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  v k λ μ rf sgcomments
? 952 351 150 117 39119 –6832  
    600 365 400 5832 –40119 pg(15,39,10)?
+ 953 476 237 238 14.935476 –15.935476 Paley(953); 2-graph\*
+ 957 256 80 64 24231 –8725 S(2,8,232)
    700 507 525 7725 –25231 pg(28,24,21)
- 957 478 238 239 14.968478 –15.968478 Conf
? 960 126 6 18 6714 –18245  
    833 724 714 17245 –7714  
? 960 137 28 18 17274 –7685  
    822 702 714 6685 –18274  
? 960 154 38 22 22200 –6759  
    805 672 690 5759 –23200  
? 960 245 40 70 5833 –35126 pg(7,34,2)?
    714 538 510 34126 –6833  
? 960 273 76 78 13504 –15455  
    686 490 490 14455 –14504  
? 960 274 98 70 34137 –6822  
    685 480 510 5822 –35137  
? 960 364 108 156 4884 –5275 pg(7,51,3)?
    595 386 340 5175 –5884  
? 960 392 148 168 8735 –28224 pg(14,27,6)?
    567 342 324 27224 –9735  
! 961 60 29 2 2960 –2900 312
    900 841 870 1900 –3060 OA(31,30)
+ 961 90 31 6 2890 –3870 OA(31,3)
    870 785 812 2870 –2990 OA(31,29)
+ 961 120 35 12 27120 –4840 OA(31,4)
    840 731 756 3840 –28120 OA(31,28)
+ 961 150 41 20 26150 –5810 OA(31,5)
    810 679 702 4810 –27150 OA(31,27)
? 961 160 9 30 5800 –26160  
    800 669 650 25160 –6800  
+ 961 180 49 30 25180 –6780 OA(31,6)
    780 629 650 5780 –26180 OA(31,26)
? 961 192 23 42 6768 –25192  
    768 617 600 24192 –7768  
+ 961 210 59 42 24210 –7750 OA(31,7)
    750 581 600 6750 –25210 OA(31,25)
? 961 224 39 56 7736 –24224  
    736 567 552 23224 –8736  
+ 961 240 71 56 23240 –8720 OA(31,8)
    720 535 552 7720 –24240 OA(31,24)
? 961 256 57 72 8704 –23256  
    704 519 506 22256 –9704  
+ 961 270 85 72 22270 –9690 OA(31,9)
    690 491 506 8690 –23270 OA(31,23)
? 961 288 77 90 9672 –22288  
    672 473 462 21288 –10672  
+ 961 300 101 90 21300 –10660 OA(31,10)
    660 449 462 9660 –22300 OA(31,22)
- 961 312 41 130 2936 –9124 Krein2; Absolute bound
    648 465 378 9024 –3936 Krein1; Absolute bound
? 961 320 99 110 10640 –21320  
    640 429 420 20320 –11640  
+ 961 330 119 110 20330 –11630 OA(31,11)
    630 409 420 10630 –21330 OA(31,21)
? 961 352 123 132 11608 –20352  
    608 387 380 19352 –12608  
+ 961 360 139 132 19360 –12600 OA(31,12)
    600 371 380 11600 –20360 OA(31,20)
? 961 384 149 156 12576 –19384  
    576 347 342 18384 –13576  
+ 961 390 161 156 18390 –13570 OA(31,13)
    570 335 342 12570 –19390 OA(31,19)
? 961 416 177 182 13544 –18416  
    544 309 306 17416 –14544  
+ 961 420 185 182 17420 –14540 OA(31,14)
    540 301 306 13540 –18420 OA(31,18)
? 961 448 207 210 14512 –17448  
    512 273 272 16448 –15512  
+ 961 450 211 210 16450 –15510 OA(31,15); Pasechnik(31)
    510 269 272 14510 –17450 OA(31,17)
+ 961 480 239 240 15480 –16480 Paley(961); OA(31,16); 2-graph\*
+ 962 465 224 225 15481 –16480 switch OA(31,16)+*; switch skewhad2+*; 2-graph
    496 255 256 15480 –16481 S(2,16,481)?; 2-graph
? 965 482 240 241 15.032482 –16.032482 2-graph\*?
? 966 405 180 162 27230 –9735  
    560 316 336 8735 –28230 pg(20,27,12)?
? 969 176 13 36 5816 –28152  
    792 651 630 27152 –6816  
+ 969 198 57 36 27170 –6798 S(2,6,171)
    770 607 630 5798 –28170  
? 969 392 175 147 35152 –7816  
    576 330 360 6816 –36152 pg(16,35,10)?
- 969 484 241 242 15.064484 –16.064484 Conf
? 970 380 162 140 30194 –8775  
    589 348 372 7775 –31194  
? 973 272 96 68 34139 –6833  
    700 495 525 5833 –35139  
- 973 486 242 243 15.096486 –16.096486 Conf
+ 975 462 205 231 7792 –33182 pg(14,32,7)?; 2-graph\*
    512 280 256 32182 –8792 2-graph\*
? 976 117 28 12 21183 –5792  
    858 752 770 4792 –22183  
- 976 195 2 48 3915 –4960 Krein2
    780 632 588 4860 –4915 Krein1
? 976 273 92 70 29182 –7793  
    702 498 522 6793 –30182  
? 976 300 128 76 5660 –4915  
    675 450 504 3915 –5760  
? 976 455 198 224 7793 –33182 2-graph?
