class leader: y² = x³ + 100x + 43

Sr no.	class members	# points	points
1	y2 = x3 + 100x + 43	108	(0,29) (0,48) (0,85) (0,104) (1,12) (1,26) (1,107) (1,121) (8,5) (8,33) (8,100) (8,128) (14,8) (14,27) (14,106) (14,125) (15,23) (15,61) (15,72) (15,110) (21,36) (21,55) (21,78) (21,97) (22,16) (22,54) (22,79) (22,117) (28,57) (28,76) (35,1) (35,20) (35,113) (35,132) (36,5) (36,33) (36,100) (36,128) (49,36) (49,55) (49,78) (49,97) (50,30) (50,65) (50,68) (50,103) (57,9) (57,47) (57,86) (57,124) (63,36) (63,55) (63,78) (63,97) (70,43) (70,62) (70,71) (70,90) (71,30) (71,65) (71,68) (71,103) (77,50) (77,64) (77,69) (77,83) (78,2) (78,40) (78,93) (78,131) (84,43) (84,62) (84,71) (84,90) (85,19) (85,114) (91,15) (91,34) (91,99) (91,118) (92,37) (92,58) (92,75) (92,96) (98,22) (98,41) (98,92) (98,111) (106,2) (106,40) (106,93) (106,131) (112,43) (112,62) (112,71) (112,90) (120,2) (120,40) (120,93) (120,131) (126,8) (126,27) (126,106) (126,125) (127,5) (127,33) (127,100) (127,128)
2	y2 = x3 + 106x + 36	108	(0,6) (0,13) (0,120) (0,127) (2,16) (2,54) (2,79) (2,117) (7,57) (7,76) (9,16) (9,54) (9,79) (9,117) (21,22) (21,41) (21,92) (21,111) (23,12) (23,26) (23,107) (23,121) (28,22) (28,41) (28,92) (28,111) (30,5) (30,33) (30,100) (30,128) (37,9) (37,47) (37,86) (37,124) (42,50) (42,64) (42,69) (42,83) (49,43) (49,62) (49,71) (49,90) (51,37) (51,58) (51,75) (51,96) (56,29) (56,48) (56,85) (56,104) (65,16) (65,54) (65,79) (65,117) (70,1) (70,20) (70,113) (70,132) (72,2) (72,40) (72,93) (72,131) (79,37) (79,58) (79,75) (79,96) (84,22) (84,41) (84,92) (84,111) (86,5) (86,33) (86,100) (86,128) (91,36) (91,55) (91,78) (91,97) (93,5) (93,33) (93,100) (93,128) (98,1) (98,20) (98,113) (98,132) (100,30) (100,65) (100,68) (100,103) (105,43) (105,62) (105,71) (105,90) (112,43) (112,62) (112,71) (112,90) (114,44) (114,51) (114,82) (114,89) (119,8) (119,27) (119,106) (119,125) (121,19) (121,114)
3	y2 = x3 + 39x + 36	108	(0,6) (0,13) (0,120) (0,127) (4,16) (4,54) (4,79) (4,117) (7,43) (7,62) (7,71) (7,90) (14,1) (14,20) (14,113) (14,132) (25,12) (25,26) (25,107) (25,121) (32,2) (32,40) (32,93) (32,131) (35,43) (35,62) (35,71) (35,90) (39,19) (39,114) (42,22) (42,41) (42,92) (42,111) (46,9) (46,47) (46,86) (46,124) (53,5) (53,33) (53,100) (53,128) (60,16) (60,54) (60,79) (60,117) (63,50) (63,64) (63,69) (63,83) (67,37) (67,58) (67,75) (67,96) (70,36) (70,55) (70,78) (70,97) (74,30) (74,65) (74,68) (74,103) (77,57) (77,76) (84,29) (84,48) (84,85) (84,104) (88,16) (88,54) (88,79) (88,117) (91,43) (91,62) (91,71) (91,90) (95,44) (95,51) (95,82) (95,89) (98,22) (98,41) (98,92) (98,111) (102,5) (102,33) (102,100) (102,128) (105,1) (105,20) (105,113) (105,132) (109,37) (109,58) (109,75) (109,96) (112,8) (112,27) (112,106) (112,125) (126,22) (126,41) (126,92) (126,111) (130,5) (130,33) (130,100) (130,128)
