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  v k λ μ rf sgcomments
+ 1201 600 299 300 16.828600 –17.828600 Paley(1201); 2-graph\*
? 1205 448 150 176 8964 –34240  
    756 483 459 33240 –9964  
? 1205 516 235 210 34240 –9964  
    688 381 408 8964 –35240  
? 1205 602 300 301 16.857602 –17.857602 2-graph\*?
? 1206 490 203 196 21468 –14737 S(2,14,469)?
    715 420 429 13737 –22468  
? 1208 459 150 189 61056 –45151  
    748 477 440 44151 –71056  
- 1209 604 301 302 16.885604 –17.885604 Conf
? 1210 104 18 8 16325 –6884  
    1105 1008 1020 5884 –17325  
? 1210 117 4 12 7819 –15390  
    1092 986 980 14390 –8819  
? 1210 124 18 12 14434 –8775  
    1085 972 980 7775 –15434  
+ 1210 156 47 16 35120 –41089 S(2,4,121); lines in PG(4,3)
    1053 912 945 31089 –36120  
- 1210 279 28 75 41116 –5193 Krein2
    930 725 680 5093 –51116 Krein1
? 1210 325 120 75 50104 –51105  
    884 633 680 41105 –51104  
? 1210 351 108 99 21429 –12780  
    858 605 616 11780 –22429  
? 1210 372 119 112 20465 –13744  
    837 576 585 12744 –21465  
? 1210 390 95 140 51092 –50117  
    819 568 525 49117 –61092  
? 1210 399 128 133 14684 –19525 pg(21,18,7)?
    810 543 540 18525 –15684  
? 1210 432 172 144 36210 –8999  
    777 488 518 7999 –37210 pg(21,36,14)?
? 1210 434 183 140 49124 –61085  
    775 480 525 51085 –50124  
? 1210 585 296 270 35234 –9975  
    624 308 336 8975 –36234  
? 1212 525 230 225 20504 –15707 S(2,15,505)?
    686 385 392 14707 –21504  
+ 1213 606 302 303 16.914606 –17.914606 Paley(1213); 2-graph\*
? 1215 544 208 272 41139 –6875 pg(8,67,4)?; 2-graph\*?
    670 397 335 6775 –51139 2-graph\*?
+ 1215 574 253 287 71025 –41189 pg(14,40,7)?; 2-graph\*
    640 352 320 40189 –81025 2-graph\*
? 1215 598 289 299 13759 –23455 pg(26,22,13)?; 2-graph\*?
    616 316 308 22455 –14759 2-graph\*?
? 1216 90 14 6 14360 –6855  
    1125 1040 1050 5855 –15360  
? 1216 135 6 16 7855 –17360  
    1080 960 952 16360 –8855  
? 1216 144 24 16 16399 –8816 pg(18,7,2)?
    1071 942 952 7816 –17399  
? 1216 162 18 22 10702 –14513  
    1053 912 910 13513 –11702  
? 1216 165 24 22 13550 –11665 pg(15,10,2)?
    1050 906 910 10665 –14550  
- 1216 270 24 70 41120 –5095 Krein2
    945 744 700 4995 –51120 Krein1
? 1216 270 38 66 61026 –34189  
    945 740 714 33189 –71026  
- 1216 270 150 34 11818 –21197 Absolute bound
    945 708 826 11197 –11918 Absolute bound
? 1216 375 150 100 5595 –51120  
    840 564 616 41120 –5695 pg(15,55,11)?
? 1216 405 144 130 25360 –11855  
    810 534 550 10855 –26360  
? 1216 465 164 186 9930 –31285 pg(15,30,6)?
    750 470 450 30285 –10930  
? 1216 540 204 268 41140 –6875 2-graph?
    675 402 340 6775 –51140 2-graph?
? 1216 567 246 280 71026 –41189 2-graph?
    648 360 328 40189 –81026 2-graph?
? 1216 585 276 286 13760 –23455 2-graph?
    630 330 322 22455 –14760 2-graph?
? 1216 594 294 286 22456 –14759 2-graph?
    621 312 322 13759 –23456 2-graph?
