class leader: y² = x³ + 104x + 17

Sr no.	class members	# points	points
1	y2 = x3 + 104x + 17	54	(8,21) (8,44) (8,71) (8,94) (13,1) (13,24) (13,91) (13,114) (18,4) (18,19) (18,96) (18,111) (28,31) (28,54) (28,61) (28,84) (43,46) (43,69) (48,16) (48,39) (48,76) (48,99) (58,16) (58,39) (58,76) (58,99) (68,21) (68,44) (68,71) (68,94) (78,16) (78,39) (78,76) (78,99) (83,36) (83,56) (83,59) (83,79) (98,11) (98,34) (98,81) (98,104) (103,36) (103,56) (103,59) (103,79) (108,21) (108,44) (108,71) (108,94) (113,36) (113,56) (113,59) (113,79)
2	y2 = x3 + 64x + 38	54	(2,17) (2,52) (2,63) (2,98) (7,22) (7,47) (7,68) (7,93) (12,2) (12,48) (12,67) (12,113) (17,17) (17,52) (17,63) (17,98) (27,17) (27,52) (27,63) (27,98) (32,3) (32,43) (32,72) (32,112) (57,7) (57,53) (57,62) (57,108) (62,12) (62,57) (62,58) (62,103) (72,2) (72,48) (72,67) (72,113) (77,2) (77,48) (77,67) (77,113) (82,13) (82,33) (82,82) (82,102) (97,23) (97,92) (107,7) (107,53) (107,62) (107,108) (112,7) (112,53) (112,62) (112,108)
3	y2 = x3 + 24x + 83	54	(2,22) (2,47) (2,68) (2,93) (12,12) (12,57) (12,58) (12,103) (22,32) (22,37) (22,78) (22,83) (27,17) (27,52) (27,63) (27,98) (32,27) (32,42) (32,73) (32,88) (37,32) (37,37) (37,78) (37,83) (47,27) (47,42) (47,73) (47,88) (52,12) (52,57) (52,58) (52,103) (62,3) (62,43) (62,72) (62,112) (67,2) (67,48) (67,67) (67,113) (82,27) (82,42) (82,73) (82,88) (97,12) (97,57) (97,58) (97,103) (102,32) (102,37) (102,78) (102,83) (107,23) (107,92)
4	y2 = x3 + 4x + 112	54	(3,6) (3,29) (3,86) (3,109) (8,9) (8,14) (8,101) (8,106) (18,6) (18,29) (18,86) (18,109) (28,21) (28,44) (28,71) (28,94) (33,41) (33,51) (33,64) (33,74) (43,21) (43,44) (43,71) (43,94) (48,6) (48,29) (48,86) (48,109) (53,46) (53,69) (58,41) (58,51) (58,64) (58,74) (73,36) (73,56) (73,59) (73,79) (78,16) (78,39) (78,76) (78,99) (88,26) (88,49) (88,66) (88,89) (93,41) (93,51) (93,64) (93,74) (113,21) (113,44) (113,71) (113,94)
5	y2 = x3 + 59x + 57	54	(3,36) (3,56) (3,59) (3,79) (8,11) (8,34) (8,81) (8,104) (13,36) (13,56) (13,59) (13,79) (38,4) (38,19) (38,96) (38,111) (53,36) (53,56) (53,59) (53,79) (58,26) (58,49) (58,66) (58,89) (63,4) (63,19) (63,96) (63,111) (73,9) (73,14) (73,101) (73,106) (78,11) (78,34) (78,81) (78,104) (83,4) (83,19) (83,96) (83,111) (93,41) (93,51) (93,64) (93,74) (98,11) (98,34) (98,81) (98,104) (103,6) (103,29) (103,86) (103,109) (113,46) (113,69)