4	y2 = x3 + 123x + 92	108	(0,15) (0,34) (0,99) (0,118) (7,36) (7,55) (7,78) (7,97) (14,6) (14,13) (14,120) (14,127) (18,5) (18,33) (18,100) (18,128) (21,36) (21,55) (21,78) (21,97) (25,37) (25,58) (25,75) (25,96) (28,22) (28,41) (28,92) (28,111) (35,57) (35,76) (39,30) (39,65) (39,68) (39,103) (46,12) (46,26) (46,107) (46,121) (53,12) (53,26) (53,107) (53,121) (56,43) (56,62) (56,71) (56,90) (63,1) (63,20) (63,113) (63,132) (67,2) (67,40) (67,93) (67,131) (74,16) (74,54) (74,79) (74,117) (77,8) (77,27) (77,106) (77,125) (84,50) (84,64) (84,69) (84,83) (88,16) (88,54) (88,79) (88,117) (91,50) (91,64) (91,69) (91,83) (95,23) (95,61) (95,72) (95,110) (102,2) (102,40) (102,93) (102,131) (105,36) (105,55) (105,78) (105,97) (109,44) (109,51) (109,82) (109,89) (112,22) (112,41) (112,92) (112,111) (116,2) (116,40) (116,93) (116,131) (123,16) (123,54) (123,79) (123,117) (126,22) (126,41) (126,92) (126,111) (130,19) (130,114)
5	y2 = x3 + 64x + 36	108	(0,6) (0,13) (0,120) (0,127) (2,37) (2,58) (2,75) (2,96) (9,12) (9,26) (9,107) (9,121) (14,22) (14,41) (14,92) (14,111) (16,30) (16,65) (16,68) (16,103) (21,1) (21,20) (21,113) (21,132) (28,50) (28,64) (28,69) (28,83) (30,19) (30,114) (35,8) (35,27) (35,106) (35,125) (37,16) (37,54) (37,79) (37,117) (44,16) (44,54) (44,79) (44,117) (49,57) (49,76) (51,5) (51,33) (51,100) (51,128) (56,22) (56,41) (56,92) (56,111) (58,5) (58,33) (58,100) (58,128) (63,22) (63,41) (63,92) (63,111) (70,43) (70,62) (70,71) (70,90) (72,37) (72,58) (72,75) (72,96) (77,43) (77,62) (77,71) (77,90) (86,2) (86,40) (86,93) (86,131) (91,1) (91,20) (91,113) (91,132) (100,5) (100,33) (100,100) (100,128) (105,36) (105,55) (105,78) (105,97) (107,9) (107,47) (107,86) (107,124) (114,44) (114,51) (114,82) (114,89) (119,43) (119,62) (119,71) (119,90) (126,29) (126,48) (126,85) (126,104) (128,16) (128,54) (128,79) (128,117)
6	y2 = x3 + 44x + 92	108	(0,15) (0,34) (0,99) (0,118) (1,2) (1,40) (1,93) (1,131) (8,5) (8,33) (8,100) (8,128) (15,2) (15,40) (15,93) (15,131) (21,6) (21,13) (21,120) (21,127) (22,2) (22,40) (22,93) (22,131) (28,1) (28,20) (28,113) (28,132) (35,22) (35,41) (35,92) (35,111) (42,22) (42,41) (42,92) (42,111) (43,19) (43,114) (49,8) (49,27) (49,106) (49,125) (50,12) (50,26) (50,107) (50,121) (56,22) (56,41) (56,92) (56,111) (57,23) (57,61) (57,72) (57,110) (70,50) (70,64) (70,69) (70,83) (77,36) (77,55) (77,78) (77,97) (78,44) (78,51) (78,82) (78,89) (84,43) (84,62) (84,71) (84,90) (85,37) (85,58) (85,75) (85,96) (91,36) (91,55) (91,78) (91,97) (92,16) (92,54) (92,79) (92,117) (98,36) (98,55) (98,78) (98,97) (99,16) (99,54) (99,79) (99,117) (106,30) (106,65) (106,68) (106,103) (113,16) (113,54) (113,79) (113,117) (119,57) (119,76) (126,50) (126,64) (126,69) (126,83) (127,12) (127,26) (127,107) (127,121)
7	y2 = x3 + 16x + 43	108	(0,29) (0,48) (0,85) (0,104) (7,36) (7,55) (7,78) (7,97) (14,22) (14,41) (14,92) (14,111) (21,8) (21,27) (21,106) (21,125) (22,2) (22,40) (22,93) (22,131) (28,36) (28,55) (28,78) (28,97) (29,5) (29,33) (29,100) (29,128) (35,43) (35,62) (35,71) (35,90) (42,57) (42,76) (43,37) (43,58) (43,75) (43,96) (49,50) (49,64) (49,69) (49,83) (50,5) (50,33) (50,100) (50,128) (56,8) (56,27) (56,106) (56,125) (57,9) (57,47) (57,86) (57,124) (64,2) (64,40) (64,93) (64,131) (70,15) (70,34) (70,99) (70,118) (71,16) (71,54) (71,79) (71,117) (78,30) (78,65) (78,68) (78,103) (85,2) (85,40) (85,93) (85,131) (92,5) (92,33) (92,100) (92,128) (98,36) (98,55) (98,78) (98,97) (99,19) (99,114) (105,43) (105,62) (105,71) (105,90) (106,12) (106,26) (106,107) (106,121) (113,30) (113,65) (113,68) (113,103) (119,1) (119,20) (119,113) (119,132) (126,43) (126,62) (126,71) (126,90) (127,23) (127,61) (127,72) (127,110)
