class leader: y² = x³ + 144x + 13

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