6	y2 = x3 + 9x + 33	54	(2,17) (2,52) (2,63) (2,98) (7,18) (7,28) (7,87) (7,97) (12,12) (12,57) (12,58) (12,103) (17,27) (17,42) (17,73) (17,88) (22,23) (22,92) (27,8) (27,38) (27,77) (27,107) (42,18) (42,28) (42,87) (42,97) (52,2) (52,48) (52,67) (52,113) (62,8) (62,38) (62,77) (62,107) (72,8) (72,38) (72,77) (72,107) (82,22) (82,47) (82,68) (82,93) (87,22) (87,47) (87,68) (87,93) (107,22) (107,47) (107,68) (107,93) (112,18) (112,28) (112,87) (112,97)
7	y2 = x3 + 29x + 88	54	(2,27) (2,42) (2,73) (2,88) (7,17) (7,52) (7,63) (7,98) (12,18) (12,28) (12,87) (12,97) (22,32) (22,37) (22,78) (22,83) (37,8) (37,38) (37,77) (37,107) (42,23) (42,92) (47,7) (47,53) (47,62) (47,108) (52,8) (52,38) (52,77) (52,107) (57,17) (57,52) (57,63) (57,98) (62,18) (62,28) (62,87) (62,97) (72,8) (72,38) (72,77) (72,107) (77,2) (77,48) (77,67) (77,113) (87,18) (87,28) (87,87) (87,97) (97,17) (97,52) (97,63) (97,98)
8	y2 = x3 + 94x + 67	54	(3,36) (3,56) (3,59) (3,79) (13,6) (13,29) (13,86) (13,109) (18,1) (18,24) (18,91) (18,114) (28,31) (28,54) (28,61) (28,84) (33,11) (33,34) (33,81) (33,104) (58,41) (58,51) (58,64) (58,74) (63,46) (63,69) (68,31) (68,54) (68,61) (68,84) (73,1) (73,24) (73,91) (73,114) (78,26) (78,49) (78,66) (78,89) (88,31) (88,54) (88,61) (88,84) (93,1) (93,24) (93,91) (93,114) (108,26) (108,49) (108,66) (108,89) (113,26) (113,49) (113,66) (113,89)
9	y2 = x3 + 54x + 7	54	(3,9) (3,14) (3,101) (3,106) (8,36) (8,56) (8,59) (8,79) (13,36) (13,56) (13,59) (13,79) (18,16) (18,39) (18,76) (18,99) (33,11) (33,34) (33,81) (33,104) (38,11) (38,34) (38,81) (38,104) (43,41) (43,51) (43,64) (43,74) (48,36) (48,56) (48,59) (48,79) (78,16) (78,39) (78,76) (78,99) (88,16) (88,39) (88,76) (88,99) (93,4) (93,19) (93,96) (93,111) (98,31) (98,54) (98,61) (98,84) (103,46) (103,69) (113,11) (113,34) (113,81) (113,104)
10	y2 = x3 + 54x + 53	54	(2,13) (2,33) (2,82) (2,102) (32,7) (32,53) (32,62) (32,108) (42,7) (42,53) (42,62) (42,108) (47,27) (47,42) (47,73) (47,88) (52,8) (52,38) (52,77) (52,107) (57,23) (57,92) (67,12) (67,57) (67,58) (67,103) (72,32) (72,37) (72,78) (72,83) (77,13) (77,33) (77,82) (77,102) (82,13) (82,33) (82,82) (82,102) (87,7) (87,53) (87,62) (87,108) (102,12) (102,57) (102,58) (102,103) (107,12) (107,57) (107,58) (107,103) (112,18) (112,28) (112,87) (112,97)
11	y2 = x3 + 39x + 68	54	(2,27) (2,42) (2,73) (2,88) (17,3) (17,43) (17,72) (17,112) (27,32) (27,37) (27,78) (27,83) (37,23) (37,92) (42,3) (42,43) (42,72) (42,112) (47,27) (47,42) (47,73) (47,88) (52,32) (52,37) (52,78) (52,83) (62,2) (62,48) (62,67) (62,113) (77,8) (77,38) (77,77) (77,107) (82,32) (82,37) (82,78) (82,83) (87,22) (87,47) (87,68) (87,93) (102,3) (102,43) (102,72) (102,112) (107,7) (107,53) (107,62) (107,108) (112,27) (112,42) (112,73) (112,88)
