dom/benchmark/EPFL/sqrt.blif

49260 lines
789 KiB
Plaintext

.model top
.inputs a[0] a[1] a[2] a[3] a[4] a[5] a[6] a[7] a[8] a[9] a[10] a[11] a[12] \
a[13] a[14] a[15] a[16] a[17] a[18] a[19] a[20] a[21] a[22] a[23] a[24] \
a[25] a[26] a[27] a[28] a[29] a[30] a[31] a[32] a[33] a[34] a[35] a[36] \
a[37] a[38] a[39] a[40] a[41] a[42] a[43] a[44] a[45] a[46] a[47] a[48] \
a[49] a[50] a[51] a[52] a[53] a[54] a[55] a[56] a[57] a[58] a[59] a[60] \
a[61] a[62] a[63] a[64] a[65] a[66] a[67] a[68] a[69] a[70] a[71] a[72] \
a[73] a[74] a[75] a[76] a[77] a[78] a[79] a[80] a[81] a[82] a[83] a[84] \
a[85] a[86] a[87] a[88] a[89] a[90] a[91] a[92] a[93] a[94] a[95] a[96] \
a[97] a[98] a[99] a[100] a[101] a[102] a[103] a[104] a[105] a[106] a[107] \
a[108] a[109] a[110] a[111] a[112] a[113] a[114] a[115] a[116] a[117] \
a[118] a[119] a[120] a[121] a[122] a[123] a[124] a[125] a[126] a[127]
.outputs asqrt[0] asqrt[1] asqrt[2] asqrt[3] asqrt[4] asqrt[5] asqrt[6] \
asqrt[7] asqrt[8] asqrt[9] asqrt[10] asqrt[11] asqrt[12] asqrt[13] \
asqrt[14] asqrt[15] asqrt[16] asqrt[17] asqrt[18] asqrt[19] asqrt[20] \
asqrt[21] asqrt[22] asqrt[23] asqrt[24] asqrt[25] asqrt[26] asqrt[27] \
asqrt[28] asqrt[29] asqrt[30] asqrt[31] asqrt[32] asqrt[33] asqrt[34] \
asqrt[35] asqrt[36] asqrt[37] asqrt[38] asqrt[39] asqrt[40] asqrt[41] \
asqrt[42] asqrt[43] asqrt[44] asqrt[45] asqrt[46] asqrt[47] asqrt[48] \
asqrt[49] asqrt[50] asqrt[51] asqrt[52] asqrt[53] asqrt[54] asqrt[55] \
asqrt[56] asqrt[57] asqrt[58] asqrt[59] asqrt[60] asqrt[61] asqrt[62] \
asqrt[63]
.names a[126] a[127] asqrt[63]
00 0
.names a[126] a[127] n194
11 1
.names a[126] asqrt[63] n195
11 1
.names a[124] a[125] n196
00 1
.names n195 n196 n197
00 1
.names n194 n197 asqrt[62]
00 0
.names a[124] asqrt[62] n199
11 1
.names a[122] a[123] n200
00 1
.names a[124] n200 n201
01 1
.names n199 n201 n202
00 1
.names a[124] asqrt[62] n203
01 1
.names a[125] n203 n204
10 1
.names n196 asqrt[62] n205
11 1
.names n204 n205 n206
00 1
.names n202 n206 n207
01 1
.names asqrt[63] n207 n208
00 1
.names n202 n206 n209
10 1
.names a[126] n196 n210
11 1
.names a[126] n196 n211
00 1
.names a[127] n211 n212
10 1
.names n210 n212 n213
01 1
.names n209 n213 n214
00 1
.names n208 n214 asqrt[61]
01 0
.names a[122] asqrt[61] n216
11 1
.names a[120] a[121] n217
00 1
.names a[122] n217 n218
01 1
.names n216 n218 n219
00 1
.names asqrt[62] n219 n220
10 1
.names n194 n218 n221
00 1
.names n197 n221 n222
01 1
.names n216 n222 n223
01 1
.names n200 asqrt[61] n224
11 1
.names a[122] asqrt[61] n225
01 1
.names a[123] n225 n226
10 1
.names n224 n226 n227
00 1
.names n223 n227 n228
01 1
.names n220 n228 n229
00 1
.names asqrt[62] n213 n230
10 1
.names n209 n230 n231
01 1
.names n208 n231 n232
01 1
.names n224 n232 n233
00 1
.names a[124] n233 n234
10 1
.names a[124] n232 n235
00 1
.names n224 n235 n236
01 1
.names n234 n236 n237
00 1
.names n207 asqrt[61] n238
11 1
.names n209 n238 n239
00 1
.names n237 n239 n240
01 1
.names n229 n240 n241
01 1
.names asqrt[63] n241 n242
00 1
.names n229 n237 n243
11 1
.names n206 asqrt[61] n244
11 1
.names n202 n244 n245
10 1
.names asqrt[63] n207 n246
10 1
.names n245 n246 n247
01 1
.names n206 n213 n248
00 1
.names n209 n248 n249
01 1
.names n208 n249 n250
01 1
.names n247 n250 n251
00 1
.names n243 n251 n252
01 1
.names n242 n252 asqrt[60]
01 0
.names a[120] asqrt[60] n254
11 1
.names a[118] a[119] n255
00 1
.names a[120] n255 n256
01 1
.names n254 n256 n257
00 1
.names asqrt[61] n257 n258
10 1
.names a[120] asqrt[60] n259
01 1
.names a[121] n259 n260
10 1
.names n217 asqrt[60] n261
11 1
.names n260 n261 n262
00 1
.names n213 n256 n263
00 1
.names n209 n263 n264
01 1
.names n208 n264 n265
01 1
.names n254 n265 n266
01 1
.names n262 n266 n267
10 1
.names n258 n267 n268
00 1
.names asqrt[62] n268 n269
10 1
.names asqrt[62] n258 n270
00 1
.names n267 n270 n271
01 1
.names asqrt[61] n250 n272
10 1
.names n247 n272 n273
01 1
.names n243 n273 n274
01 1
.names n242 n274 n275
01 1
.names n261 n275 n276
00 1
.names a[122] n276 n277
10 1
.names a[122] n275 n278
00 1
.names n261 n278 n279
01 1
.names n277 n279 n280
00 1
.names n271 n280 n281
00 1
.names n269 n281 n282
00 1
.names n220 n223 n283
00 1
.names n227 n283 n284
01 1
.names asqrt[60] n284 n285
11 1
.names asqrt[60] n283 n286
11 1
.names n227 n286 n287
10 1
.names n285 n287 n288
00 1
.names n229 n237 n289
00 1
.names asqrt[60] n289 n290
11 1
.names n243 n290 n291
00 1
.names n288 n291 n292
01 1
.names n282 n292 n293
01 1
.names asqrt[63] n293 n294
00 1
.names n269 n288 n295
01 1
.names n281 n295 n296
01 1
.names n229 asqrt[60] n297
11 1
.names n237 n297 n298
00 1
.names asqrt[63] n243 n299
10 1
.names n298 n299 n300
01 1
.names n236 n250 n301
00 1
.names n234 n301 n302
01 1
.names n247 n302 n303
01 1
.names n243 n303 n304
01 1
.names n242 n304 n305
01 1
.names n300 n305 n306
00 1
.names n296 n306 n307
01 1
.names n294 n307 asqrt[59]
01 0
.names a[118] asqrt[59] n309
11 1
.names a[116] a[117] n310
00 1
.names a[118] n310 n311
01 1
.names n309 n311 n312
00 1
.names asqrt[60] n312 n313
10 1
.names n250 n311 n314
00 1
.names n247 n314 n315
01 1
.names n243 n315 n316
01 1
.names n242 n316 n317
01 1
.names n309 n317 n318
01 1
.names a[118] asqrt[59] n319
01 1
.names a[119] n319 n320
10 1
.names n255 asqrt[59] n321
11 1
.names n320 n321 n322
00 1
.names n318 n322 n323
01 1
.names n313 n323 n324
00 1
.names asqrt[61] n324 n325
10 1
.names asqrt[61] n313 n326
00 1
.names n323 n326 n327
01 1
.names asqrt[60] n305 n328
10 1
.names n300 n328 n329
01 1
.names n296 n329 n330
01 1
.names n294 n330 n331
01 1
.names n321 n331 n332
00 1
.names a[120] n332 n333
10 1
.names a[120] n331 n334
00 1
.names n321 n334 n335
01 1
.names n333 n335 n336
00 1
.names n327 n336 n337
00 1
.names n325 n337 n338
00 1
.names asqrt[62] n338 n339
10 1
.names asqrt[62] n325 n340
00 1
.names n337 n340 n341
01 1
.names n262 n266 n342
00 1
.names n258 n342 n343
01 1
.names asqrt[59] n343 n344
11 1
.names n258 n266 n345
00 1
.names asqrt[59] n345 n346
11 1
.names n262 n346 n347
10 1
.names n344 n347 n348
00 1
.names n341 n348 n349
00 1
.names n339 n349 n350
00 1
.names n271 n280 n351
01 1
.names n269 n351 n352
01 1
.names asqrt[59] n352 n353
11 1
.names n269 n271 n354
00 1
.names asqrt[59] n354 n355
11 1
.names n280 n355 n356
00 1
.names n353 n356 n357
00 1
.names n282 n288 n358
00 1
.names asqrt[59] n358 n359
11 1
.names n296 n359 n360
00 1
.names n357 n360 n361
01 1
.names n350 n361 n362
01 1
.names asqrt[63] n362 n363
00 1
.names n339 n357 n364
01 1
.names n349 n364 n365
01 1
.names n282 asqrt[59] n366
11 1
.names n288 n366 n367
00 1
.names asqrt[63] n296 n368
10 1
.names n367 n368 n369
01 1
.names n285 n305 n370
00 1
.names n287 n370 n371
01 1
.names n300 n371 n372
01 1
.names n296 n372 n373
01 1
.names n294 n373 n374
01 1
.names n369 n374 n375
00 1
.names n365 n375 n376
01 1
.names n363 n376 asqrt[58]
01 0
.names a[116] asqrt[58] n378
11 1
.names a[114] a[115] n379
00 1
.names a[116] n379 n380
01 1
.names n378 n380 n381
00 1
.names asqrt[59] n381 n382
10 1
.names n305 n380 n383
00 1
.names n300 n383 n384
01 1
.names n296 n384 n385
01 1
.names n294 n385 n386
01 1
.names n378 n386 n387
01 1
.names a[116] asqrt[58] n388
01 1
.names a[117] n388 n389
10 1
.names n310 asqrt[58] n390
11 1
.names n389 n390 n391
00 1
.names n387 n391 n392
01 1
.names n382 n392 n393
00 1
.names asqrt[60] n393 n394
10 1
.names asqrt[60] n382 n395
00 1
.names n392 n395 n396
01 1
.names asqrt[59] n374 n397
10 1
.names n369 n397 n398
01 1
.names n365 n398 n399
01 1
.names n363 n399 n400
01 1
.names n390 n400 n401
00 1
.names a[118] n401 n402
10 1
.names a[118] n400 n403
00 1
.names n390 n403 n404
01 1
.names n402 n404 n405
00 1
.names n396 n405 n406
00 1
.names n394 n406 n407
00 1
.names asqrt[61] n407 n408
10 1
.names n313 n318 n409
00 1
.names n322 n409 n410
01 1
.names asqrt[58] n410 n411
11 1
.names asqrt[58] n409 n412
11 1
.names n322 n412 n413
10 1
.names n411 n413 n414
00 1
.names asqrt[61] n394 n415
00 1
.names n406 n415 n416
01 1
.names n414 n416 n417
00 1
.names n408 n417 n418
00 1
.names asqrt[62] n418 n419
10 1
.names n327 n336 n420
01 1
.names n325 n420 n421
01 1
.names asqrt[58] n421 n422
11 1
.names n325 n327 n423
00 1
.names asqrt[58] n423 n424
11 1
.names n336 n424 n425
00 1
.names n422 n425 n426
00 1
.names asqrt[62] n408 n427
00 1
.names n417 n427 n428
01 1
.names n426 n428 n429
00 1
.names n419 n429 n430
00 1
.names n339 n348 n431
01 1
.names n341 n431 n432
01 1
.names asqrt[58] n432 n433
11 1
.names n339 n341 n434
00 1
.names asqrt[58] n434 n435
11 1
.names n348 n435 n436
00 1
.names n433 n436 n437
00 1
.names n350 n357 n438
00 1
.names asqrt[58] n438 n439
11 1
.names n365 n439 n440
00 1
.names n437 n440 n441
01 1
.names n430 n441 n442
01 1
.names asqrt[63] n442 n443
00 1
.names n419 n437 n444
01 1
.names n429 n444 n445
01 1
.names n357 asqrt[58] n446
01 1
.names n350 n446 n447
10 1
.names asqrt[63] n438 n448
10 1
.names n447 n448 n449
01 1
.names n353 n374 n450
00 1
.names n356 n450 n451
01 1
.names n369 n451 n452
01 1
.names n365 n452 n453
01 1
.names n363 n453 n454
01 1
.names n449 n454 n455
00 1
.names n445 n455 n456
01 1
.names n443 n456 asqrt[57]
01 0
.names a[114] asqrt[57] n458
11 1
.names a[112] a[113] n459
00 1
.names a[114] n459 n460
01 1
.names n458 n460 n461
00 1
.names asqrt[58] n461 n462
10 1
.names n374 n460 n463
00 1
.names n369 n463 n464
01 1
.names n365 n464 n465
01 1
.names n363 n465 n466
01 1
.names n458 n466 n467
01 1
.names a[114] asqrt[57] n468
01 1
.names a[115] n468 n469
10 1
.names n379 asqrt[57] n470
11 1
.names n469 n470 n471
00 1
.names n467 n471 n472
01 1
.names n462 n472 n473
00 1
.names asqrt[59] n473 n474
10 1
.names asqrt[59] n462 n475
00 1
.names n472 n475 n476
01 1
.names asqrt[58] n454 n477
10 1
.names n449 n477 n478
01 1
.names n445 n478 n479
01 1
.names n443 n479 n480
01 1
.names n470 n480 n481
00 1
.names a[116] n481 n482
10 1
.names a[116] n480 n483
00 1
.names n470 n483 n484
01 1
.names n482 n484 n485
00 1
.names n476 n485 n486
00 1
.names n474 n486 n487
00 1
.names asqrt[60] n487 n488
10 1
.names n382 n387 n489
00 1
.names n391 n489 n490
01 1
.names asqrt[57] n490 n491
11 1
.names asqrt[57] n489 n492
11 1
.names n391 n492 n493
10 1
.names n491 n493 n494
00 1
.names asqrt[60] n474 n495
00 1
.names n486 n495 n496
01 1
.names n494 n496 n497
00 1
.names n488 n497 n498
00 1
.names asqrt[61] n498 n499
10 1
.names n396 n405 n500
01 1
.names n394 n500 n501
01 1
.names asqrt[57] n501 n502
11 1
.names n394 n396 n503
00 1
.names asqrt[57] n503 n504
11 1
.names n405 n504 n505
00 1
.names n502 n505 n506
00 1
.names asqrt[61] n488 n507
00 1
.names n497 n507 n508
01 1
.names n506 n508 n509
00 1
.names n499 n509 n510
00 1
.names asqrt[62] n510 n511
10 1
.names n408 n414 n512
01 1
.names n416 n512 n513
01 1
.names asqrt[57] n513 n514
11 1
.names n408 n416 n515
00 1
.names asqrt[57] n515 n516
11 1
.names n414 n516 n517
00 1
.names n514 n517 n518
00 1
.names asqrt[62] n499 n519
00 1
.names n509 n519 n520
01 1
.names n518 n520 n521
00 1
.names n511 n521 n522
00 1
.names n426 n428 n523
10 1
.names n419 n523 n524
01 1
.names asqrt[57] n524 n525
11 1
.names n419 n428 n526
00 1
.names asqrt[57] n526 n527
11 1
.names n426 n527 n528
00 1
.names n525 n528 n529
00 1
.names n430 n437 n530
00 1
.names asqrt[57] n530 n531
11 1
.names n445 n531 n532
00 1
.names n529 n532 n533
01 1
.names n522 n533 n534
01 1
.names asqrt[63] n534 n535
00 1
.names n511 n529 n536
01 1
.names n521 n536 n537
01 1
.names n437 asqrt[57] n538
01 1
.names n430 n538 n539
10 1
.names asqrt[63] n530 n540
10 1
.names n539 n540 n541
01 1
.names n433 n454 n542
00 1
.names n436 n542 n543
01 1
.names n449 n543 n544
01 1
.names n445 n544 n545
01 1
.names n443 n545 n546
01 1
.names n541 n546 n547
00 1
.names n537 n547 n548
01 1
.names n535 n548 asqrt[56]
01 0
.names a[112] asqrt[56] n550
11 1
.names a[110] a[111] n551
00 1
.names a[112] n551 n552
01 1
.names n550 n552 n553
00 1
.names asqrt[57] n553 n554
10 1
.names a[112] asqrt[56] n555
01 1
.names a[113] n555 n556
10 1
.names n459 asqrt[56] n557
11 1
.names n556 n557 n558
00 1
.names n454 n552 n559
00 1
.names n449 n559 n560
01 1
.names n445 n560 n561
01 1
.names n443 n561 n562
01 1
.names n550 n562 n563
01 1
.names n558 n563 n564
10 1
.names n554 n564 n565
00 1
.names asqrt[58] n565 n566
10 1
.names asqrt[58] n554 n567
00 1
.names n564 n567 n568
01 1
.names asqrt[57] n546 n569
10 1
.names n541 n569 n570
01 1
.names n537 n570 n571
01 1
.names n535 n571 n572
01 1
.names n557 n572 n573
00 1
.names a[114] n573 n574
10 1
.names a[114] n572 n575
00 1
.names n557 n575 n576
01 1
.names n574 n576 n577
00 1
.names n568 n577 n578
00 1
.names n566 n578 n579
00 1
.names asqrt[59] n579 n580
10 1
.names n462 n467 n581
00 1
.names n471 n581 n582
01 1
.names asqrt[56] n582 n583
11 1
.names asqrt[56] n581 n584
11 1
.names n471 n584 n585
10 1
.names n583 n585 n586
00 1
.names asqrt[59] n566 n587
00 1
.names n578 n587 n588
01 1
.names n586 n588 n589
00 1
.names n580 n589 n590
00 1
.names asqrt[60] n590 n591
10 1
.names n476 n485 n592
01 1
.names n474 n592 n593
01 1
.names asqrt[56] n593 n594
11 1
.names n474 n476 n595
00 1
.names asqrt[56] n595 n596
11 1
.names n485 n596 n597
00 1
.names n594 n597 n598
00 1
.names asqrt[60] n580 n599
00 1
.names n589 n599 n600
01 1
.names n598 n600 n601
00 1
.names n591 n601 n602
00 1
.names asqrt[61] n602 n603
10 1
.names n488 n494 n604
01 1
.names n496 n604 n605
01 1
.names asqrt[56] n605 n606
11 1
.names n488 n496 n607
00 1
.names asqrt[56] n607 n608
11 1
.names n494 n608 n609
00 1
.names n606 n609 n610
00 1
.names asqrt[61] n591 n611
00 1
.names n601 n611 n612
01 1
.names n610 n612 n613
00 1
.names n603 n613 n614
00 1
.names asqrt[62] n614 n615
10 1
.names n506 n508 n616
10 1
.names n499 n616 n617
01 1
.names asqrt[56] n617 n618
11 1
.names n499 n508 n619
00 1
.names asqrt[56] n619 n620
11 1
.names n506 n620 n621
00 1
.names n618 n621 n622
00 1
.names asqrt[62] n603 n623
00 1
.names n613 n623 n624
01 1
.names n622 n624 n625
00 1
.names n615 n625 n626
00 1
.names n511 n518 n627
01 1
.names n520 n627 n628
01 1
.names asqrt[56] n628 n629
11 1
.names n511 n520 n630
00 1
.names asqrt[56] n630 n631
11 1
.names n518 n631 n632
00 1
.names n629 n632 n633
00 1
.names n522 n529 n634
00 1
.names asqrt[56] n634 n635
11 1
.names n537 n635 n636
00 1
.names n633 n636 n637
01 1
.names n626 n637 n638
01 1
.names asqrt[63] n638 n639
00 1
.names n615 n633 n640
01 1
.names n625 n640 n641
01 1
.names n529 asqrt[56] n642
01 1
.names n522 n642 n643
10 1
.names asqrt[63] n634 n644
10 1
.names n643 n644 n645
01 1
.names n525 n546 n646
00 1
.names n528 n646 n647
01 1
.names n541 n647 n648
01 1
.names n537 n648 n649
01 1
.names n535 n649 n650
01 1
.names n645 n650 n651
00 1
.names n641 n651 n652
01 1
