) (47,63) (47,122) (47,137) (52,18) (52,92) (52,93) (52,167) (62,33) (62,78) (62,107) (62,152) (77,18) (77,92) (77,93) (77,167) (87,37) (87,148) (102,17) (102,57) (102,128) (102,168) (107,22) (107,52) (107,133) (107,163) (117,3) (117,77) (117,108) (117,182) (122,32) (122,42) (122,143) (122,153) (127,27) (127,47) (127,138) (127,158) (162,3) (162,77) (162,108) (162,182) (167,18) (167,92) (167,93) (167,167) (172,23) (172,88) (172,97) (172,162)
23	y2 = x3 + 19x + 92	66	(3,19) (3,56) (3,129) (3,166) (8,4) (8,41) (8,144) (8,181) (33,64) (33,84) (33,101) (33,121) (38,1) (38,36) (38,149) (38,184) (48,39) (48,76) (48,109) (48,146) (58,24) (58,61) (58,124) (58,161) (68,24) (68,61) (68,124) (68,161) (78,11) (78,26) (78,159) (78,174) (83,54) (83,91) (83,94) (83,131) (98,4) (98,41) (98,144) (98,181) (113,29) (113,66) (113,119) (113,156) (128,74) (128,111) (133,24) (133,61) (133,124) (133,161) (138,44) (138,81) (138,104) (138,141) (153,4) (153,41) (153,144) (153,181) (168,6) (168,31) (168,154) (168,179) (183,34) (183,71) (183,114) (183,151)
24	y2 = x3 + 124x + 167	66	(3,14) (3,51) (3,134) (3,171) (23,4) (23,41) (23,144) (23,181) (38,49) (38,86) (38,99) (38,136) (58,9) (58,46) (58,139) (58,176) (63,69) (63,79) (63,106) (63,116) (68,24) (68,61) (68,124) (68,161) (93,24) (93,61) (93,124) (93,161) (98,24) (98,61) (98,124) (98,161) (108,29) (108,66) (108,119) (108,156) (113,4) (113,41) (113,144) (113,181) (118,34) (118,71) (118,114) (118,151) (123,4) (123,41) (123,144) (123,181) (128,11) (128,26) (128,159) (128,174) (133,1) (133,36) (133,149) (133,184) (138,6) (138,31) (138,154) (138,179) (163,74) (163,111) (168,19) (168,56) (168,129) (168,166)
25	y2 = x3 + 79x + 93	66	(2,37) (2,148) (7,8) (7,82) (7,103) (7,177) (22,48) (22,63) (22,122) (22,137) (42,13) (42,87) (42,98) (42,172) (47,12) (47,62) (47,123) (47,173) (52,18) (52,92) (52,93) (52,167) (57,33) (57,78) (57,107) (57,152) (62,28) (62,83) (62,102) (62,157) (67,23) (67,88) (67,97) (67,162) (72,38) (72,73) (72,112) (72,147) (82,33) (82,78) (82,107) (82,152) (92,13) (92,87) (92,98) (92,172) (107,3) (107,77) (107,108) (107,182) (112,32) (112,42) (112,143) (112,153) (122,43) (122,68) (122,117) (122,142) (157,33) (157,78) (157,107) (157,152) (162,13) (162,87) (162,98) (162,172)
26	y2 = x3 + 109x + 87	66	(3,16) (3,21) (3,164) (3,169) (8,19) (8,56) (8,129) (8,166) (13,1) (13,36) (13,149) (13,184) (18,74) (18,111) (38,44) (38,81) (38,104) (38,141) (48,29) (48,66) (48,119) (48,156) (53,9) (53,46) (53,139) (53,176) (63,6) (63,31) (63,154) (63,179) (83,24) (83,61) (83,124) (83,161) (88,19) (88,56) (88,129) (88,166) (93,64) (93,84) (93,101) (93,121) (98,69) (98,79) (98,106) (98,116) (118,34) (118,71) (118,114) (118,151) (143,34) (143,71) (143,114) (143,151) (163,19) (163,56) (163,129) (163,166) (173,14) (173,51) (173,134) (173,171) (183,34) (183,71) (183,114) (183,151)