8	y2 = x3 + 99x + 92	108	(0,15) (0,34) (0,99) (0,118) (7,8) (7,27) (7,106) (7,125) (14,36) (14,55) (14,78) (14,97) (23,37) (23,58) (23,75) (23,96) (30,2) (30,40) (30,93) (30,131) (37,12) (37,26) (37,107) (37,121) (42,1) (42,20) (42,113) (42,132) (44,16) (44,54) (44,79) (44,117) (49,36) (49,55) (49,78) (49,97) (51,2) (51,40) (51,93) (51,131) (56,50) (56,64) (56,69) (56,83) (63,22) (63,41) (63,92) (63,111) (65,16) (65,54) (65,79) (65,117) (70,36) (70,55) (70,78) (70,97) (79,44) (79,51) (79,82) (79,89) (84,22) (84,41) (84,92) (84,111) (86,12) (86,26) (86,107) (86,121) (93,19) (93,114) (98,6) (98,13) (98,120) (98,127) (100,16) (100,54) (100,79) (100,117) (105,50) (105,64) (105,69) (105,83) (107,5) (107,33) (107,100) (107,128) (112,57) (112,76) (114,23) (114,61) (114,72) (114,110) (119,22) (119,41) (119,92) (119,111) (121,30) (121,65) (121,68) (121,103) (126,43) (126,62) (126,71) (126,90) (128,2) (128,40) (128,93) (128,131)
9	y2 = x3 + 4x + 92	108	(0,15) (0,34) (0,99) (0,118) (4,37) (4,58) (4,75) (4,96) (7,8) (7,27) (7,106) (7,125) (11,2) (11,40) (11,93) (11,131) (14,36) (14,55) (14,78) (14,97) (18,12) (18,26) (18,107) (18,121) (25,16) (25,54) (25,79) (25,117) (32,2) (32,40) (32,93) (32,131) (42,1) (42,20) (42,113) (42,132) (46,16) (46,54) (46,79) (46,117) (49,36) (49,55) (49,78) (49,97) (56,50) (56,64) (56,69) (56,83) (60,44) (60,51) (60,82) (60,89) (63,22) (63,41) (63,92) (63,111) (67,12) (67,26) (67,107) (67,121) (70,36) (70,55) (70,78) (70,97) (74,19) (74,114) (81,16) (81,54) (81,79) (81,117) (84,22) (84,41) (84,92) (84,111) (88,5) (88,33) (88,100) (88,128) (95,23) (95,61) (95,72) (95,110) (98,6) (98,13) (98,120) (98,127) (102,30) (102,65) (102,68) (102,103) (105,50) (105,64) (105,69) (105,83) (109,2) (109,40) (109,93) (109,131) (112,57) (112,76) (119,22) (119,41) (119,92) (119,111) (126,43) (126,62) (126,71) (126,90)
10	y2 = x3 + 130x + 43	108	(0,29) (0,48) (0,85) (0,104) (4,19) (4,114) (7,36) (7,55) (7,78) (7,97) (11,12) (11,26) (11,107) (11,121) (14,22) (14,41) (14,92) (14,111) (18,30) (18,65) (18,68) (18,103) (21,8) (21,27) (21,106) (21,125) (28,36) (28,55) (28,78) (28,97) (32,23) (32,61) (32,72) (32,110) (35,43) (35,62) (35,71) (35,90) (42,57) (42,76) (49,50) (49,64) (49,69) (49,83) (56,8) (56,27) (56,106) (56,125) (60,2) (60,40) (60,93) (60,131) (67,5) (67,33) (67,100) (67,128) (70,15) (70,34) (70,99) (70,118) (81,37) (81,58) (81,75) (81,96) (88,5) (88,33) (88,100) (88,128) (95,9) (95,47) (95,86) (95,124) (98,36) (98,55) (98,78) (98,97) (102,2) (102,40) (102,93) (102,131) (105,43) (105,62) (105,71) (105,90) (109,16) (109,54) (109,79) (109,117) (116,30) (116,65) (116,68) (116,103) (119,1) (119,20) (119,113) (119,132) (123,2) (123,40) (123,93) (123,131) (126,43) (126,62) (126,71) (126,90) (130,5) (130,33) (130,100) (130,128)
