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  v k λ μ rf sgcomments
+ 1153 576 287 288 16.478576 –17.478576 Paley(1153); 2-graph\*
? 1155 576 286 288 16594 –18560 pg(32,17,16)?; 2-graph\*?
    578 289 289 17560 –17594 S(2,17,561)?; 2-graph\*?
? 1156 63 10 3 12336 –5819  
    1092 1031 1040 4819 –13336  
! 1156 66 32 2 3266 –21089 342
    1089 1024 1056 11089 –3366 OA(34,33)?
? 1156 75 2 5 7675 –10480  
    1080 1009 1008 9480 –8675  
? 1156 77 6 5 9539 –8616  
    1078 1005 1008 7616 –10539  
+ 1156 99 34 6 3199 –31056 OA(34,3)
    1056 962 992 21056 –3299 OA(34,32)?
+ 1156 132 38 12 30132 –41023 OA(34,4)
    1023 902 930 31023 –31132 OA(34,31)?
+ 1156 165 44 20 29165 –5990 OA(34,5)
    990 844 870 4990 –30165 OA(34,30)?
? 1156 175 6 30 5980 –29175  
    980 834 812 28175 –6980  
+ 1156 198 52 30 28198 –6957 OA(34,6)
    957 788 812 5957 –29198 OA(34,29)?
? 1156 210 20 42 6945 –28210  
    945 776 756 27210 –7945  
? 1156 231 62 42 27231 –7924 OA(34,7)?
    924 734 756 6924 –28231 OA(34,28)?
? 1156 245 36 56 7910 –27245  
    910 720 702 26245 –8910  
? 1156 264 47 64 8867 –25288  
    891 690 675 24288 –9867  
? 1156 264 74 56 26264 –8891 OA(34,8)?
    891 682 702 7891 –27264 OA(34,27)?
- 1156 275 18 80 31100 –6555 Krein2
    880 684 624 6455 –41100 Krein1
? 1156 280 54 72 8875 –26280  
    875 666 650 25280 –9875  
? 1156 297 88 72 25297 –9858 OA(34,9)?
    858 632 650 8858 –26297 OA(34,26)?
? 1156 315 74 90 9840 –25315  
    840 614 600 24315 –10840  
? 1156 315 98 81 26288 –9867 S(2,9,289)?
    840 605 624 8867 –27288  
? 1156 330 104 90 24330 –10825 OA(34,10)?
    825 584 600 9825 –25330 OA(34,25)?
? 1156 336 140 80 6463 –41092  
    819 562 624 31092 –6563  
? 1156 345 74 115 51035 –46120  
    810 579 540 45120 –61035  
? 1156 350 96 110 10805 –24350  
    805 564 552 23350 –11805  
? 1156 363 122 110 23363 –11792 OA(34,11)?
    792 538 552 10792 –24363 OA(34,24)?
? 1156 385 120 132 11770 –23385  
    770 516 506 22385 –12770  
? 1156 396 142 132 22396 –12759 OA(34,12)?
    759 494 506 11759 –23396 OA(34,23)?
- 1156 405 204 108 9930 –31125 Absolute bound
    750 452 550 21125 –10030 Absolute bound
? 1156 420 146 156 12735 –22420  
    735 470 462 21420 –13735  
? 1156 429 164 156 21429 –13726 OA(34,13)?
    726 452 462 12726 –22429 OA(34,22)?
- 1156 440 270 104 16811 –21144 Absolute bound
    715 378 546 11144 –16911 Absolute bound
? 1156 455 174 182 13700 –21455  
    700 426 420 20455 –14700  
? 1156 462 188 182 20462 –14693 OA(34,14)?
    693 412 420 13693 –21462 OA(34,21)?
? 1156 480 164 224 41080 –6475  
    675 418 360 6375 –51080  
? 1156 490 204 210 14665 –20490  
    665 384 380 19490 –15665  
? 1156 495 214 210 19495 –15660 OA(34,15)?
    660 374 380 14660 –20495 OA(34,20)?
? 1156 525 236 240 15630 –19525  
    630 344 342 18525 –16630  
? 1156 528 242 240 18528 –16627 OA(34,16)?
    627 338 342 15627 –19528 OA(34,19)?
? 1156 539 282 224 6377 –51078  
    616 300 360 41078 –6477  
? 1156 540 293 216 8148 –41107  
    615 290 369 31107 –8248  
- 1156 546 197 312 21131 –11724 Krein2; Absolute bound
    609 374 261 11624 –31131 Krein1; Absolute bound
? 1156 560 270 272 16595 –18560 RSHCD–?; 2-graph?
