| Sr no. | class members | # points | points | 1 | y2 = x3 + 104x + 127 | 70 | (13,14) (13,44) (13,101) (13,131) (18,1) (18,59) (18,86) (18,144) (28,14) (28,44) (28,101) (28,131) (38,9) (38,49) (38,96) (38,136) (43,21) (43,66) (43,79) (43,124) (48,1) (48,59) (48,86) (48,144) (53,31) (53,56) (53,89) (53,114) (73,4) (73,54) (73,91) (73,141) (78,41) (78,46) (78,99) (78,104) (83,16) (83,71) (83,74) (83,129) (88,29) (88,116) (103,29) (103,116) (108,1) (108,59) (108,86) (108,144) (113,36) (113,51) (113,94) (113,109) (118,16) (118,71) (118,74) (118,129) (123,26) (123,61) (123,84) (123,119) (128,29) (128,116) (133,14) (133,44) (133,101) (133,131) (138,19) (138,39) (138,106) (138,126) | 2 | y2 = x3 + 79x + 113 | 70 | (7,38) (7,67) (7,78) (7,107) (12,18) (12,47) (12,98) (12,127) (22,58) (22,87) (27,18) (27,47) (27,98) (27,127) (32,58) (32,87) (47,28) (47,57) (47,88) (47,117) (57,2) (57,27) (57,118) (57,143) (62,58) (62,87) (67,33) (67,62) (67,83) (67,112) (77,18) (77,47) (77,98) (77,127) (82,12) (82,17) (82,128) (82,133) (92,13) (92,42) (92,103) (92,132) (102,2) (102,27) (102,118) (102,143) (107,23) (107,52) (107,93) (107,122) (112,38) (112,67) (112,78) (112,107) (122,7) (122,22) (122,123) (122,138) (127,43) (127,72) (127,73) (127,102) (137,48) (137,68) (137,77) (137,97) (142,38) (142,67) (142,78) (142,107) | 3 | y2 = x3 + 89x + 68 | 70 | (2,43) (2,72) (2,73) (2,102) (12,43) (12,72) (12,73) (12,102) (22,28) (22,57) (22,88) (22,117) (37,33) (37,62) (37,83) (37,112) (42,58) (42,87) (47,7) (47,22) (47,123) (47,138) (57,23) (57,52) (57,93) (57,122) (62,13) (62,42) (62,103) (62,132) (77,18) (77,47) (77,98) (77,127) (82,7) (82,22) (82,123) (82,138) (92,58) (92,87) (102,43) (102,72) (102,73) (102,102) (112,53) (112,63) (112,82) (112,92) (117,48) (117,68) (117,77) (117,97) (122,8) (122,37) (122,108) (122,137) (127,58) (127,87) (132,7) (132,22) (132,123) (132,138) (137,2) (137,27) (137,118) (137,143) (142,8) (142,37) (142,108) (142,137) | 4 | y2 = x3 + 14x + 72 | 70 | (3,24) (3,34) (3,111) (3,121) (8,29) (8,116) (23,31) (23,56) (23,89) (23,114) (28,41) (28,46) (28,99) (28,104) (38,41) (38,46) (38,99) (38,104) (43,24) (43,34) (43,111) (43,121) (48,11) (48,69) (48,76) (48,134) (53,14) (53,44) (53,101) (53,131) (63,21) (63,66) (63,79) (63,124) (68,9) (68,49) (68,96) (68,136) (78,29) (78,116) (88,29) (88,116) (93,16) (93,71) (93,74) (93,129) (98,36) (98,51) (98,94) (98,109) (103,19) (103,39) (103,106) (103,126) (108,41) (108,46) (108,99) (108,104) (123,36) (123,51) (123,94) (123,109) (128,24) (128,34) (128,111) (128,121) (143,6) (143,64) (143,81) (143,139) | 5 | y2 = x3 + 69x + 137 | 70 | (3,9) (3,49) (3,96) (3,136) (23,29) (23,116) (28,26) (28,61) (28,84) (28,119) (33,19) (33,39) (33,106) (33,126) (48,19) (48,39) (48,106) (48,126) (68,29) (68,116) (73,9) (73,49) (73,96) (73,136) (78,11) (78,69) (78,76) (78,134) (83,29) (83,116) (88,31) (88,56) (88,89) (88,114) (93,19) (93,39) (93,106) (93,126) (98,9) (98,49) (98,96) (98,136) (103,1) (103,59) (103,86) (103,144) (108,1) (108,59) (108,86) (108,144) (118,14) (118,44) (118,101) (118,131) (123,21) (123,66) (123,79) (123,124) (128,24) (128,34) (128,111) (128,121) (138,6) (138,64) (138,81) (138,139) (143,36) (143,51) (143,94) (143,109) | 