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  v k λ μ rf sgcomments
? 851 306 97 117 7666 –27184  
    544 354 336 26184 –8666  
? 851 360 163 144 27184 –8666  
    490 273 294 7666 –28184  
+ 853 426 212 213 14.103426 –15.103426 Paley(853); 2-graph\*
? 855 126 21 18 12360 –9494 pg(14,8,2)?
    728 619 624 8494 –13360  
? 855 168 20 36 6665 –22189  
    686 553 539 21189 –7665  
? 855 182 37 39 11455 –13399 pg(14,12,3)?
    672 528 528 12399 –12455  
? 855 294 93 105 9588 –21266 pg(14,20,5)?
    560 370 360 20266 –10588  
? 855 336 150 120 36114 –6740  
    518 301 333 5740 –37114 pg(14,36,9)?
? 856 95 6 11 7535 –12320  
    760 675 672 11320 –8535  
? 856 120 21 16 13320 –8535 pg(15,7,2)?
    735 630 637 7535 –14320  
? 856 209 72 44 33107 –5748  
    646 480 510 4748 –34107  
+ 857 428 213 214 14.137428 –15.137428 Paley(857); 2-graph\*
! 861 80 40 4 3841 –2819 Triangular graph T(42)
    780 703 741 1819 –3941 pg(20,38,19)?
? 861 140 31 21 17245 –7615 pg(20,6,3)?
    720 600 612 6615 –18245  
? 861 280 105 84 28164 –7696  
    580 383 406 6696 –29164 pg(20,28,14)?
? 861 300 103 105 13450 –15410 pg(20,14,7)?
    560 364 364 14410 –14450  
? 861 380 163 171 11532 –19328 pg(20,18,9)?
    480 270 264 18328 –12532  
- 861 430 214 215 14.171430 –15.171430 Conf
? 865 432 215 216 14.205432 –15.205432 2-graph\*?
? 867 416 190 208 8650 –26216 pg(16,25,8)?; 2-graph\*?
    450 241 225 25216 –9650 2-graph\*?
? 868 300 110 100 20279 –10588 S(2,10,280)?
    567 366 378 9588 –21279 pg(27,20,18)?
? 868 408 182 200 8651 –26216 2-graph?
    459 250 234 25216 –9651 2-graph?
? 868 425 216 200 25217 –9650 2-graph?
    442 216 234 8650 –26217 2-graph?
- 869 434 216 217 14.239434 –15.239434 Conf
? 870 165 36 30 15319 –9550  
    704 568 576 8550 –16319  
- 870 316 161 88 7629 –3840 Absolute bound
    553 324 399 2840 –7729 Absolute bound
? 871 60 5 4 8402 –7468  
    810 753 756 6468 –9402  
? 871 144 22 24 10468 –12402 pg(12,11,2)?
    726 605 605 11402 –11468  
? 871 348 137 140 13468 –16402  
    522 313 312 15402 –14468  
? 872 208 54 48 16327 –10544  
    663 502 510 9544 –17327  
? 873 436 217 218 14.273436 –15.273436 2-graph\*?
- 875 46 9 2 11230 –4644 μ=2 (Brouwer-Neumaier)
    828 783 792 3644 –12230  
? 875 114 13 15 9475 –11399  
    760 660 660 10399 –10475  
? 875 184 33 40 9552 –16322  
    690 545 540 15322 –10552  
? 875 190 45 40 15342 –10532  
    684 533 540 9532 –16342  
? 875 304 78 120 4798 –4676  
    570 385 345 4576 –5798  
? 875 322 105 126 7690 –28184  
    552 355 336 27184 –8690  
? 875 342 145 126 27190 –8684  
    532 315 336 7684 –28190 pg(19,27,12)?
? 875 432 210 216 12510 –18364 pg(24,17,12)?; 2-graph\*?
    442 225 221 17364 –13510 2-graph\*?
+ 876 105 38 9 3272 –3803 S(2,3,73)
    770 673 704 2803 –3372  
? 876 280 92 88 16365 –12510  
    595 402 408 11510 –17365  
? 876 420 198 204 12511 –18364 2-graph?
    455 238 234 17364 –13511 2-graph?
? 876 425 208 204 17365 –13510 2-graph?
    450 228 234 12510 –18365 2-graph?
+ 877 438 218 219 14.307438 –15.307438 Paley(877); 2-graph\*
? 880 270 66 90 6725 –30154 pg(9,29,3)?
    609 428 406 29154 –7725  
? 880 294 98 98 14429 –14450 pg(21,13,7)?