11	y2 = x3 + 36x + 43	108	(0,29) (0,48) (0,85) (0,104) (2,16) (2,54) (2,79) (2,117) (7,50) (7,64) (7,69) (7,83) (14,36) (14,55) (14,78) (14,97) (21,22) (21,41) (21,92) (21,111) (23,2) (23,40) (23,93) (23,131) (37,5) (37,33) (37,100) (37,128) (42,36) (42,55) (42,78) (42,97) (44,19) (44,114) (56,43) (56,62) (56,71) (56,90) (58,2) (58,40) (58,93) (58,131) (63,57) (63,76) (65,30) (65,65) (65,68) (65,103) (72,5) (72,33) (72,100) (72,128) (77,36) (77,55) (77,78) (77,97) (79,30) (79,65) (79,68) (79,103) (84,8) (84,27) (84,106) (84,125) (86,23) (86,61) (86,72) (86,110) (91,43) (91,62) (91,71) (91,90) (93,37) (93,58) (93,75) (93,96) (98,8) (98,27) (98,106) (98,125) (100,5) (100,33) (100,100) (100,128) (105,15) (105,34) (105,99) (105,118) (112,1) (112,20) (112,113) (112,132) (114,9) (114,47) (114,86) (114,124) (119,43) (119,62) (119,71) (119,90) (121,12) (121,26) (121,107) (121,121) (128,2) (128,40) (128,93) (128,131)
12	y2 = x3 + 9x + 92	108	(0,15) (0,34) (0,99) (0,118) (1,30) (1,65) (1,68) (1,103) (7,36) (7,55) (7,78) (7,97) (8,12) (8,26) (8,107) (8,121) (14,6) (14,13) (14,120) (14,127) (15,12) (15,26) (15,107) (15,121) (21,36) (21,55) (21,78) (21,97) (28,22) (28,41) (28,92) (28,111) (29,2) (29,40) (29,93) (29,131) (35,57) (35,76) (36,16) (36,54) (36,79) (36,117) (50,16) (50,54) (50,79) (50,117) (56,43) (56,62) (56,71) (56,90) (57,23) (57,61) (57,72) (57,110) (63,1) (63,20) (63,113) (63,132) (64,2) (64,40) (64,93) (64,131) (71,44) (71,51) (71,82) (71,89) (77,8) (77,27) (77,106) (77,125) (78,2) (78,40) (78,93) (78,131) (84,50) (84,64) (84,69) (84,83) (85,16) (85,54) (85,79) (85,117) (91,50) (91,64) (91,69) (91,83) (92,19) (92,114) (105,36) (105,55) (105,78) (105,97) (112,22) (112,41) (112,92) (112,111) (113,5) (113,33) (113,100) (113,128) (120,37) (120,58) (120,75) (120,96) (126,22) (126,41) (126,92) (126,111)
13	y2 = x3 + 1x + 36	108	(0,6) (0,13) (0,120) (0,127) (7,43) (7,62) (7,71) (7,90) (14,1) (14,20) (14,113) (14,132) (16,5) (16,33) (16,100) (16,128) (23,16) (23,54) (23,79) (23,117) (35,43) (35,62) (35,71) (35,90) (42,22) (42,41) (42,92) (42,111) (44,12) (44,26) (44,107) (44,121) (51,2) (51,40) (51,93) (51,131) (58,19) (58,114) (63,50) (63,64) (63,69) (63,83) (65,9) (65,47) (65,86) (65,124) (70,36) (70,55) (70,78) (70,97) (72,5) (72,33) (72,100) (72,128) (77,57) (77,76) (79,16) (79,54) (79,79) (79,117) (84,29) (84,48) (84,85) (84,104) (86,37) (86,58) (86,75) (86,96) (91,43) (91,62) (91,71) (91,90) (93,30) (93,65) (93,68) (93,103) (98,22) (98,41) (98,92) (98,111) (105,1) (105,20) (105,113) (105,132) (107,16) (107,54) (107,79) (107,117) (112,8) (112,27) (112,106) (112,125) (114,44) (114,51) (114,82) (114,89) (121,5) (121,33) (121,100) (121,128) (126,22) (126,41) (126,92) (126,111) (128,37) (128,58) (128,75) (128,96)