.names n639 n652 asqrt[55]
01 0
.names a[110] asqrt[55] n654
11 1
.names a[108] a[109] n655
00 1
.names a[110] n655 n656
01 1
.names n654 n656 n657
00 1
.names asqrt[56] n657 n658
10 1
.names n546 n656 n659
00 1
.names n541 n659 n660
01 1
.names n537 n660 n661
01 1
.names n535 n661 n662
01 1
.names n654 n662 n663
01 1
.names a[110] asqrt[55] n664
01 1
.names a[111] n664 n665
10 1
.names n551 asqrt[55] n666
11 1
.names n665 n666 n667
00 1
.names n663 n667 n668
01 1
.names n658 n668 n669
00 1
.names asqrt[57] n669 n670
10 1
.names asqrt[57] n658 n671
00 1
.names n668 n671 n672
01 1
.names asqrt[56] n650 n673
10 1
.names n645 n673 n674
01 1
.names n641 n674 n675
01 1
.names n639 n675 n676
01 1
.names n666 n676 n677
00 1
.names a[112] n677 n678
10 1
.names a[112] n676 n679
00 1
.names n666 n679 n680
01 1
.names n678 n680 n681
00 1
.names n672 n681 n682
00 1
.names n670 n682 n683
00 1
.names asqrt[58] n683 n684
10 1
.names asqrt[58] n670 n685
00 1
.names n682 n685 n686
01 1
.names n558 n563 n687
00 1
.names n554 n687 n688
01 1
.names asqrt[55] n688 n689
11 1
.names n554 n563 n690
00 1
.names asqrt[55] n690 n691
11 1
.names n558 n691 n692
10 1
.names n689 n692 n693
00 1
.names n686 n693 n694
00 1
.names n684 n694 n695
00 1
.names asqrt[59] n695 n696
10 1
.names n568 n577 n697
01 1
.names n566 n697 n698
01 1
.names asqrt[55] n698 n699
11 1
.names n566 n568 n700
00 1
.names asqrt[55] n700 n701
11 1
.names n577 n701 n702
00 1
.names n699 n702 n703
00 1
.names asqrt[59] n684 n704
00 1
.names n694 n704 n705
01 1
.names n703 n705 n706
00 1
.names n696 n706 n707
00 1
.names asqrt[60] n707 n708
10 1
.names n580 n586 n709
01 1
.names n588 n709 n710
01 1
.names asqrt[55] n710 n711
11 1
.names n580 n588 n712
00 1
.names asqrt[55] n712 n713
11 1
.names n586 n713 n714
00 1
.names n711 n714 n715
00 1
.names asqrt[60] n696 n716
00 1
.names n706 n716 n717
01 1
.names n715 n717 n718
00 1
.names n708 n718 n719
00 1
.names asqrt[61] n719 n720
10 1
.names n598 n600 n721
10 1
.names n591 n721 n722
01 1
.names asqrt[55] n722 n723
11 1
.names n591 n600 n724
00 1
.names asqrt[55] n724 n725
11 1
.names n598 n725 n726
00 1
.names n723 n726 n727
00 1
.names asqrt[61] n708 n728
00 1
.names n718 n728 n729
01 1
.names n727 n729 n730
00 1
.names n720 n730 n731
00 1
.names asqrt[62] n731 n732
10 1
.names n603 n610 n733
01 1
.names n612 n733 n734
01 1
.names asqrt[55] n734 n735
11 1
.names n603 n612 n736
00 1
.names asqrt[55] n736 n737
11 1
.names n610 n737 n738
00 1
.names n735 n738 n739
00 1
.names asqrt[62] n720 n740
00 1
.names n730 n740 n741
01 1
.names n739 n741 n742
00 1
.names n732 n742 n743
00 1
.names n622 n624 n744
10 1
.names n615 n744 n745
01 1
.names asqrt[55] n745 n746
11 1
.names n615 n624 n747
00 1
.names asqrt[55] n747 n748
11 1
.names n622 n748 n749
00 1
.names n746 n749 n750
00 1
.names n626 n633 n751
00 1
.names asqrt[55] n751 n752
11 1
.names n641 n752 n753
00 1
.names n750 n753 n754
01 1
.names n743 n754 n755
01 1
.names asqrt[63] n755 n756
00 1
.names n732 n750 n757
01 1
.names n742 n757 n758
01 1
.names n633 asqrt[55] n759
01 1
.names n626 n759 n760
10 1
.names asqrt[63] n751 n761
10 1
.names n760 n761 n762
01 1
.names n629 n650 n763
00 1
.names n632 n763 n764
01 1
.names n645 n764 n765
01 1
.names n641 n765 n766
01 1
.names n639 n766 n767
01 1
.names n762 n767 n768
00 1
.names n758 n768 n769
01 1
.names n756 n769 asqrt[54]
01 0
.names a[108] asqrt[54] n771
11 1
.names a[106] a[107] n772
00 1
.names a[108] n772 n773
01 1
.names n771 n773 n774
00 1
.names asqrt[55] n774 n775
10 1
.names n650 n773 n776
00 1
.names n645 n776 n777
01 1
.names n641 n777 n778
01 1
.names n639 n778 n779
01 1
.names n771 n779 n780
01 1
.names a[108] asqrt[54] n781
01 1
.names a[109] n781 n782
10 1
.names n655 asqrt[54] n783
11 1
.names n782 n783 n784
00 1
.names n780 n784 n785
01 1
.names n775 n785 n786
00 1
.names asqrt[56] n786 n787
10 1
.names asqrt[56] n775 n788
00 1
.names n785 n788 n789
01 1
.names asqrt[55] n767 n790
10 1
.names n762 n790 n791
01 1
.names n758 n791 n792
01 1
.names n756 n792 n793
01 1
.names n783 n793 n794
00 1
.names a[110] n794 n795
10 1
.names a[110] n793 n796
00 1
.names n783 n796 n797
01 1
.names n795 n797 n798
00 1
.names n789 n798 n799
00 1
.names n787 n799 n800
00 1
.names asqrt[57] n800 n801
10 1
.names n658 n663 n802
00 1
.names n667 n802 n803
01 1
.names asqrt[54] n803 n804
11 1
.names asqrt[54] n802 n805
11 1
.names n667 n805 n806
10 1
.names n804 n806 n807
00 1
.names asqrt[57] n787 n808
00 1
.names n799 n808 n809
01 1
.names n807 n809 n810
00 1
.names n801 n810 n811
00 1
.names asqrt[58] n811 n812
10 1
.names n672 n681 n813
01 1
.names n670 n813 n814
01 1
.names asqrt[54] n814 n815
11 1
.names n670 n672 n816
00 1
.names asqrt[54] n816 n817
11 1
.names n681 n817 n818
00 1
.names n815 n818 n819
00 1
.names asqrt[58] n801 n820
00 1
.names n810 n820 n821
01 1
.names n819 n821 n822
00 1
.names n812 n822 n823
00 1
.names asqrt[59] n823 n824
10 1
.names asqrt[59] n812 n825
00 1
.names n822 n825 n826
01 1
.names n684 n693 n827
01 1
.names n686 n827 n828
01 1
.names asqrt[54] n828 n829
11 1
.names n684 n686 n830
00 1
.names asqrt[54] n830 n831
11 1
.names n693 n831 n832
00 1
.names n829 n832 n833
00 1
.names n826 n833 n834
00 1
.names n824 n834 n835
00 1
.names asqrt[60] n835 n836
10 1
.names n703 n705 n837
10 1
.names n696 n837 n838
01 1
.names asqrt[54] n838 n839
11 1
.names n696 n705 n840
00 1
.names asqrt[54] n840 n841
11 1
.names n703 n841 n842
00 1
.names n839 n842 n843
00 1
.names asqrt[60] n824 n844
00 1
.names n834 n844 n845
01 1
.names n843 n845 n846
00 1
.names n836 n846 n847
00 1
.names asqrt[61] n847 n848
10 1
.names n708 n715 n849
01 1
.names n717 n849 n850
01 1
.names asqrt[54] n850 n851
11 1
.names n708 n717 n852
00 1
.names asqrt[54] n852 n853
11 1
.names n715 n853 n854
00 1
.names n851 n854 n855
00 1
.names asqrt[61] n836 n856
00 1
.names n846 n856 n857
01 1
.names n855 n857 n858
00 1
.names n848 n858 n859
00 1
.names asqrt[62] n859 n860
10 1
.names n727 n729 n861
10 1
.names n720 n861 n862
01 1
.names asqrt[54] n862 n863
11 1
.names n720 n729 n864
00 1
.names asqrt[54] n864 n865
11 1
.names n727 n865 n866
00 1
.names n863 n866 n867
00 1
.names asqrt[62] n848 n868
00 1
.names n858 n868 n869
01 1
.names n867 n869 n870
00 1
.names n860 n870 n871
00 1
.names n732 n739 n872
01 1
.names n741 n872 n873
01 1
.names asqrt[54] n873 n874
11 1
.names n732 n741 n875
00 1
.names asqrt[54] n875 n876
11 1
.names n739 n876 n877
00 1
.names n874 n877 n878
00 1
.names n743 n750 n879
00 1
.names asqrt[54] n879 n880
11 1
.names n758 n880 n881
00 1
.names n878 n881 n882
01 1
.names n871 n882 n883
01 1
.names asqrt[63] n883 n884
00 1
.names n860 n878 n885
01 1
.names n870 n885 n886
01 1
.names n750 asqrt[54] n887
01 1
.names n743 n887 n888
10 1
.names asqrt[63] n879 n889
10 1
.names n888 n889 n890
01 1
.names n746 n767 n891
00 1
.names n749 n891 n892
01 1
.names n762 n892 n893
01 1
.names n758 n893 n894
01 1
.names n756 n894 n895
01 1
.names n890 n895 n896
00 1
.names n886 n896 n897
01 1
.names n884 n897 asqrt[53]
01 0
.names a[106] asqrt[53] n899
11 1
.names a[104] a[105] n900
00 1
.names a[106] n900 n901
01 1
.names n899 n901 n902
00 1
.names asqrt[54] n902 n903
10 1
.names n767 n901 n904
00 1
.names n762 n904 n905
01 1
.names n758 n905 n906
01 1
.names n756 n906 n907
01 1
.names n899 n907 n908
01 1
.names a[106] asqrt[53] n909
01 1
.names a[107] n909 n910
10 1
.names n772 asqrt[53] n911
11 1
.names n910 n911 n912
00 1
.names n908 n912 n913
01 1
.names n903 n913 n914
00 1
.names asqrt[55] n914 n915
10 1
.names asqrt[55] n903 n916
00 1
.names n913 n916 n917
01 1
.names asqrt[54] n895 n918
10 1
.names n890 n918 n919
01 1
.names n886 n919 n920
01 1
.names n884 n920 n921
01 1
.names n911 n921 n922
00 1
.names a[108] n922 n923
10 1
.names a[108] n921 n924
00 1
.names n911 n924 n925
01 1
.names n923 n925 n926
00 1
.names n917 n926 n927
00 1
.names n915 n927 n928
00 1
.names asqrt[56] n928 n929
10 1
.names n775 n780 n930
00 1
.names n784 n930 n931
01 1
.names asqrt[53] n931 n932
11 1
.names asqrt[53] n930 n933
11 1
.names n784 n933 n934
10 1
.names n932 n934 n935
00 1
.names asqrt[56] n915 n936
00 1
.names n927 n936 n937
01 1
.names n935 n937 n938
00 1
.names n929 n938 n939
00 1
.names asqrt[57] n939 n940
10 1
.names n789 n798 n941
01 1
.names n787 n941 n942
01 1
.names asqrt[53] n942 n943
11 1
.names n787 n789 n944
00 1
.names asqrt[53] n944 n945
11 1
.names n798 n945 n946
00 1
.names n943 n946 n947
00 1
.names asqrt[57] n929 n948
00 1
.names n938 n948 n949
01 1
.names n947 n949 n950
00 1
.names n940 n950 n951
00 1
.names asqrt[58] n951 n952
10 1
.names n801 n807 n953
01 1
.names n809 n953 n954
01 1
.names asqrt[53] n954 n955
11 1
.names n801 n809 n956
00 1
.names asqrt[53] n956 n957
11 1
.names n807 n957 n958
00 1
.names n955 n958 n959
00 1
.names asqrt[58] n940 n960
00 1
.names n950 n960 n961
01 1
.names n959 n961 n962
00 1
.names n952 n962 n963
00 1
.names asqrt[59] n963 n964
10 1
.names n819 n821 n965
10 1
.names n812 n965 n966
01 1
.names asqrt[53] n966 n967
11 1
.names n812 n821 n968
00 1
.names asqrt[53] n968 n969
11 1
.names n819 n969 n970
00 1
.names n967 n970 n971
00 1
.names asqrt[59] n952 n972
00 1
.names n962 n972 n973
01 1
.names n971 n973 n974
00 1
.names n964 n974 n975
00 1
.names asqrt[60] n975 n976
10 1
.names asqrt[60] n964 n977
00 1
.names n974 n977 n978
01 1
.names n824 n833 n979
01 1
.names n826 n979 n980
01 1
.names asqrt[53] n980 n981
11 1
.names n824 n826 n982
00 1
.names asqrt[53] n982 n983
11 1
.names n833 n983 n984
00 1
.names n981 n984 n985
00 1
.names n978 n985 n986
00 1
.names n976 n986 n987
00 1
.names asqrt[61] n987 n988
10 1
.names n843 n845 n989
10 1
.names n836 n989 n990
01 1
.names asqrt[53] n990 n991
11 1
.names n836 n845 n992
00 1
.names asqrt[53] n992 n993
11 1
.names n843 n993 n994
00 1
.names n991 n994 n995
00 1
.names asqrt[61] n976 n996
00 1
.names n986 n996 n997
01 1
.names n995 n997 n998
00 1
.names n988 n998 n999
00 1
.names asqrt[62] n999 n1000
10 1
.names n848 n855 n1001
01 1
.names n857 n1001 n1002
01 1
.names asqrt[53] n1002 n1003
11 1
.names n848 n857 n1004
00 1
.names asqrt[53] n1004 n1005
11 1
.names n855 n1005 n1006
00 1
.names n1003 n1006 n1007
00 1
.names asqrt[62] n988 n1008
00 1
.names n998 n1008 n1009
01 1
.names n1007 n1009 n1010
00 1
.names n1000 n1010 n1011
00 1
.names n867 n869 n1012
10 1
.names n860 n1012 n1013
01 1
.names asqrt[53] n1013 n1014
11 1
.names n860 n869 n1015
00 1
.names asqrt[53] n1015 n1016
11 1
.names n867 n1016 n1017
00 1
.names n1014 n1017 n1018
00 1
.names n871 n878 n1019
00 1
.names asqrt[53] n1019 n1020
11 1
.names n886 n1020 n1021
00 1
.names n1018 n1021 n1022
01 1
.names n1011 n1022 n1023
01 1
.names asqrt[63] n1023 n1024
00 1
.names n1000 n1018 n1025
01 1
.names n1010 n1025 n1026
01 1
.names n878 asqrt[53] n1027
01 1
.names n871 n1027 n1028
10 1
.names asqrt[63] n1019 n1029
10 1
.names n1028 n1029 n1030
01 1
.names n874 n895 n1031
00 1
.names n877 n1031 n1032
01 1
.names n890 n1032 n1033
01 1
.names n886 n1033 n1034
01 1
.names n884 n1034 n1035
01 1
.names n1030 n1035 n1036
00 1
.names n1026 n1036 n1037
01 1
.names n1024 n1037 asqrt[52]
01 0
.names a[104] asqrt[52] n1039
11 1
.names a[102] a[103] n1040
00 1
.names a[104] n1040 n1041
01 1
.names n1039 n1041 n1042
00 1
.names asqrt[53] n1042 n1043
10 1
.names n895 n1041 n1044
00 1
.names n890 n1044 n1045
01 1
.names n886 n1045 n1046
01 1
.names n884 n1046 n1047
01 1
.names n1039 n1047 n1048
01 1
.names a[104] asqrt[52] n1049
01 1
.names a[105] n1049 n1050
10 1
.names n900 asqrt[52] n1051
11 1
.names n1050 n1051 n1052
00 1
.names n1048 n1052 n1053
01 1
.names n1043 n1053 n1054
00 1
.names asqrt[54] n1054 n1055
10 1
.names asqrt[54] n1043 n1056
00 1
.names n1053 n1056 n1057
01 1
.names asqrt[53] n1035 n1058
10 1
.names n1030 n1058 n1059
01 1
.names n1026 n1059 n1060
01 1
.names n1024 n1060 n1061
01 1
.names n1051 n1061 n1062
00 1
.names a[106] n1062 n1063
10 1
.names a[106] n1061 n1064
00 1
.names n1051 n1064 n1065
01 1
.names n1063 n1065 n1066
00 1
.names n1057 n1066 n1067
00 1
.names n1055 n1067 n1068
00 1
.names asqrt[55] n1068 n1069
10 1
.names n903 n908 n1070
00 1
.names n912 n1070 n1071
01 1
.names asqrt[52] n1071 n1072
11 1
.names asqrt[52] n1070 n1073
11 1
.names n912 n1073 n1074
10 1
.names n1072 n1074 n1075
00 1
.names asqrt[55] n1055 n1076
00 1
.names n1067 n1076 n1077
01 1
.names n1075 n1077 n1078
00 1
.names n1069 n1078 n1079
00 1
.names asqrt[56] n1079 n1080
10 1
.names n917 n926 n1081
01 1
.names n915 n1081 n1082
01 1
.names asqrt[52] n1082 n1083
11 1
.names n915 n917 n1084
00 1
.names asqrt[52] n1084 n1085
11 1
.names n926 n1085 n1086
00 1
.names n1083 n1086 n1087
00 1
.names asqrt[56] n1069 n1088
00 1
.names n1078 n1088 n1089
01 1
.names n1087 n1089 n1090
00 1
.names n1080 n1090 n1091
00 1
.names asqrt[57] n1091 n1092
10 1
.names n929 n935 n1093
01 1
.names n937 n1093 n1094
01 1
.names asqrt[52] n1094 n1095
11 1
.names n929 n937 n1096
00 1
.names asqrt[52] n1096 n1097
11 1
.names n935 n1097 n1098
00 1
.names n1095 n1098 n1099
00 1
.names asqrt[57] n1080 n1100
00 1
.names n1090 n1100 n1101
01 1
.names n1099 n1101 n1102
00 1
.names n1092 n1102 n1103
00 1
.names asqrt[58] n1103 n1104
10 1
.names n947 n949 n1105
10 1
.names n940 n1105 n1106
01 1
.names asqrt[52] n1106 n1107
11 1
.names n940 n949 n1108
00 1
.names asqrt[52] n1108 n1109
11 1
.names n947 n1109 n1110
00 1
.names n1107 n1110 n1111
00 1
.names asqrt[58] n1092 n1112
00 1
.names n1102 n1112 n1113
01 1
.names n1111 n1113 n1114
00 1
.names n1104 n1114 n1115
00 1
.names asqrt[59] n1115 n1116
10 1
.names n952 n959 n1117
01 1
.names n961 n1117 n1118
01 1
.names asqrt[52] n1118 n1119
11 1
.names n952 n961 n1120
00 1
.names asqrt[52] n1120 n1121
11 1
.names n959 n1121 n1122
00 1
.names n1119 n1122 n1123
00 1
.names asqrt[59] n1104 n1124
00 1
.names n1114 n1124 n1125
01 1
.names n1123 n1125 n1126
00 1
.names n1116 n1126 n1127
00 1
.names asqrt[60] n1127 n1128
10 1
.names n971 n973 n1129
10 1
.names n964 n1129 n1130
01 1
.names asqrt[52] n1130 n1131
11 1
.names n964 n973 n1132
00 1
.names asqrt[52] n1132 n1133
11 1
.names n971 n1133 n1134
00 1
.names n1131 n1134 n1135
00 1
.names asqrt[60] n1116 n1136
00 1
.names n1126 n1136 n1137
01 1
.names n1135 n1137 n1138
00 1
.names n1128 n1138 n1139
00 1
.names asqrt[61] n1139 n1140
10 1
.names asqrt[61] n1128 n1141
00 1
.names n1138 n1141 n1142
01 1
.names n976 n985 n1143
01 1
.names n978 n1143 n1144
01 1
.names asqrt[52] n1144 n1145
11 1
.names n976 n978 n1146
00 1
.names asqrt[52] n1146 n1147
11 1
.names n985 n1147 n1148
00 1
.names n1145 n1148 n1149
00 1
.names n1142 n1149 n1150
00 1
.names n1140 n1150 n1151
00 1
.names asqrt[62] n1151 n1152
10 1
.names n995 n997 n1153
10 1
.names n988 n1153 n1154
01 1
.names asqrt[52] n1154 n1155