6 | y2 = x3 + 89x + 48 | 70 | (7,12) (7,17) (7,128) (7,133) (17,23) (17,52) (17,93) (17,122) (27,23) (27,52) (27,93) (27,122) (32,38) (32,67) (32,78) (32,107) (37,53) (37,63) (37,82) (37,92) (42,3) (42,32) (42,113) (42,142) (47,58) (47,87) (52,38) (52,67) (52,78) (52,107) (57,33) (57,62) (57,83) (57,112) (62,2) (62,27) (62,118) (62,143) (72,23) (72,52) (72,93) (72,122) (82,58) (82,87) (92,3) (92,32) (92,113) (92,142) (97,13) (97,42) (97,103) (97,132) (112,18) (112,47) (112,98) (112,127) (117,43) (117,72) (117,73) (117,102) (127,3) (127,32) (127,113) (127,142) (132,58) (132,87) (137,48) (137,68) (137,77) (137,97) | 7 | y2 = x3 + 19x + 128 | 70 | (2,58) (2,87) (7,13) (7,42) (7,103) (7,132) (12,53) (12,63) (12,82) (12,92) (17,12) (17,17) (17,128) (17,133) (22,58) (22,87) (27,13) (27,42) (27,103) (27,132) (32,3) (32,32) (32,113) (32,142) (37,3) (37,32) (37,113) (37,142) (42,7) (42,22) (42,123) (42,138) (47,3) (47,32) (47,113) (47,142) (52,28) (52,57) (52,88) (52,117) (62,23) (62,52) (62,93) (62,122) (67,48) (67,68) (67,77) (67,97) (72,8) (72,37) (72,108) (72,137) (82,13) (82,42) (82,103) (82,132) (92,58) (92,87) (97,48) (97,68) (97,77) (97,97) (122,38) (122,67) (122,78) (122,107) (132,2) (132,27) (132,118) (132,143) | 8 | y2 = x3 + 19x + 17 | 70 | (13,24) (13,34) (13,111) (13,121) (23,21) (23,66) (23,79) (23,124) (48,4) (48,54) (48,91) (48,141) (53,29) (53,116) (63,11) (63,69) (63,76) (63,134) (73,9) (73,49) (73,96) (73,136) (78,4) (78,54) (78,91) (78,141) (83,14) (83,44) (83,101) (83,131) (93,41) (93,46) (93,99) (93,104) (98,36) (98,51) (98,94) (98,109) (103,26) (103,61) (103,84) (103,119) (108,36) (108,51) (108,94) (108,109) (113,36) (113,51) (113,94) (113,109) (118,11) (118,69) (118,76) (118,134) (123,29) (123,116) (128,1) (128,59) (128,86) (128,144) (133,31) (133,56) (133,89) (133,114) (138,11) (138,69) (138,76) (138,134) (143,29) (143,116) | 9 | y2 = x3 + 119x + 27 | 70 | (3,11) (3,69) (3,76) (3,134) (13,1) (13,59) (13,86) (13,144) (23,24) (23,34) (23,111) (23,121) (28,9) (28,49) (28,96) (28,136) (33,4) (33,54) (33,91) (33,141) (38,29) (38,116) (43,29) (43,116) (63,14) (63,44) (63,101) (63,131) (68,19) (68,39) (68,106) (68,126) (73,24) (73,34) (73,111) (73,121) (78,24) (78,34) (78,111) (78,121) (83,26) (83,61) (83,84) (83,119) (93,29) (93,116) (98,41) (98,46) (98,99) (98,104) (103,16) (103,71) (103,74) (103,129) (108,19) (108,39) (108,106) (108,126) (113,36) (113,51) (113,94) (113,109) (128,14) (128,44) (128,101) (128,131) (143,19) (143,39) (143,106) (143,126) | 10 | y2 = x3 + 104x + 18 | 70 | (7,33) (7,62) (7,83) (7,112) (12,23) (12,52) (12,93) (12,122) (17,58) (17,87) (22,7) (22,22) (22,123) (22,138) (27,18) (27,47) (27,98) (27,127) (32,3) (32,32) (32,113) (32,142) (37,12) (37,17) (37,128) (37,133) (42,58) (42,87) (57,58) (57,87) (62,18) (62,47) (62,98) (62,127) (67,28) (67,57) (67,88) (67,117) (72,48) (72,68) (72,77) (72,97) (92,53) (92,63) (92,82) (92,92) (97,12) (97,17) (97,128) (97,133) (102,38) (102,67) (102,78) (102,107) (107,8) (107,37) (107,108) (107,137) (117,23) (117,52) (117,93) (117,122) (127,12) (127,17) (127,128) (127,133) (132,23) (132,52) (132,93) (132,122) | 11 | y2 = x3 + 119x + 118 | 70 | (2,33) (2,62) (2,83) (2,112) (17,23) (17,52) (17,93) (17,122) (32,3) (32,32) (32,113) (32,142) (37,33) (37,62) (37,83) (37,112) (42,18) (42,47) (42,98) (42,127) (47,28) (47,57) (47,88) (47,117) (52,58) (52,87) (62,7) (62,22) (62,123) (62,138) (67,2) (67,27) (67,118) (67,143) (72,2) (72,27) (72,118) (72,143) (77,33) (77,62) (77,83) (77,112) (82,23) (82,52) (82,93) (82,122) (102,58) (102,87) (107,58) (107,87) (112,48) (112,68) (112,77) (112,97) (117,8) (117,37) (117,108) (117,137) (122,2) (122,27) (122,118) (122,143) (132,12) (132,17) (132,128) (132,133) (142,13) (142,42) (142,103) (142,132) | 12 | y2 = x3 + 69x + 37 | 70 | (8,41) (8,46) (8,99) (8,104) (13,41) (13,46) (13,99) (13,104) (18,21) (18,66) (18,79) (18,124) (23,4) (23,54) (23,91) (23,141) (28,24) (28,34) (28,111) (28,121) (33,29) (33,116) (38,16) (38,71) (38,74) (38,129) (43,21) (43,66) (43,79) (43,124) (48,29) (48,116) (68,4) (68,54) (68,91) (68,141) (83,4) (83,54) (83,91) (83,141) (88,36) (88,51) (88,94) (88,109) (93,29) (93,116) (113,21) (113,66) (113,79) (113,124) (118,26) (118,61) (118,84) (118,119) (123,14) (123,44) (123,101) (123,131) (133,31) (133,56) (133,89) (133,114) (138,9) (138,49) (138,96) (138,136) (143,6) (143,64) (143,81) (143,139) | 13 | y2 = x3 + 119x + 2 | 70 | (3,26) (3,61) (3,84) (3,119) (8,4) (8,54) (8,91) (8,141) (13,11) (13,69) (13,76) (13,134) (18,1) (18,59) (18,86) (18,144) (23,29) (23,116) (33,36) (33,51) (33,94) (33,109) (38,31) (38,56) (38,89) (38,114) (43,31) (43,56) (43,89) (43,114) (48,4) (48,54) (48,91) (48,141) (53,6) (53,64) (53,81) (53,139) (73,29) (73,116) (78,29) (78,116) (83,19) (83,39) (83,106) (83,126) (88,21) (88,66) (88,79) (88,124) (93,31) (93,56) (93,89) (93,114) (103,41) (103,46) (103,99) (103,104) (113,16) (113,71) (113,74) (113,129) (118,4) (118,54) (118,91) (118,141) (133,6) (133,64) (133,81) (133,139) | 14 | y2 = x3 + 119x + 143 | 70 | (12,43) (12,72) (12,73) (12,102) (27,48) (27,68) (27,77) (27,97) (32,18) (32,47) (32,98) (32,127) (42,28) (42,57) (42,88) (42,117) (52,53) (52,63) (52,82) (52,92) (57,38) (57,67) (57,78) (57,107) (62,33) (62,62) (62,83) (62,112) (67,58) (67,87) (72,58) (72,87) (92,43) (92,72) (92,73) (92,102) (97,48) (97,68) (97,77) (97,97) (102,53) (102,63) (102,82) (102,92) (107,53) (107,63) (107,82) (107,92) (112,3) (112,32) (112,113) (112,142) (122,58) (122,87) (127,12) (127,17) (127,128) (127,133) (132,13) (132,42) (132,103) (132,132) (137,48) (137,68) (137,77) (137,97) (142,7) (142,22) (142,123) (142,138) | 