| Sr no. | class members | # points | points | 1 | y2 = x3 + 119x + 40 | 35 | (2,0) (13,66) (13,77) (27,54) (27,67) (27,76) (27,89) (53,28) (53,50) (53,93) (53,115) (60,10) (60,23) (60,120) (60,133) (79,11) (79,132) (86,16) (86,49) (86,94) (86,127) (93,65) (93,78) (104,1) (104,12) (104,131) (104,142) (112,55) (112,88) (119,39) (119,104) (130,27) (130,38) (130,105) (130,116) | 2 | y2 = x3 + 70x + 90 | 35 | (15,15) (15,37) (15,106) (15,128) (26,18) (26,70) (26,73) (26,125) (28,11) (28,132) (39,44) (39,99) (49,42) (49,68) (49,75) (49,101) (59,26) (59,117) (72,0) (93,2) (93,24) (93,119) (93,141) (104,31) (104,57) (104,86) (104,112) (114,29) (114,62) (114,81) (114,114) (127,55) (127,88) (137,13) (137,130) | 3 | y2 = x3 + 5x + 105 | 35 | (3,2) (3,24) (3,119) (3,141) (32,0) (45,65) (45,78) (58,13) (58,130) (65,66) (65,77) (76,55) (76,88) (78,1) (78,12) (78,131) (78,142) (89,10) (89,23) (89,120) (89,133) (91,53) (91,64) (91,79) (91,90) (102,42) (102,68) (102,75) (102,101) (120,11) (120,132) (133,54) (133,67) (133,76) (133,89) | 4 | y2 = x3 + 58x + 131 | 35 | (7,55) (7,88) (18,0) (26,14) (26,25) (26,118) (26,129) (48,41) (48,63) (48,80) (48,102) (59,3) (59,36) (59,107) (59,140) (70,52) (70,91) (78,27) (78,38) (78,105) (78,116) (100,28) (100,50) (100,93) (100,115) (111,16) (111,49) (111,94) (111,127) (117,66) (117,77) (122,39) (122,104) (139,11) (139,132) | 5 | y2 = x3 + 67x + 129 | 35 | (25,29) (25,62) (25,81) (25,114) (31,41) (31,63) (31,80) (31,102) (52,44) (52,99) (63,0) (64,3) (64,36) (64,107) (64,140) (91,18) (91,70) (91,73) (91,125) (96,11) (96,132) (102,26) (102,117) (129,55) (129,88) (130,8) (130,47) (130,96) (130,135) (135,15) (135,37) (135,106) (135,128) (141,52) (141,91) | 6 | y2 = x3 + 45x + 129 | 35 | (8,0) (19,11) (19,132) (30,55) (30,88) (47,26) (47,117) (52,44) (52,99) (58,15) (58,37) (58,106) (58,128) (69,29) (69,62) (69,81) (69,114) (86,52) (86,91) (91,18) (91,70) (91,73) (91,125) (97,41) (97,63) (97,80) (97,102) (108,3) (108,36) (108,107) (108,140) (130,8) (130,47) (130,96) (130,135) | 7 | y2 = x3 + 58x + 142 | 35 | (4,3) (4,36) (4,107) (4,140) (26,8) (26,47) (26,96) (26,135) (34,39) (34,104) (45,28) (45,50) (45,93) (45,115) (56,16) (56,49) (56,94) (56,127) (73,0) (78,5) (78,60) (78,83) (78,138) (84,11) (84,132) (95,55) (95,88) (117,44) (117,99) (125,52) (125,91) (136,41) (136,63) (136,80) (136,102) | 8 | y2 = x3 + 93x + 116 | 35 | (12,10) (12,23) (12,120) (12,133) (25,42) (25,68) (25,75) (25,101) (65,44) (65,99) (76,0) (78,21) (78,34) (78,109) (78,122) (89,65) (89,78) (91,31) (91,57) (91,86) (91,112) (102,13) (102,130) (109,11) (109,132) (122,54) (122,67) (122,76) (122,89) (135,2) (135,24) (135,119) (135,141) (142,55) (142,88) | 9 | y2 = x3 + 136x + 79 | 35 | (5,13) (5,130) (26,40) (26,51) (26,92) (26,103) (39,66) (39,77) (48,15) (48,37) (48,106) (48,128) (59,29) (59,62) (59,81) (59,114) (61,11) (61,132) (70,26) (70,117) (72,55) (72,88) (83,0) (104,53) (104,64) (104,79) (104,90) (126,2) (126,24) (126,119) (126,141) (137,42) (137,68) (137,75) (137,101) | 10 | y2 = x3 + 31x + 40 | 35 | (13,66) (13,77) (16,54) (16,67) (16,76) (16,89) (24,55) (24,88) (42,28) (42,50) (42,93) (42,115) (68,11) (68,132) (71,65) (71,78) (97,39) (97,104) (104,1) (104,12) (104,131) (104,142) (115,10) (115,23) (115,120) (115,133) (123,0) (130,27) (130,38) (130,105) (130,116) (141,16) (141,49) (141,94) (141,127) | 