11 1
.names n988 n997 n1156
00 1
.names asqrt[52] n1156 n1157
11 1
.names n995 n1157 n1158
00 1
.names n1155 n1158 n1159
00 1
.names asqrt[62] n1140 n1160
00 1
.names n1150 n1160 n1161
01 1
.names n1159 n1161 n1162
00 1
.names n1152 n1162 n1163
00 1
.names n1000 n1007 n1164
01 1
.names n1009 n1164 n1165
01 1
.names asqrt[52] n1165 n1166
11 1
.names n1000 n1009 n1167
00 1
.names asqrt[52] n1167 n1168
11 1
.names n1007 n1168 n1169
00 1
.names n1166 n1169 n1170
00 1
.names n1011 n1018 n1171
00 1
.names asqrt[52] n1171 n1172
11 1
.names n1026 n1172 n1173
00 1
.names n1170 n1173 n1174
01 1
.names n1163 n1174 n1175
01 1
.names asqrt[63] n1175 n1176
00 1
.names n1152 n1170 n1177
01 1
.names n1162 n1177 n1178
01 1
.names n1018 asqrt[52] n1179
01 1
.names n1011 n1179 n1180
10 1
.names asqrt[63] n1171 n1181
10 1
.names n1180 n1181 n1182
01 1
.names n1014 n1035 n1183
00 1
.names n1017 n1183 n1184
01 1
.names n1030 n1184 n1185
01 1
.names n1026 n1185 n1186
01 1
.names n1024 n1186 n1187
01 1
.names n1182 n1187 n1188
00 1
.names n1178 n1188 n1189
01 1
.names n1176 n1189 asqrt[51]
01 0
.names a[102] asqrt[51] n1191
11 1
.names a[100] a[101] n1192
00 1
.names a[102] n1192 n1193
01 1
.names n1191 n1193 n1194
00 1
.names asqrt[52] n1194 n1195
10 1
.names n1035 n1193 n1196
00 1
.names n1030 n1196 n1197
01 1
.names n1026 n1197 n1198
01 1
.names n1024 n1198 n1199
01 1
.names n1191 n1199 n1200
01 1
.names a[102] asqrt[51] n1201
01 1
.names a[103] n1201 n1202
10 1
.names n1040 asqrt[51] n1203
11 1
.names n1202 n1203 n1204
00 1
.names n1200 n1204 n1205
01 1
.names n1195 n1205 n1206
00 1
.names asqrt[53] n1206 n1207
10 1
.names asqrt[53] n1195 n1208
00 1
.names n1205 n1208 n1209
01 1
.names asqrt[52] n1187 n1210
10 1
.names n1182 n1210 n1211
01 1
.names n1178 n1211 n1212
01 1
.names n1176 n1212 n1213
01 1
.names n1203 n1213 n1214
00 1
.names a[104] n1214 n1215
10 1
.names a[104] n1213 n1216
00 1
.names n1203 n1216 n1217
01 1
.names n1215 n1217 n1218
00 1
.names n1209 n1218 n1219
00 1
.names n1207 n1219 n1220
00 1
.names asqrt[54] n1220 n1221
10 1
.names n1043 n1048 n1222
00 1
.names n1052 n1222 n1223
01 1
.names asqrt[51] n1223 n1224
11 1
.names asqrt[51] n1222 n1225
11 1
.names n1052 n1225 n1226
10 1
.names n1224 n1226 n1227
00 1
.names asqrt[54] n1207 n1228
00 1
.names n1219 n1228 n1229
01 1
.names n1227 n1229 n1230
00 1
.names n1221 n1230 n1231
00 1
.names asqrt[55] n1231 n1232
10 1
.names n1057 n1066 n1233
01 1
.names n1055 n1233 n1234
01 1
.names asqrt[51] n1234 n1235
11 1
.names n1055 n1057 n1236
00 1
.names asqrt[51] n1236 n1237
11 1
.names n1066 n1237 n1238
00 1
.names n1235 n1238 n1239
00 1
.names asqrt[55] n1221 n1240
00 1
.names n1230 n1240 n1241
01 1
.names n1239 n1241 n1242
00 1
.names n1232 n1242 n1243
00 1
.names asqrt[56] n1243 n1244
10 1
.names n1069 n1075 n1245
01 1
.names n1077 n1245 n1246
01 1
.names asqrt[51] n1246 n1247
11 1
.names n1069 n1077 n1248
00 1
.names asqrt[51] n1248 n1249
11 1
.names n1075 n1249 n1250
00 1
.names n1247 n1250 n1251
00 1
.names asqrt[56] n1232 n1252
00 1
.names n1242 n1252 n1253
01 1
.names n1251 n1253 n1254
00 1
.names n1244 n1254 n1255
00 1
.names asqrt[57] n1255 n1256
10 1
.names n1087 n1089 n1257
10 1
.names n1080 n1257 n1258
01 1
.names asqrt[51] n1258 n1259
11 1
.names n1080 n1089 n1260
00 1
.names asqrt[51] n1260 n1261
11 1
.names n1087 n1261 n1262
00 1
.names n1259 n1262 n1263
00 1
.names asqrt[57] n1244 n1264
00 1
.names n1254 n1264 n1265
01 1
.names n1263 n1265 n1266
00 1
.names n1256 n1266 n1267
00 1
.names asqrt[58] n1267 n1268
10 1
.names n1092 n1099 n1269
01 1
.names n1101 n1269 n1270
01 1
.names asqrt[51] n1270 n1271
11 1
.names n1092 n1101 n1272
00 1
.names asqrt[51] n1272 n1273
11 1
.names n1099 n1273 n1274
00 1
.names n1271 n1274 n1275
00 1
.names asqrt[58] n1256 n1276
00 1
.names n1266 n1276 n1277
01 1
.names n1275 n1277 n1278
00 1
.names n1268 n1278 n1279
00 1
.names asqrt[59] n1279 n1280
10 1
.names n1111 n1113 n1281
10 1
.names n1104 n1281 n1282
01 1
.names asqrt[51] n1282 n1283
11 1
.names n1104 n1113 n1284
00 1
.names asqrt[51] n1284 n1285
11 1
.names n1111 n1285 n1286
00 1
.names n1283 n1286 n1287
00 1
.names asqrt[59] n1268 n1288
00 1
.names n1278 n1288 n1289
01 1
.names n1287 n1289 n1290
00 1
.names n1280 n1290 n1291
00 1
.names asqrt[60] n1291 n1292
10 1
.names n1116 n1123 n1293
01 1
.names n1125 n1293 n1294
01 1
.names asqrt[51] n1294 n1295
11 1
.names n1116 n1125 n1296
00 1
.names asqrt[51] n1296 n1297
11 1
.names n1123 n1297 n1298
00 1
.names n1295 n1298 n1299
00 1
.names asqrt[60] n1280 n1300
00 1
.names n1290 n1300 n1301
01 1
.names n1299 n1301 n1302
00 1
.names n1292 n1302 n1303
00 1
.names asqrt[61] n1303 n1304
10 1
.names n1135 n1137 n1305
10 1
.names n1128 n1305 n1306
01 1
.names asqrt[51] n1306 n1307
11 1
.names n1128 n1137 n1308
00 1
.names asqrt[51] n1308 n1309
11 1
.names n1135 n1309 n1310
00 1
.names n1307 n1310 n1311
00 1
.names asqrt[61] n1292 n1312
00 1
.names n1302 n1312 n1313
01 1
.names n1311 n1313 n1314
00 1
.names n1304 n1314 n1315
00 1
.names asqrt[62] n1315 n1316
10 1
.names asqrt[62] n1304 n1317
00 1
.names n1314 n1317 n1318
01 1
.names n1140 n1149 n1319
01 1
.names n1142 n1319 n1320
01 1
.names asqrt[51] n1320 n1321
11 1
.names n1140 n1142 n1322
00 1
.names asqrt[51] n1322 n1323
11 1
.names n1149 n1323 n1324
00 1
.names n1321 n1324 n1325
00 1
.names n1318 n1325 n1326
00 1
.names n1316 n1326 n1327
00 1
.names n1159 n1161 n1328
10 1
.names n1152 n1328 n1329
01 1
.names asqrt[51] n1329 n1330
11 1
.names n1152 n1161 n1331
00 1
.names asqrt[51] n1331 n1332
11 1
.names n1159 n1332 n1333
00 1
.names n1330 n1333 n1334
00 1
.names n1163 n1170 n1335
00 1
.names asqrt[51] n1335 n1336
11 1
.names n1178 n1336 n1337
00 1
.names n1334 n1337 n1338
01 1
.names n1327 n1338 n1339
01 1
.names asqrt[63] n1339 n1340
00 1
.names n1316 n1334 n1341
01 1
.names n1326 n1341 n1342
01 1
.names n1170 asqrt[51] n1343
01 1
.names n1163 n1343 n1344
10 1
.names asqrt[63] n1335 n1345
10 1
.names n1344 n1345 n1346
01 1
.names n1166 n1187 n1347
00 1
.names n1169 n1347 n1348
01 1
.names n1182 n1348 n1349
01 1
.names n1178 n1349 n1350
01 1
.names n1176 n1350 n1351
01 1
.names n1346 n1351 n1352
00 1
.names n1342 n1352 n1353
01 1
.names n1340 n1353 asqrt[50]
01 0
.names a[100] asqrt[50] n1355
11 1
.names a[98] a[99] n1356
00 1
.names a[100] n1356 n1357
01 1
.names n1355 n1357 n1358
00 1
.names asqrt[51] n1358 n1359
10 1
.names n1187 n1357 n1360
00 1
.names n1182 n1360 n1361
01 1
.names n1178 n1361 n1362
01 1
.names n1176 n1362 n1363
01 1
.names n1355 n1363 n1364
01 1
.names a[100] asqrt[50] n1365
01 1
.names a[101] n1365 n1366
10 1
.names n1192 asqrt[50] n1367
11 1
.names n1366 n1367 n1368
00 1
.names n1364 n1368 n1369
01 1
.names n1359 n1369 n1370
00 1
.names asqrt[52] n1370 n1371
10 1
.names asqrt[52] n1359 n1372
00 1
.names n1369 n1372 n1373
01 1
.names asqrt[51] n1351 n1374
10 1
.names n1346 n1374 n1375
01 1
.names n1342 n1375 n1376
01 1
.names n1340 n1376 n1377
01 1
.names n1367 n1377 n1378
00 1
.names a[102] n1378 n1379
10 1
.names a[102] n1377 n1380
00 1
.names n1367 n1380 n1381
01 1
.names n1379 n1381 n1382
00 1
.names n1373 n1382 n1383
00 1
.names n1371 n1383 n1384
00 1
.names asqrt[53] n1384 n1385
10 1
.names n1195 n1200 n1386
00 1
.names n1204 n1386 n1387
01 1
.names asqrt[50] n1387 n1388
11 1
.names asqrt[50] n1386 n1389
11 1
.names n1204 n1389 n1390
10 1
.names n1388 n1390 n1391
00 1
.names asqrt[53] n1371 n1392
00 1
.names n1383 n1392 n1393
01 1
.names n1391 n1393 n1394
00 1
.names n1385 n1394 n1395
00 1
.names asqrt[54] n1395 n1396
10 1
.names n1209 n1218 n1397
01 1
.names n1207 n1397 n1398
01 1
.names asqrt[50] n1398 n1399
11 1
.names n1207 n1209 n1400
00 1
.names asqrt[50] n1400 n1401
11 1
.names n1218 n1401 n1402
00 1
.names n1399 n1402 n1403
00 1
.names asqrt[54] n1385 n1404
00 1
.names n1394 n1404 n1405
01 1
.names n1403 n1405 n1406
00 1
.names n1396 n1406 n1407
00 1
.names asqrt[55] n1407 n1408
10 1
.names n1221 n1227 n1409
01 1
.names n1229 n1409 n1410
01 1
.names asqrt[50] n1410 n1411
11 1
.names n1221 n1229 n1412
00 1
.names asqrt[50] n1412 n1413
11 1
.names n1227 n1413 n1414
00 1
.names n1411 n1414 n1415
00 1
.names asqrt[55] n1396 n1416
00 1
.names n1406 n1416 n1417
01 1
.names n1415 n1417 n1418
00 1
.names n1408 n1418 n1419
00 1
.names asqrt[56] n1419 n1420
10 1
.names n1239 n1241 n1421
10 1
.names n1232 n1421 n1422
01 1
.names asqrt[50] n1422 n1423
11 1
.names n1232 n1241 n1424
00 1
.names asqrt[50] n1424 n1425
11 1
.names n1239 n1425 n1426
00 1
.names n1423 n1426 n1427
00 1
.names asqrt[56] n1408 n1428
00 1
.names n1418 n1428 n1429
01 1
.names n1427 n1429 n1430
00 1
.names n1420 n1430 n1431
00 1
.names asqrt[57] n1431 n1432
10 1
.names n1244 n1251 n1433
01 1
.names n1253 n1433 n1434
01 1
.names asqrt[50] n1434 n1435
11 1
.names n1244 n1253 n1436
00 1
.names asqrt[50] n1436 n1437
11 1
.names n1251 n1437 n1438
00 1
.names n1435 n1438 n1439
00 1
.names asqrt[57] n1420 n1440
00 1
.names n1430 n1440 n1441
01 1
.names n1439 n1441 n1442
00 1
.names n1432 n1442 n1443
00 1
.names asqrt[58] n1443 n1444
10 1
.names n1263 n1265 n1445
10 1
.names n1256 n1445 n1446
01 1
.names asqrt[50] n1446 n1447
11 1
.names n1256 n1265 n1448
00 1
.names asqrt[50] n1448 n1449
11 1
.names n1263 n1449 n1450
00 1
.names n1447 n1450 n1451
00 1
.names asqrt[58] n1432 n1452
00 1
.names n1442 n1452 n1453
01 1
.names n1451 n1453 n1454
00 1
.names n1444 n1454 n1455
00 1
.names asqrt[59] n1455 n1456
10 1
.names n1268 n1275 n1457
01 1
.names n1277 n1457 n1458
01 1
.names asqrt[50] n1458 n1459
11 1
.names n1268 n1277 n1460
00 1
.names asqrt[50] n1460 n1461
11 1
.names n1275 n1461 n1462
00 1
.names n1459 n1462 n1463
00 1
.names asqrt[59] n1444 n1464
00 1
.names n1454 n1464 n1465
01 1
.names n1463 n1465 n1466
00 1
.names n1456 n1466 n1467
00 1
.names asqrt[60] n1467 n1468
10 1
.names n1287 n1289 n1469
10 1
.names n1280 n1469 n1470
01 1
.names asqrt[50] n1470 n1471
11 1
.names n1280 n1289 n1472
00 1
.names asqrt[50] n1472 n1473
11 1
.names n1287 n1473 n1474
00 1
.names n1471 n1474 n1475
00 1
.names asqrt[60] n1456 n1476
00 1
.names n1466 n1476 n1477
01 1
.names n1475 n1477 n1478
00 1
.names n1468 n1478 n1479
00 1
.names asqrt[61] n1479 n1480
10 1
.names n1292 n1299 n1481
01 1
.names n1301 n1481 n1482
01 1
.names asqrt[50] n1482 n1483
11 1
.names n1292 n1301 n1484
00 1
.names asqrt[50] n1484 n1485
11 1
.names n1299 n1485 n1486
00 1
.names n1483 n1486 n1487
00 1
.names asqrt[61] n1468 n1488
00 1
.names n1478 n1488 n1489
01 1
.names n1487 n1489 n1490
00 1
.names n1480 n1490 n1491
00 1
.names asqrt[62] n1491 n1492
10 1
.names n1311 n1313 n1493
10 1
.names n1304 n1493 n1494
01 1
.names asqrt[50] n1494 n1495
11 1
.names n1304 n1313 n1496
00 1
.names asqrt[50] n1496 n1497
11 1
.names n1311 n1497 n1498
00 1
.names n1495 n1498 n1499
00 1
.names asqrt[62] n1480 n1500
00 1
.names n1490 n1500 n1501
01 1
.names n1499 n1501 n1502
00 1
.names n1492 n1502 n1503
00 1
.names n1316 n1325 n1504
01 1
.names n1318 n1504 n1505
01 1
.names asqrt[50] n1505 n1506
11 1
.names n1316 n1318 n1507
00 1
.names asqrt[50] n1507 n1508
11 1
.names n1325 n1508 n1509
00 1
.names n1506 n1509 n1510
00 1
.names n1327 n1334 n1511
00 1
.names asqrt[50] n1511 n1512
11 1
.names n1342 n1512 n1513
00 1
.names n1510 n1513 n1514
01 1
.names n1503 n1514 n1515
01 1
.names asqrt[63] n1515 n1516
00 1
.names n1492 n1510 n1517
01 1
.names n1502 n1517 n1518
01 1
.names n1334 asqrt[50] n1519
01 1
.names n1327 n1519 n1520
10 1
.names asqrt[63] n1511 n1521
10 1
.names n1520 n1521 n1522
01 1
.names n1330 n1351 n1523
00 1
.names n1333 n1523 n1524
01 1
.names n1346 n1524 n1525
01 1
.names n1342 n1525 n1526
01 1
.names n1340 n1526 n1527
01 1
.names n1522 n1527 n1528
00 1
.names n1518 n1528 n1529
01 1
.names n1516 n1529 asqrt[49]
01 0
.names a[98] asqrt[49] n1531
11 1
.names a[96] a[97] n1532
00 1
.names a[98] n1532 n1533
01 1
.names n1531 n1533 n1534
00 1
.names asqrt[50] n1534 n1535
10 1
.names n1351 n1533 n1536
00 1
.names n1346 n1536 n1537
01 1
.names n1342 n1537 n1538
01 1
.names n1340 n1538 n1539
01 1
.names n1531 n1539 n1540
01 1
.names a[98] asqrt[49] n1541
01 1
.names a[99] n1541 n1542
10 1
.names n1356 asqrt[49] n1543
11 1
.names n1542 n1543 n1544
00 1
.names n1540 n1544 n1545
01 1
.names n1535 n1545 n1546
00 1
.names asqrt[51] n1546 n1547
10 1
.names asqrt[51] n1535 n1548
00 1
.names n1545 n1548 n1549
01 1
.names asqrt[50] n1527 n1550
10 1
.names n1522 n1550 n1551
01 1
.names n1518 n1551 n1552
01 1
.names n1516 n1552 n1553
01 1
.names n1543 n1553 n1554
00 1
.names a[100] n1554 n1555
10 1
.names a[100] n1553 n1556
00 1
.names n1543 n1556 n1557
01 1
.names n1555 n1557 n1558
00 1
.names n1549 n1558 n1559
00 1
.names n1547 n1559 n1560
00 1
.names asqrt[52] n1560 n1561
10 1
.names n1359 n1364 n1562
00 1
.names n1368 n1562 n1563
01 1
.names asqrt[49] n1563 n1564
11 1
.names asqrt[49] n1562 n1565
11 1
.names n1368 n1565 n1566
10 1
.names n1564 n1566 n1567
00 1
.names asqrt[52] n1547 n1568
00 1
.names n1559 n1568 n1569
01 1
.names n1567 n1569 n1570
00 1
.names n1561 n1570 n1571
00 1
.names asqrt[53] n1571 n1572
10 1
.names n1373 n1382 n1573
01 1
.names n1371 n1573 n1574
01 1
.names asqrt[49] n1574 n1575
11 1
.names n1371 n1373 n1576
00 1
.names asqrt[49] n1576 n1577
11 1
.names n1382 n1577 n1578
00 1
.names n1575 n1578 n1579
00 1
.names asqrt[53] n1561 n1580
00 1
.names n1570 n1580 n1581
01 1
.names n1579 n1581 n1582
00 1
.names n1572 n1582 n1583
00 1
.names asqrt[54] n1583 n1584
10 1
.names n1385 n1391 n1585
01 1
.names n1393 n1585 n1586
01 1
.names asqrt[49] n1586 n1587
11 1
.names n1385 n1393 n1588
00 1
.names asqrt[49] n1588 n1589
11 1
.names n1391 n1589 n1590
00 1
.names n1587 n1590 n1591
00 1
.names asqrt[54] n1572 n1592
00 1
.names n1582 n1592 n1593
01 1
.names n1591 n1593 n1594
00 1
.names n1584 n1594 n1595
00 1
.names asqrt[55] n1595 n1596
10 1
.names n1403 n1405 n1597
10 1
.names n1396 n1597 n1598
01 1
.names asqrt[49] n1598 n1599
11 1
.names n1396 n1405 n1600
00 1
.names asqrt[49] n1600 n1601
11 1
.names n1403 n1601 n1602
00 1
.names n1599 n1602 n1603
00 1
.names asqrt[55] n1584 n1604
00 1
.names n1594 n1604 n1605
01 1
.names n1603 n1605 n1606
00 1
.names n1596 n1606 n1607
00 1
.names asqrt[56] n1607 n1608
10 1
.names n1408 n1415 n1609
01 1
.names n1417 n1609 n1610
01 1
.names asqrt[49] n1610 n1611
11 1
.names n1408 n1417 n1612
00 1
.names asqrt[49] n1612 n1613
11 1
.names n1415 n1613 n1614
00 1
.names n1611 n1614 n1615
00 1
.names asqrt[56] n1596 n1616
00 1
.names n1606 n1616 n1617
01 1
.names n1615 n1617 n1618
00 1
.names n1608 n1618 n1619
00 1
.names asqrt[57] n1619 n1620
10 1
.names n1427 n1429 n1621
10 1
.names n1420 n1621 n1622
01 1
.names asqrt[49] n1622 n1623
11 1
.names n1420 n1429 n1624
00 1
.names asqrt[49] n1624 n1625
11 1
.names n1427 n1625 n1626
00 1
