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  v k λ μ rf sgcomments
? 1053 240 36 60 6870 –30182 pg(8,29,2)?
    812 631 609 29182 –7870  
? 1053 252 51 63 9728 –21324 pg(12,20,3)?
    800 610 600 20324 –10728  
? 1053 526 262 263 15.725526 –16.725526 2-graph\*?
? 1054 363 132 121 22340 –11713 S(2,11,341)?
    690 447 460 10713 –23340 pg(30,22,20)?
? 1054 441 168 196 7867 –35186  
    612 366 340 34186 –8867  
? 1055 186 17 36 6844 –25210  
    868 717 700 24210 –7844  
? 1055 238 69 49 27210 –7844 S(2,7,211)?
    816 626 648 6844 –28210  
- 1056 180 4 36 4945 –36110 Krein2
    875 730 700 35110 –5945 Krein1
? 1056 210 40 42 12560 –14495 pg(15,13,3)?
    845 676 676 13495 –13560  
? 1056 405 144 162 9780 –27275 pg(15,26,6)?
    650 406 390 26275 –10780  
- 1057 528 263 264 15.756528 –16.756528 Conf
? 1058 147 16 21 9637 –14420  
    910 783 780 13420 –10637  
? 1058 151 24 21 13453 –10604  
    906 775 780 9604 –14453  
? 1058 364 165 104 6556 –41001  
    693 432 495 31001 –6656  
? 1058 420 146 180 6910 –40147  
    637 396 364 39147 –7910  
? 1058 453 212 180 39151 –7906  
    604 330 364 6906 –40151  
? 1060 324 78 108 6900 –36159 pg(9,35,3)?
    735 518 490 35159 –7900  
+ 1061 530 264 265 15.786530 –16.786530 Paley(1061); 2-graph\*
? 1065 266 103 54 5370 –4994  
    798 585 636 3994 –5470  
? 1065 364 113 130 9780 –26284 pg(14,25,5)?
    700 465 450 25284 –10780  
? 1065 416 172 156 26284 –10780  
    648 387 405 9780 –27284  
- 1065 532 265 266 15.817532 –16.817532 Conf
+ 1066 336 92 112 8819 –28246 O–(8,3) polar graph; pg(12,27,4)?
    729 504 486 27246 –9819  
? 1067 208 42 40 14484 –12582  
    858 689 693 11582 –15484  
? 1068 275 58 75 8800 –25267 pg(11,24,3)?
    792 591 576 24267 –9800  
+ 1069 534 266 267 15.848534 –16.848534 Paley(1069); 2-graph\*
? 1071 110 13 11 11476 –9594  
    960 860 864 8594 –12476  
? 1071 320 94 96 14560 –16510 pg(20,15,6)?
    750 525 525 15510 –15560  
? 1071 350 133 105 35170 –7900  
    720 474 504 6900 –36170 pg(20,35,14)?
? 1072 252 56 60 12603 –16468  
    819 626 624 15468 –13603  
? 1072 261 80 58 29201 –7870  
    810 606 630 6870 –30201  
? 1072 345 102 115 10736 –23335 pg(15,22,5)?
    726 495 484 22335 –11736  
? 1072 391 150 138 23335 –11736  
    680 426 440 10736 –24335  
? 1073 64 0 4 6666 –10406  
    1008 947 945 9406 –7666  
? 1073 536 267 268 15.878536 –16.878536 2-graph\*?
? 1075 192 44 32 20300 –8774 pg(24,7,4)?
    882 721 735 7774 –21300  
? 1075 210 65 35 35129 –5945  
    864 688 720 4945 –36129 pg(24,35,20)?
- 1077 538 268 269 15.909538 –16.909538 Conf
? 1078 375 140 125 25297 –10780  
    702 451 468 9780 –26297 pg(27,25,18)?
? 1079 238 57 51 17415 –11663  
    840 652 660 10663 –18415  
? 1080 78 0 6 6715 –12364  
    1001 928 924 11364 –7715  
? 1080 83 10 6 11415 –7664  
    996 918 924 6664 –12415  
+ 1080 117 42 9 3680 –3999 S(2,3,81); Lines in AG(4,3) (rk 4)
    962 853 888 2999 –3780 pg(26,36,24)?
? 1080 221 22 51 5935 –34144  
    858 687 660 33144 –6935  
? 1080 249 48 60 9747 –21332  
    830 640 630 20332 –10747  
? 1080 260 70 60 20351 –10728 pg(26,9,6)?
    819 618 630 9728 –21351  
? 1080 332 88 108 8830 –28249  
    747 522 504 27249 –9830  
+ 1080 351 126 108 27260 –9819 NO+(8,3); Wallis (AR(3,3)+S(2,4,40))
    728 484 504 8819 –28260 pg(26,27,18) - Mathon
? 1080 364 88 140 41001 –5678 q222=0
    715 490 440 5578 –51001 q111=0
? 1080 415 190 140 5583 –5996  
    664 388 440 4996 –5683  
? 1080 442 196 170 34195 –8884  
    637 364 392 7884 –35195  
! 1081 90 45 4 4346 –21034 Triangular graph T(47)
    990 903 946 11034 –4446  
- 1081 440 135 209 31034 –7746 Krein2
    640 408 336 7646 –41034 Krein1
? 1081 486 177 252 31034 –7846  
    594 359 286 7746 –41034  
- 1081 540 269 270 15.939540 –16.939540 Conf
? 1083 522 241 261 9812 –29270 pg(18,28,9)?; 2-graph\*?