14	y2 = x3 + 11x + 36	108	(0,6) (0,13) (0,120) (0,127) (4,12) (4,26) (4,107) (4,121) (7,57) (7,76) (11,5) (11,33) (11,100) (11,128) (18,9) (18,47) (18,86) (18,124) (21,22) (21,41) (21,92) (21,111) (28,22) (28,41) (28,92) (28,111) (32,37) (32,58) (32,75) (32,96) (42,50) (42,64) (42,69) (42,83) (46,16) (46,54) (46,79) (46,117) (49,43) (49,62) (49,71) (49,90) (53,2) (53,40) (53,93) (53,131) (56,29) (56,48) (56,85) (56,104) (60,37) (60,58) (60,75) (60,96) (67,5) (67,33) (67,100) (67,128) (70,1) (70,20) (70,113) (70,132) (74,5) (74,33) (74,100) (74,128) (81,30) (81,65) (81,68) (81,103) (84,22) (84,41) (84,92) (84,111) (91,36) (91,55) (91,78) (91,97) (95,44) (95,51) (95,82) (95,89) (98,1) (98,20) (98,113) (98,132) (102,19) (102,114) (105,43) (105,62) (105,71) (105,90) (112,43) (112,62) (112,71) (112,90) (116,16) (116,54) (116,79) (116,117) (119,8) (119,27) (119,106) (119,125) (123,16) (123,54) (123,79) (123,117)
15	y2 = x3 + 81x + 43	108	(0,29) (0,48) (0,85) (0,104) (11,2) (11,40) (11,93) (11,131) (14,8) (14,27) (14,106) (14,125) (21,36) (21,55) (21,78) (21,97) (25,2) (25,40) (25,93) (25,131) (28,57) (28,76) (32,5) (32,33) (32,100) (32,128) (35,1) (35,20) (35,113) (35,132) (39,12) (39,26) (39,107) (39,121) (46,5) (46,33) (46,100) (46,128) (49,36) (49,55) (49,78) (49,97) (53,23) (53,61) (53,72) (53,110) (60,16) (60,54) (60,79) (60,117) (63,36) (63,55) (63,78) (63,97) (70,43) (70,62) (70,71) (70,90) (74,5) (74,33) (74,100) (74,128) (77,50) (77,64) (77,69) (77,83) (84,43) (84,62) (84,71) (84,90) (88,30) (88,65) (88,68) (88,103) (91,15) (91,34) (91,99) (91,118) (95,9) (95,47) (95,86) (95,124) (98,22) (98,41) (98,92) (98,111) (109,30) (109,65) (109,68) (109,103) (112,43) (112,62) (112,71) (112,90) (116,2) (116,40) (116,93) (116,131) (123,19) (123,114) (126,8) (126,27) (126,106) (126,125) (130,37) (130,58) (130,75) (130,96)
16	y2 = x3 + 58x + 36	108	(0,6) (0,13) (0,120) (0,127) (1,19) (1,114) (7,43) (7,62) (7,71) (7,90) (8,9) (8,47) (8,86) (8,124) (14,1) (14,20) (14,113) (14,132) (15,5) (15,33) (15,100) (15,128) (22,16) (22,54) (22,79) (22,117) (29,37) (29,58) (29,75) (29,96) (35,43) (35,62) (35,71) (35,90) (36,30) (36,65) (36,68) (36,103) (42,22) (42,41) (42,92) (42,111) (50,16) (50,54) (50,79) (50,117) (57,44) (57,51) (57,82) (57,89) (63,50) (63,64) (63,69) (63,83) (64,5) (64,33) (64,100) (64,128) (70,36) (70,55) (70,78) (70,97) (71,37) (71,58) (71,75) (71,96) (77,57) (77,76) (84,29) (84,48) (84,85) (84,104) (91,43) (91,62) (91,71) (91,90) (92,5) (92,33) (92,100) (92,128) (98,22) (98,41) (98,92) (98,111) (99,16) (99,54) (99,79) (99,117) (105,1) (105,20) (105,113) (105,132) (112,8) (112,27) (112,106) (112,125) (120,12) (120,26) (120,107) (120,121) (126,22) (126,41) (126,92) (126,111) (127,2) (127,40) (127,93) (127,131)
17	y2 = x3 + 85x + 92	108	(0,15) (0,34) (0,99) (0,118) (2,2) (2,40) (2,93) (2,131) (7,36) (7,55) (7,78) (7,97) (9,16) (9,54) (9,79) (9,117) (14,6) (14,13) (14,120) (14,127) (16,19) (16,114) (21,36) (21,55) (21,78) (21,97) (28,22) (28,41) (28,92) (28,111) (35,57) (35,76) (37,5) (37,33) (37,100) (37,128) (44,37) (44,58) (44,75) (44,96) (56,43) (56,62) (56,71) (56,90) (58,30) (58,65) (58,68) (58,103) (63,1) (63,20) (63,113) (63,132) (65,12) (65,26) (65,107) (65,121) (72,12) (72,26) (72,107) (72,121) (77,8) (77,27) (77,106) (77,125) (84,50) (84,64) (84,69) (84,83) (86,2) (86,40) (86,93) (86,131) (91,50) (91,64) (91,69) (91,83) (93,16) (93,54) (93,79) (93,117) (105,36) (105,55) (105,78) (105,97) (107,16) (107,54) (107,79) (107,117) (112,22) (112,41) (112,92) (112,111) (114,23) (114,61) (114,72) (114,110) (121,2) (121,40) (121,93) (121,131) (126,22) (126,41) (126,92) (126,111) (128,44) (128,51) (128,82) (128,89)