.names n1623 n1626 n1627
00 1
.names asqrt[57] n1608 n1628
00 1
.names n1618 n1628 n1629
01 1
.names n1627 n1629 n1630
00 1
.names n1620 n1630 n1631
00 1
.names asqrt[58] n1631 n1632
10 1
.names n1432 n1439 n1633
01 1
.names n1441 n1633 n1634
01 1
.names asqrt[49] n1634 n1635
11 1
.names n1432 n1441 n1636
00 1
.names asqrt[49] n1636 n1637
11 1
.names n1439 n1637 n1638
00 1
.names n1635 n1638 n1639
00 1
.names asqrt[58] n1620 n1640
00 1
.names n1630 n1640 n1641
01 1
.names n1639 n1641 n1642
00 1
.names n1632 n1642 n1643
00 1
.names asqrt[59] n1643 n1644
10 1
.names n1451 n1453 n1645
10 1
.names n1444 n1645 n1646
01 1
.names asqrt[49] n1646 n1647
11 1
.names n1444 n1453 n1648
00 1
.names asqrt[49] n1648 n1649
11 1
.names n1451 n1649 n1650
00 1
.names n1647 n1650 n1651
00 1
.names asqrt[59] n1632 n1652
00 1
.names n1642 n1652 n1653
01 1
.names n1651 n1653 n1654
00 1
.names n1644 n1654 n1655
00 1
.names asqrt[60] n1655 n1656
10 1
.names n1456 n1463 n1657
01 1
.names n1465 n1657 n1658
01 1
.names asqrt[49] n1658 n1659
11 1
.names n1456 n1465 n1660
00 1
.names asqrt[49] n1660 n1661
11 1
.names n1463 n1661 n1662
00 1
.names n1659 n1662 n1663
00 1
.names asqrt[60] n1644 n1664
00 1
.names n1654 n1664 n1665
01 1
.names n1663 n1665 n1666
00 1
.names n1656 n1666 n1667
00 1
.names asqrt[61] n1667 n1668
10 1
.names n1475 n1477 n1669
10 1
.names n1468 n1669 n1670
01 1
.names asqrt[49] n1670 n1671
11 1
.names n1468 n1477 n1672
00 1
.names asqrt[49] n1672 n1673
11 1
.names n1475 n1673 n1674
00 1
.names n1671 n1674 n1675
00 1
.names asqrt[61] n1656 n1676
00 1
.names n1666 n1676 n1677
01 1
.names n1675 n1677 n1678
00 1
.names n1668 n1678 n1679
00 1
.names asqrt[62] n1679 n1680
10 1
.names n1480 n1487 n1681
01 1
.names n1489 n1681 n1682
01 1
.names asqrt[49] n1682 n1683
11 1
.names n1480 n1489 n1684
00 1
.names asqrt[49] n1684 n1685
11 1
.names n1487 n1685 n1686
00 1
.names n1683 n1686 n1687
00 1
.names asqrt[62] n1668 n1688
00 1
.names n1678 n1688 n1689
01 1
.names n1687 n1689 n1690
00 1
.names n1680 n1690 n1691
00 1
.names n1499 n1501 n1692
10 1
.names n1492 n1692 n1693
01 1
.names asqrt[49] n1693 n1694
11 1
.names n1492 n1501 n1695
00 1
.names asqrt[49] n1695 n1696
11 1
.names n1499 n1696 n1697
00 1
.names n1694 n1697 n1698
00 1
.names n1503 n1510 n1699
00 1
.names asqrt[49] n1699 n1700
11 1
.names n1518 n1700 n1701
00 1
.names n1698 n1701 n1702
01 1
.names n1691 n1702 n1703
01 1
.names asqrt[63] n1703 n1704
00 1
.names n1680 n1698 n1705
01 1
.names n1690 n1705 n1706
01 1
.names n1510 asqrt[49] n1707
01 1
.names n1503 n1707 n1708
10 1
.names asqrt[63] n1699 n1709
10 1
.names n1708 n1709 n1710
01 1
.names n1506 n1527 n1711
00 1
.names n1509 n1711 n1712
01 1
.names n1522 n1712 n1713
01 1
.names n1518 n1713 n1714
01 1
.names n1516 n1714 n1715
01 1
.names n1710 n1715 n1716
00 1
.names n1706 n1716 n1717
01 1
.names n1704 n1717 asqrt[48]
01 0
.names a[96] asqrt[48] n1719
11 1
.names a[94] a[95] n1720
00 1
.names a[96] n1720 n1721
01 1
.names n1719 n1721 n1722
00 1
.names asqrt[49] n1722 n1723
10 1
.names a[96] asqrt[48] n1724
01 1
.names a[97] n1724 n1725
10 1
.names n1532 asqrt[48] n1726
11 1
.names n1725 n1726 n1727
00 1
.names n1527 n1721 n1728
00 1
.names n1522 n1728 n1729
01 1
.names n1518 n1729 n1730
01 1
.names n1516 n1730 n1731
01 1
.names n1719 n1731 n1732
01 1
.names n1727 n1732 n1733
10 1
.names n1723 n1733 n1734
00 1
.names asqrt[50] n1734 n1735
10 1
.names asqrt[50] n1723 n1736
00 1
.names n1733 n1736 n1737
01 1
.names asqrt[49] n1715 n1738
10 1
.names n1710 n1738 n1739
01 1
.names n1706 n1739 n1740
01 1
.names n1704 n1740 n1741
01 1
.names n1726 n1741 n1742
00 1
.names a[98] n1742 n1743
10 1
.names a[98] n1741 n1744
00 1
.names n1726 n1744 n1745
01 1
.names n1743 n1745 n1746
00 1
.names n1737 n1746 n1747
00 1
.names n1735 n1747 n1748
00 1
.names asqrt[51] n1748 n1749
10 1
.names n1535 n1540 n1750
00 1
.names n1544 n1750 n1751
01 1
.names asqrt[48] n1751 n1752
11 1
.names asqrt[48] n1750 n1753
11 1
.names n1544 n1753 n1754
10 1
.names n1752 n1754 n1755
00 1
.names asqrt[51] n1735 n1756
00 1
.names n1747 n1756 n1757
01 1
.names n1755 n1757 n1758
00 1
.names n1749 n1758 n1759
00 1
.names asqrt[52] n1759 n1760
10 1
.names n1549 n1558 n1761
01 1
.names n1547 n1761 n1762
01 1
.names asqrt[48] n1762 n1763
11 1
.names n1547 n1549 n1764
00 1
.names asqrt[48] n1764 n1765
11 1
.names n1558 n1765 n1766
00 1
.names n1763 n1766 n1767
00 1
.names asqrt[52] n1749 n1768
00 1
.names n1758 n1768 n1769
01 1
.names n1767 n1769 n1770
00 1
.names n1760 n1770 n1771
00 1
.names asqrt[53] n1771 n1772
10 1
.names n1561 n1567 n1773
01 1
.names n1569 n1773 n1774
01 1
.names asqrt[48] n1774 n1775
11 1
.names n1561 n1569 n1776
00 1
.names asqrt[48] n1776 n1777
11 1
.names n1567 n1777 n1778
00 1
.names n1775 n1778 n1779
00 1
.names asqrt[53] n1760 n1780
00 1
.names n1770 n1780 n1781
01 1
.names n1779 n1781 n1782
00 1
.names n1772 n1782 n1783
00 1
.names asqrt[54] n1783 n1784
10 1
.names n1579 n1581 n1785
10 1
.names n1572 n1785 n1786
01 1
.names asqrt[48] n1786 n1787
11 1
.names n1572 n1581 n1788
00 1
.names asqrt[48] n1788 n1789
11 1
.names n1579 n1789 n1790
00 1
.names n1787 n1790 n1791
00 1
.names asqrt[54] n1772 n1792
00 1
.names n1782 n1792 n1793
01 1
.names n1791 n1793 n1794
00 1
.names n1784 n1794 n1795
00 1
.names asqrt[55] n1795 n1796
10 1
.names n1584 n1591 n1797
01 1
.names n1593 n1797 n1798
01 1
.names asqrt[48] n1798 n1799
11 1
.names n1584 n1593 n1800
00 1
.names asqrt[48] n1800 n1801
11 1
.names n1591 n1801 n1802
00 1
.names n1799 n1802 n1803
00 1
.names asqrt[55] n1784 n1804
00 1
.names n1794 n1804 n1805
01 1
.names n1803 n1805 n1806
00 1
.names n1796 n1806 n1807
00 1
.names asqrt[56] n1807 n1808
10 1
.names n1603 n1605 n1809
10 1
.names n1596 n1809 n1810
01 1
.names asqrt[48] n1810 n1811
11 1
.names n1596 n1605 n1812
00 1
.names asqrt[48] n1812 n1813
11 1
.names n1603 n1813 n1814
00 1
.names n1811 n1814 n1815
00 1
.names asqrt[56] n1796 n1816
00 1
.names n1806 n1816 n1817
01 1
.names n1815 n1817 n1818
00 1
.names n1808 n1818 n1819
00 1
.names asqrt[57] n1819 n1820
10 1
.names n1608 n1615 n1821
01 1
.names n1617 n1821 n1822
01 1
.names asqrt[48] n1822 n1823
11 1
.names n1608 n1617 n1824
00 1
.names asqrt[48] n1824 n1825
11 1
.names n1615 n1825 n1826
00 1
.names n1823 n1826 n1827
00 1
.names asqrt[57] n1808 n1828
00 1
.names n1818 n1828 n1829
01 1
.names n1827 n1829 n1830
00 1
.names n1820 n1830 n1831
00 1
.names asqrt[58] n1831 n1832
10 1
.names n1627 n1629 n1833
10 1
.names n1620 n1833 n1834
01 1
.names asqrt[48] n1834 n1835
11 1
.names n1620 n1629 n1836
00 1
.names asqrt[48] n1836 n1837
11 1
.names n1627 n1837 n1838
00 1
.names n1835 n1838 n1839
00 1
.names asqrt[58] n1820 n1840
00 1
.names n1830 n1840 n1841
01 1
.names n1839 n1841 n1842
00 1
.names n1832 n1842 n1843
00 1
.names asqrt[59] n1843 n1844
10 1
.names n1632 n1639 n1845
01 1
.names n1641 n1845 n1846
01 1
.names asqrt[48] n1846 n1847
11 1
.names n1632 n1641 n1848
00 1
.names asqrt[48] n1848 n1849
11 1
.names n1639 n1849 n1850
00 1
.names n1847 n1850 n1851
00 1
.names asqrt[59] n1832 n1852
00 1
.names n1842 n1852 n1853
01 1
.names n1851 n1853 n1854
00 1
.names n1844 n1854 n1855
00 1
.names asqrt[60] n1855 n1856
10 1
.names n1651 n1653 n1857
10 1
.names n1644 n1857 n1858
01 1
.names asqrt[48] n1858 n1859
11 1
.names n1644 n1653 n1860
00 1
.names asqrt[48] n1860 n1861
11 1
.names n1651 n1861 n1862
00 1
.names n1859 n1862 n1863
00 1
.names asqrt[60] n1844 n1864
00 1
.names n1854 n1864 n1865
01 1
.names n1863 n1865 n1866
00 1
.names n1856 n1866 n1867
00 1
.names asqrt[61] n1867 n1868
10 1
.names n1656 n1663 n1869
01 1
.names n1665 n1869 n1870
01 1
.names asqrt[48] n1870 n1871
11 1
.names n1656 n1665 n1872
00 1
.names asqrt[48] n1872 n1873
11 1
.names n1663 n1873 n1874
00 1
.names n1871 n1874 n1875
00 1
.names asqrt[61] n1856 n1876
00 1
.names n1866 n1876 n1877
01 1
.names n1875 n1877 n1878
00 1
.names n1868 n1878 n1879
00 1
.names asqrt[62] n1879 n1880
10 1
.names n1675 n1677 n1881
10 1
.names n1668 n1881 n1882
01 1
.names asqrt[48] n1882 n1883
11 1
.names n1668 n1677 n1884
00 1
.names asqrt[48] n1884 n1885
11 1
.names n1675 n1885 n1886
00 1
.names n1883 n1886 n1887
00 1
.names asqrt[62] n1868 n1888
00 1
.names n1878 n1888 n1889
01 1
.names n1887 n1889 n1890
00 1
.names n1880 n1890 n1891
00 1
.names n1680 n1687 n1892
01 1
.names n1689 n1892 n1893
01 1
.names asqrt[48] n1893 n1894
11 1
.names n1680 n1689 n1895
00 1
.names asqrt[48] n1895 n1896
11 1
.names n1687 n1896 n1897
00 1
.names n1894 n1897 n1898
00 1
.names n1691 n1698 n1899
00 1
.names asqrt[48] n1899 n1900
11 1
.names n1706 n1900 n1901
00 1
.names n1898 n1901 n1902
01 1
.names n1891 n1902 n1903
01 1
.names asqrt[63] n1903 n1904
00 1
.names n1880 n1898 n1905
01 1
.names n1890 n1905 n1906
01 1
.names n1698 asqrt[48] n1907
01 1
.names n1691 n1907 n1908
10 1
.names asqrt[63] n1899 n1909
10 1
.names n1908 n1909 n1910
01 1
.names n1694 n1715 n1911
00 1
.names n1697 n1911 n1912
01 1
.names n1710 n1912 n1913
01 1
.names n1706 n1913 n1914
01 1
.names n1704 n1914 n1915
01 1
.names n1910 n1915 n1916
00 1
.names n1906 n1916 n1917
01 1
.names n1904 n1917 asqrt[47]
01 0
.names a[94] asqrt[47] n1919
11 1
.names a[92] a[93] n1920
00 1
.names a[94] n1920 n1921
01 1
.names n1919 n1921 n1922
00 1
.names asqrt[48] n1922 n1923
10 1
.names n1715 n1921 n1924
00 1
.names n1710 n1924 n1925
01 1
.names n1706 n1925 n1926
01 1
.names n1704 n1926 n1927
01 1
.names n1919 n1927 n1928
01 1
.names a[94] asqrt[47] n1929
01 1
.names a[95] n1929 n1930
10 1
.names n1720 asqrt[47] n1931
11 1
.names n1930 n1931 n1932
00 1
.names n1928 n1932 n1933
01 1
.names n1923 n1933 n1934
00 1
.names asqrt[49] n1934 n1935
10 1
.names asqrt[49] n1923 n1936
00 1
.names n1933 n1936 n1937
01 1
.names asqrt[48] n1915 n1938
10 1
.names n1910 n1938 n1939
01 1
.names n1906 n1939 n1940
01 1
.names n1904 n1940 n1941
01 1
.names n1931 n1941 n1942
00 1
.names a[96] n1942 n1943
10 1
.names a[96] n1941 n1944
00 1
.names n1931 n1944 n1945
01 1
.names n1943 n1945 n1946
00 1
.names n1937 n1946 n1947
00 1
.names n1935 n1947 n1948
00 1
.names asqrt[50] n1948 n1949
10 1
.names asqrt[50] n1935 n1950
00 1
.names n1947 n1950 n1951
01 1
.names n1727 n1732 n1952
00 1
.names n1723 n1952 n1953
01 1
.names asqrt[47] n1953 n1954
11 1
.names n1723 n1732 n1955
00 1
.names asqrt[47] n1955 n1956
11 1
.names n1727 n1956 n1957
10 1
.names n1954 n1957 n1958
00 1
.names n1951 n1958 n1959
00 1
.names n1949 n1959 n1960
00 1
.names asqrt[51] n1960 n1961
10 1
.names n1737 n1746 n1962
01 1
.names n1735 n1962 n1963
01 1
.names asqrt[47] n1963 n1964
11 1
.names n1735 n1737 n1965
00 1
.names asqrt[47] n1965 n1966
11 1
.names n1746 n1966 n1967
00 1
.names n1964 n1967 n1968
00 1
.names asqrt[51] n1949 n1969
00 1
.names n1959 n1969 n1970
01 1
.names n1968 n1970 n1971
00 1
.names n1961 n1971 n1972
00 1
.names asqrt[52] n1972 n1973
10 1
.names n1749 n1755 n1974
01 1
.names n1757 n1974 n1975
01 1
.names asqrt[47] n1975 n1976
11 1
.names n1749 n1757 n1977
00 1
.names asqrt[47] n1977 n1978
11 1
.names n1755 n1978 n1979
00 1
.names n1976 n1979 n1980
00 1
.names asqrt[52] n1961 n1981
00 1
.names n1971 n1981 n1982
01 1
.names n1980 n1982 n1983
00 1
.names n1973 n1983 n1984
00 1
.names asqrt[53] n1984 n1985
10 1
.names n1767 n1769 n1986
10 1
.names n1760 n1986 n1987
01 1
.names asqrt[47] n1987 n1988
11 1
.names n1760 n1769 n1989
00 1
.names asqrt[47] n1989 n1990
11 1
.names n1767 n1990 n1991
00 1
.names n1988 n1991 n1992
00 1
.names asqrt[53] n1973 n1993
00 1
.names n1983 n1993 n1994
01 1
.names n1992 n1994 n1995
00 1
.names n1985 n1995 n1996
00 1
.names asqrt[54] n1996 n1997
10 1
.names n1772 n1779 n1998
01 1
.names n1781 n1998 n1999
01 1
.names asqrt[47] n1999 n2000
11 1
.names n1772 n1781 n2001
00 1
.names asqrt[47] n2001 n2002
11 1
.names n1779 n2002 n2003
00 1
.names n2000 n2003 n2004
00 1
.names asqrt[54] n1985 n2005
00 1
.names n1995 n2005 n2006
01 1
.names n2004 n2006 n2007
00 1
.names n1997 n2007 n2008
00 1
.names asqrt[55] n2008 n2009
10 1
.names n1791 n1793 n2010
10 1
.names n1784 n2010 n2011
01 1
.names asqrt[47] n2011 n2012
11 1
.names n1784 n1793 n2013
00 1
.names asqrt[47] n2013 n2014
11 1
.names n1791 n2014 n2015
00 1
.names n2012 n2015 n2016
00 1
.names asqrt[55] n1997 n2017
00 1
.names n2007 n2017 n2018
01 1
.names n2016 n2018 n2019
00 1
.names n2009 n2019 n2020
00 1
.names asqrt[56] n2020 n2021
10 1
.names n1796 n1803 n2022
01 1
.names n1805 n2022 n2023
01 1
.names asqrt[47] n2023 n2024
11 1
.names n1796 n1805 n2025
00 1
.names asqrt[47] n2025 n2026
11 1
.names n1803 n2026 n2027
00 1
.names n2024 n2027 n2028
00 1
.names asqrt[56] n2009 n2029
00 1
.names n2019 n2029 n2030
01 1
.names n2028 n2030 n2031
00 1
.names n2021 n2031 n2032
00 1
.names asqrt[57] n2032 n2033
10 1
.names n1815 n1817 n2034
10 1
.names n1808 n2034 n2035
01 1
.names asqrt[47] n2035 n2036
11 1
.names n1808 n1817 n2037
00 1
.names asqrt[47] n2037 n2038
11 1
.names n1815 n2038 n2039
00 1
.names n2036 n2039 n2040
00 1
.names asqrt[57] n2021 n2041
00 1
.names n2031 n2041 n2042
01 1
.names n2040 n2042 n2043
00 1
.names n2033 n2043 n2044
00 1
.names asqrt[58] n2044 n2045
10 1
.names n1820 n1827 n2046
01 1
.names n1829 n2046 n2047
01 1
.names asqrt[47] n2047 n2048
11 1
.names n1820 n1829 n2049
00 1
.names asqrt[47] n2049 n2050
11 1
.names n1827 n2050 n2051
00 1
.names n2048 n2051 n2052
00 1
.names asqrt[58] n2033 n2053
00 1
.names n2043 n2053 n2054
01 1
.names n2052 n2054 n2055
00 1
.names n2045 n2055 n2056
00 1
.names asqrt[59] n2056 n2057
10 1
.names n1839 n1841 n2058
10 1
.names n1832 n2058 n2059
01 1
.names asqrt[47] n2059 n2060
11 1
.names n1832 n1841 n2061
00 1
.names asqrt[47] n2061 n2062
11 1
.names n1839 n2062 n2063
00 1
.names n2060 n2063 n2064
00 1
.names asqrt[59] n2045 n2065
00 1
.names n2055 n2065 n2066
01 1
.names n2064 n2066 n2067
00 1
.names n2057 n2067 n2068
00 1
.names asqrt[60] n2068 n2069
10 1
.names n1844 n1851 n2070
01 1
.names n1853 n2070 n2071
01 1
.names asqrt[47] n2071 n2072
11 1
.names n1844 n1853 n2073
00 1
.names asqrt[47] n2073 n2074
11 1
.names n1851 n2074 n2075
00 1
.names n2072 n2075 n2076
00 1
.names asqrt[60] n2057 n2077
00 1
.names n2067 n2077 n2078
01 1
.names n2076 n2078 n2079
00 1
.names n2069 n2079 n2080
00 1
.names asqrt[61] n2080 n2081
10 1
.names n1863 n1865 n2082
10 1
.names n1856 n2082 n2083
01 1
.names asqrt[47] n2083 n2084
11 1
.names n1856 n1865 n2085
00 1
.names asqrt[47] n2085 n2086
11 1
.names n1863 n2086 n2087
00 1
.names n2084 n2087 n2088
00 1
.names asqrt[61] n2069 n2089
00 1
.names n2079 n2089 n2090
01 1
.names n2088 n2090 n2091
00 1
.names n2081 n2091 n2092
00 1
.names asqrt[62] n2092 n2093
10 1
.names n1868 n1875 n2094
01 1
.names n1877 n2094 n2095
01 1
.names asqrt[47] n2095 n2096
11 1
.names n1868 n1877 n2097
00 1