15 | y2 = x3 + 14x + 102 | 70 | (8,1) (8,59) (8,86) (8,144) (13,4) (13,54) (13,91) (13,141) (18,26) (18,61) (18,84) (18,119) (23,11) (23,69) (23,76) (23,134) (28,29) (28,116) (38,29) (38,116) (48,21) (48,66) (48,79) (48,124) (53,9) (53,49) (53,96) (53,136) (63,6) (63,64) (63,81) (63,139) (68,16) (68,71) (68,74) (68,129) (73,31) (73,56) (73,89) (73,114) (78,1) (78,59) (78,86) (78,144) (88,1) (88,59) (88,86) (88,144) (93,24) (93,34) (93,111) (93,121) (108,29) (108,116) (113,31) (113,56) (113,89) (113,114) (118,14) (118,44) (118,101) (118,131) (133,31) (133,56) (133,89) (133,114) (138,26) (138,61) (138,84) (138,119) | 16 | y2 = x3 + 19x + 12 | 70 | (3,26) (3,61) (3,84) (3,119) (8,26) (8,61) (8,84) (8,119) (13,36) (13,51) (13,94) (13,109) (18,26) (18,61) (18,84) (18,119) (23,1) (23,59) (23,86) (23,144) (33,6) (33,64) (33,81) (33,139) (38,19) (38,39) (38,106) (38,126) (43,21) (43,66) (43,79) (43,124) (53,16) (53,71) (53,74) (53,129) (63,29) (63,116) (68,19) (68,39) (68,106) (68,126) (93,9) (93,49) (93,96) (93,136) (103,31) (103,56) (103,89) (103,114) (118,29) (118,116) (123,16) (123,71) (123,74) (123,129) (128,24) (128,34) (128,111) (128,121) (133,41) (133,46) (133,99) (133,104) (138,29) (138,116) (143,16) (143,71) (143,74) (143,129) | 17 | y2 = x3 + 69x + 108 | 70 | (2,43) (2,72) (2,73) (2,102) (7,8) (7,37) (7,108) (7,137) (12,53) (12,63) (12,82) (12,92) (22,23) (22,52) (22,93) (22,122) (27,7) (27,22) (27,123) (27,138) (32,38) (32,67) (32,78) (32,107) (52,58) (52,87) (57,3) (57,32) (57,113) (57,142) (62,48) (62,68) (62,77) (62,97) (77,48) (77,68) (77,77) (77,97) (97,58) (97,87) (102,38) (102,67) (102,78) (102,107) (107,18) (107,47) (107,98) (107,127) (112,58) (112,87) (117,2) (117,27) (117,118) (117,143) (122,48) (122,68) (122,77) (122,97) (127,38) (127,67) (127,78) (127,107) (132,28) (132,57) (132,88) (132,117) (137,28) (137,57) (137,88) (137,117) | 18 | y2 = x3 + 79x + 32 | 70 | (3,21) (3,66) (3,79) (3,124) (8,4) (8,54) (8,91) (8,141) (18,6) (18,64) (18,81) (18,139) (23,26) (23,61) (23,84) (23,119) (33,21) (33,66) (33,79) (33,124) (38,14) (38,44) (38,101) (38,131) (43,24) (43,34) (43,111) (43,121) (53,11) (53,69) (53,76) (53,134) (63,1) (63,59) (63,86) (63,144) (68,16) (68,71) (68,74) (68,129) (78,19) (78,39) (78,106) (78,126) (83,29) (83,116) (88,24) (88,34) (88,111) (88,121) (98,41) (98,46) (98,99) (98,104) (113,29) (113,116) (118,16) (118,71) (118,74) (118,129) (123,29) (123,116) (133,16) (133,71) (133,74) (133,129) (138,21) (138,66) (138,79) (138,124) | 19 | y2 = x3 + 89x + 97 | 70 | (8,4) (8,54) (8,91) (8,141) (13,29) (13,116) (18,36) (18,51) (18,94) (18,109) (28,6) (28,64) (28,81) (28,139) (33,16) (33,71) (33,74) (33,129) (48,11) (48,69) (48,76) (48,134) (53,36) (53,51) (53,94) (53,109) (63,29) (63,116) (73,14) (73,44) (73,101) (73,131) (83,24) (83,34) (83,111) (83,121) (88,19) (88,39) (88,106) (88,126) (93,21) (93,66) (93,79) (93,124) (98,29) (98,116) (103,36) (103,51) (103,94) (103,109) (108,31) (108,56) (108,89) (108,114) (113,21) (113,66) (113,79) (113,124) (118,14) (118,44) (118,101) (118,131) (128,14) (128,44) (128,101) (128,131) (138,1) (138,59) (138,86) (138,144) | 