27	y2 = x3 + 134x + 143	66	(2,7) (2,67) (2,118) (2,178) (12,38) (12,73) (12,112) (12,147) (22,7) (22,67) (22,118) (22,178) (47,2) (47,72) (47,113) (47,183) (62,27) (62,47) (62,138) (62,158) (67,3) (67,77) (67,108) (67,182) (82,32) (82,42) (82,143) (82,153) (87,7) (87,67) (87,118) (87,178) (92,32) (92,42) (92,143) (92,153) (97,37) (97,148) (102,13) (102,87) (102,98) (102,172) (117,33) (117,78) (117,107) (117,152) (122,32) (122,42) (122,143) (122,153) (142,23) (142,88) (142,97) (142,162) (152,22) (152,52) (152,133) (152,163) (162,8) (162,82) (162,103) (162,177) (182,48) (182,63) (182,122) (182,137)
28	y2 = x3 + 109x + 172	66	(13,44) (13,81) (13,104) (13,141) (18,14) (18,51) (18,134) (18,171) (23,34) (23,71) (23,114) (23,151) (28,4) (28,41) (28,144) (28,181) (48,1) (48,36) (48,149) (48,184) (58,54) (58,91) (58,94) (58,131) (63,11) (63,26) (63,159) (63,174) (73,69) (73,79) (73,106) (73,116) (93,74) (93,111) (98,6) (98,31) (98,154) (98,179) (103,34) (103,71) (103,114) (103,151) (108,59) (108,89) (108,96) (108,126) (113,19) (113,56) (113,129) (113,166) (123,64) (123,84) (123,101) (123,121) (133,34) (133,71) (133,114) (133,151) (153,19) (153,56) (153,129) (153,166) (178,19) (178,56) (178,129) (178,166)
29	y2 = x3 + 19x + 93	66	(2,18) (2,92) (2,93) (2,167) (17,38) (17,73) (17,112) (17,147) (32,13) (32,87) (32,98) (32,172) (47,32) (47,42) (47,143) (47,153) (52,33) (52,78) (52,107) (52,152) (57,37) (57,148) (72,48) (72,63) (72,122) (72,137) (87,13) (87,87) (87,98) (87,172) (102,28) (102,83) (102,102) (102,157) (107,8) (107,82) (107,103) (107,177) (117,33) (117,78) (117,107) (117,152) (127,33) (127,78) (127,107) (127,152) (137,12) (137,62) (137,123) (137,173) (147,43) (147,68) (147,117) (147,142) (152,23) (152,88) (152,97) (152,162) (177,13) (177,87) (177,98) (177,172) (182,3) (182,77) (182,108) (182,182)
30	y2 = x3 + 54x + 87	66	(13,64) (13,84) (13,101) (13,121) (18,34) (18,71) (18,114) (18,151) (23,19) (23,56) (23,129) (23,166) (58,14) (58,51) (58,134) (58,171) (63,44) (63,81) (63,104) (63,141) (68,19) (68,56) (68,129) (68,166) (78,16) (78,21) (78,164) (78,169) (83,9) (83,46) (83,139) (83,176) (98,74) (98,111) (108,34) (108,71) (108,114) (108,151) (123,24) (123,61) (123,124) (123,161) (133,34) (133,71) (133,114) (133,151) (138,29) (138,66) (138,119) (138,156) (143,69) (143,79) (143,106) (143,116) (153,1) (153,36) (153,149) (153,184) (158,6) (158,31) (158,154) (158,179) (168,19) (168,56) (168,129) (168,166)
31	y2 = x3 + 134x + 153	66	(7,18) (7,92) (7,93) (7,167) (12,23) (12,88) (12,97) (12,162) (27,12) (27,62) (27,123) (27,173) (52,32) (52,42) (52,143) (52,153) (62,43) (62,68) (62,117) (62,142) (72,32) (72,42) (72,143) (72,153) (77,8) (77,82) (77,103) (77,177) (97,48) (97,63) (97,122) (97,137) (107,53) (107,58) (107,127) (107,132) (117,27) (117,47) (117,138) (117,158) (137,7) (137,67) (137,118) (137,178) (142,13) (142,87) (142,98) (142,172) (157,33) (157,78) (157,107) (157,152) (162,37) (162,148) (167,7) (167,67) (167,118) (167,178) (172,32) (172,42) (172,143) (172,153) (177,7) (177,67) (177,118) (177,178)