.names asqrt[47] n2097 n2098
11 1
.names n1875 n2098 n2099
00 1
.names n2096 n2099 n2100
00 1
.names asqrt[62] n2081 n2101
00 1
.names n2091 n2101 n2102
01 1
.names n2100 n2102 n2103
00 1
.names n2093 n2103 n2104
00 1
.names n1887 n1889 n2105
10 1
.names n1880 n2105 n2106
01 1
.names asqrt[47] n2106 n2107
11 1
.names n1880 n1889 n2108
00 1
.names asqrt[47] n2108 n2109
11 1
.names n1887 n2109 n2110
00 1
.names n2107 n2110 n2111
00 1
.names n1891 n1898 n2112
00 1
.names asqrt[47] n2112 n2113
11 1
.names n1906 n2113 n2114
00 1
.names n2111 n2114 n2115
01 1
.names n2104 n2115 n2116
01 1
.names asqrt[63] n2116 n2117
00 1
.names n2093 n2111 n2118
01 1
.names n2103 n2118 n2119
01 1
.names n1898 asqrt[47] n2120
01 1
.names n1891 n2120 n2121
10 1
.names asqrt[63] n2112 n2122
10 1
.names n2121 n2122 n2123
01 1
.names n1894 n1915 n2124
00 1
.names n1897 n2124 n2125
01 1
.names n1910 n2125 n2126
01 1
.names n1906 n2126 n2127
01 1
.names n1904 n2127 n2128
01 1
.names n2123 n2128 n2129
00 1
.names n2119 n2129 n2130
01 1
.names n2117 n2130 asqrt[46]
01 0
.names a[92] asqrt[46] n2132
11 1
.names a[90] a[91] n2133
00 1
.names a[92] n2133 n2134
01 1
.names n2132 n2134 n2135
00 1
.names asqrt[47] n2135 n2136
10 1
.names n1915 n2134 n2137
00 1
.names n1910 n2137 n2138
01 1
.names n1906 n2138 n2139
01 1
.names n1904 n2139 n2140
01 1
.names n2132 n2140 n2141
01 1
.names a[92] asqrt[46] n2142
01 1
.names a[93] n2142 n2143
10 1
.names n1920 asqrt[46] n2144
11 1
.names n2143 n2144 n2145
00 1
.names n2141 n2145 n2146
01 1
.names n2136 n2146 n2147
00 1
.names asqrt[48] n2147 n2148
10 1
.names asqrt[48] n2136 n2149
00 1
.names n2146 n2149 n2150
01 1
.names asqrt[47] n2128 n2151
10 1
.names n2123 n2151 n2152
01 1
.names n2119 n2152 n2153
01 1
.names n2117 n2153 n2154
01 1
.names n2144 n2154 n2155
00 1
.names a[94] n2155 n2156
10 1
.names a[94] n2154 n2157
00 1
.names n2144 n2157 n2158
01 1
.names n2156 n2158 n2159
00 1
.names n2150 n2159 n2160
00 1
.names n2148 n2160 n2161
00 1
.names asqrt[49] n2161 n2162
10 1
.names n1923 n1928 n2163
00 1
.names n1932 n2163 n2164
01 1
.names asqrt[46] n2164 n2165
11 1
.names asqrt[46] n2163 n2166
11 1
.names n1932 n2166 n2167
10 1
.names n2165 n2167 n2168
00 1
.names asqrt[49] n2148 n2169
00 1
.names n2160 n2169 n2170
01 1
.names n2168 n2170 n2171
00 1
.names n2162 n2171 n2172
00 1
.names asqrt[50] n2172 n2173
10 1
.names n1937 n1946 n2174
01 1
.names n1935 n2174 n2175
01 1
.names asqrt[46] n2175 n2176
11 1
.names n1935 n1937 n2177
00 1
.names asqrt[46] n2177 n2178
11 1
.names n1946 n2178 n2179
00 1
.names n2176 n2179 n2180
00 1
.names asqrt[50] n2162 n2181
00 1
.names n2171 n2181 n2182
01 1
.names n2180 n2182 n2183
00 1
.names n2173 n2183 n2184
00 1
.names asqrt[51] n2184 n2185
10 1
.names asqrt[51] n2173 n2186
00 1
.names n2183 n2186 n2187
01 1
.names n1949 n1958 n2188
01 1
.names n1951 n2188 n2189
01 1
.names asqrt[46] n2189 n2190
11 1
.names n1949 n1951 n2191
00 1
.names asqrt[46] n2191 n2192
11 1
.names n1958 n2192 n2193
00 1
.names n2190 n2193 n2194
00 1
.names n2187 n2194 n2195
00 1
.names n2185 n2195 n2196
00 1
.names asqrt[52] n2196 n2197
10 1
.names n1968 n1970 n2198
10 1
.names n1961 n2198 n2199
01 1
.names asqrt[46] n2199 n2200
11 1
.names n1961 n1970 n2201
00 1
.names asqrt[46] n2201 n2202
11 1
.names n1968 n2202 n2203
00 1
.names n2200 n2203 n2204
00 1
.names asqrt[52] n2185 n2205
00 1
.names n2195 n2205 n2206
01 1
.names n2204 n2206 n2207
00 1
.names n2197 n2207 n2208
00 1
.names asqrt[53] n2208 n2209
10 1
.names n1973 n1980 n2210
01 1
.names n1982 n2210 n2211
01 1
.names asqrt[46] n2211 n2212
11 1
.names n1973 n1982 n2213
00 1
.names asqrt[46] n2213 n2214
11 1
.names n1980 n2214 n2215
00 1
.names n2212 n2215 n2216
00 1
.names asqrt[53] n2197 n2217
00 1
.names n2207 n2217 n2218
01 1
.names n2216 n2218 n2219
00 1
.names n2209 n2219 n2220
00 1
.names asqrt[54] n2220 n2221
10 1
.names n1992 n1994 n2222
10 1
.names n1985 n2222 n2223
01 1
.names asqrt[46] n2223 n2224
11 1
.names n1985 n1994 n2225
00 1
.names asqrt[46] n2225 n2226
11 1
.names n1992 n2226 n2227
00 1
.names n2224 n2227 n2228
00 1
.names asqrt[54] n2209 n2229
00 1
.names n2219 n2229 n2230
01 1
.names n2228 n2230 n2231
00 1
.names n2221 n2231 n2232
00 1
.names asqrt[55] n2232 n2233
10 1
.names n1997 n2004 n2234
01 1
.names n2006 n2234 n2235
01 1
.names asqrt[46] n2235 n2236
11 1
.names n1997 n2006 n2237
00 1
.names asqrt[46] n2237 n2238
11 1
.names n2004 n2238 n2239
00 1
.names n2236 n2239 n2240
00 1
.names asqrt[55] n2221 n2241
00 1
.names n2231 n2241 n2242
01 1
.names n2240 n2242 n2243
00 1
.names n2233 n2243 n2244
00 1
.names asqrt[56] n2244 n2245
10 1
.names n2016 n2018 n2246
10 1
.names n2009 n2246 n2247
01 1
.names asqrt[46] n2247 n2248
11 1
.names n2009 n2018 n2249
00 1
.names asqrt[46] n2249 n2250
11 1
.names n2016 n2250 n2251
00 1
.names n2248 n2251 n2252
00 1
.names asqrt[56] n2233 n2253
00 1
.names n2243 n2253 n2254
01 1
.names n2252 n2254 n2255
00 1
.names n2245 n2255 n2256
00 1
.names asqrt[57] n2256 n2257
10 1
.names n2021 n2028 n2258
01 1
.names n2030 n2258 n2259
01 1
.names asqrt[46] n2259 n2260
11 1
.names n2021 n2030 n2261
00 1
.names asqrt[46] n2261 n2262
11 1
.names n2028 n2262 n2263
00 1
.names n2260 n2263 n2264
00 1
.names asqrt[57] n2245 n2265
00 1
.names n2255 n2265 n2266
01 1
.names n2264 n2266 n2267
00 1
.names n2257 n2267 n2268
00 1
.names asqrt[58] n2268 n2269
10 1
.names n2040 n2042 n2270
10 1
.names n2033 n2270 n2271
01 1
.names asqrt[46] n2271 n2272
11 1
.names n2033 n2042 n2273
00 1
.names asqrt[46] n2273 n2274
11 1
.names n2040 n2274 n2275
00 1
.names n2272 n2275 n2276
00 1
.names asqrt[58] n2257 n2277
00 1
.names n2267 n2277 n2278
01 1
.names n2276 n2278 n2279
00 1
.names n2269 n2279 n2280
00 1
.names asqrt[59] n2280 n2281
10 1
.names n2045 n2052 n2282
01 1
.names n2054 n2282 n2283
01 1
.names asqrt[46] n2283 n2284
11 1
.names n2045 n2054 n2285
00 1
.names asqrt[46] n2285 n2286
11 1
.names n2052 n2286 n2287
00 1
.names n2284 n2287 n2288
00 1
.names asqrt[59] n2269 n2289
00 1
.names n2279 n2289 n2290
01 1
.names n2288 n2290 n2291
00 1
.names n2281 n2291 n2292
00 1
.names asqrt[60] n2292 n2293
10 1
.names n2064 n2066 n2294
10 1
.names n2057 n2294 n2295
01 1
.names asqrt[46] n2295 n2296
11 1
.names n2057 n2066 n2297
00 1
.names asqrt[46] n2297 n2298
11 1
.names n2064 n2298 n2299
00 1
.names n2296 n2299 n2300
00 1
.names asqrt[60] n2281 n2301
00 1
.names n2291 n2301 n2302
01 1
.names n2300 n2302 n2303
00 1
.names n2293 n2303 n2304
00 1
.names asqrt[61] n2304 n2305
10 1
.names n2069 n2076 n2306
01 1
.names n2078 n2306 n2307
01 1
.names asqrt[46] n2307 n2308
11 1
.names n2069 n2078 n2309
00 1
.names asqrt[46] n2309 n2310
11 1
.names n2076 n2310 n2311
00 1
.names n2308 n2311 n2312
00 1
.names asqrt[61] n2293 n2313
00 1
.names n2303 n2313 n2314
01 1
.names n2312 n2314 n2315
00 1
.names n2305 n2315 n2316
00 1
.names asqrt[62] n2316 n2317
10 1
.names n2088 n2090 n2318
10 1
.names n2081 n2318 n2319
01 1
.names asqrt[46] n2319 n2320
11 1
.names n2081 n2090 n2321
00 1
.names asqrt[46] n2321 n2322
11 1
.names n2088 n2322 n2323
00 1
.names n2320 n2323 n2324
00 1
.names asqrt[62] n2305 n2325
00 1
.names n2315 n2325 n2326
01 1
.names n2324 n2326 n2327
00 1
.names n2317 n2327 n2328
00 1
.names n2093 n2100 n2329
01 1
.names n2102 n2329 n2330
01 1
.names asqrt[46] n2330 n2331
11 1
.names n2093 n2102 n2332
00 1
.names asqrt[46] n2332 n2333
11 1
.names n2100 n2333 n2334
00 1
.names n2331 n2334 n2335
00 1
.names n2104 n2111 n2336
00 1
.names asqrt[46] n2336 n2337
11 1
.names n2119 n2337 n2338
00 1
.names n2335 n2338 n2339
01 1
.names n2328 n2339 n2340
01 1
.names asqrt[63] n2340 n2341
00 1
.names n2317 n2335 n2342
01 1
.names n2327 n2342 n2343
01 1
.names n2111 asqrt[46] n2344
01 1
.names n2104 n2344 n2345
10 1
.names asqrt[63] n2336 n2346
10 1
.names n2345 n2346 n2347
01 1
.names n2107 n2128 n2348
00 1
.names n2110 n2348 n2349
01 1
.names n2123 n2349 n2350
01 1
.names n2119 n2350 n2351
01 1
.names n2117 n2351 n2352
01 1
.names n2347 n2352 n2353
00 1
.names n2343 n2353 n2354
01 1
.names n2341 n2354 asqrt[45]
01 0
.names a[90] asqrt[45] n2356
11 1
.names a[88] a[89] n2357
00 1
.names a[90] n2357 n2358
01 1
.names n2356 n2358 n2359
00 1
.names asqrt[46] n2359 n2360
10 1
.names n2128 n2358 n2361
00 1
.names n2123 n2361 n2362
01 1
.names n2119 n2362 n2363
01 1
.names n2117 n2363 n2364
01 1
.names n2356 n2364 n2365
01 1
.names a[90] asqrt[45] n2366
01 1
.names a[91] n2366 n2367
10 1
.names n2133 asqrt[45] n2368
11 1
.names n2367 n2368 n2369
00 1
.names n2365 n2369 n2370
01 1
.names n2360 n2370 n2371
00 1
.names asqrt[47] n2371 n2372
10 1
.names asqrt[47] n2360 n2373
00 1
.names n2370 n2373 n2374
01 1
.names asqrt[46] n2352 n2375
10 1
.names n2347 n2375 n2376
01 1
.names n2343 n2376 n2377
01 1
.names n2341 n2377 n2378
01 1
.names n2368 n2378 n2379
00 1
.names a[92] n2379 n2380
10 1
.names a[92] n2378 n2381
00 1
.names n2368 n2381 n2382
01 1
.names n2380 n2382 n2383
00 1
.names n2374 n2383 n2384
00 1
.names n2372 n2384 n2385
00 1
.names asqrt[48] n2385 n2386
10 1
.names n2136 n2141 n2387
00 1
.names n2145 n2387 n2388
01 1
.names asqrt[45] n2388 n2389
11 1
.names asqrt[45] n2387 n2390
11 1
.names n2145 n2390 n2391
10 1
.names n2389 n2391 n2392
00 1
.names asqrt[48] n2372 n2393
00 1
.names n2384 n2393 n2394
01 1
.names n2392 n2394 n2395
00 1
.names n2386 n2395 n2396
00 1
.names asqrt[49] n2396 n2397
10 1
.names n2150 n2159 n2398
01 1
.names n2148 n2398 n2399
01 1
.names asqrt[45] n2399 n2400
11 1
.names n2148 n2150 n2401
00 1
.names asqrt[45] n2401 n2402
11 1
.names n2159 n2402 n2403
00 1
.names n2400 n2403 n2404
00 1
.names asqrt[49] n2386 n2405
00 1
.names n2395 n2405 n2406
01 1
.names n2404 n2406 n2407
00 1
.names n2397 n2407 n2408
00 1
.names asqrt[50] n2408 n2409
10 1
.names n2162 n2168 n2410
01 1
.names n2170 n2410 n2411
01 1
.names asqrt[45] n2411 n2412
11 1
.names n2162 n2170 n2413
00 1
.names asqrt[45] n2413 n2414
11 1
.names n2168 n2414 n2415
00 1
.names n2412 n2415 n2416
00 1
.names asqrt[50] n2397 n2417
00 1
.names n2407 n2417 n2418
01 1
.names n2416 n2418 n2419
00 1
.names n2409 n2419 n2420
00 1
.names asqrt[51] n2420 n2421
10 1
.names n2180 n2182 n2422
10 1
.names n2173 n2422 n2423
01 1
.names asqrt[45] n2423 n2424
11 1
.names n2173 n2182 n2425
00 1
.names asqrt[45] n2425 n2426
11 1
.names n2180 n2426 n2427
00 1
.names n2424 n2427 n2428
00 1
.names asqrt[51] n2409 n2429
00 1
.names n2419 n2429 n2430
01 1
.names n2428 n2430 n2431
00 1
.names n2421 n2431 n2432
00 1
.names asqrt[52] n2432 n2433
10 1
.names asqrt[52] n2421 n2434
00 1
.names n2431 n2434 n2435
01 1
.names n2185 n2194 n2436
01 1
.names n2187 n2436 n2437
01 1
.names asqrt[45] n2437 n2438
11 1
.names n2185 n2187 n2439
00 1
.names asqrt[45] n2439 n2440
11 1
.names n2194 n2440 n2441
00 1
.names n2438 n2441 n2442
00 1
.names n2435 n2442 n2443
00 1
.names n2433 n2443 n2444
00 1
.names asqrt[53] n2444 n2445
10 1
.names n2204 n2206 n2446
10 1
.names n2197 n2446 n2447
01 1
.names asqrt[45] n2447 n2448
11 1
.names n2197 n2206 n2449
00 1
.names asqrt[45] n2449 n2450
11 1
.names n2204 n2450 n2451
00 1
.names n2448 n2451 n2452
00 1
.names asqrt[53] n2433 n2453
00 1
.names n2443 n2453 n2454
01 1
.names n2452 n2454 n2455
00 1
.names n2445 n2455 n2456
00 1
.names asqrt[54] n2456 n2457
10 1
.names n2209 n2216 n2458
01 1
.names n2218 n2458 n2459
01 1
.names asqrt[45] n2459 n2460
11 1
.names n2209 n2218 n2461
00 1
.names asqrt[45] n2461 n2462
11 1
.names n2216 n2462 n2463
00 1
.names n2460 n2463 n2464
00 1
.names asqrt[54] n2445 n2465
00 1
.names n2455 n2465 n2466
01 1
.names n2464 n2466 n2467
00 1
.names n2457 n2467 n2468
00 1
.names asqrt[55] n2468 n2469
10 1
.names n2228 n2230 n2470
10 1
.names n2221 n2470 n2471
01 1
.names asqrt[45] n2471 n2472
11 1
.names n2221 n2230 n2473
00 1
.names asqrt[45] n2473 n2474
11 1
.names n2228 n2474 n2475
00 1
.names n2472 n2475 n2476
00 1
.names asqrt[55] n2457 n2477
00 1
.names n2467 n2477 n2478
01 1
.names n2476 n2478 n2479
00 1
.names n2469 n2479 n2480
00 1
.names asqrt[56] n2480 n2481
10 1
.names n2233 n2240 n2482
01 1
.names n2242 n2482 n2483
01 1
.names asqrt[45] n2483 n2484
11 1
.names n2233 n2242 n2485
00 1
.names asqrt[45] n2485 n2486
11 1
.names n2240 n2486 n2487
00 1
.names n2484 n2487 n2488
00 1
.names asqrt[56] n2469 n2489
00 1
.names n2479 n2489 n2490
01 1
.names n2488 n2490 n2491
00 1
.names n2481 n2491 n2492
00 1
.names asqrt[57] n2492 n2493
10 1
.names n2252 n2254 n2494
10 1
.names n2245 n2494 n2495
01 1
.names asqrt[45] n2495 n2496
11 1
.names n2245 n2254 n2497
00 1
.names asqrt[45] n2497 n2498
11 1
.names n2252 n2498 n2499
00 1
.names n2496 n2499 n2500
00 1
.names asqrt[57] n2481 n2501
00 1
.names n2491 n2501 n2502
01 1
.names n2500 n2502 n2503
00 1
.names n2493 n2503 n2504
00 1
.names asqrt[58] n2504 n2505
10 1
.names n2257 n2264 n2506
01 1
.names n2266 n2506 n2507
01 1
.names asqrt[45] n2507 n2508
11 1
.names n2257 n2266 n2509
00 1
.names asqrt[45] n2509 n2510
11 1
.names n2264 n2510 n2511
00 1
.names n2508 n2511 n2512
00 1
.names asqrt[58] n2493 n2513
00 1
.names n2503 n2513 n2514
01 1
.names n2512 n2514 n2515
00 1
.names n2505 n2515 n2516
00 1
.names asqrt[59] n2516 n2517
10 1
.names n2276 n2278 n2518
10 1
.names n2269 n2518 n2519
01 1
.names asqrt[45] n2519 n2520
11 1
.names n2269 n2278 n2521
00 1
.names asqrt[45] n2521 n2522
11 1
.names n2276 n2522 n2523
00 1
.names n2520 n2523 n2524
00 1
.names asqrt[59] n2505 n2525
00 1
.names n2515 n2525 n2526
01 1
.names n2524 n2526 n2527
00 1
.names n2517 n2527 n2528
00 1
.names asqrt[60] n2528 n2529
10 1
.names n2281 n2288 n2530
01 1
.names n2290 n2530 n2531
01 1
.names asqrt[45] n2531 n2532
11 1
.names n2281 n2290 n2533
00 1
.names asqrt[45] n2533 n2534
11 1
.names n2288 n2534 n2535
00 1
.names n2532 n2535 n2536
00 1
.names asqrt[60] n2517 n2537
00 1
.names n2527 n2537 n2538
01 1
.names n2536 n2538 n2539
00 1
.names n2529 n2539 n2540
00 1
.names asqrt[61] n2540 n2541
10 1
.names n2300 n2302 n2542
10 1
.names n2293 n2542 n2543
01 1
.names asqrt[45] n2543 n2544
11 1
.names n2293 n2302 n2545
00 1
.names asqrt[45] n2545 n2546
11 1
.names n2300 n2546 n2547
00 1
.names n2544 n2547 n2548
00 1
.names asqrt[61] n2529 n2549
00 1
.names n2539 n2549 n2550
01 1
.names n2548 n2550 n2551
00 1
.names n2541 n2551 n2552
00 1
.names asqrt[62] n2552 n2553
10 1
.names n2305 n2312 n2554
01 1
.names n2314 n2554 n2555
01 1
.names asqrt[45] n2555 n2556
11 1
.names n2305 n2314 n2557
00 1
.names asqrt[45] n2557 n2558
11 1
.names n2312 n2558 n2559
00 1
.names n2556 n2559 n2560
00 1
.names asqrt[62] n2541 n2561
00 1
.names n2551 n2561 n2562
01 1
.names n2560 n2562 n2563
00 1
.names n2553 n2563 n2564
00 1
.names n2324 n2326 n2565
10 1
.names n2317 n2565 n2566
01 1
.names asqrt[45] n2566 n2567
11 1
.names n2317 n2326 n2568
00 1
.names asqrt[45] n2568 n2569