18	y2 = x3 + 102x + 36	108	(0,6) (0,13) (0,120) (0,127) (11,19) (11,114) (14,22) (14,41) (14,92) (14,111) (18,16) (18,54) (18,79) (18,117) (21,1) (21,20) (21,113) (21,132) (25,16) (25,54) (25,79) (25,117) (28,50) (28,64) (28,69) (28,83) (32,5) (32,33) (32,100) (32,128) (35,8) (35,27) (35,106) (35,125) (39,5) (39,33) (39,100) (39,128) (49,57) (49,76) (53,37) (53,58) (53,75) (53,96) (56,22) (56,41) (56,92) (56,111) (63,22) (63,41) (63,92) (63,111) (67,2) (67,40) (67,93) (67,131) (70,43) (70,62) (70,71) (70,90) (77,43) (77,62) (77,71) (77,90) (81,5) (81,33) (81,100) (81,128) (88,9) (88,47) (88,86) (88,124) (91,1) (91,20) (91,113) (91,132) (95,44) (95,51) (95,82) (95,89) (105,36) (105,55) (105,78) (105,97) (109,16) (109,54) (109,79) (109,117) (116,37) (116,58) (116,75) (116,96) (119,43) (119,62) (119,71) (119,90) (123,12) (123,26) (123,107) (123,121) (126,29) (126,48) (126,85) (126,104) (130,30) (130,65) (130,68) (130,103)
19	y2 = x3 + 25x + 92	108	(0,15) (0,34) (0,99) (0,118) (4,16) (4,54) (4,79) (4,117) (11,30) (11,65) (11,68) (11,103) (18,16) (18,54) (18,79) (18,117) (21,6) (21,13) (21,120) (21,127) (28,1) (28,20) (28,113) (28,132) (32,12) (32,26) (32,107) (32,121) (35,22) (35,41) (35,92) (35,111) (39,2) (39,40) (39,93) (39,131) (42,22) (42,41) (42,92) (42,111) (46,5) (46,33) (46,100) (46,128) (49,8) (49,27) (49,106) (49,125) (53,2) (53,40) (53,93) (53,131) (56,22) (56,41) (56,92) (56,111) (60,2) (60,40) (60,93) (60,131) (70,50) (70,64) (70,69) (70,83) (77,36) (77,55) (77,78) (77,97) (81,19) (81,114) (84,43) (84,62) (84,71) (84,90) (88,12) (88,26) (88,107) (88,121) (91,36) (91,55) (91,78) (91,97) (95,23) (95,61) (95,72) (95,110) (98,36) (98,55) (98,78) (98,97) (116,44) (116,51) (116,82) (116,89) (119,57) (119,76) (123,37) (123,58) (123,75) (123,96) (126,50) (126,64) (126,69) (126,83) (130,16) (130,54) (130,79) (130,117)
20	y2 = x3 + 23x + 92	108	(0,15) (0,34) (0,99) (0,118) (7,8) (7,27) (7,106) (7,125) (8,16) (8,54) (8,79) (8,117) (14,36) (14,55) (14,78) (14,97) (22,44) (22,51) (22,82) (22,89) (29,12) (29,26) (29,107) (29,121) (36,19) (36,114) (42,1) (42,20) (42,113) (42,132) (43,16) (43,54) (43,79) (43,117) (49,36) (49,55) (49,78) (49,97) (50,5) (50,33) (50,100) (50,128) (56,50) (56,64) (56,69) (56,83) (57,23) (57,61) (57,72) (57,110) (63,22) (63,41) (63,92) (63,111) (64,30) (64,65) (64,68) (64,103) (70,36) (70,55) (70,78) (70,97) (71,2) (71,40) (71,93) (71,131) (84,22) (84,41) (84,92) (84,111) (98,6) (98,13) (98,120) (98,127) (99,37) (99,58) (99,75) (99,96) (105,50) (105,64) (105,69) (105,83) (106,2) (106,40) (106,93) (106,131) (112,57) (112,76) (113,12) (113,26) (113,107) (113,121) (119,22) (119,41) (119,92) (119,111) (120,16) (120,54) (120,79) (120,117) (126,43) (126,62) (126,71) (126,90) (127,2) (127,40) (127,93) (127,131)