    520 288 264 32182 –8793 2-graph?
+ 976 480 248 224 32183 –8792 Wallis (AR(2,4)+S(2,5,61)); 2-graph
    495 238 264 7792 –33183 Goethals-Seidel(5,15); pg(15,32,8)?; 2-graph
+ 977 488 243 244 15.128488 –16.128488 Paley(977); 2-graph\*
? 980 88 6 8 8539 –10440  
    891 810 810 9440 –9539  
? 980 99 18 9 15275 –6704  
    880 789 800 5704 –16275  
? 980 178 60 26 3889 –4890  
    801 648 684 3890 –3989  
? 980 264 68 72 12550 –16429  
    715 522 520 15429 –13550  
? 980 267 74 72 15445 –13534  
    712 516 520 12534 –16445  
- 980 297 48 108 3930 –6349 Krein2
    682 492 434 6249 –4930 Krein1
? 980 385 168 140 35154 –7825  
    594 348 378 6825 –36154  
- 980 418 264 114 15210 –2969 Absolute bound
    561 256 408 1969 –15310 Absolute bound
? 980 429 178 195 9715 –26264  
    550 315 300 25264 –10715  
? 980 445 210 195 25267 –10712  
    534 283 300 9712 –26267  
+ 981 140 43 16 31108 –4872 S(2,4,109)
    840 715 744 3872 –32108  
? 981 340 115 119 13544 –17436  
    640 418 416 16436 –14544  
? 981 392 133 172 5872 –44108  
    588 367 330 43108 –6872  
? 981 480 254 216 44108 –6872  
    500 235 275 5872 –45108  
? 981 490 244 245 15.160490 –16.160490 2-graph\*?
? 985 492 245 246 15.192492 –16.192492 2-graph\*?
? 986 180 18 36 6782 –24203  
    805 660 644 23203 –7782  
+ 987 170 49 25 29140 –5846 S(2,5,141)
    816 670 696 4846 –30140  
? 988 140 18 20 10532 –12455  
    847 726 726 11455 –11532  
? 989 484 231 242 11644 –22344 pg(22,21,11)?; 2-graph\*?
    504 261 252 21344 –12644 2-graph\*?
- 989 494 246 247 15.224494 –16.224494 Conf
! 990 86 43 4 4144 –2945 Triangular graph T(45)
    903 820 861 1945 –4244  
? 990 344 118 120 14516 –16473  
    645 420 420 15473 –15516  
? 990 345 120 120 15483 –15506  
    644 418 420 14506 –16483  
? 990 368 124 144 8759 –28230  
    621 396 378 27230 –9759  
? 990 473 220 231 11645 –22344 2-graph?
    516 273 264 21344 –12645 2-graph?
? 990 483 240 231 21345 –12644 2-graph?
    506 253 264 11644 –22345 2-graph?
? 993 310 89 100 10662 –21330  
    682 471 462 20330 –11662  
? 993 352 131 121 21330 –11662 S(2,11,331)?
    640 408 420 10662 –22330  
- 993 496 247 248 15.256496 –16.256496 Conf
+ 997 498 248 249 15.288498 –16.288498 Paley(997); 2-graph\*
? 999 448 172 224 4924 –5674 pg(8,55,4)?; 2-graph\*?
    550 325 275 5574 –5924 2-graph\*?
? 1000 108 8 12 8594 –12405  
    891 794 792 11405 –9594  
? 1000 111 14 12 11444 –9555  
    888 788 792 8555 –12444  
? 1000 117 18 13 13375 –8624  
    882 777 784 7624 –14375  
? 1000 185 30 35 10592 –15407  
    814 663 660 14407 –11592  
? 1000 189 38 35 14432 –11567  
    810 655 660 10567 –15432  
- 1000 198 108 22 8820 –2979 Absolute bound
    801 624 712 1979 –8920 Absolute bound
? 1000 207 30 46 7759 –23240 pg(9,22,2)?
    792 630 616 22240 –8759  
? 1000 222 60 46 22259 –8740  
    777 600 616 7740 –23259  
- 1000 243 18 72 3945 –5754 Krein2
    756 584 532 5654 –4945 Krein1
? 1000 270 80 70 20324 –10675  
    729 528 540 9675 –21324  
? 1000 333 108 112 13555 –17444  
    666 444 442 16444 –14555  
? 1000 336 114 112 16455 –14544 pg(24,13,8)?
    663 438 442 13544 –17455  
? 1000 405 140 180 5891 –45108 pg(9,44,4)?
    594 368 330 44108 –6891  
? 1000 407 150 176 7814 –33185  
    592 360 336 32185 –8814  
? 1000 432 200 176 32189 –8810  
    567 310 336 7810 –33189  
? 1000 444 168 220 4925 –5674 2-graph?
    555 330 280 5574 –5925 2-graph?
? 1000 444 218 180 44111 –6888  
    555 290 330 5888 –45111  
? 1000 486 219 252 6855 –39144  
    513 278 247 38144 –7855  
? 1000 495 270 220 5575 –5924 2-graph?
    504 228 280 4924 –5675 pg(9,55,5)?; 2-graph?

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