+ 1216 600 312 280 40190 –81025 2-graph
    615 294 328 71025 –41190 Goethals-Seidel(6,15); pg(15,40,8)?; 2-graph
? 1216 603 330 268 6776 –51139 2-graph?
    612 276 340 41139 –6876 2-graph?
+ 1217 608 303 304 16.943608 –17.943608 Paley(1217); 2-graph\*
? 1221 324 99 81 27296 –9924 S(2,9,297)?
    896 652 672 8924 –28296 pg(32,27,24)?
? 1221 500 175 225 51110 –55110  
    720 444 396 54110 –61110  
? 1221 610 279 330 51110 –56110  
    610 329 280 55110 –61110  
- 1221 610 304 305 16.971610 –17.971610 Conf
? 1222 481 180 195 11845 –26376  
    740 453 440 25376 –12845  
? 1222 528 212 240 8987 –36234  
    693 404 378 35234 –9987  
! 1225 68 33 2 3368 –21156 352
    1156 1089 1122 11156 –3468 OA(35,34)?
! 1225 96 48 4 4649 –21175 Triangular graph T(50)
    1128 1035 1081 11175 –4749 pg(24,46,23)?
+ 1225 102 35 6 32102 –31122 OA(35,3)
    1122 1025 1056 21122 –33102 OA(35,33)?
+ 1225 136 39 12 31136 –41088 OA(35,4)
    1088 963 992 31088 –32136 OA(35,32)?
? 1225 168 35 21 21300 –7924 pg(24,6,3)?
    1056 908 924 6924 –22300  
+ 1225 170 45 20 30170 –51054 OA(35,5)
    1054 903 930 41054 –31170 OA(35,31)?
? 1225 180 5 30 51044 –30180  
    1044 893 870 29180 –61044  
+ 1225 204 53 30 29204 –61020 OA(35,6)
    1020 845 870 51020 –30204 OA(35,30)?
? 1225 216 19 42 61008 –29216  
    1008 833 812 28216 –71008  
+ 1225 238 63 42 28238 –7986 OA(35,7)
    986 789 812 6986 –29238 OA(35,29)?
? 1225 252 35 56 7972 –28252 pg(9,27,2)?
    972 775 756 27252 –8972  
? 1225 264 63 55 19440 –11784 pg(24,10,5)?
    960 750 760 10784 –20440  
? 1225 272 75 56 27272 –8952 OA(35,8)?
    952 735 756 7952 –28272 OA(35,28)?
? 1225 288 53 72 8936 –27288  
    936 719 702 26288 –9936  
? 1225 306 89 72 26306 –9918 OA(35,9)?
    918 683 702 8918 –27306 OA(35,27)?
? 1225 324 73 90 9900 –26324  
    900 665 650 25324 –10900  
? 1225 340 105 90 25340 –10884 OA(35,10)?
    884 633 650 9884 –26340 OA(35,26)?
- 1225 352 24 132 21199 –11025 Krein2; Absolute bound
    872 651 545 10925 –31199 Krein1; Absolute bound
? 1225 360 95 110 10864 –25360  
    864 613 600 24360 –11864  
? 1225 374 123 110 24374 –11850 OA(35,11)?
    850 585 600 10850 –25374 OA(35,25)?
+ 1225 384 138 112 34224 –81000 NO+(5,7)
    840 567 595 71000 –35224 pg(24,34,17)?
? 1225 396 119 132 11828 –24396  
    828 563 552 23396 –12828  
- 1225 408 59 174 21200 –11724 Krein2; Absolute bound
    816 581 468 11624 –31200 Krein1; Absolute bound
- 1225 408 83 162 31176 –8248 Krein2; Absolute bound
    816 569 492 8148 –41176 Krein1; Absolute bound
? 1225 408 143 132 23408 –12816 OA(35,12)?
    816 539 552 11816 –24408 OA(35,24)?
? 1225 432 145 156 12792 –23432  
    792 515 506 22432 –13792  
? 1225 442 165 156 22442 –13782 OA(35,13)?
    782 495 506 12782 –23442 OA(35,23)?