11 1
.names n2324 n2569 n2570
00 1
.names n2567 n2570 n2571
00 1
.names n2328 n2335 n2572
00 1
.names asqrt[45] n2572 n2573
11 1
.names n2343 n2573 n2574
00 1
.names n2571 n2574 n2575
01 1
.names n2564 n2575 n2576
01 1
.names asqrt[63] n2576 n2577
00 1
.names n2553 n2571 n2578
01 1
.names n2563 n2578 n2579
01 1
.names n2335 asqrt[45] n2580
01 1
.names n2328 n2580 n2581
10 1
.names asqrt[63] n2572 n2582
10 1
.names n2581 n2582 n2583
01 1
.names n2331 n2352 n2584
00 1
.names n2334 n2584 n2585
01 1
.names n2347 n2585 n2586
01 1
.names n2343 n2586 n2587
01 1
.names n2341 n2587 n2588
01 1
.names n2583 n2588 n2589
00 1
.names n2579 n2589 n2590
01 1
.names n2577 n2590 asqrt[44]
01 0
.names a[88] asqrt[44] n2592
11 1
.names a[86] a[87] n2593
00 1
.names a[88] n2593 n2594
01 1
.names n2592 n2594 n2595
00 1
.names asqrt[45] n2595 n2596
10 1
.names n2352 n2594 n2597
00 1
.names n2347 n2597 n2598
01 1
.names n2343 n2598 n2599
01 1
.names n2341 n2599 n2600
01 1
.names n2592 n2600 n2601
01 1
.names a[88] asqrt[44] n2602
01 1
.names a[89] n2602 n2603
10 1
.names n2357 asqrt[44] n2604
11 1
.names n2603 n2604 n2605
00 1
.names n2601 n2605 n2606
01 1
.names n2596 n2606 n2607
00 1
.names asqrt[46] n2607 n2608
10 1
.names asqrt[46] n2596 n2609
00 1
.names n2606 n2609 n2610
01 1
.names asqrt[45] n2588 n2611
10 1
.names n2583 n2611 n2612
01 1
.names n2579 n2612 n2613
01 1
.names n2577 n2613 n2614
01 1
.names n2604 n2614 n2615
00 1
.names a[90] n2615 n2616
10 1
.names a[90] n2614 n2617
00 1
.names n2604 n2617 n2618
01 1
.names n2616 n2618 n2619
00 1
.names n2610 n2619 n2620
00 1
.names n2608 n2620 n2621
00 1
.names asqrt[47] n2621 n2622
10 1
.names n2360 n2365 n2623
00 1
.names n2369 n2623 n2624
01 1
.names asqrt[44] n2624 n2625
11 1
.names asqrt[44] n2623 n2626
11 1
.names n2369 n2626 n2627
10 1
.names n2625 n2627 n2628
00 1
.names asqrt[47] n2608 n2629
00 1
.names n2620 n2629 n2630
01 1
.names n2628 n2630 n2631
00 1
.names n2622 n2631 n2632
00 1
.names asqrt[48] n2632 n2633
10 1
.names n2374 n2383 n2634
01 1
.names n2372 n2634 n2635
01 1
.names asqrt[44] n2635 n2636
11 1
.names n2372 n2374 n2637
00 1
.names asqrt[44] n2637 n2638
11 1
.names n2383 n2638 n2639
00 1
.names n2636 n2639 n2640
00 1
.names asqrt[48] n2622 n2641
00 1
.names n2631 n2641 n2642
01 1
.names n2640 n2642 n2643
00 1
.names n2633 n2643 n2644
00 1
.names asqrt[49] n2644 n2645
10 1
.names n2386 n2392 n2646
01 1
.names n2394 n2646 n2647
01 1
.names asqrt[44] n2647 n2648
11 1
.names n2386 n2394 n2649
00 1
.names asqrt[44] n2649 n2650
11 1
.names n2392 n2650 n2651
00 1
.names n2648 n2651 n2652
00 1
.names asqrt[49] n2633 n2653
00 1
.names n2643 n2653 n2654
01 1
.names n2652 n2654 n2655
00 1
.names n2645 n2655 n2656
00 1
.names asqrt[50] n2656 n2657
10 1
.names n2404 n2406 n2658
10 1
.names n2397 n2658 n2659
01 1
.names asqrt[44] n2659 n2660
11 1
.names n2397 n2406 n2661
00 1
.names asqrt[44] n2661 n2662
11 1
.names n2404 n2662 n2663
00 1
.names n2660 n2663 n2664
00 1
.names asqrt[50] n2645 n2665
00 1
.names n2655 n2665 n2666
01 1
.names n2664 n2666 n2667
00 1
.names n2657 n2667 n2668
00 1
.names asqrt[51] n2668 n2669
10 1
.names n2409 n2416 n2670
01 1
.names n2418 n2670 n2671
01 1
.names asqrt[44] n2671 n2672
11 1
.names n2409 n2418 n2673
00 1
.names asqrt[44] n2673 n2674
11 1
.names n2416 n2674 n2675
00 1
.names n2672 n2675 n2676
00 1
.names asqrt[51] n2657 n2677
00 1
.names n2667 n2677 n2678
01 1
.names n2676 n2678 n2679
00 1
.names n2669 n2679 n2680
00 1
.names asqrt[52] n2680 n2681
10 1
.names n2428 n2430 n2682
10 1
.names n2421 n2682 n2683
01 1
.names asqrt[44] n2683 n2684
11 1
.names n2421 n2430 n2685
00 1
.names asqrt[44] n2685 n2686
11 1
.names n2428 n2686 n2687
00 1
.names n2684 n2687 n2688
00 1
.names asqrt[52] n2669 n2689
00 1
.names n2679 n2689 n2690
01 1
.names n2688 n2690 n2691
00 1
.names n2681 n2691 n2692
00 1
.names asqrt[53] n2692 n2693
10 1
.names asqrt[53] n2681 n2694
00 1
.names n2691 n2694 n2695
01 1
.names n2433 n2442 n2696
01 1
.names n2435 n2696 n2697
01 1
.names asqrt[44] n2697 n2698
11 1
.names n2433 n2435 n2699
00 1
.names asqrt[44] n2699 n2700
11 1
.names n2442 n2700 n2701
00 1
.names n2698 n2701 n2702
00 1
.names n2695 n2702 n2703
00 1
.names n2693 n2703 n2704
00 1
.names asqrt[54] n2704 n2705
10 1
.names n2452 n2454 n2706
10 1
.names n2445 n2706 n2707
01 1
.names asqrt[44] n2707 n2708
11 1
.names n2445 n2454 n2709
00 1
.names asqrt[44] n2709 n2710
11 1
.names n2452 n2710 n2711
00 1
.names n2708 n2711 n2712
00 1
.names asqrt[54] n2693 n2713
00 1
.names n2703 n2713 n2714
01 1
.names n2712 n2714 n2715
00 1
.names n2705 n2715 n2716
00 1
.names asqrt[55] n2716 n2717
10 1
.names n2457 n2464 n2718
01 1
.names n2466 n2718 n2719
01 1
.names asqrt[44] n2719 n2720
11 1
.names n2457 n2466 n2721
00 1
.names asqrt[44] n2721 n2722
11 1
.names n2464 n2722 n2723
00 1
.names n2720 n2723 n2724
00 1
.names asqrt[55] n2705 n2725
00 1
.names n2715 n2725 n2726
01 1
.names n2724 n2726 n2727
00 1
.names n2717 n2727 n2728
00 1
.names asqrt[56] n2728 n2729
10 1
.names n2476 n2478 n2730
10 1
.names n2469 n2730 n2731
01 1
.names asqrt[44] n2731 n2732
11 1
.names n2469 n2478 n2733
00 1
.names asqrt[44] n2733 n2734
11 1
.names n2476 n2734 n2735
00 1
.names n2732 n2735 n2736
00 1
.names asqrt[56] n2717 n2737
00 1
.names n2727 n2737 n2738
01 1
.names n2736 n2738 n2739
00 1
.names n2729 n2739 n2740
00 1
.names asqrt[57] n2740 n2741
10 1
.names n2481 n2488 n2742
01 1
.names n2490 n2742 n2743
01 1
.names asqrt[44] n2743 n2744
11 1
.names n2481 n2490 n2745
00 1
.names asqrt[44] n2745 n2746
11 1
.names n2488 n2746 n2747
00 1
.names n2744 n2747 n2748
00 1
.names asqrt[57] n2729 n2749
00 1
.names n2739 n2749 n2750
01 1
.names n2748 n2750 n2751
00 1
.names n2741 n2751 n2752
00 1
.names asqrt[58] n2752 n2753
10 1
.names n2500 n2502 n2754
10 1
.names n2493 n2754 n2755
01 1
.names asqrt[44] n2755 n2756
11 1
.names n2493 n2502 n2757
00 1
.names asqrt[44] n2757 n2758
11 1
.names n2500 n2758 n2759
00 1
.names n2756 n2759 n2760
00 1
.names asqrt[58] n2741 n2761
00 1
.names n2751 n2761 n2762
01 1
.names n2760 n2762 n2763
00 1
.names n2753 n2763 n2764
00 1
.names asqrt[59] n2764 n2765
10 1
.names n2505 n2512 n2766
01 1
.names n2514 n2766 n2767
01 1
.names asqrt[44] n2767 n2768
11 1
.names n2505 n2514 n2769
00 1
.names asqrt[44] n2769 n2770
11 1
.names n2512 n2770 n2771
00 1
.names n2768 n2771 n2772
00 1
.names asqrt[59] n2753 n2773
00 1
.names n2763 n2773 n2774
01 1
.names n2772 n2774 n2775
00 1
.names n2765 n2775 n2776
00 1
.names asqrt[60] n2776 n2777
10 1
.names n2524 n2526 n2778
10 1
.names n2517 n2778 n2779
01 1
.names asqrt[44] n2779 n2780
11 1
.names n2517 n2526 n2781
00 1
.names asqrt[44] n2781 n2782
11 1
.names n2524 n2782 n2783
00 1
.names n2780 n2783 n2784
00 1
.names asqrt[60] n2765 n2785
00 1
.names n2775 n2785 n2786
01 1
.names n2784 n2786 n2787
00 1
.names n2777 n2787 n2788
00 1
.names asqrt[61] n2788 n2789
10 1
.names n2529 n2536 n2790
01 1
.names n2538 n2790 n2791
01 1
.names asqrt[44] n2791 n2792
11 1
.names n2529 n2538 n2793
00 1
.names asqrt[44] n2793 n2794
11 1
.names n2536 n2794 n2795
00 1
.names n2792 n2795 n2796
00 1
.names asqrt[61] n2777 n2797
00 1
.names n2787 n2797 n2798
01 1
.names n2796 n2798 n2799
00 1
.names n2789 n2799 n2800
00 1
.names asqrt[62] n2800 n2801
10 1
.names n2548 n2550 n2802
10 1
.names n2541 n2802 n2803
01 1
.names asqrt[44] n2803 n2804
11 1
.names n2541 n2550 n2805
00 1
.names asqrt[44] n2805 n2806
11 1
.names n2548 n2806 n2807
00 1
.names n2804 n2807 n2808
00 1
.names asqrt[62] n2789 n2809
00 1
.names n2799 n2809 n2810
01 1
.names n2808 n2810 n2811
00 1
.names n2801 n2811 n2812
00 1
.names n2553 n2560 n2813
01 1
.names n2562 n2813 n2814
01 1
.names asqrt[44] n2814 n2815
11 1
.names n2553 n2562 n2816
00 1
.names asqrt[44] n2816 n2817
11 1
.names n2560 n2817 n2818
00 1
.names n2815 n2818 n2819
00 1
.names n2564 n2571 n2820
00 1
.names asqrt[44] n2820 n2821
11 1
.names n2579 n2821 n2822
00 1
.names n2819 n2822 n2823
01 1
.names n2812 n2823 n2824
01 1
.names asqrt[63] n2824 n2825
00 1
.names n2801 n2819 n2826
01 1
.names n2811 n2826 n2827
01 1
.names n2571 asqrt[44] n2828
01 1
.names n2564 n2828 n2829
10 1
.names asqrt[63] n2820 n2830
10 1
.names n2829 n2830 n2831
01 1
.names n2567 n2588 n2832
00 1
.names n2570 n2832 n2833
01 1
.names n2583 n2833 n2834
01 1
.names n2579 n2834 n2835
01 1
.names n2577 n2835 n2836
01 1
.names n2831 n2836 n2837
00 1
.names n2827 n2837 n2838
01 1
.names n2825 n2838 asqrt[43]
01 0
.names a[86] asqrt[43] n2840
11 1
.names a[84] a[85] n2841
00 1
.names a[86] n2841 n2842
01 1
.names n2840 n2842 n2843
00 1
.names asqrt[44] n2843 n2844
10 1
.names n2588 n2842 n2845
00 1
.names n2583 n2845 n2846
01 1
.names n2579 n2846 n2847
01 1
.names n2577 n2847 n2848
01 1
.names n2840 n2848 n2849
01 1
.names a[86] asqrt[43] n2850
01 1
.names a[87] n2850 n2851
10 1
.names n2593 asqrt[43] n2852
11 1
.names n2851 n2852 n2853
00 1
.names n2849 n2853 n2854
01 1
.names n2844 n2854 n2855
00 1
.names asqrt[45] n2855 n2856
10 1
.names asqrt[45] n2844 n2857
00 1
.names n2854 n2857 n2858
01 1
.names asqrt[44] n2836 n2859
10 1
.names n2831 n2859 n2860
01 1
.names n2827 n2860 n2861
01 1
.names n2825 n2861 n2862
01 1
.names n2852 n2862 n2863
00 1
.names a[88] n2863 n2864
10 1
.names a[88] n2862 n2865
00 1
.names n2852 n2865 n2866
01 1
.names n2864 n2866 n2867
00 1
.names n2858 n2867 n2868
00 1
.names n2856 n2868 n2869
00 1
.names asqrt[46] n2869 n2870
10 1
.names n2596 n2601 n2871
00 1
.names n2605 n2871 n2872
01 1
.names asqrt[43] n2872 n2873
11 1
.names asqrt[43] n2871 n2874
11 1
.names n2605 n2874 n2875
10 1
.names n2873 n2875 n2876
00 1
.names asqrt[46] n2856 n2877
00 1
.names n2868 n2877 n2878
01 1
.names n2876 n2878 n2879
00 1
.names n2870 n2879 n2880
00 1
.names asqrt[47] n2880 n2881
10 1
.names n2610 n2619 n2882
01 1
.names n2608 n2882 n2883
01 1
.names asqrt[43] n2883 n2884
11 1
.names n2608 n2610 n2885
00 1
.names asqrt[43] n2885 n2886
11 1
.names n2619 n2886 n2887
00 1
.names n2884 n2887 n2888
00 1
.names asqrt[47] n2870 n2889
00 1
.names n2879 n2889 n2890
01 1
.names n2888 n2890 n2891
00 1
.names n2881 n2891 n2892
00 1
.names asqrt[48] n2892 n2893
10 1
.names n2622 n2628 n2894
01 1
.names n2630 n2894 n2895
01 1
.names asqrt[43] n2895 n2896
11 1
.names n2622 n2630 n2897
00 1
.names asqrt[43] n2897 n2898
11 1
.names n2628 n2898 n2899
00 1
.names n2896 n2899 n2900
00 1
.names asqrt[48] n2881 n2901
00 1
.names n2891 n2901 n2902
01 1
.names n2900 n2902 n2903
00 1
.names n2893 n2903 n2904
00 1
.names asqrt[49] n2904 n2905
10 1
.names n2640 n2642 n2906
10 1
.names n2633 n2906 n2907
01 1
.names asqrt[43] n2907 n2908
11 1
.names n2633 n2642 n2909
00 1
.names asqrt[43] n2909 n2910
11 1
.names n2640 n2910 n2911
00 1
.names n2908 n2911 n2912
00 1
.names asqrt[49] n2893 n2913
00 1
.names n2903 n2913 n2914
01 1
.names n2912 n2914 n2915
00 1
.names n2905 n2915 n2916
00 1
.names asqrt[50] n2916 n2917
10 1
.names n2645 n2652 n2918
01 1
.names n2654 n2918 n2919
01 1
.names asqrt[43] n2919 n2920
11 1
.names n2645 n2654 n2921
00 1
.names asqrt[43] n2921 n2922
11 1
.names n2652 n2922 n2923
00 1
.names n2920 n2923 n2924
00 1
.names asqrt[50] n2905 n2925
00 1
.names n2915 n2925 n2926
01 1
.names n2924 n2926 n2927
00 1
.names n2917 n2927 n2928
00 1
.names asqrt[51] n2928 n2929
10 1
.names n2664 n2666 n2930
10 1
.names n2657 n2930 n2931
01 1
.names asqrt[43] n2931 n2932
11 1
.names n2657 n2666 n2933
00 1
.names asqrt[43] n2933 n2934
11 1
.names n2664 n2934 n2935
00 1
.names n2932 n2935 n2936
00 1
.names asqrt[51] n2917 n2937
00 1
.names n2927 n2937 n2938
01 1
.names n2936 n2938 n2939
00 1
.names n2929 n2939 n2940
00 1
.names asqrt[52] n2940 n2941
10 1
.names n2669 n2676 n2942
01 1
.names n2678 n2942 n2943
01 1
.names asqrt[43] n2943 n2944
11 1
.names n2669 n2678 n2945
00 1
.names asqrt[43] n2945 n2946
11 1
.names n2676 n2946 n2947
00 1
.names n2944 n2947 n2948
00 1
.names asqrt[52] n2929 n2949
00 1
.names n2939 n2949 n2950
01 1
.names n2948 n2950 n2951
00 1
.names n2941 n2951 n2952
00 1
.names asqrt[53] n2952 n2953
10 1
.names n2688 n2690 n2954
10 1
.names n2681 n2954 n2955
01 1
.names asqrt[43] n2955 n2956
11 1
.names n2681 n2690 n2957
00 1
.names asqrt[43] n2957 n2958
11 1
.names n2688 n2958 n2959
00 1
.names n2956 n2959 n2960
00 1
.names asqrt[53] n2941 n2961
00 1
.names n2951 n2961 n2962
01 1
.names n2960 n2962 n2963
00 1
.names n2953 n2963 n2964
00 1
.names asqrt[54] n2964 n2965
10 1
.names asqrt[54] n2953 n2966
00 1
.names n2963 n2966 n2967
01 1
.names n2693 n2702 n2968
01 1
.names n2695 n2968 n2969
01 1
.names asqrt[43] n2969 n2970
11 1
.names n2693 n2695 n2971
00 1
.names asqrt[43] n2971 n2972
11 1
.names n2702 n2972 n2973
00 1
.names n2970 n2973 n2974
00 1
.names n2967 n2974 n2975
00 1
.names n2965 n2975 n2976
00 1
.names asqrt[55] n2976 n2977
10 1
.names n2712 n2714 n2978
10 1
.names n2705 n2978 n2979
01 1
.names asqrt[43] n2979 n2980
11 1
.names n2705 n2714 n2981
00 1
.names asqrt[43] n2981 n2982
11 1
.names n2712 n2982 n2983
00 1
.names n2980 n2983 n2984
00 1
.names asqrt[55] n2965 n2985
00 1
.names n2975 n2985 n2986
01 1
.names n2984 n2986 n2987
00 1
.names n2977 n2987 n2988
00 1
.names asqrt[56] n2988 n2989
10 1
.names n2717 n2724 n2990
01 1
.names n2726 n2990 n2991
01 1
.names asqrt[43] n2991 n2992
11 1
.names n2717 n2726 n2993
00 1
.names asqrt[43] n2993 n2994
11 1
.names n2724 n2994 n2995
00 1
.names n2992 n2995 n2996
00 1
.names asqrt[56] n2977 n2997
00 1
.names n2987 n2997 n2998
01 1
.names n2996 n2998 n2999
00 1
.names n2989 n2999 n3000
00 1
.names asqrt[57] n3000 n3001
10 1
.names n2736 n2738 n3002
10 1
.names n2729 n3002 n3003
01 1
.names asqrt[43] n3003 n3004
11 1
.names n2729 n2738 n3005
00 1
.names asqrt[43] n3005 n3006
11 1
.names n2736 n3006 n3007
00 1
.names n3004 n3007 n3008
00 1
.names asqrt[57] n2989 n3009
00 1
.names n2999 n3009 n3010
01 1
.names n3008 n3010 n3011
00 1
.names n3001 n3011 n3012
00 1
.names asqrt[58] n3012 n3013
10 1
.names n2741 n2748 n3014
01 1
.names n2750 n3014 n3015
01 1
.names asqrt[43] n3015 n3016
11 1
.names n2741 n2750 n3017
00 1
.names asqrt[43] n3017 n3018
11 1
.names n2748 n3018 n3019
00 1
.names n3016 n3019 n3020
00 1
.names asqrt[58] n3001 n3021
00 1
.names n3011 n3021 n3022
01 1
.names n3020 n3022 n3023
00 1
.names n3013 n3023 n3024
00 1
.names asqrt[59] n3024 n3025
10 1
.names n2760 n2762 n3026
10 1
.names n2753 n3026 n3027
01 1
.names asqrt[43] n3027 n3028
11 1
.names n2753 n2762 n3029
00 1
.names asqrt[43] n3029 n3030
11 1
.names n2760 n3030 n3031
00 1
.names n3028 n3031 n3032
00 1
.names asqrt[59] n3013 n3033
00 1
.names n3023 n3033 n3034
01 1
.names n3032 n3034 n3035
00 1
.names n3025 n3035 n3036
00 1
.names asqrt[60] n3036 n3037
10 1
.names n2765 n2772 n3038
01 1
.names n2774 n3038 n3039
01 1
.names asqrt[43] n3039 n3040