12	y2 = x3 + 9x + 102	54	(3,31) (3,54) (3,61) (3,84) (13,1) (13,24) (13,91) (13,114) (18,1) (18,24) (18,91) (18,114) (38,1) (38,24) (38,91) (38,114) (43,41) (43,51) (43,64) (43,74) (48,6) (48,29) (48,86) (48,109) (53,41) (53,51) (53,64) (53,74) (58,11) (58,34) (58,81) (58,104) (63,4) (63,19) (63,96) (63,111) (68,46) (68,69) (73,31) (73,54) (73,61) (73,84) (88,41) (88,51) (88,64) (88,74) (98,21) (98,44) (98,71) (98,94) (108,31) (108,54) (108,61) (108,84)
13	y2 = x3 + 59x + 103	54	(7,13) (7,33) (7,82) (7,102) (12,3) (12,43) (12,72) (12,112) (17,27) (17,42) (17,73) (17,88) (27,32) (27,37) (27,78) (27,83) (32,12) (32,57) (32,58) (32,103) (37,27) (37,42) (37,73) (37,88) (47,18) (47,28) (47,87) (47,97) (52,12) (52,57) (52,58) (52,103) (57,17) (57,52) (57,63) (57,98) (67,23) (67,92) (72,13) (72,33) (72,82) (72,102) (77,12) (77,57) (77,58) (77,103) (82,13) (82,33) (82,82) (82,102) (107,27) (107,42) (107,73) (107,88)
14	y2 = x3 + 49x + 28	54	(7,22) (7,47) (7,68) (7,93) (17,22) (17,47) (17,68) (17,93) (22,22) (22,47) (22,68) (22,93) (27,32) (27,37) (27,78) (27,83) (32,18) (32,28) (32,87) (32,97) (37,13) (37,33) (37,82) (37,102) (47,3) (47,43) (47,72) (47,112) (52,3) (52,43) (52,72) (52,112) (57,32) (57,37) (57,78) (57,83) (62,3) (62,43) (62,72) (62,112) (72,8) (72,38) (72,77) (72,107) (77,32) (77,37) (77,78) (77,83) (87,7) (87,53) (87,62) (87,108) (102,23) (102,92)
15	y2 = x3 + 64x + 107	54	(3,21) (3,44) (3,71) (3,94) (8,21) (8,44) (8,71) (8,94) (13,36) (13,56) (13,59) (13,79) (28,46) (28,69) (38,16) (38,39) (38,76) (38,99) (43,16) (43,39) (43,76) (43,99) (48,6) (48,29) (48,86) (48,109) (53,1) (53,24) (53,91) (53,114) (58,21) (58,44) (58,71) (58,94) (63,6) (63,29) (63,86) (63,109) (73,6) (73,29) (73,86) (73,109) (78,26) (78,49) (78,66) (78,89) (103,16) (103,39) (103,76) (103,99) (108,11) (108,34) (108,81) (108,104)
16	y2 = x3 + 104x + 63	54	(2,7) (2,53) (2,62) (2,108) (12,7) (12,53) (12,62) (12,108) (22,2) (22,48) (22,67) (22,113) (32,7) (32,53) (32,62) (32,108) (37,13) (37,33) (37,82) (37,102) (52,12) (52,57) (52,58) (52,103) (57,13) (57,33) (57,82) (57,102) (62,2) (62,48) (62,67) (62,113) (67,13) (67,33) (67,82) (67,102) (77,2) (77,48) (77,67) (77,113) (82,22) (82,47) (82,68) (82,93) (87,27) (87,42) (87,73) (87,88) (97,8) (97,38) (97,77) (97,107) (112,23) (112,92)