- 1225 456 39 247 11216 –2098 Krein2; Absolute bound
    768 558 352 2088 –21216 Krein1; Absolute bound
? 1225 468 173 182 13756 –22468  
    756 469 462 21468 –14756  
? 1225 476 189 182 21476 –14748 OA(35,14)?
    748 453 462 13748 –22476 OA(35,22)?
? 1225 480 200 180 30294 –10930  
    744 443 465 9930 –31294 pg(24,30,15)?
? 1225 504 203 210 14720 –21504 pg(24,20,10)?
    720 425 420 20504 –15720  
? 1225 510 215 210 20510 –15714 OA(35,15)?
    714 413 420 14714 –21510 OA(35,21)?
? 1225 520 255 195 6580 –51144  
    704 378 440 41144 –6680  
? 1225 540 235 240 15684 –20540 pg(27,19,12)?
    684 383 380 19540 –16684  
? 1225 544 243 240 19544 –16680 OA(35,16)?
    680 375 380 15680 –20544 OA(35,20)?
- 1225 576 206 328 21200 –12424 Krein2; Absolute bound
    648 399 279 12324 –31200 Krein1; Absolute bound
? 1225 576 269 272 16648 –19576  
    648 343 342 18576 –17648  
- 1225 576 314 232 8648 –41176 Absolute bound
    648 303 387 31176 –8748 Absolute bound
+ 1225 578 273 272 18578 –17646 OA(35,17)?; Pasechnik(35)
    646 339 342 16646 –19578 OA(35,19)?
+ 1225 612 305 306 17612 –18612 skewhad$^2$; OA(35,18)?; 2-graph\*
+ 1226 595 288 289 17613 –18612 switch skewhad2+*; 2-graph
    630 323 324 17612 –18613 S(2,18,613)?; 2-graph
+ 1229 614 306 307 17.029614 –18.029614 Paley(1229); 2-graph\*
? 1233 396 129 126 18548 –15684  
    836 565 570 14684 –19548  
? 1233 532 231 228 19548 –16684  
    700 395 400 15684 –20548 S(2,20,685)?
? 1233 616 307 308 17.057616 –18.057616 2-graph\*?
? 1236 95 10 7 11515 –8720  
    1140 1051 1056 7720 –12515  
? 1236 195 34 30 15515 –11720  
    1040 874 880 10720 –16515  
? 1236 500 205 200 20515 –15720  
    735 434 441 14720 –21515 S(2,21,721)?
+ 1237 618 308 309 17.086618 –18.086618 Paley(1237); 2-graph\*
? 1240 231 38 44 11744 –17495  
    1008 820 816 16495 –12744  
? 1240 294 68 70 14651 –16588  
    945 720 720 15588 –15651  
? 1240 483 194 184 23434 –13805  
    756 456 468 12805 –24434  
? 1240 567 246 270 9960 –33279  
    672 374 352 32279 –10960  
? 1241 160 24 20 14510 –10730 pg(16,9,2)?
    1080 939 945 9730 –15510  
? 1241 310 81 76 18510 –13730  
    930 695 702 12730 –19510  
? 1241 490 189 196 14730 –21510  
    750 455 450 20510 –15730  
? 1241 620 309 310 17.114620 –18.114620 2-graph\*?
? 1242 153 24 18 15459 –9782 pg(17,8,2)?
    1088 952 960 8782 –16459  
? 1242 425 136 150 11850 –25391 pg(17,24,6)?
    816 540 528 24391 –12850  
? 1242 476 205 168 44161 –71080  
    765 456 495 61080 –45161 pg(17,44,11)?
- 1245 622 310 311 17.142622 –18.142622 Conf
+ 1247 126 45 9 3986 –31160 S(2,3,87)
    1120 1002 1040 21160 –4086 pg(28,39,26)?
? 1248 86 4 6 8688 –10559  
    1161 1080 1080 9559 –9688  
? 1248 203 22 35 8896 –21351  
    1044 875 864 20351 –9896  
- 1248 430 258 90 17012 –21235 Absolute bound
    817 476 646 11235 –17112 Absolute bound
? 1248 522 246 198 54116 –61131  
    725 400 450 51131 –55116  
+ 1249 624 311 312 17.171624 –18.171624 Paley(1249); 2-graph\*

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