11 | y2 = x3 + 93x + 105 | 35 | (1,54) (1,67) (1,76) (1,89) (14,2) (14,24) (14,119) (14,141) (21,55) (21,88) (34,10) (34,23) (34,120) (34,133) (47,42) (47,68) (47,75) (47,101) (54,0) (65,66) (65,77) (67,65) (67,78) (78,1) (78,12) (78,131) (78,142) (80,13) (80,130) (91,53) (91,64) (91,79) (91,90) (131,11) (131,132) | 12 | y2 = x3 + 135x + 142 | 35 | (7,0) (15,41) (15,63) (15,80) (15,102) (23,16) (23,49) (23,94) (23,127) (26,8) (26,47) (26,96) (26,135) (59,52) (59,91) (62,55) (62,88) (67,28) (67,50) (67,93) (67,115) (78,5) (78,60) (78,83) (78,138) (106,11) (106,132) (111,39) (111,104) (114,3) (114,36) (114,107) (114,140) (117,44) (117,99) | 13 | y2 = x3 + 122x + 118 | 35 | (3,15) (3,37) (3,106) (3,128) (19,0) (42,41) (42,63) (42,80) (42,102) (52,66) (52,77) (58,26) (58,117) (63,55) (63,88) (91,40) (91,51) (91,92) (91,103) (97,52) (97,91) (102,29) (102,62) (102,81) (102,114) (107,11) (107,132) (130,14) (130,25) (130,118) (130,129) (141,3) (141,36) (141,107) (141,140) | 14 | y2 = x3 + 45x + 118 | 35 | (9,41) (9,63) (9,80) (9,102) (20,3) (20,36) (20,107) (20,140) (31,52) (31,91) (52,66) (52,77) (74,11) (74,132) (85,55) (85,88) (91,40) (91,51) (91,92) (91,103) (96,0) (113,15) (113,37) (113,106) (113,128) (124,29) (124,62) (124,81) (124,114) (130,14) (130,25) (130,118) (130,129) (135,26) (135,117) | 15 | y2 = x3 + 80x + 142 | 35 | (12,16) (12,49) (12,94) (12,127) (18,11) (18,132) (26,8) (26,47) (26,96) (26,135) (37,52) (37,91) (51,55) (51,88) (70,41) (70,63) (70,80) (70,102) (78,5) (78,60) (78,83) (78,138) (89,39) (89,104) (103,3) (103,36) (103,107) (103,140) (117,44) (117,99) (122,28) (122,50) (122,93) (122,115) (128,0) | 16 | y2 = x3 + 71x + 116 | 35 | (21,0) (32,11) (32,132) (34,65) (34,78) (43,55) (43,88) (45,54) (45,67) (45,76) (45,89) (47,13) (47,130) (56,10) (56,23) (56,120) (56,133) (58,2) (58,24) (58,119) (58,141) (65,44) (65,99) (69,42) (69,68) (69,75) (69,101) (78,21) (78,34) (78,109) (78,122) (91,31) (91,57) (91,86) (91,112) | 17 | y2 = x3 + 136x + 90 | 35 | (4,29) (4,62) (4,81) (4,114) (6,11) (6,132) (17,55) (17,88) (26,18) (26,70) (26,73) (26,125) (39,44) (39,99) (60,13) (60,130) (71,2) (71,24) (71,119) (71,141) (82,42) (82,68) (82,75) (82,101) (104,31) (104,57) (104,86) (104,112) (125,26) (125,117) (136,15) (136,37) (136,106) (136,128) (138,0) | 18 | y2 = x3 + 119x + 51 | 35 | (5,54) (5,67) (5,76) (5,89) (13,44) (13,99) (24,0) (31,28) (31,50) (31,93) (31,115) (38,10) (38,23) (38,120) (38,133) (57,11) (57,132) (64,16) (64,49) (64,94) (64,127) (90,55) (90,88) (104,21) (104,34) (104,109) (104,122) (115,65) (115,78) (130,5) (130,60) (130,83) (130,138) (141,39) (141,104) | 19 | y2 = x3 + 67x + 118 | 35 | (8,55) (8,88) (14,15) (14,37) (14,106) (14,128) (41,0) (47,29) (47,62) (47,81) (47,114) (52,66) (52,77) (53,41) (53,63) (53,80) (53,102) (80,26) (80,117) (86,3) (86,36) (86,107) (86,140) (91,40) (91,51) (91,92) (91,103) (118,11) (118,132) (119,52) (119,91) (130,14) (130,25) (130,118) (130,129) | 20 | y2 = x3 + 122x + 129 | 35 | (20,52) (20,91) (36,29) (36,62) (36,81) (36,114) (41,11) (41,132) (52,44) (52,99) (75,3) (75,36) (75,107) (75,140) (80,15) (80,37) (80,106) (80,128) (85,0) (91,18) (91,70) (91,73) (91,125) (119,41) (119,63) (119,80) (119,102) (124,26) (124,117) (130,8) (130,47) (130,96) (130,135) (140,55) (140,88) | 21 | y2 = x3 + 135x + 131 | 35 | (26,14) (26,25) (26,118) (26,129) (29,11) (29,132) (37,3) (37,36) (37,107) (37,140) (45,39) (45,104) (78,27) (78,38) (78,105) (78,116) (81,41) (81,63) (81,80) (81,102) (84,0) (89,16) (89,49) (89,94) (89,127) (117,66) (117,77) (128,55) (128,88) (133,28) (133,50) (133,93) (133,115) (136,52) (136,91) | 22 | y2 = x3 + 71x + 105 | 35 | (65,66) (65,77) (78,1) (78,12) (78,131) (78,142) (87,11) (87,132) (91,53) (91,64) (91,79) (91,90) (98,55) (98,88) (100,54) (100,67) (100,76) (100,89) (109,0) (111,10) (111,23) (111,120) (111,133) (113,2) (113,24) (113,119) (113,141) (122,65) (122,78) (124,42) (124,68) (124,75) (124,101) (135,13) (135,130) | 23 | y2 = x3 + 15x + 90 | 35 | (5,2) (5,24) (5,119) (5,141) (26,18) (26,70) (26,73) (26,125) (37,26) (37,117) (38,42) (38,68) (38,75) (38,101) (39,44) (39,99) (50,0) (70,15) (70,37) (70,106) (70,128) (83,11) (83,132) (103,29) (103,62) (103,81) (103,114) (104,31) (104,57) (104,86) (104,112) (115,13) (115,130) (116,55) (116,88) | 24 | y2 = x3 + 97x + 51 | 35 | (13,44) (13,99) (60,65) (60,78) (71,54) (71,67) (71,76) (71,89) (82,10) (82,23) (82,120) (82,133) (86,39) (86,104) (97,28) (97,50) (97,93) (97,115) (104,21) (104,34) (104,109) (104,122) (108,16) (108,49) (108,94) (108,127) (112,0) (123,11) (123,132) (130,5) (130,60) (130,83) (130,138) (134,55) (134,88) | 25 | y2 = x3 + 80x + 131 | 35 | (1,28) (1,50) (1,93) (1,115) (15,52) (15,91) (26,14) (26,25) (26,118) (26,129) (34,16) (34,49) (34,94) (34,127) (40,11) (40,132) (67,39) (67,104) (73,55) (73,88) (78,27) (78,38) (78,105) (78,116) (92,41) (92,63) (92,80) (92,102) (106,0) (117,66) (117,77) (125,3) (125,36) (125,107) (125,140) | 26 | y2 = x3 + 5x + 116 | 35 | (10,55) (10,88) (23,10) (23,23) (23,120) (23,133) (36,42) (36,68) (36,75) (36,101) (54,11) (54,132) (65,44) (65,99) (67,54) (67,67) (67,76) (67,89) (78,21) (78,34) (78,109) (78,122) (80,2) (80,24) (80,119) (80,141) (91,31) (91,57) (91,86) (91,112) (98,0) (111,65) (111,78) (124,13) (124,130) | 27 | y2 = x3 + 70x + 79 | 35 | (6,0) (16,2) (16,24) (16,119) (16,141) (26,40) (26,51) (26,92) (26,103) (37,29) (37,62) (37,81) (37,114) (39,66) (39,77) (50,55) (50,88) (71,13) (71,130) (81,15) (81,37) (81,106) (81,128) (94,11) (94,132) (104,53) (104,64) (104,79) (104,90) (115,42) (115,68) (115,75) (115,101) (136,26) (136,117) | 28 | y2 = x3 + 97x + 40 | 35 | (5,65) (5,78) (9,28) (9,50) (9,93) (9,115) (13,66) (13,77) (20,16) (20,49) (20,94) (20,127) (31,39) (31,104) (35,11) (35,132) (46,55) (46,88) (57,0) (104,1) (104,12) (104,131) (104,142) (126,54) (126,67) (126,76) (126,89) (130,27) (130,38) (130,105) (130,116) (137,10) (137,23) (137,120) (137,133) | 29 | y2 = x3 + 15x + 79 | 35 | (15,26) (15,117) (26,40) (26,51) (26,92) (26,103) (27,2) (27,24) (27,119) (27,141) (28,0) (39,66) (39,77) (60,42) (60,68) (60,75) (60,101) (92,15) (92,37) (92,106) (92,128) (93,13) (93,130) (104,53) (104,64) (104,79) (104,90) (105,11) (105,132) (125,29) (125,62) (125,81) (125,114) (138,55) (138,88) | 30 | y2 = x3 + 31x + 51 | 35 | (2,11) (2,132) (13,44) (13,99) (20,39) (20,104) (46,0) (49,10) (49,23) (49,120) (49,133) (75,16) (75,49) (75,94) (75,127) (93,54) (93,67) (93,76) (93,89) (101,55) (101,88) (104,21) (104,34) (104,109) (104,122) (119,28) (119,50) (119,93) (119,115) (130,5) (130,60) (130,83) (130,138) (137,65) (137,78) |
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