    585 388 390 13450 –15429  
+ 881 440 219 220 14.341440 –15.341440 Paley(881); 2-graph\*
- 885 180 3 45 3825 –4559 Krein2
    704 568 528 4459 –4825 Krein1
? 885 260 55 85 5767 –35117  
    624 448 420 34117 –6767  
- 885 442 220 221 14.374442 –15.374442 Conf
? 889 222 35 62 5762 –32126  
    666 505 480 31126 –6762  
? 889 288 112 84 34126 –6762  
    600 395 425 5762 –35126  
- 889 444 221 222 14.408444 –15.408444 Conf
+ 891 90 9 9 9440 –9450 GQ(10,8)
    800 718 720 8450 –10440  
? 891 290 109 87 29165 –7725  
    600 396 420 6725 –30165  
? 891 320 148 96 5654 –4836  
    570 345 399 3836 –5754 pg(10,56,7)?
? 891 390 189 156 39110 –6780  
    500 265 300 5780 –40110  
- 893 192 16 48 4798 –3694 Krein2
    700 555 525 3594 –5798 Krein1
- 893 446 222 223 14.442446 –15.442446 Conf
? 894 304 86 112 6744 –32149  
    589 396 372 31149 –7744  
? 896 180 36 36 12440 –12455 pg(15,11,3)?
    715 570 572 11455 –13440  
? 896 220 84 44 4470 –4825  
    675 498 540 3825 –4570 pg(15,44,12)?
? 896 385 180 154 33147 –7748  
    510 278 306 6748 –34147 pg(15,33,9)?
? 897 126 15 18 9506 –12390  
    770 661 660 11390 –10506  
- 897 448 223 224 14.475448 –15.475448 Conf
+ 899 448 222 224 14464 –16434 pg(28,15,14)?; 2-graph\*
    450 225 225 15434 –15464 S(2,15,435)?; 2-graph\*
! 900 58 28 2 2858 –2841 302
    841 784 812 1841 –2958 OA(30,29)?
+ 900 87 30 6 2787 –3812 OA(30,3)
    812 730 756 2812 –2887 OA(30,28)?
+ 900 116 34 12 26116 –4783 OA(30,4)
    783 678 702 3783 –27116 OA(30,27)?
+ 900 145 40 20 25145 –5754 OA(30,5)
    754 628 650 4754 –26145 OA(30,26)?
? 900 155 10 30 5744 –25155  
    744 618 600 24155 –6744  
+ 900 174 48 30 24174 –6725 OA(30,6)
    725 580 600 5725 –25174 OA(30,25)?
? 900 186 24 42 6713 –24186  
    713 568 552 23186 –7713  
? 900 203 34 49 7675 –22224  
    696 541 528 21224 –8675  
? 900 203 58 42 23203 –7696 OA(30,7)?
    696 534 552 6696 –24203 OA(30,24)?
? 900 217 40 56 7682 –23217  
    682 520 506 22217 –8682  
? 900 232 70 56 22232 –8667 OA(30,8)?
    667 490 506 7667 –23232 OA(30,23)?
? 900 248 58 72 8651 –22248  
    651 474 462 21248 –9651  
? 900 248 79 64 23224 –8675 S(2,8,225)?
    651 466 483 7675 –24224  
? 900 261 84 72 21261 –9638 OA(30,9)?
    638 448 462 8638 –22261 OA(30,22)?
? 900 279 78 90 9620 –21279  
    620 430 420 20279 –10620  
- 900 290 37 120 2875 –8524 Krein2; Absolute bound
    609 438 357 8424 –3875 Krein1; Absolute bound
? 900 290 100 90 20290 –10609 OA(30,10)?
    609 408 420 9609 –21290 OA(30,21)?
? 900 310 100 110 10589 –20310  
    589 388 380 19310 –11589  
? 900 319 118 110 19319 –11580 OA(30,11)?
    580 370 380 10580 –20319 OA(30,20)?
- 900 341 34 187 1891 –1548 Krein2; Absolute bound
    558 403 252 1538 –2891 Krein1; Absolute bound
? 900 341 124 132 11558 –19341  
    558 348 342 18341 –12558  
? 900 348 138 132 18348 –12551 OA(30,12)?
    551 334 342 11551 –19348 OA(30,19)?
? 900 372 150 156 12527 –18372  
    527 310 306 17372 –13527  
? 900 377 160 156 17377 –13522 OA(30,13)?
    522 300 306 12522 –18377 OA(30,18)?
? 900 403 178 182 13496 –17403  
    496 274 272 16403 –14496  
? 900 406 184 182 16406 –14493 OA(30,14)?
    493 268 272 13493 –17406 OA(30,17)?
- 900 434 163 252 2875 –9124 Absolute bound
    465 282 195 9024 –3875 Absolute bound
? 900 434 208 210 14465 –16434 RSHCD?; 2-graph?
    465 240 240 15434 –15465 2-graph?
+ 900 435 210 210 15435 –15464 OA(30,15)?; RSHCD+; 2-graph
    464 238 240 14464 –16435 OA(30,16)?; 2-graph

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