17	y2 = x3 + 24x + 37	54	(13,4) (13,19) (13,96) (13,111) (28,11) (28,34) (28,81) (28,104) (33,9) (33,14) (33,101) (33,106) (38,46) (38,69) (48,1) (48,24) (48,91) (48,114) (58,11) (58,34) (58,81) (58,104) (68,9) (68,14) (68,101) (68,106) (73,6) (73,29) (73,86) (73,109) (78,4) (78,19) (78,96) (78,111) (83,9) (83,14) (83,101) (83,106) (93,4) (93,19) (93,96) (93,111) (98,11) (98,34) (98,81) (98,104) (108,26) (108,49) (108,66) (108,89) (113,21) (113,44) (113,71) (113,94)
18	y2 = x3 + 4x + 43	54	(2,17) (2,52) (2,63) (2,98) (7,23) (7,92) (12,18) (12,28) (12,87) (12,97) (27,13) (27,33) (27,82) (27,102) (32,7) (32,53) (32,62) (32,108) (42,3) (42,43) (42,72) (42,112) (47,18) (47,28) (47,87) (47,97) (67,2) (67,48) (67,67) (67,113) (72,17) (72,52) (72,63) (72,98) (77,32) (77,37) (77,78) (77,83) (87,17) (87,52) (87,63) (87,98) (97,2) (97,48) (97,67) (97,113) (102,18) (102,28) (102,87) (102,97) (112,2) (112,48) (112,67) (112,113)
19	y2 = x3 + 29x + 42	54	(3,31) (3,54) (3,61) (3,84) (8,21) (8,44) (8,71) (8,94) (18,41) (18,51) (18,64) (18,74) (28,6) (28,29) (28,86) (28,109) (48,4) (48,19) (48,96) (48,111) (53,6) (53,29) (53,86) (53,109) (58,41) (58,51) (58,64) (58,74) (68,9) (68,14) (68,101) (68,106) (83,31) (83,54) (83,61) (83,84) (88,46) (88,69) (93,16) (93,39) (93,76) (93,99) (98,31) (98,54) (98,61) (98,84) (103,6) (103,29) (103,86) (103,109) (108,41) (108,51) (108,64) (108,74)
20	y2 = x3 + 94x + 113	54	(12,18) (12,28) (12,87) (12,97) (17,23) (17,92) (22,8) (22,38) (22,77) (22,107) (27,22) (27,47) (27,68) (27,93) (32,3) (32,43) (32,72) (32,112) (42,8) (42,38) (42,77) (42,107) (47,22) (47,47) (47,68) (47,93) (62,3) (62,43) (62,72) (62,112) (67,3) (67,43) (67,72) (67,112) (72,13) (72,33) (72,82) (72,102) (82,17) (82,52) (82,63) (82,98) (87,22) (87,47) (87,68) (87,93) (97,8) (97,38) (97,77) (97,107) (102,12) (102,57) (102,58) (102,103)
21	y2 = x3 + 39x + 22	54	(8,31) (8,54) (8,61) (8,84) (13,9) (13,14) (13,101) (13,106) (18,1) (18,24) (18,91) (18,114) (33,26) (33,49) (33,66) (33,89) (38,16) (38,39) (38,76) (38,99) (43,4) (43,19) (43,96) (43,111) (48,4) (48,19) (48,96) (48,111) (63,26) (63,49) (63,66) (63,89) (73,9) (73,14) (73,101) (73,106) (83,46) (83,69) (88,26) (88,49) (88,66) (88,89) (93,4) (93,19) (93,96) (93,111) (98,9) (98,14) (98,101) (98,106) (108,21) (108,44) (108,71) (108,94)
22	y2 = x3 + 49x + 97	54	(3,31) (3,54) (3,61) (3,84) (8,9) (8,14) (8,101) (8,106) (18,16) (18,39) (18,76) (18,99) (33,46) (33,69) (53,1) (53,24) (53,91) (53,114) (63,1) (63,24) (63,91) (63,114) (68,1) (68,24) (68,91) (68,114) (73,9) (73,14) (73,101) (73,106) (78,41) (78,51) (78,64) (78,74) (83,36) (83,56) (83,59) (83,79) (93,26) (93,49) (93,66) (93,89) (98,26) (98,49) (98,66) (98,89) (103,9) (103,14) (103,101) (103,106) (108,26) (108,49) (108,66) (108,89)