20 | y2 = x3 + 104x + 98 | 70 | (2,13) (2,42) (2,103) (2,132) (7,3) (7,32) (7,113) (7,142) (12,58) (12,87) (17,43) (17,72) (17,73) (17,102) (22,48) (22,68) (22,77) (22,97) (42,43) (42,72) (42,73) (42,102) (47,28) (47,57) (47,88) (47,117) (57,43) (57,72) (57,73) (57,102) (67,38) (67,67) (67,78) (67,107) (72,8) (72,37) (72,108) (72,137) (77,28) (77,57) (77,88) (77,117) (82,2) (82,27) (82,118) (82,143) (102,33) (102,62) (102,83) (102,112) (107,12) (107,17) (107,128) (107,133) (112,13) (112,42) (112,103) (112,132) (117,58) (117,87) (132,58) (132,87) (137,28) (137,57) (137,88) (137,117) (142,7) (142,22) (142,123) (142,138) | 21 | y2 = x3 + 79x + 142 | 70 | (3,29) (3,116) (18,1) (18,59) (18,86) (18,144) (28,31) (28,56) (28,89) (28,114) (33,29) (33,116) (38,4) (38,54) (38,91) (38,141) (48,11) (48,69) (48,76) (48,134) (53,41) (53,46) (53,99) (53,104) (63,16) (63,71) (63,74) (63,129) (73,31) (73,56) (73,89) (73,114) (78,6) (78,64) (78,81) (78,139) (83,9) (83,49) (83,96) (83,136) (93,36) (93,51) (93,94) (93,109) (98,14) (98,44) (98,101) (98,131) (108,19) (108,39) (108,106) (108,126) (113,9) (113,49) (113,96) (113,136) (123,9) (123,49) (123,96) (123,136) (128,11) (128,69) (128,76) (128,134) (138,29) (138,116) (143,11) (143,69) (143,76) (143,134) | 22 | y2 = x3 + 14x + 43 | 70 | (7,7) (7,22) (7,123) (7,138) (12,53) (12,63) (12,82) (12,92) (27,23) (27,52) (27,93) (27,122) (32,53) (32,63) (32,82) (32,92) (37,58) (37,87) (52,2) (52,27) (52,118) (52,143) (57,12) (57,17) (57,128) (57,133) (67,12) (67,17) (67,128) (67,133) (72,53) (72,63) (72,82) (72,92) (77,18) (77,47) (77,98) (77,127) (82,43) (82,72) (82,73) (82,102) (92,8) (92,37) (92,108) (92,137) (97,38) (97,67) (97,78) (97,107) (107,58) (107,87) (117,58) (117,87) (122,13) (122,42) (122,103) (122,132) (127,7) (127,22) (127,123) (127,138) (132,48) (132,68) (132,77) (132,97) (137,12) (137,17) (137,128) (137,133) | 23 | y2 = x3 + 89x + 77 | 70 | (3,9) (3,49) (3,96) (3,136) (8,24) (8,34) (8,111) (8,121) (13,26) (13,61) (13,84) (13,119) (18,29) (18,116) (23,9) (23,49) (23,96) (23,136) (28,4) (28,54) (28,91) (28,141) (33,31) (33,56) (33,89) (33,114) (43,6) (43,64) (43,81) (43,139) (53,29) (53,116) (63,26) (63,61) (63,84) (63,119) (68,16) (68,71) (68,74) (68,129) (83,11) (83,69) (83,76) (83,134) (88,14) (88,44) (88,101) (88,131) (98,26) (98,61) (98,84) (98,119) (103,29) (103,116) (108,19) (108,39) (108,106) (108,126) (123,41) (123,46) (123,99) (123,104) (133,6) (133,64) (133,81) (133,139) (143,6) (143,64) (143,81) (143,139) | 24 | y2 = x3 + 19x + 133 | 70 | (2,18) (2,47) (2,98) (2,127) (7,58) (7,87) (12,28) (12,57) (12,88) (12,117) (17,2) (17,27) (17,118) (17,143) (22,18) (22,47) (22,98) (22,127) (27,58) (27,87) (42,53) (42,63) (42,82) (42,92) (52,8) (52,37) (52,108) (52,137) (77,33) (77,62) (77,83) (77,112) (82,58) (82,87) (92,18) (92,47) (92,98) (92,127) (102,38) (102,67) (102,78) (102,107) (107,33) (107,62) (107,83) (107,112) (112,43) (112,72) (112,73) (112,102) (122,12) (122,17) (122,128) (122,133) (127,7) (127,22) (127,123) (127,138) (132,3) (132,32) (132,113) (132,142) (137,7) (137,22) (137,123) (137,138) (142,7) (142,22) (142,123) (142,138) | 25 | y2 = x3 + 104x + 47 | 70 | (3,26) (3,61) (3,84) (3,119) (8,41) (8,46) (8,99) (8,104) (13,29) (13,116) (28,29) (28,116) (33,11) (33,69) (33,76) (33,134) (38,1) (38,59) (38,86) (38,144) (43,19) (43,39) (43,106) (43,126) (63,24) (63,34) (63,111) (63,121) (68,41) (68,46) (68,99) (68,104) (73,9) (73,49) (73,96) (73,136) (78,21) (78,66) (78,79) (78,124) (88,6) (88,64) (88,81) (88,139) (98,41) (98,46) (98,99) (98,104) (103,6) (103,64) (103,81) (103,139) (123,4) (123,54) (123,91) (123,141) (128,6) (128,64) (128,81) (128,139) (133,29) (133,116) (138,36) (138,51) (138,94) (138,109) (143,11) (143,69) (143,76) (143,134) | 26 | y2 = x3 + 69x + 8 | 70 | (2,3) (2,32) (2,113) (2,142) (7,43) (7,72) (7,73) (7,102) (17,2) (17,27) (17,118) (17,143) (22,38) (22,67) (22,78) (22,107) (27,23) (27,52) (27,93) (27,122) (37,12) (37,17) (37,128) (37,133) (42,12) (42,17) (42,128) (42,133) (47,8) (47,37) (47,108) (47,137) (52,33) (52,62) (52,83) (52,112) (57,53) (57,63) (57,82) (57,92) (62,58) (62,87) (67,13) (67,42) (67,103) (67,132) (72,8) (72,37) (72,108) (72,137) (77,58) (77,87) (97,33) (97,62) (97,83) (97,112) (112,33) (112,62) (112,83) (112,112) (117,7) (117,22) (117,123) (117,138) (122,58) (122,87) (142,8) (142,37) (142,108) (142,137) | 27 | y2 = x3 + 14x + 73 | 70 | (2,43) (2,72) (2,73) (2,102) (17,2) (17,27) (17,118) (17,143) (22,3) (22,32) (22,113) (22,142) (37,28) (37,57) (37,88) (37,117) (42,33) (42,62) (42,83) (42,112) (47,3) (47,32) (47,113) (47,142) (52,18) (52,47) (52,98) (52,127) (57,58) (57,87) (67,58) (67,87) (77,8) (77,37) (77,108) (77,137) (82,38) (82,67) (82,78) (82,107) (92,23) (92,52) (92,93) (92,122) (97,13) (97,42) (97,103) (97,132) (102,2) (102,27) (102,118) (102,143) (107,28) (107,57) (107,88) (107,117) (117,28) (117,57) (117,88) (117,117) (122,53) (122,63) (122,82) (122,92) (137,58) (137,87) (142,2) (142,27) (142,118) (142,143) | 28 | y2 = x3 + 79x + 3 | 70 | (2,13) (2,42) (2,103) (2,132) (7,58) (7,87) (17,13) (17,42) (17,103) (17,132) (22,8) (22,37) (22,108) (22,137) (32,8) (32,37) (32,108) (32,137) (37,33) (37,62) (37,83) (37,112) (47,23) (47,52) (47,93) (47,122) (52,3) (52,32) (52,113) (52,142) (62,8) (62,37) (62,108) (62,137) (67,43) (67,72) (67,73) (67,102) (72,53) (72,63) (72,82) (72,92) (82,18) (82,47) (82,98) (82,127) (92,28) (92,57) (92,88) (92,117) (97,13) (97,42) (97,103) (97,132) (107,48) (107,68) (107,77) (107,97) (112,58) (112,87) (117,53) (117,63) (117,82) (117,92) (127,12) (127,17) (127,128) (127,133) (142,58) (142,87) |
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