11 1
.names n2765 n2774 n3041
00 1
.names asqrt[43] n3041 n3042
11 1
.names n2772 n3042 n3043
00 1
.names n3040 n3043 n3044
00 1
.names asqrt[60] n3025 n3045
00 1
.names n3035 n3045 n3046
01 1
.names n3044 n3046 n3047
00 1
.names n3037 n3047 n3048
00 1
.names asqrt[61] n3048 n3049
10 1
.names n2784 n2786 n3050
10 1
.names n2777 n3050 n3051
01 1
.names asqrt[43] n3051 n3052
11 1
.names n2777 n2786 n3053
00 1
.names asqrt[43] n3053 n3054
11 1
.names n2784 n3054 n3055
00 1
.names n3052 n3055 n3056
00 1
.names asqrt[61] n3037 n3057
00 1
.names n3047 n3057 n3058
01 1
.names n3056 n3058 n3059
00 1
.names n3049 n3059 n3060
00 1
.names asqrt[62] n3060 n3061
10 1
.names n2789 n2796 n3062
01 1
.names n2798 n3062 n3063
01 1
.names asqrt[43] n3063 n3064
11 1
.names n2789 n2798 n3065
00 1
.names asqrt[43] n3065 n3066
11 1
.names n2796 n3066 n3067
00 1
.names n3064 n3067 n3068
00 1
.names asqrt[62] n3049 n3069
00 1
.names n3059 n3069 n3070
01 1
.names n3068 n3070 n3071
00 1
.names n3061 n3071 n3072
00 1
.names n2808 n2810 n3073
10 1
.names n2801 n3073 n3074
01 1
.names asqrt[43] n3074 n3075
11 1
.names n2801 n2810 n3076
00 1
.names asqrt[43] n3076 n3077
11 1
.names n2808 n3077 n3078
00 1
.names n3075 n3078 n3079
00 1
.names n2812 n2819 n3080
00 1
.names asqrt[43] n3080 n3081
11 1
.names n2827 n3081 n3082
00 1
.names n3079 n3082 n3083
01 1
.names n3072 n3083 n3084
01 1
.names asqrt[63] n3084 n3085
00 1
.names n3061 n3079 n3086
01 1
.names n3071 n3086 n3087
01 1
.names n2819 asqrt[43] n3088
01 1
.names n2812 n3088 n3089
10 1
.names asqrt[63] n3080 n3090
10 1
.names n3089 n3090 n3091
01 1
.names n2815 n2836 n3092
00 1
.names n2818 n3092 n3093
01 1
.names n2831 n3093 n3094
01 1
.names n2827 n3094 n3095
01 1
.names n2825 n3095 n3096
01 1
.names n3091 n3096 n3097
00 1
.names n3087 n3097 n3098
01 1
.names n3085 n3098 asqrt[42]
01 0
.names a[84] asqrt[42] n3100
11 1
.names a[82] a[83] n3101
00 1
.names a[84] n3101 n3102
01 1
.names n3100 n3102 n3103
00 1
.names asqrt[43] n3103 n3104
10 1
.names n2836 n3102 n3105
00 1
.names n2831 n3105 n3106
01 1
.names n2827 n3106 n3107
01 1
.names n2825 n3107 n3108
01 1
.names n3100 n3108 n3109
01 1
.names a[84] asqrt[42] n3110
01 1
.names a[85] n3110 n3111
10 1
.names n2841 asqrt[42] n3112
11 1
.names n3111 n3112 n3113
00 1
.names n3109 n3113 n3114
01 1
.names n3104 n3114 n3115
00 1
.names asqrt[44] n3115 n3116
10 1
.names asqrt[44] n3104 n3117
00 1
.names n3114 n3117 n3118
01 1
.names asqrt[43] n3096 n3119
10 1
.names n3091 n3119 n3120
01 1
.names n3087 n3120 n3121
01 1
.names n3085 n3121 n3122
01 1
.names n3112 n3122 n3123
00 1
.names a[86] n3123 n3124
10 1
.names a[86] n3122 n3125
00 1
.names n3112 n3125 n3126
01 1
.names n3124 n3126 n3127
00 1
.names n3118 n3127 n3128
00 1
.names n3116 n3128 n3129
00 1
.names asqrt[45] n3129 n3130
10 1
.names n2844 n2849 n3131
00 1
.names n2853 n3131 n3132
01 1
.names asqrt[42] n3132 n3133
11 1
.names asqrt[42] n3131 n3134
11 1
.names n2853 n3134 n3135
10 1
.names n3133 n3135 n3136
00 1
.names asqrt[45] n3116 n3137
00 1
.names n3128 n3137 n3138
01 1
.names n3136 n3138 n3139
00 1
.names n3130 n3139 n3140
00 1
.names asqrt[46] n3140 n3141
10 1
.names n2858 n2867 n3142
01 1
.names n2856 n3142 n3143
01 1
.names asqrt[42] n3143 n3144
11 1
.names n2856 n2858 n3145
00 1
.names asqrt[42] n3145 n3146
11 1
.names n2867 n3146 n3147
00 1
.names n3144 n3147 n3148
00 1
.names asqrt[46] n3130 n3149
00 1
.names n3139 n3149 n3150
01 1
.names n3148 n3150 n3151
00 1
.names n3141 n3151 n3152
00 1
.names asqrt[47] n3152 n3153
10 1
.names n2870 n2876 n3154
01 1
.names n2878 n3154 n3155
01 1
.names asqrt[42] n3155 n3156
11 1
.names n2870 n2878 n3157
00 1
.names asqrt[42] n3157 n3158
11 1
.names n2876 n3158 n3159
00 1
.names n3156 n3159 n3160
00 1
.names asqrt[47] n3141 n3161
00 1
.names n3151 n3161 n3162
01 1
.names n3160 n3162 n3163
00 1
.names n3153 n3163 n3164
00 1
.names asqrt[48] n3164 n3165
10 1
.names n2888 n2890 n3166
10 1
.names n2881 n3166 n3167
01 1
.names asqrt[42] n3167 n3168
11 1
.names n2881 n2890 n3169
00 1
.names asqrt[42] n3169 n3170
11 1
.names n2888 n3170 n3171
00 1
.names n3168 n3171 n3172
00 1
.names asqrt[48] n3153 n3173
00 1
.names n3163 n3173 n3174
01 1
.names n3172 n3174 n3175
00 1
.names n3165 n3175 n3176
00 1
.names asqrt[49] n3176 n3177
10 1
.names n2893 n2900 n3178
01 1
.names n2902 n3178 n3179
01 1
.names asqrt[42] n3179 n3180
11 1
.names n2893 n2902 n3181
00 1
.names asqrt[42] n3181 n3182
11 1
.names n2900 n3182 n3183
00 1
.names n3180 n3183 n3184
00 1
.names asqrt[49] n3165 n3185
00 1
.names n3175 n3185 n3186
01 1
.names n3184 n3186 n3187
00 1
.names n3177 n3187 n3188
00 1
.names asqrt[50] n3188 n3189
10 1
.names n2912 n2914 n3190
10 1
.names n2905 n3190 n3191
01 1
.names asqrt[42] n3191 n3192
11 1
.names n2905 n2914 n3193
00 1
.names asqrt[42] n3193 n3194
11 1
.names n2912 n3194 n3195
00 1
.names n3192 n3195 n3196
00 1
.names asqrt[50] n3177 n3197
00 1
.names n3187 n3197 n3198
01 1
.names n3196 n3198 n3199
00 1
.names n3189 n3199 n3200
00 1
.names asqrt[51] n3200 n3201
10 1
.names n2917 n2924 n3202
01 1
.names n2926 n3202 n3203
01 1
.names asqrt[42] n3203 n3204
11 1
.names n2917 n2926 n3205
00 1
.names asqrt[42] n3205 n3206
11 1
.names n2924 n3206 n3207
00 1
.names n3204 n3207 n3208
00 1
.names asqrt[51] n3189 n3209
00 1
.names n3199 n3209 n3210
01 1
.names n3208 n3210 n3211
00 1
.names n3201 n3211 n3212
00 1
.names asqrt[52] n3212 n3213
10 1
.names n2936 n2938 n3214
10 1
.names n2929 n3214 n3215
01 1
.names asqrt[42] n3215 n3216
11 1
.names n2929 n2938 n3217
00 1
.names asqrt[42] n3217 n3218
11 1
.names n2936 n3218 n3219
00 1
.names n3216 n3219 n3220
00 1
.names asqrt[52] n3201 n3221
00 1
.names n3211 n3221 n3222
01 1
.names n3220 n3222 n3223
00 1
.names n3213 n3223 n3224
00 1
.names asqrt[53] n3224 n3225
10 1
.names n2941 n2948 n3226
01 1
.names n2950 n3226 n3227
01 1
.names asqrt[42] n3227 n3228
11 1
.names n2941 n2950 n3229
00 1
.names asqrt[42] n3229 n3230
11 1
.names n2948 n3230 n3231
00 1
.names n3228 n3231 n3232
00 1
.names asqrt[53] n3213 n3233
00 1
.names n3223 n3233 n3234
01 1
.names n3232 n3234 n3235
00 1
.names n3225 n3235 n3236
00 1
.names asqrt[54] n3236 n3237
10 1
.names n2960 n2962 n3238
10 1
.names n2953 n3238 n3239
01 1
.names asqrt[42] n3239 n3240
11 1
.names n2953 n2962 n3241
00 1
.names asqrt[42] n3241 n3242
11 1
.names n2960 n3242 n3243
00 1
.names n3240 n3243 n3244
00 1
.names asqrt[54] n3225 n3245
00 1
.names n3235 n3245 n3246
01 1
.names n3244 n3246 n3247
00 1
.names n3237 n3247 n3248
00 1
.names asqrt[55] n3248 n3249
10 1
.names asqrt[55] n3237 n3250
00 1
.names n3247 n3250 n3251
01 1
.names n2965 n2974 n3252
01 1
.names n2967 n3252 n3253
01 1
.names asqrt[42] n3253 n3254
11 1
.names n2965 n2967 n3255
00 1
.names asqrt[42] n3255 n3256
11 1
.names n2974 n3256 n3257
00 1
.names n3254 n3257 n3258
00 1
.names n3251 n3258 n3259
00 1
.names n3249 n3259 n3260
00 1
.names asqrt[56] n3260 n3261
10 1
.names n2984 n2986 n3262
10 1
.names n2977 n3262 n3263
01 1
.names asqrt[42] n3263 n3264
11 1
.names n2977 n2986 n3265
00 1
.names asqrt[42] n3265 n3266
11 1
.names n2984 n3266 n3267
00 1
.names n3264 n3267 n3268
00 1
.names asqrt[56] n3249 n3269
00 1
.names n3259 n3269 n3270
01 1
.names n3268 n3270 n3271
00 1
.names n3261 n3271 n3272
00 1
.names asqrt[57] n3272 n3273
10 1
.names n2989 n2996 n3274
01 1
.names n2998 n3274 n3275
01 1
.names asqrt[42] n3275 n3276
11 1
.names n2989 n2998 n3277
00 1
.names asqrt[42] n3277 n3278
11 1
.names n2996 n3278 n3279
00 1
.names n3276 n3279 n3280
00 1
.names asqrt[57] n3261 n3281
00 1
.names n3271 n3281 n3282
01 1
.names n3280 n3282 n3283
00 1
.names n3273 n3283 n3284
00 1
.names asqrt[58] n3284 n3285
10 1
.names n3008 n3010 n3286
10 1
.names n3001 n3286 n3287
01 1
.names asqrt[42] n3287 n3288
11 1
.names n3001 n3010 n3289
00 1
.names asqrt[42] n3289 n3290
11 1
.names n3008 n3290 n3291
00 1
.names n3288 n3291 n3292
00 1
.names asqrt[58] n3273 n3293
00 1
.names n3283 n3293 n3294
01 1
.names n3292 n3294 n3295
00 1
.names n3285 n3295 n3296
00 1
.names asqrt[59] n3296 n3297
10 1
.names n3013 n3020 n3298
01 1
.names n3022 n3298 n3299
01 1
.names asqrt[42] n3299 n3300
11 1
.names n3013 n3022 n3301
00 1
.names asqrt[42] n3301 n3302
11 1
.names n3020 n3302 n3303
00 1
.names n3300 n3303 n3304
00 1
.names asqrt[59] n3285 n3305
00 1
.names n3295 n3305 n3306
01 1
.names n3304 n3306 n3307
00 1
.names n3297 n3307 n3308
00 1
.names asqrt[60] n3308 n3309
10 1
.names n3032 n3034 n3310
10 1
.names n3025 n3310 n3311
01 1
.names asqrt[42] n3311 n3312
11 1
.names n3025 n3034 n3313
00 1
.names asqrt[42] n3313 n3314
11 1
.names n3032 n3314 n3315
00 1
.names n3312 n3315 n3316
00 1
.names asqrt[60] n3297 n3317
00 1
.names n3307 n3317 n3318
01 1
.names n3316 n3318 n3319
00 1
.names n3309 n3319 n3320
00 1
.names asqrt[61] n3320 n3321
10 1
.names n3037 n3044 n3322
01 1
.names n3046 n3322 n3323
01 1
.names asqrt[42] n3323 n3324
11 1
.names n3037 n3046 n3325
00 1
.names asqrt[42] n3325 n3326
11 1
.names n3044 n3326 n3327
00 1
.names n3324 n3327 n3328
00 1
.names asqrt[61] n3309 n3329
00 1
.names n3319 n3329 n3330
01 1
.names n3328 n3330 n3331
00 1
.names n3321 n3331 n3332
00 1
.names asqrt[62] n3332 n3333
10 1
.names n3056 n3058 n3334
10 1
.names n3049 n3334 n3335
01 1
.names asqrt[42] n3335 n3336
11 1
.names n3049 n3058 n3337
00 1
.names asqrt[42] n3337 n3338
11 1
.names n3056 n3338 n3339
00 1
.names n3336 n3339 n3340
00 1
.names asqrt[62] n3321 n3341
00 1
.names n3331 n3341 n3342
01 1
.names n3340 n3342 n3343
00 1
.names n3333 n3343 n3344
00 1
.names n3061 n3068 n3345
01 1
.names n3070 n3345 n3346
01 1
.names asqrt[42] n3346 n3347
11 1
.names n3061 n3070 n3348
00 1
.names asqrt[42] n3348 n3349
11 1
.names n3068 n3349 n3350
00 1
.names n3347 n3350 n3351
00 1
.names n3072 n3079 n3352
00 1
.names asqrt[42] n3352 n3353
11 1
.names n3087 n3353 n3354
00 1
.names n3351 n3354 n3355
01 1
.names n3344 n3355 n3356
01 1
.names asqrt[63] n3356 n3357
00 1
.names n3333 n3351 n3358
01 1
.names n3343 n3358 n3359
01 1
.names n3079 asqrt[42] n3360
01 1
.names n3072 n3360 n3361
10 1
.names asqrt[63] n3352 n3362
10 1
.names n3361 n3362 n3363
01 1
.names n3075 n3096 n3364
00 1
.names n3078 n3364 n3365
01 1
.names n3091 n3365 n3366
01 1
.names n3087 n3366 n3367
01 1
.names n3085 n3367 n3368
01 1
.names n3363 n3368 n3369
00 1
.names n3359 n3369 n3370
01 1
.names n3357 n3370 asqrt[41]
01 0
.names a[82] asqrt[41] n3372
11 1
.names a[80] a[81] n3373
00 1
.names a[82] n3373 n3374
01 1
.names n3372 n3374 n3375
00 1
.names asqrt[42] n3375 n3376
10 1
.names n3096 n3374 n3377
00 1
.names n3091 n3377 n3378
01 1
.names n3087 n3378 n3379
01 1
.names n3085 n3379 n3380
01 1
.names n3372 n3380 n3381
01 1
.names a[82] asqrt[41] n3382
01 1
.names a[83] n3382 n3383
10 1
.names n3101 asqrt[41] n3384
11 1
.names n3383 n3384 n3385
00 1
.names n3381 n3385 n3386
01 1
.names n3376 n3386 n3387
00 1
.names asqrt[43] n3387 n3388
10 1
.names asqrt[43] n3376 n3389
00 1
.names n3386 n3389 n3390
01 1
.names asqrt[42] n3368 n3391
10 1
.names n3363 n3391 n3392
01 1
.names n3359 n3392 n3393
01 1
.names n3357 n3393 n3394
01 1
.names n3384 n3394 n3395
00 1
.names a[84] n3395 n3396
10 1
.names a[84] n3394 n3397
00 1
.names n3384 n3397 n3398
01 1
.names n3396 n3398 n3399
00 1
.names n3390 n3399 n3400
00 1
.names n3388 n3400 n3401
00 1
.names asqrt[44] n3401 n3402
10 1
.names n3104 n3109 n3403
00 1
.names n3113 n3403 n3404
01 1
.names asqrt[41] n3404 n3405
11 1
.names asqrt[41] n3403 n3406
11 1
.names n3113 n3406 n3407
10 1
.names n3405 n3407 n3408
00 1
.names asqrt[44] n3388 n3409
00 1
.names n3400 n3409 n3410
01 1
.names n3408 n3410 n3411
00 1
.names n3402 n3411 n3412
00 1
.names asqrt[45] n3412 n3413
10 1
.names n3118 n3127 n3414
01 1
.names n3116 n3414 n3415
01 1
.names asqrt[41] n3415 n3416
11 1
.names n3116 n3118 n3417
00 1
.names asqrt[41] n3417 n3418
11 1
.names n3127 n3418 n3419
00 1
.names n3416 n3419 n3420
00 1
.names asqrt[45] n3402 n3421
00 1
.names n3411 n3421 n3422
01 1
.names n3420 n3422 n3423
00 1
.names n3413 n3423 n3424
00 1
.names asqrt[46] n3424 n3425
10 1
.names n3130 n3136 n3426
01 1
.names n3138 n3426 n3427
01 1
.names asqrt[41] n3427 n3428
11 1
.names n3130 n3138 n3429
00 1
.names asqrt[41] n3429 n3430
11 1
.names n3136 n3430 n3431
00 1
.names n3428 n3431 n3432
00 1
.names asqrt[46] n3413 n3433
00 1
.names n3423 n3433 n3434
01 1
.names n3432 n3434 n3435
00 1
.names n3425 n3435 n3436
00 1
.names asqrt[47] n3436 n3437
10 1
.names n3148 n3150 n3438
10 1
.names n3141 n3438 n3439
01 1
.names asqrt[41] n3439 n3440
11 1
.names n3141 n3150 n3441
00 1
.names asqrt[41] n3441 n3442
11 1
.names n3148 n3442 n3443
00 1
.names n3440 n3443 n3444
00 1
.names asqrt[47] n3425 n3445
00 1
.names n3435 n3445 n3446
01 1
.names n3444 n3446 n3447
00 1
.names n3437 n3447 n3448
00 1
.names asqrt[48] n3448 n3449
10 1
.names n3153 n3160 n3450
01 1
.names n3162 n3450 n3451
01 1
.names asqrt[41] n3451 n3452
11 1
.names n3153 n3162 n3453
00 1
.names asqrt[41] n3453 n3454
11 1
.names n3160 n3454 n3455
00 1
.names n3452 n3455 n3456
00 1
.names asqrt[48] n3437 n3457
00 1
.names n3447 n3457 n3458
01 1
.names n3456 n3458 n3459
00 1
.names n3449 n3459 n3460
00 1
.names asqrt[49] n3460 n3461
10 1
.names n3172 n3174 n3462
10 1
.names n3165 n3462 n3463
01 1
.names asqrt[41] n3463 n3464
11 1
.names n3165 n3174 n3465
00 1
.names asqrt[41] n3465 n3466
11 1
.names n3172 n3466 n3467
00 1
.names n3464 n3467 n3468
00 1
.names asqrt[49] n3449 n3469
00 1
.names n3459 n3469 n3470
01 1
.names n3468 n3470 n3471
00 1
.names n3461 n3471 n3472
00 1
.names asqrt[50] n3472 n3473
10 1
.names n3177 n3184 n3474
01 1
.names n3186 n3474 n3475
01 1
.names asqrt[41] n3475 n3476
11 1
.names n3177 n3186 n3477
00 1
.names asqrt[41] n3477 n3478
11 1
.names n3184 n3478 n3479
00 1
.names n3476 n3479 n3480
00 1
.names asqrt[50] n3461 n3481
00 1
.names n3471 n3481 n3482
01 1
.names n3480 n3482 n3483
00 1
.names n3473 n3483 n3484
00 1
.names asqrt[51] n3484 n3485
10 1
.names n3196 n3198 n3486
10 1
.names n3189 n3486 n3487
01 1
.names asqrt[41] n3487 n3488
11 1
.names n3189 n3198 n3489
00 1
.names asqrt[41] n3489 n3490
11 1
.names n3196 n3490 n3491
00 1
.names n3488 n3491 n3492
00 1
.names asqrt[51] n3473 n3493
00 1
.names n3483 n3493 n3494
01 1
.names n3492 n3494 n3495
00 1
.names n3485 n3495 n3496
00 1
.names asqrt[52] n3496 n3497
10 1
.names n3201 n3208 n3498
01 1
.names n3210 n3498 n3499
01 1
.names asqrt[41] n3499 n3500
11 1
.names n3201 n3210 n3501
00 1
.names asqrt[41] n3501 n3502
11 1
.names n3208 n3502 n3503
00 1
.names n3500 n3503 n3504
00 1
.names asqrt[52] n3485 n3505
00 1
.names n3495 n3505 n3506
01 1
.names n3504 n3506 n3507
00 1
.names n3497 n3507 n3508
00 1
.names asqrt[53] n3508 n3509
10 1
.names n3220 n3222 n3510
10 1
.names n3213 n3510 n3511
01 1