21	y2 = x3 + 92x + 43	108	(0,29) (0,48) (0,85) (0,104) (2,30) (2,65) (2,68) (2,103) (7,36) (7,55) (7,78) (7,97) (9,2) (9,40) (9,93) (9,131) (14,22) (14,41) (14,92) (14,111) (16,5) (16,33) (16,100) (16,128) (21,8) (21,27) (21,106) (21,125) (23,19) (23,114) (28,36) (28,55) (28,78) (28,97) (30,12) (30,26) (30,107) (30,121) (35,43) (35,62) (35,71) (35,90) (37,30) (37,65) (37,68) (37,103) (42,57) (42,76) (49,50) (49,64) (49,69) (49,83) (51,23) (51,61) (51,72) (51,110) (56,8) (56,27) (56,106) (56,125) (70,15) (70,34) (70,99) (70,118) (79,2) (79,40) (79,93) (79,131) (86,5) (86,33) (86,100) (86,128) (98,36) (98,55) (98,78) (98,97) (100,37) (100,58) (100,75) (100,96) (105,43) (105,62) (105,71) (105,90) (107,5) (107,33) (107,100) (107,128) (114,9) (114,47) (114,86) (114,124) (119,1) (119,20) (119,113) (119,132) (121,2) (121,40) (121,93) (121,131) (126,43) (126,62) (126,71) (126,90) (128,16) (128,54) (128,79) (128,117)
22	y2 = x3 + 74x + 43	108	(0,29) (0,48) (0,85) (0,104) (4,2) (4,40) (4,93) (4,131) (7,50) (7,64) (7,69) (7,83) (14,36) (14,55) (14,78) (14,97) (18,5) (18,33) (18,100) (18,128) (21,22) (21,41) (21,92) (21,111) (25,19) (25,114) (39,2) (39,40) (39,93) (39,131) (42,36) (42,55) (42,78) (42,97) (46,30) (46,65) (46,68) (46,103) (53,5) (53,33) (53,100) (53,128) (56,43) (56,62) (56,71) (56,90) (60,30) (60,65) (60,68) (60,103) (63,57) (63,76) (67,23) (67,61) (67,72) (67,110) (74,37) (74,58) (74,75) (74,96) (77,36) (77,55) (77,78) (77,97) (81,5) (81,33) (81,100) (81,128) (84,8) (84,27) (84,106) (84,125) (91,43) (91,62) (91,71) (91,90) (95,9) (95,47) (95,86) (95,124) (98,8) (98,27) (98,106) (98,125) (102,12) (102,26) (102,107) (102,121) (105,15) (105,34) (105,99) (105,118) (109,2) (109,40) (109,93) (109,131) (112,1) (112,20) (112,113) (112,132) (116,16) (116,54) (116,79) (116,117) (119,43) (119,62) (119,71) (119,90)
23	y2 = x3 + 30x + 36	108	(0,6) (0,13) (0,120) (0,127) (7,57) (7,76) (8,16) (8,54) (8,79) (8,117) (15,2) (15,40) (15,93) (15,131) (21,22) (21,41) (21,92) (21,111) (22,37) (22,58) (22,75) (22,96) (28,22) (28,41) (28,92) (28,111) (29,5) (29,33) (29,100) (29,128) (36,5) (36,33) (36,100) (36,128) (42,50) (42,64) (42,69) (42,83) (43,30) (43,65) (43,68) (43,103) (49,43) (49,62) (49,71) (49,90) (56,29) (56,48) (56,85) (56,104) (57,44) (57,51) (57,82) (57,89) (64,19) (64,114) (70,1) (70,20) (70,113) (70,132) (78,16) (78,54) (78,79) (78,117) (84,22) (84,41) (84,92) (84,111) (85,16) (85,54) (85,79) (85,117) (91,36) (91,55) (91,78) (91,97) (98,1) (98,20) (98,113) (98,132) (99,12) (99,26) (99,107) (99,121) (105,43) (105,62) (105,71) (105,90) (106,5) (106,33) (106,100) (106,128) (112,43) (112,62) (112,71) (112,90) (113,9) (113,47) (113,86) (113,124) (119,8) (119,27) (119,106) (119,125) (127,37) (127,58) (127,75) (127,96)
24	y2 = x3 + 43x + 43	108	(0,29) (0,48) (0,85) (0,104) (2,2) (2,40) (2,93) (2,131) (9,19) (9,114) (14,8) (14,27) (14,106) (14,125) (16,37) (16,58) (16,75) (16,96) (21,36) (21,55) (21,78) (21,97) (28,57) (28,76) (30,2) (30,40) (30,93) (30,131) (35,1) (35,20) (35,113) (35,132) (44,2) (44,40) (44,93) (44,131) (49,36) (49,55) (49,78) (49,97) (51,5) (51,33) (51,100) (51,128) (58,12) (58,26) (58,107) (58,121) (63,36) (63,55) (63,78) (63,97) (65,5) (65,33) (65,100) (65,128) (70,43) (70,62) (70,71) (70,90) (72,23) (72,61) (72,72) (72,110) (77,50) (77,64) (77,69) (77,83) (79,16) (79,54) (79,79) (79,117) (84,43) (84,62) (84,71) (84,90) (91,15) (91,34) (91,99) (91,118) (93,5) (93,33) (93,100) (93,128) (98,22) (98,41) (98,92) (98,111) (107,30) (107,65) (107,68) (107,103) (112,43) (112,62) (112,71) (112,90) (114,9) (114,47) (114,86) (114,124) (126,8) (126,27) (126,106) (126,125) (128,30) (128,65) (128,68) (128,103)