    560 298 280 28270 –10812 2-graph\*?
? 1084 513 232 252 9813 –29270 2-graph?
    570 308 290 28270 –10813 2-graph?
? 1084 532 270 252 28271 –10812 2-graph?
    551 270 290 9812 –29271 2-graph?
? 1085 256 48 64 8805 –24279  
    828 635 621 23279 –9805  
- 1085 542 270 271 15.970542 –16.970542 Conf
? 1086 155 4 25 5905 –26180  
    930 799 780 25180 –6905  
+ 1086 210 59 36 29180 –6905 S(2,6,181)
    875 700 725 5905 –30180  
! 1089 64 31 2 3164 –21024 332
    1024 961 992 11024 –3264 OA(33,32)?
+ 1089 96 33 6 3096 –3992 OA(33,3)
    992 901 930 2992 –3196 OA(33,31)?
+ 1089 128 37 12 29128 –4960 OA(33,4)
    960 843 870 3960 –30128 OA(33,30)?
+ 1089 160 43 20 28160 –5928 OA(33,5)
    928 787 812 4928 –29160 OA(33,29)?
? 1089 170 7 30 5918 –28170  
    918 777 756 27170 –6918  
+ 1089 192 51 30 27192 –6896 OA(33,6)
    896 733 756 5896 –28192 OA(33,28)?
? 1089 204 21 42 6884 –27204  
    884 721 702 26204 –7884  
+ 1089 224 61 42 26224 –7864 OA(33,7)
    864 681 702 6864 –27224 OA(33,27)?
? 1089 238 37 56 7850 –26238  
    850 667 650 25238 –8850  
? 1089 256 73 56 25256 –8832 OA(33,8)?
    832 631 650 7832 –26256 OA(33,26)?
? 1089 272 55 72 8816 –25272  
    816 615 600 24272 –9816  
? 1089 288 87 72 24288 –9800 OA(33,9)?
    800 583 600 8800 –25288 OA(33,25)?
? 1089 306 75 90 9782 –24306  
    782 565 552 23306 –10782  
? 1089 320 67 105 5968 –43120  
    768 552 516 42120 –6968  
? 1089 320 103 90 23320 –10768 OA(33,10)?
    768 537 552 9768 –24320 OA(33,24)?
? 1089 340 97 110 10748 –23340  
    748 517 506 22340 –11748  
? 1089 352 121 110 22352 –11736 OA(33,11)?
    736 493 506 10736 –23352 OA(33,23)?
? 1089 374 121 132 11714 –22374 pg(17,21,6)?
    714 471 462 21374 –12714  
? 1089 384 141 132 21384 –12704 OA(33,12)?
    704 451 462 11704 –22384 OA(33,22)?
- 1089 408 37 222 11080 –1868 Krein2; Absolute bound
    680 493 310 1858 –21080 Krein1; Absolute bound
? 1089 408 147 156 12680 –21408  
    680 427 420 20408 –13680  
? 1089 408 177 138 45120 –6968  
    680 409 450 5968 –46120  
? 1089 416 163 156 20416 –13672 OA(33,13)?
    672 411 420 12672 –21416 OA(33,21)?
? 1089 442 175 182 13646 –20442  
    646 385 380 19442 –14646  
? 1089 448 187 182 19448 –14640 OA(33,14)?
    640 373 380 13640 –20448 OA(33,20)?
? 1089 476 205 210 14612 –19476  
    612 345 342 18476 –15612  
? 1089 480 213 210 18480 –15608 OA(33,15)?
    608 337 342 14608 –19480 OA(33,19)?
? 1089 500 205 250 5980 –50108 pg(10,49,5)?; 2-graph\*?
    588 337 294 49108 –6980 2-graph\*?
? 1089 510 237 240 15578 –18510  
    578 307 306 17510 –16578  
? 1089 512 241 240 17512 –16576 OA(33,16)?
    576 303 306 15576 –18512 OA(33,18)?
? 1089 544 271 272 16544 –17544 OA(33,17)?; 2-graph\*?
? 1090 441 152 196 5980 –49109 pg(9,48,4)?
    648 402 360 48109 –6980  
? 1090 495 200 245 5981 –50108 2-graph?
    594 343 300 49108 –6981 2-graph?
? 1090 528 255 256 16545 –17544 2-graph?
    561 288 289 16544 –17545 S(2,17,545)?; 2-graph?
? 1090 539 288 245 49109 –6980 2-graph?
    550 255 300 5980 –50109 2-graph?
+ 1093 546 272 273 16.030546 –17.030546 Paley(1093); 2-graph\*
? 1096 285 68 76 11684 –19411  
    810 600 594 18411 –12684  
+ 1097 548 273 274 16.060548 –17.060548 Paley(1097); 2-graph\*
? 1100 315 90 90 15539 –15560 pg(21,14,6)?
    784 558 560 14560 –16539  
? 1100 343 126 98 35175 –7924  
    756 510 540 6924 –36175 pg(21,35,15)?
? 1100 448 168 192 8868 –32231  
    651 394 372 31231 –9868  
? 1100 483 218 207 23363 –12736  
    616 339 352 11736 –24363  

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