| Sr no. | class members | # points | points | 1 | y2 = x3 + 104x + 27 | 33 | (3,3) (3,31) (3,88) (3,116) (5,14) (5,105) (26,14) (26,105) (40,0) (52,25) (52,59) (52,60) (52,94) (54,14) (54,105) (66,10) (66,24) (66,95) (66,109) (73,3) (73,31) (73,88) (73,116) (94,3) (94,31) (94,88) (94,116) (103,42) (103,77) (108,17) (108,102) (117,7) (117,112) | 2 | y2 = x3 + 66x + 6 | 33 | (10,0) (13,18) (13,52) (13,67) (13,101) (27,17) (27,102) (31,28) (31,91) (48,11) (48,45) (48,74) (48,108) (59,14) (59,105) (66,28) (66,91) (73,28) (73,91) (76,3) (76,31) (76,88) (76,116) (83,11) (83,45) (83,74) (83,108) (90,11) (90,45) (90,74) (90,108) (115,35) (115,84) | 3 | y2 = x3 + 110x + 97 | 33 | (6,49) (6,70) (12,17) (12,102) (13,35) (13,84) (19,11) (19,45) (19,74) (19,108) (27,49) (27,70) (40,32) (40,53) (40,66) (40,87) (47,18) (47,52) (47,67) (47,101) (61,32) (61,53) (61,66) (61,87) (69,49) (69,70) (97,0) (103,32) (103,53) (103,66) (103,87) (104,28) (104,91) | 4 | y2 = x3 + 19x + 41 | 33 | (12,39) (12,46) (12,73) (12,80) (19,11) (19,45) (19,74) (19,108) (33,32) (33,53) (33,66) (33,87) (48,56) (48,63) (62,0) (76,56) (76,63) (82,39) (82,46) (82,73) (82,80) (96,17) (96,102) (97,56) (97,63) (104,28) (104,91) (110,39) (110,46) (110,73) (110,80) (118,49) (118,70) | 5 | y2 = x3 + 59x + 90 | 33 | (24,42) (24,77) (38,21) (38,98) (41,25) (41,59) (41,60) (41,94) (45,42) (45,77) (55,4) (55,38) (55,81) (55,115) (62,25) (62,59) (62,60) (62,94) (66,7) (66,112) (73,0) (83,10) (83,24) (83,95) (83,109) (90,17) (90,102) (101,42) (101,77) (118,25) (118,59) (118,60) (118,94) | 6 | y2 = x3 + 111x + 48 | 33 | (3,17) (3,102) (10,4) (10,38) (10,81) (10,115) (26,56) (26,63) (33,49) (33,70) (45,4) (45,38) (45,81) (45,115) (47,21) (47,98) (54,0) (61,21) (61,98) (94,39) (94,46) (94,73) (94,80) (96,21) (96,98) (101,32) (101,53) (101,66) (101,87) (115,4) (115,38) (115,81) (115,115) | 7 | y2 = x3 + 83x + 62 | 33 | (3,10) (3,24) (3,95) (3,109) (12,7) (12,112) (19,7) (19,112) (24,17) (24,102) (26,56) (26,63) (38,4) (38,38) (38,81) (38,115) (54,7) (54,112) (75,0) (80,10) (80,24) (80,95) (80,109) (87,10) (87,24) (87,95) (87,109) (89,21) (89,98) (94,39) (94,46) (94,73) (94,80) | 8 | y2 = x3 + 66x + 62 | 33 | (3,7) (3,112) (20,10) (20,24) (20,95) (20,109) (24,0) (38,21) (38,98) (41,17) (41,102) (55,4) (55,38) (55,81) (55,115) (80,7) (80,112) (87,7) (87,112) (94,56) (94,63) (97,10) (97,24) (97,95) (97,109) (104,10) (104,24) (104,95) (104,109) (111,39) (111,46) (111,73) (111,80) | 9 | y2 = x3 + 26x + 20 | 33 | (6,35) (6,84) (40,18) (40,52) (40,67) (40,101) (41,35) (41,84) (48,0) (55,35) (55,84) (69,42) (69,77) (75,18) (75,52) (75,67) (75,101) (76,14) (76,105) (82,17) (82,102) (89,18) (89,52) (89,67) (89,101) (103,25) (103,59) (103,60) (103,94) (110,3) (110,31) (110,88) (110,116) | 10 | y2 = x3 + 26x + 48 | 33 | (13,21) (13,98) (20,0) (26,39) (26,46) (26,73) (26,80) (27,21) (27,98) (33,32) (33,53) (33,66) (33,87) (47,4) (47,38) (47,81) (47,115) (54,17) (54,102) (61,4) (61,38) (61,81) (61,115) (62,21) (62,98) (96,4) (96,38) (96,81) (96,115) (111,56) (111,63) (118,49) (118,70) | 11 | y2 = x3 + 104x + 41 | 33 | (12,56) (12,63) (19,28) (19,91) (31,39) (31,46) (31,73) (31,80) (33,49) (33,70) (45,17) (45,102) (59,39) (59,46) (59,73) (59,80) (80,39) (80,46) (80,73) (80,80) (82,56) (82,63) (87,11) (87,45) (87,74) (87,108) (96,0) (101,32) (101,53) (101,66) (101,87) (110,56) (110,63) | 12 | y2 = x3 + 83x + 6 | 33 | (5,28) (5,91) (10,17) (10,102) (31,11) (31,45) (31,74) (31,108) (47,35) (47,84) (59,3) (59,31) (59,88) (59,116) (61,0) (66,11) (66,45) (66,74) (66,108) (73,11) (73,45) (73,74) (73,108) (82,28) (82,91) (110,14) (110,105) (115,18) (115,52) (115,67) (115,101) (117,28) (117,91) | 13 | y2 = x3 + 