25	y2 = x3 + 121x + 36	108	(0,6) (0,13) (0,120) (0,127) (1,5) (1,33) (1,100) (1,128) (14,22) (14,41) (14,92) (14,111) (15,37) (15,58) (15,75) (15,96) (21,1) (21,20) (21,113) (21,132) (28,50) (28,64) (28,69) (28,83) (29,2) (29,40) (29,93) (29,131) (35,8) (35,27) (35,106) (35,125) (43,5) (43,33) (43,100) (43,128) (49,57) (49,76) (50,9) (50,47) (50,86) (50,124) (56,22) (56,41) (56,92) (56,111) (57,44) (57,51) (57,82) (57,89) (63,22) (63,41) (63,92) (63,111) (70,43) (70,62) (70,71) (70,90) (71,16) (71,54) (71,79) (71,117) (77,43) (77,62) (77,71) (77,90) (78,37) (78,58) (78,75) (78,96) (85,12) (85,26) (85,107) (85,121) (91,1) (91,20) (91,113) (91,132) (92,30) (92,65) (92,68) (92,103) (105,36) (105,55) (105,78) (105,97) (106,19) (106,114) (113,16) (113,54) (113,79) (113,117) (119,43) (119,62) (119,71) (119,90) (120,16) (120,54) (120,79) (120,117) (126,29) (126,48) (126,85) (126,104) (127,5) (127,33) (127,100) (127,128)
26	y2 = x3 + 120x + 92	108	(0,15) (0,34) (0,99) (0,118) (2,44) (2,51) (2,82) (2,89) (9,37) (9,58) (9,75) (9,96) (16,16) (16,54) (16,79) (16,117) (21,6) (21,13) (21,120) (21,127) (23,16) (23,54) (23,79) (23,117) (28,1) (28,20) (28,113) (28,132) (30,30) (30,65) (30,68) (30,103) (35,22) (35,41) (35,92) (35,111) (37,16) (37,54) (37,79) (37,117) (42,22) (42,41) (42,92) (42,111) (49,8) (49,27) (49,106) (49,125) (51,12) (51,26) (51,107) (51,121) (56,22) (56,41) (56,92) (56,111) (58,2) (58,40) (58,93) (58,131) (65,5) (65,33) (65,100) (65,128) (70,50) (70,64) (70,69) (70,83) (72,2) (72,40) (72,93) (72,131) (77,36) (77,55) (77,78) (77,97) (79,2) (79,40) (79,93) (79,131) (84,43) (84,62) (84,71) (84,90) (91,36) (91,55) (91,78) (91,97) (98,36) (98,55) (98,78) (98,97) (100,19) (100,114) (107,12) (107,26) (107,107) (107,121) (114,23) (114,61) (114,72) (114,110) (119,57) (119,76) (126,50) (126,64) (126,69) (126,83)
27	y2 = x3 + 93x + 43	108	(0,29) (0,48) (0,85) (0,104) (1,2) (1,40) (1,93) (1,131) (7,50) (7,64) (7,69) (7,83) (8,30) (8,65) (8,68) (8,103) (14,36) (14,55) (14,78) (14,97) (15,5) (15,33) (15,100) (15,128) (21,22) (21,41) (21,92) (21,111) (22,30) (22,65) (22,68) (22,103) (29,23) (29,61) (29,72) (29,110) (36,37) (36,58) (36,75) (36,96) (42,36) (42,55) (42,78) (42,97) (43,5) (43,33) (43,100) (43,128) (56,43) (56,62) (56,71) (56,90) (57,9) (57,47) (57,86) (57,124) (63,57) (63,76) (64,12) (64,26) (64,107) (64,121) (71,2) (71,40) (71,93) (71,131) (77,36) (77,55) (77,78) (77,97) (78,16) (78,54) (78,79) (78,117) (84,8) (84,27) (84,106) (84,125) (91,43) (91,62) (91,71) (91,90) (98,8) (98,27) (98,106) (98,125) (99,2) (99,40) (99,93) (99,131) (105,15) (105,34) (105,99) (105,118) (112,1) (112,20) (112,113) (112,132) (113,5) (113,33) (113,100) (113,128) (119,43) (119,62) (119,71) (119,90) (120,19) (120,114)