    595 306 306 17560 –17595 2-graph?
? 1156 561 272 272 17561 –17594 OA(34,17)?; RSHCD+?; 2-graph?
    594 304 306 16594 –18561 OA(34,18)?; 2-graph?
? 1156 567 258 297 61008 –45147  
    588 317 280 44147 –71008  
? 1157 578 288 289 16.507578 –17.507578 2-graph\*?
? 1160 304 78 80 14608 –16551 pg(19,15,5)?
    855 630 630 15551 –15608  
? 1160 532 234 252 10840 –28319 pg(19,27,9)?
    627 346 330 27319 –11840  
- 1161 40 11 1 13215 –3945 mu=1
    1120 1080 1092 2945 –14215  
? 1161 136 7 17 7816 –17344  
    1024 904 896 16344 –8816  
? 1161 360 99 117 9860 –27300  
    800 556 540 26300 –10860  
? 1161 380 145 114 38172 –7988  
    780 513 546 6988 –39172  
- 1161 580 289 290 16.537580 –17.537580 Conf
- 1162 336 60 112 41078 –5683 Krein2
    825 600 550 5583 –51078 Krein1
? 1165 582 290 291 16.566582 –17.566582 2-graph\*?
? 1166 220 30 44 8847 –22318 pg(10,21,2)?
    945 768 756 21318 –9847  
- 1169 584 291 292 16.595584 –17.595584 Conf
? 1170 322 79 92 10805 –23364 pg(14,22,4)?
    847 616 605 22364 –11805  
? 1170 350 115 100 25324 –10845 S(2,10,325)?
    819 568 585 9845 –26324  
? 1170 385 160 110 5591 –51078  
    784 508 560 41078 –5691 pg(14,55,10)?
? 1170 476 178 204 8935 –34234 pg(14,33,6)?
    693 420 396 33234 –9935  
- 1173 586 292 293 16.625586 –17.625586 Conf
? 1176 50 4 2 8500 –6675  
    1125 1076 1080 5675 –9500  
! 1176 94 47 4 4548 –21127 Triangular graph T(49)
    1081 990 1035 11127 –4648  
? 1176 175 14 28 7875 –21300  
    1000 852 840 20300 –8875  
? 1176 188 40 28 20329 –8846  
    987 826 840 7846 –21329  
? 1176 235 42 48 11705 –17470  
    940 752 748 16470 –12705  
- 1176 235 98 34 6747 –31128 Absolute bound
    940 738 804 21128 –6847 Absolute bound
? 1176 240 52 48 16495 –12680 pg(20,11,4)?
    935 742 748 11680 –17495  
? 1176 275 58 66 11735 –19440  
    900 690 684 18440 –12735  
+ 1176 300 54 84 61000 –36175 NO–(5,7)
    875 658 630 35175 –71000  
? 1176 329 112 84 35188 –7987  
    846 600 630 6987 –36188  
? 1176 400 120 144 8930 –32245  
    775 518 496 31245 –9930  
- 1176 423 102 180 31128 –8147 Krein2; Absolute bound
    752 508 432 8047 –41128 Krein1; Absolute bound
? 1176 460 173 184 12759 –23416 pg(20,22,8)?
    715 438 429 22416 –13759  
? 1176 470 172 198 8940 –34235  
    705 432 408 33235 –9940  
? 1176 470 193 184 22423 –13752  
    705 418 429 12752 –23423  
? 1176 495 222 198 33240 –9935  
    680 382 408 8935 –34240 pg(20,33,12)?
? 1176 500 256 180 8050 –41125  
    675 354 432 31125 –8150  
? 1176 525 238 231 21455 –14720  
    650 355 364 13720 –22455  
? 1176 550 224 286 41100 –6675  
    625 360 300 6575 –51100  
? 1177 204 41 34 17428 –10748  
    972 801 810 9748 –18428  
? 1177 224 36 44 10748 –18428  
    952 771 765 17428 –11748  
- 1177 588 293 294 16.654588 –17.654588 Conf
? 1178 99 0 9 6836 –15341  
    1078 987 980 14341 –7836  
+ 1181 590 294 295 16.683590 –17.683590 Paley(1181); 2-graph\*
? 1183 192 26 32 10720 –16462 pg(12,15,2)?
    990 829 825 15462 –11720  
- 1183 270 117 45 7542 –31140 Absolute bound
    912 686 760 21140 –7642 Absolute bound
? 1183 372 101 124 8930 –31252 pg(12,30,4)?