32	y2 = x3 + 119x + 42	66	(8,64) (8,84) (8,101) (8,121) (13,44) (13,81) (13,104) (13,141) (43,11) (43,26) (43,159) (43,174) (53,14) (53,51) (53,134) (53,171) (58,6) (58,31) (58,154) (58,179) (68,74) (68,111) (73,49) (73,86) (73,99) (73,136) (78,29) (78,66) (78,119) (78,156) (88,44) (88,81) (88,104) (88,141) (103,24) (103,61) (103,124) (103,161) (108,19) (108,56) (108,129) (108,166) (118,16) (118,21) (118,164) (118,169) (123,4) (123,41) (123,144) (123,181) (133,69) (133,79) (133,106) (133,116) (143,69) (143,79) (143,106) (143,116) (158,44) (158,81) (158,104) (158,141) (168,69) (168,79) (168,106) (168,116)
33	y2 = x3 + 154x + 143	66	(7,48) (7,63) (7,122) (7,137) (32,32) (32,42) (32,143) (32,153) (57,7) (57,67) (57,118) (57,178) (72,7) (72,67) (72,118) (72,178) (77,22) (77,52) (77,133) (77,163) (82,37) (82,148) (97,33) (97,78) (97,107) (97,152) (102,27) (102,47) (102,138) (102,158) (117,32) (117,42) (117,143) (117,153) (132,13) (132,87) (132,98) (132,172) (137,2) (137,72) (137,113) (137,183) (147,32) (147,42) (147,143) (147,153) (152,3) (152,77) (152,108) (152,182) (157,38) (157,73) (157,112) (157,147) (162,23) (162,88) (162,97) (162,162) (167,7) (167,67) (167,118) (167,178) (177,8) (177,82) (177,103) (177,177)
34	y2 = x3 + 119x + 143	66	(17,7) (17,67) (17,118) (17,178) (27,32) (27,42) (27,143) (27,153) (42,7) (42,67) (42,118) (42,178) (52,7) (52,67) (52,118) (52,178) (62,13) (62,87) (62,98) (62,172) (67,22) (67,52) (67,133) (67,163) (77,3) (77,77) (77,108) (77,182) (82,33) (82,78) (82,107) (82,152) (97,32) (97,42) (97,143) (97,153) (107,48) (107,63) (107,122) (107,137) (112,2) (112,72) (112,113) (112,183) (117,37) (117,148) (127,38) (127,73) (127,112) (127,147) (132,27) (132,47) (132,138) (132,158) (142,8) (142,82) (142,103) (142,177) (172,32) (172,42) (172,143) (172,153) (177,23) (177,88) (177,97) (177,162)
35	y2 = x3 + 59x + 13	66	(2,18) (2,92) (2,93) (2,167) (12,28) (12,83) (12,102) (12,157) (17,3) (17,77) (17,108) (17,182) (32,37) (32,148) (42,27) (42,47) (42,138) (42,158) (47,7) (47,67) (47,118) (47,178) (67,53) (67,58) (67,127) (67,132) (92,32) (92,42) (92,143) (92,153) (102,23) (102,88) (102,97) (102,162) (107,3) (107,77) (107,108) (107,182) (112,43) (112,68) (112,117) (112,142) (117,18) (117,92) (117,93) (117,167) (127,13) (127,87) (127,98) (127,172) (147,8) (147,82) (147,103) (147,177) (167,38) (167,73) (167,112) (167,147) (172,3) (172,77) (172,108) (172,182) (177,18) (177,92) (177,93) (177,167)
36	y2 = x3 + 19x + 18	66	(2,8) (2,82) (2,103) (2,177) (17,37) (17,148) (22,13) (22,87) (22,98) (22,172) (27,7) (27,67) (27,118) (27,178) (42,33) (42,78) (42,107) (42,152) (57,43) (57,68) (57,117) (57,142) (72,3) (72,77) (72,108) (72,182) (77,18) (77,92) (77,93) (77,167) (82,33) (82,78) (82,107) (82,152) (107,27) (107,47) (107,138) (107,158) (112,38) (112,73) (112,112) (112,147) (122,2) (122,72) (122,113) (122,183) (132,13) (132,87) (132,98) (132,172) (142,13) (142,87) (142,98) (142,172) (152,48) (152,63) (152,122) (152,137) (157,17) (157,57) (157,128) (157,168) (172,33) (172,78) (172,107) (172,152)