87x + 27 | 33 | (3,14) (3,105) (6,17) (6,102) (20,3) (20,31) (20,88) (20,116) (52,42) (52,77) (66,7) (66,112) (69,25) (69,59) (69,60) (69,94) (73,14) (73,105) (83,10) (83,24) (83,95) (83,109) (90,3) (90,31) (90,88) (90,116) (94,14) (94,105) (108,0) (111,3) (111,31) (111,88) (111,116) | 14 | y2 = x3 + 19x + 27 | 33 | (5,3) (5,31) (5,88) (5,116) (6,0) (20,14) (20,105) (26,3) (26,31) (26,88) (26,116) (40,17) (40,102) (54,3) (54,31) (54,88) (54,116) (69,42) (69,77) (83,7) (83,112) (90,14) (90,105) (103,25) (103,59) (103,60) (103,94) (111,14) (111,105) (117,10) (117,24) (117,95) (117,109) | 15 | y2 = x3 + 76x + 97 | 33 | (10,32) (10,53) (10,66) (10,87) (12,0) (19,28) (19,91) (40,49) (40,70) (47,35) (47,84) (52,32) (52,53) (52,66) (52,87) (61,49) (61,70) (80,17) (80,102) (87,11) (87,45) (87,74) (87,108) (103,49) (103,70) (108,32) (108,53) (108,66) (108,87) (115,18) (115,52) (115,67) (115,101) | 16 | y2 = x3 + 76x + 90 | 33 | (5,0) (24,25) (24,59) (24,60) (24,94) (33,42) (33,77) (38,4) (38,38) (38,81) (38,115) (45,25) (45,59) (45,60) (45,94) (66,10) (66,24) (66,95) (66,109) (73,17) (73,102) (75,42) (75,77) (89,21) (89,98) (96,42) (96,77) (101,25) (101,59) (101,60) (101,94) (117,7) (117,112) | 17 | y2 = x3 + 94x + 48 | 33 | (3,0) (10,21) (10,98) (13,4) (13,38) (13,81) (13,115) (20,17) (20,102) (27,4) (27,38) (27,81) (27,115) (45,21) (45,98) (62,4) (62,38) (62,81) (62,115) (94,56) (94,63) (101,49) (101,70) (111,39) (111,46) (111,73) (111,80) (115,21) (115,98) (118,32) (118,53) (118,66) (118,87) | 18 | y2 = x3 + 117x + 62 | 33 | (12,10) (12,24) (12,95) (12,109) (19,10) (19,24) (19,95) (19,109) (20,7) (20,112) (26,39) (26,46) (26,73) (26,80) (41,0) (54,10) (54,24) (54,95) (54,109) (55,21) (55,98) (75,17) (75,102) (89,4) (89,38) (89,81) (89,115) (97,7) (97,112) (104,7) (104,112) (111,56) (111,63) | 19 | y2 = x3 + 111x + 20 | 33 | (24,18) (24,52) (24,67) (24,101) (31,17) (31,102) (38,18) (38,52) (38,67) (38,101) (40,35) (40,84) (52,25) (52,59) (52,60) (52,94) (59,3) (59,31) (59,88) (59,116) (75,35) (75,84) (82,0) (89,35) (89,84) (103,42) (103,77) (108,18) (108,52) (108,67) (108,101) (110,14) (110,105) | 20 | y2 = x3 + 87x + 41 | 33 | (31,56) (31,63) (45,0) (48,39) (48,46) (48,73) (48,80) (59,56) (59,63) (62,17) (62,102) (76,39) (76,46) (76,73) (76,80) (80,56) (80,63) (87,28) (87,91) (97,39) (97,46) (97,73) (97,80) (101,49) (101,70) (104,11) (104,45) (104,74) (104,108) (118,32) (118,53) (118,66) (118,87) | 21 | y2 = x3 + 117x + 6 | 33 | (5,11) (5,45) (5,74) (5,108) (13,35) (13,84) (27,0) (47,18) (47,52) (47,67) (47,101) (48,28) (48,91) (61,17) (61,102) (76,14) (76,105) (82,11) (82,45) (82,74) (82,108) (83,28) (83,91) (90,28) (90,91) (110,3) (110,31) (110,88) (110,116) (117,11) (117,45) (117,74) (117,108) | 22 | y2 = x3 + 59x + 97 | 33 | (6,32) (6,53) (6,66) (6,87) (10,49) (10,70) (13,18) (13,52) (13,67) (13,101) (27,32) (27,53) (27,66) (27,87) (52,49) (52,70) (69,32) (69,53) (69,66) (69,87) (80,0) (87,28) (87,91) (97,17) (97,102) (104,11) (104,45) (104,74) (104,108) (108,49) (108,70) (115,35) (115,84) | 23 | y2 = x3 + 110x + 90 | 33 | (5,17) (5,102) (33,25) (33,59) (33,60) (33,94) (41,42) (41,77) (55,21) (55,98) (62,42) (62,77) (75,25) (75,59) (75,60) (75,94) (83,7) (83,112) (89,4) (89,38) (89,81) (89,115) (90,0) (96,25) (96,59) (96,60) (96,94) (117,10) (117,24) (117,95) (117,109) (118,42) (118,77) | 24 | y2 = x3 + 94x + 20 | 33 | (6,18) (6,52) (6,67) (6,101) (24,35) (24,84) (31,0) (38,35) (38,84) (41,18) (41,52) (41,67) (41,101) (48,17) (48,102) (52,42) (52,77) (55,18) (55,52) (55,67) (55,101) (59,14) (59,105) (69,25) (69,59) (69,60) (69,94) (76,3) (76,31) (76,88) (76,116) (108,35) (108,84) |
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