    810 561 540 30252 –9930  
? 1183 450 205 150 6084 –51098  
    732 431 488 41098 –6184 pg(12,60,8)?
? 1183 552 236 276 61035 –46147 pg(12,45,6)?; 2-graph\*?
    630 353 315 45147 –71035 2-graph\*?
? 1184 154 6 22 6924 –22259  
    1029 896 882 21259 –7924  
? 1184 546 230 270 61036 –46147 2-graph?
    637 360 322 45147 –71036 2-graph?
? 1184 585 308 270 45148 –71035 2-graph?
    598 282 322 61035 –46148 2-graph?
- 1185 592 295 296 16.712592 –17.712592 Conf
- 1189 36 3 1 7492 –5696 mu=1
    1152 1116 1120 4696 –8492  
? 1189 132 11 15 9696 –13492  
    1056 938 936 12492 –10696  
? 1189 216 35 40 11696 –16492  
    972 795 792 15492 –12696  
? 1189 396 135 130 19492 –14696  
    792 525 532 13696 –20492  
? 1189 588 287 294 14696 –21492 pg(28,20,14)?; 2-graph\*?
    600 305 300 20492 –15696 2-graph\*?
? 1189 594 296 297 16.741594 –17.741594 2-graph\*?
+ 1190 123 44 9 3884 –31105 S(2,3,85)
    1066 951 988 21105 –3984  
? 1190 145 0 20 5986 –25203  
    1044 918 900 24203 –6986  
? 1190 492 202 204 16615 –18574  
    697 408 408 17574 –17615  
? 1190 493 204 204 17580 –17609  
    696 406 408 16609 –18580  
? 1190 574 273 280 14697 –21492 2-graph?
    615 320 315 20492 –15697 2-graph?
? 1190 580 285 280 20493 –15696 2-graph?
    609 308 315 14696 –21493 pg(29,20,15)?; 2-graph?
? 1191 374 109 121 11794 –23396  
    816 562 552 22396 –12794  
? 1191 420 155 144 23396 –12794 S(2,12,397)?
    770 493 506 11794 –24396  
+ 1193 596 297 298 16.770596 –17.770596 Paley(1193); 2-graph\*
? 1196 250 60 50 20390 –10805 pg(25,9,5)?
    945 744 756 9805 –21390  
? 1197 156 15 21 9741 –15455  
    1040 904 900 14455 –10741  
- 1197 276 15 78 31140 –6656 Krein2
    920 721 660 6556 –41140 Krein1
? 1197 300 75 75 15588 –15608 pg(20,14,5)?
    896 670 672 14608 –16588  
? 1197 364 91 119 7988 –35208  
    832 586 560 34208 –8988  
? 1197 368 124 108 26322 –10874  
    828 567 585 9874 –27322  
? 1197 390 141 120 30266 –9930  
    806 535 558 8930 –31266  
? 1197 416 190 120 7456 –41140  
    780 483 555 31140 –7556  
? 1197 460 139 200 41120 –6576  
    736 475 416 6476 –51120  
? 1197 546 245 252 14702 –21494 pg(26,20,12)?
    650 355 350 20494 –15702  
? 1197 598 289 308 10874 –29322  
    598 307 290 28322 –11874  
- 1197 598 298 299 16.799598 –17.799598 Conf
? 1199 550 225 275 51089 –55109 pg(10,54,5)?; 2-graph\*?
    648 372 324 54109 –61089 2-graph\*?
? 1200 109 8 10 9654 –11545  
    1090 990 990 10545 –10654  
? 1200 110 10 10 10594 –10605  
    1089 988 990 9605 –11594  
? 1200 198 15 36 6975 –27224  
    1001 838 819 26224 –7975  
? 1200 218 28 42 8872 –22327  
    981 804 792 21327 –9872  
? 1200 231 54 42 21352 –9847  
    968 778 792 8847 –22352  
? 1200 308 64 84 8924 –28275 pg(11,27,3)?
    891 666 648 27275 –9924  
? 1200 327 70 96 7981 –33218  
    872 640 616 32218 –8981  
? 1200 352 120 96 32231 –8968  
    847 590 616 7968 –33231  
? 1200 407 118 148 7999 –37200 pg(11,36,4)?
    792 532 504 36200 –8999  
? 1200 539 238 245 14704 –21495  
    660 365 360 20495 –15704  
? 1200 545 220 270 51090 –55109 2-graph?
    654 378 330 54109 –61090 2-graph?
? 1200 594 318 270 54110 –61089 2-graph?
    605 280 330 51089 –55110 pg(11,54,6)?; 2-graph?

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