.names asqrt[41] n3511 n3512
11 1
.names n3213 n3222 n3513
00 1
.names asqrt[41] n3513 n3514
11 1
.names n3220 n3514 n3515
00 1
.names n3512 n3515 n3516
00 1
.names asqrt[53] n3497 n3517
00 1
.names n3507 n3517 n3518
01 1
.names n3516 n3518 n3519
00 1
.names n3509 n3519 n3520
00 1
.names asqrt[54] n3520 n3521
10 1
.names n3225 n3232 n3522
01 1
.names n3234 n3522 n3523
01 1
.names asqrt[41] n3523 n3524
11 1
.names n3225 n3234 n3525
00 1
.names asqrt[41] n3525 n3526
11 1
.names n3232 n3526 n3527
00 1
.names n3524 n3527 n3528
00 1
.names asqrt[54] n3509 n3529
00 1
.names n3519 n3529 n3530
01 1
.names n3528 n3530 n3531
00 1
.names n3521 n3531 n3532
00 1
.names asqrt[55] n3532 n3533
10 1
.names n3244 n3246 n3534
10 1
.names n3237 n3534 n3535
01 1
.names asqrt[41] n3535 n3536
11 1
.names n3237 n3246 n3537
00 1
.names asqrt[41] n3537 n3538
11 1
.names n3244 n3538 n3539
00 1
.names n3536 n3539 n3540
00 1
.names asqrt[55] n3521 n3541
00 1
.names n3531 n3541 n3542
01 1
.names n3540 n3542 n3543
00 1
.names n3533 n3543 n3544
00 1
.names asqrt[56] n3544 n3545
10 1
.names asqrt[56] n3533 n3546
00 1
.names n3543 n3546 n3547
01 1
.names n3249 n3258 n3548
01 1
.names n3251 n3548 n3549
01 1
.names asqrt[41] n3549 n3550
11 1
.names n3249 n3251 n3551
00 1
.names asqrt[41] n3551 n3552
11 1
.names n3258 n3552 n3553
00 1
.names n3550 n3553 n3554
00 1
.names n3547 n3554 n3555
00 1
.names n3545 n3555 n3556
00 1
.names asqrt[57] n3556 n3557
10 1
.names n3268 n3270 n3558
10 1
.names n3261 n3558 n3559
01 1
.names asqrt[41] n3559 n3560
11 1
.names n3261 n3270 n3561
00 1
.names asqrt[41] n3561 n3562
11 1
.names n3268 n3562 n3563
00 1
.names n3560 n3563 n3564
00 1
.names asqrt[57] n3545 n3565
00 1
.names n3555 n3565 n3566
01 1
.names n3564 n3566 n3567
00 1
.names n3557 n3567 n3568
00 1
.names asqrt[58] n3568 n3569
10 1
.names n3273 n3280 n3570
01 1
.names n3282 n3570 n3571
01 1
.names asqrt[41] n3571 n3572
11 1
.names n3273 n3282 n3573
00 1
.names asqrt[41] n3573 n3574
11 1
.names n3280 n3574 n3575
00 1
.names n3572 n3575 n3576
00 1
.names asqrt[58] n3557 n3577
00 1
.names n3567 n3577 n3578
01 1
.names n3576 n3578 n3579
00 1
.names n3569 n3579 n3580
00 1
.names asqrt[59] n3580 n3581
10 1
.names n3292 n3294 n3582
10 1
.names n3285 n3582 n3583
01 1
.names asqrt[41] n3583 n3584
11 1
.names n3285 n3294 n3585
00 1
.names asqrt[41] n3585 n3586
11 1
.names n3292 n3586 n3587
00 1
.names n3584 n3587 n3588
00 1
.names asqrt[59] n3569 n3589
00 1
.names n3579 n3589 n3590
01 1
.names n3588 n3590 n3591
00 1
.names n3581 n3591 n3592
00 1
.names asqrt[60] n3592 n3593
10 1
.names n3297 n3304 n3594
01 1
.names n3306 n3594 n3595
01 1
.names asqrt[41] n3595 n3596
11 1
.names n3297 n3306 n3597
00 1
.names asqrt[41] n3597 n3598
11 1
.names n3304 n3598 n3599
00 1
.names n3596 n3599 n3600
00 1
.names asqrt[60] n3581 n3601
00 1
.names n3591 n3601 n3602
01 1
.names n3600 n3602 n3603
00 1
.names n3593 n3603 n3604
00 1
.names asqrt[61] n3604 n3605
10 1
.names n3316 n3318 n3606
10 1
.names n3309 n3606 n3607
01 1
.names asqrt[41] n3607 n3608
11 1
.names n3309 n3318 n3609
00 1
.names asqrt[41] n3609 n3610
11 1
.names n3316 n3610 n3611
00 1
.names n3608 n3611 n3612
00 1
.names asqrt[61] n3593 n3613
00 1
.names n3603 n3613 n3614
01 1
.names n3612 n3614 n3615
00 1
.names n3605 n3615 n3616
00 1
.names asqrt[62] n3616 n3617
10 1
.names n3321 n3328 n3618
01 1
.names n3330 n3618 n3619
01 1
.names asqrt[41] n3619 n3620
11 1
.names n3321 n3330 n3621
00 1
.names asqrt[41] n3621 n3622
11 1
.names n3328 n3622 n3623
00 1
.names n3620 n3623 n3624
00 1
.names asqrt[62] n3605 n3625
00 1
.names n3615 n3625 n3626
01 1
.names n3624 n3626 n3627
00 1
.names n3617 n3627 n3628
00 1
.names n3340 n3342 n3629
10 1
.names n3333 n3629 n3630
01 1
.names asqrt[41] n3630 n3631
11 1
.names n3333 n3342 n3632
00 1
.names asqrt[41] n3632 n3633
11 1
.names n3340 n3633 n3634
00 1
.names n3631 n3634 n3635
00 1
.names n3344 n3351 n3636
00 1
.names asqrt[41] n3636 n3637
11 1
.names n3359 n3637 n3638
00 1
.names n3635 n3638 n3639
01 1
.names n3628 n3639 n3640
01 1
.names asqrt[63] n3640 n3641
00 1
.names n3617 n3635 n3642
01 1
.names n3627 n3642 n3643
01 1
.names n3351 asqrt[41] n3644
01 1
.names n3344 n3644 n3645
10 1
.names asqrt[63] n3636 n3646
10 1
.names n3645 n3646 n3647
01 1
.names n3347 n3368 n3648
00 1
.names n3350 n3648 n3649
01 1
.names n3363 n3649 n3650
01 1
.names n3359 n3650 n3651
01 1
.names n3357 n3651 n3652
01 1
.names n3647 n3652 n3653
00 1
.names n3643 n3653 n3654
01 1
.names n3641 n3654 asqrt[40]
01 0
.names a[80] asqrt[40] n3656
11 1
.names a[78] a[79] n3657
00 1
.names a[80] n3657 n3658
01 1
.names n3656 n3658 n3659
00 1
.names asqrt[41] n3659 n3660
10 1
.names n3368 n3658 n3661
00 1
.names n3363 n3661 n3662
01 1
.names n3359 n3662 n3663
01 1
.names n3357 n3663 n3664
01 1
.names n3656 n3664 n3665
01 1
.names a[80] asqrt[40] n3666
01 1
.names a[81] n3666 n3667
10 1
.names n3373 asqrt[40] n3668
11 1
.names n3667 n3668 n3669
00 1
.names n3665 n3669 n3670
01 1
.names n3660 n3670 n3671
00 1
.names asqrt[42] n3671 n3672
10 1
.names asqrt[42] n3660 n3673
00 1
.names n3670 n3673 n3674
01 1
.names asqrt[41] n3652 n3675
10 1
.names n3647 n3675 n3676
01 1
.names n3643 n3676 n3677
01 1
.names n3641 n3677 n3678
01 1
.names n3668 n3678 n3679
00 1
.names a[82] n3679 n3680
10 1
.names a[82] n3678 n3681
00 1
.names n3668 n3681 n3682
01 1
.names n3680 n3682 n3683
00 1
.names n3674 n3683 n3684
00 1
.names n3672 n3684 n3685
00 1
.names asqrt[43] n3685 n3686
10 1
.names n3376 n3381 n3687
00 1
.names n3385 n3687 n3688
01 1
.names asqrt[40] n3688 n3689
11 1
.names asqrt[40] n3687 n3690
11 1
.names n3385 n3690 n3691
10 1
.names n3689 n3691 n3692
00 1
.names asqrt[43] n3672 n3693
00 1
.names n3684 n3693 n3694
01 1
.names n3692 n3694 n3695
00 1
.names n3686 n3695 n3696
00 1
.names asqrt[44] n3696 n3697
10 1
.names n3390 n3399 n3698
01 1
.names n3388 n3698 n3699
01 1
.names asqrt[40] n3699 n3700
11 1
.names n3388 n3390 n3701
00 1
.names asqrt[40] n3701 n3702
11 1
.names n3399 n3702 n3703
00 1
.names n3700 n3703 n3704
00 1
.names asqrt[44] n3686 n3705
00 1
.names n3695 n3705 n3706
01 1
.names n3704 n3706 n3707
00 1
.names n3697 n3707 n3708
00 1
.names asqrt[45] n3708 n3709
10 1
.names n3402 n3408 n3710
01 1
.names n3410 n3710 n3711
01 1
.names asqrt[40] n3711 n3712
11 1
.names n3402 n3410 n3713
00 1
.names asqrt[40] n3713 n3714
11 1
.names n3408 n3714 n3715
00 1
.names n3712 n3715 n3716
00 1
.names asqrt[45] n3697 n3717
00 1
.names n3707 n3717 n3718
01 1
.names n3716 n3718 n3719
00 1
.names n3709 n3719 n3720
00 1
.names asqrt[46] n3720 n3721
10 1
.names n3420 n3422 n3722
10 1
.names n3413 n3722 n3723
01 1
.names asqrt[40] n3723 n3724
11 1
.names n3413 n3422 n3725
00 1
.names asqrt[40] n3725 n3726
11 1
.names n3420 n3726 n3727
00 1
.names n3724 n3727 n3728
00 1
.names asqrt[46] n3709 n3729
00 1
.names n3719 n3729 n3730
01 1
.names n3728 n3730 n3731
00 1
.names n3721 n3731 n3732
00 1
.names asqrt[47] n3732 n3733
10 1
.names n3425 n3432 n3734
01 1
.names n3434 n3734 n3735
01 1
.names asqrt[40] n3735 n3736
11 1
.names n3425 n3434 n3737
00 1
.names asqrt[40] n3737 n3738
11 1
.names n3432 n3738 n3739
00 1
.names n3736 n3739 n3740
00 1
.names asqrt[47] n3721 n3741
00 1
.names n3731 n3741 n3742
01 1
.names n3740 n3742 n3743
00 1
.names n3733 n3743 n3744
00 1
.names asqrt[48] n3744 n3745
10 1
.names n3444 n3446 n3746
10 1
.names n3437 n3746 n3747
01 1
.names asqrt[40] n3747 n3748
11 1
.names n3437 n3446 n3749
00 1
.names asqrt[40] n3749 n3750
11 1
.names n3444 n3750 n3751
00 1
.names n3748 n3751 n3752
00 1
.names asqrt[48] n3733 n3753
00 1
.names n3743 n3753 n3754
01 1
.names n3752 n3754 n3755
00 1
.names n3745 n3755 n3756
00 1
.names asqrt[49] n3756 n3757
10 1
.names n3449 n3456 n3758
01 1
.names n3458 n3758 n3759
01 1
.names asqrt[40] n3759 n3760
11 1
.names n3449 n3458 n3761
00 1
.names asqrt[40] n3761 n3762
11 1
.names n3456 n3762 n3763
00 1
.names n3760 n3763 n3764
00 1
.names asqrt[49] n3745 n3765
00 1
.names n3755 n3765 n3766
01 1
.names n3764 n3766 n3767
00 1
.names n3757 n3767 n3768
00 1
.names asqrt[50] n3768 n3769
10 1
.names n3468 n3470 n3770
10 1
.names n3461 n3770 n3771
01 1
.names asqrt[40] n3771 n3772
11 1
.names n3461 n3470 n3773
00 1
.names asqrt[40] n3773 n3774
11 1
.names n3468 n3774 n3775
00 1
.names n3772 n3775 n3776
00 1
.names asqrt[50] n3757 n3777
00 1
.names n3767 n3777 n3778
01 1
.names n3776 n3778 n3779
00 1
.names n3769 n3779 n3780
00 1
.names asqrt[51] n3780 n3781
10 1
.names n3473 n3480 n3782
01 1
.names n3482 n3782 n3783
01 1
.names asqrt[40] n3783 n3784
11 1
.names n3473 n3482 n3785
00 1
.names asqrt[40] n3785 n3786
11 1
.names n3480 n3786 n3787
00 1
.names n3784 n3787 n3788
00 1
.names asqrt[51] n3769 n3789
00 1
.names n3779 n3789 n3790
01 1
.names n3788 n3790 n3791
00 1
.names n3781 n3791 n3792
00 1
.names asqrt[52] n3792 n3793
10 1
.names n3492 n3494 n3794
10 1
.names n3485 n3794 n3795
01 1
.names asqrt[40] n3795 n3796
11 1
.names n3485 n3494 n3797
00 1
.names asqrt[40] n3797 n3798
11 1
.names n3492 n3798 n3799
00 1
.names n3796 n3799 n3800
00 1
.names asqrt[52] n3781 n3801
00 1
.names n3791 n3801 n3802
01 1
.names n3800 n3802 n3803
00 1
.names n3793 n3803 n3804
00 1
.names asqrt[53] n3804 n3805
10 1
.names n3497 n3504 n3806
01 1
.names n3506 n3806 n3807
01 1
.names asqrt[40] n3807 n3808
11 1
.names n3497 n3506 n3809
00 1
.names asqrt[40] n3809 n3810
11 1
.names n3504 n3810 n3811
00 1
.names n3808 n3811 n3812
00 1
.names asqrt[53] n3793 n3813
00 1
.names n3803 n3813 n3814
01 1
.names n3812 n3814 n3815
00 1
.names n3805 n3815 n3816
00 1
.names asqrt[54] n3816 n3817
10 1
.names n3516 n3518 n3818
10 1
.names n3509 n3818 n3819
01 1
.names asqrt[40] n3819 n3820
11 1
.names n3509 n3518 n3821
00 1
.names asqrt[40] n3821 n3822
11 1
.names n3516 n3822 n3823
00 1
.names n3820 n3823 n3824
00 1
.names asqrt[54] n3805 n3825
00 1
.names n3815 n3825 n3826
01 1
.names n3824 n3826 n3827
00 1
.names n3817 n3827 n3828
00 1
.names asqrt[55] n3828 n3829
10 1
.names n3521 n3528 n3830
01 1
.names n3530 n3830 n3831
01 1
.names asqrt[40] n3831 n3832
11 1
.names n3521 n3530 n3833
00 1
.names asqrt[40] n3833 n3834
11 1
.names n3528 n3834 n3835
00 1
.names n3832 n3835 n3836
00 1
.names asqrt[55] n3817 n3837
00 1
.names n3827 n3837 n3838
01 1
.names n3836 n3838 n3839
00 1
.names n3829 n3839 n3840
00 1
.names asqrt[56] n3840 n3841
10 1
.names n3540 n3542 n3842
10 1
.names n3533 n3842 n3843
01 1
.names asqrt[40] n3843 n3844
11 1
.names n3533 n3542 n3845
00 1
.names asqrt[40] n3845 n3846
11 1
.names n3540 n3846 n3847
00 1
.names n3844 n3847 n3848
00 1
.names asqrt[56] n3829 n3849
00 1
.names n3839 n3849 n3850
01 1
.names n3848 n3850 n3851
00 1
.names n3841 n3851 n3852
00 1
.names asqrt[57] n3852 n3853
10 1
.names asqrt[57] n3841 n3854
00 1
.names n3851 n3854 n3855
01 1
.names n3545 n3554 n3856
01 1
.names n3547 n3856 n3857
01 1
.names asqrt[40] n3857 n3858
11 1
.names n3545 n3547 n3859
00 1
.names asqrt[40] n3859 n3860
11 1
.names n3554 n3860 n3861
00 1
.names n3858 n3861 n3862
00 1
.names n3855 n3862 n3863
00 1
.names n3853 n3863 n3864
00 1
.names asqrt[58] n3864 n3865
10 1
.names n3564 n3566 n3866
10 1
.names n3557 n3866 n3867
01 1
.names asqrt[40] n3867 n3868
11 1
.names n3557 n3566 n3869
00 1
.names asqrt[40] n3869 n3870
11 1
.names n3564 n3870 n3871
00 1
.names n3868 n3871 n3872
00 1
.names asqrt[58] n3853 n3873
00 1
.names n3863 n3873 n3874
01 1
.names n3872 n3874 n3875
00 1
.names n3865 n3875 n3876
00 1
.names asqrt[59] n3876 n3877
10 1
.names n3569 n3576 n3878
01 1
.names n3578 n3878 n3879
01 1
.names asqrt[40] n3879 n3880
11 1
.names n3569 n3578 n3881
00 1
.names asqrt[40] n3881 n3882
11 1
.names n3576 n3882 n3883
00 1
.names n3880 n3883 n3884
00 1
.names asqrt[59] n3865 n3885
00 1
.names n3875 n3885 n3886
01 1
.names n3884 n3886 n3887
00 1
.names n3877 n3887 n3888
00 1
.names asqrt[60] n3888 n3889
10 1
.names n3588 n3590 n3890
10 1
.names n3581 n3890 n3891
01 1
.names asqrt[40] n3891 n3892
11 1
.names n3581 n3590 n3893
00 1
.names asqrt[40] n3893 n3894
11 1
.names n3588 n3894 n3895
00 1
.names n3892 n3895 n3896
00 1
.names asqrt[60] n3877 n3897
00 1
.names n3887 n3897 n3898
01 1
.names n3896 n3898 n3899
00 1
.names n3889 n3899 n3900
00 1
.names asqrt[61] n3900 n3901
10 1
.names n3593 n3600 n3902
01 1
.names n3602 n3902 n3903
01 1
.names asqrt[40] n3903 n3904
11 1
.names n3593 n3602 n3905
00 1
.names asqrt[40] n3905 n3906
11 1
.names n3600 n3906 n3907
00 1
.names n3904 n3907 n3908
00 1
.names asqrt[61] n3889 n3909
00 1
.names n3899 n3909 n3910
01 1
.names n3908 n3910 n3911
00 1
.names n3901 n3911 n3912
00 1
.names asqrt[62] n3912 n3913
10 1
.names n3612 n3614 n3914
10 1
.names n3605 n3914 n3915
01 1
.names asqrt[40] n3915 n3916
11 1
.names n3605 n3614 n3917
00 1
.names asqrt[40] n3917 n3918
11 1
.names n3612 n3918 n3919
00 1
.names n3916 n3919 n3920
00 1
.names asqrt[62] n3901 n3921
00 1
.names n3911 n3921 n3922
01 1
.names n3920 n3922 n3923
00 1
.names n3913 n3923 n3924
00 1
.names n3617 n3624 n3925
01 1
.names n3626 n3925 n3926
01 1
.names asqrt[40] n3926 n3927
11 1
.names n3617 n3626 n3928
00 1
.names asqrt[40] n3928 n3929
11 1
.names n3624 n3929 n3930
00 1
.names n3927 n3930 n3931
00 1
.names n3628 n3635 n3932
00 1
.names asqrt[40] n3932 n3933
11 1
.names n3643 n3933 n3934
00 1
.names n3931 n3934 n3935
01 1
.names n3924 n3935 n3936
01 1
.names asqrt[63] n3936 n3937
00 1
.names n3913 n3931 n3938
01 1
.names n3923 n3938 n3939
01 1
.names n3635 asqrt[40] n3940
01 1
.names n3628 n3940 n3941
10 1
.names asqrt[63] n3932 n3942
10 1
.names n3941 n3942 n3943
01 1
.names n3631 n3652 n3944
00 1
.names n3634 n3944 n3945
01 1
.names n3647 n3945 n3946
01 1
.names n3643 n3946 n3947
01 1
.names n3641 n3947 n3948
01 1
.names n3943 n3948 n3949
00 1
.names n3939 n3949 n3950
01 1
.names n3937 n3950 asqrt[39]
01 0
.names a[78] asqrt[39] n3952
11 1
.names a[76] a[77] n3953
00 1
.names a[78] n3953 n3954
01 1
.names n3952 n3954 n3955
00 1
.names asqrt[40] n3955 n3956
10 1
.names n3652 n3954 n3957
00 1
.names n3647 n3957 n3958
01 1
.names n3643 n3958 n3959
01 1
.names n3641 n3959 n3960
01 1
.names n3952 n3960 n3961
01 1
.names a[78] asqrt[39] n3962
01 1
.names a[79] n3962 n3963
10 1
.names n3657 asqrt[39] n3964
11 1
.names n3963 n3964 n3965
00 1
.names n3961 n3965 n3966
01 1
.names n3956 n3966 n3967
00 1
.names asqrt[41] n3967 n3968
10 1
.names asqrt[41] n3956 n3969
00 1
.names n3966 n3969 n3970
01 1
.names asqrt[40] n3948 n3971
10 1
.names n3943 n3971 n3972
01 1
.names n3939 n3972 n3973
01 1
.names n3937 n3973 n3974
01 1
.names n3964 n3974 n3975
00 1
.names a[80] n3975 n3976
10 1
.names a[80] n3974 n3977
00 1
.names n3964 n3977 n3978
01 1
.names n3976 n3978 n3979
00 1
.names n3970 n3979 n3980
00 1
.names n3968 n3980 n3981
00 1
.names asqrt[42] n3981 n3982
10 1
.names n3660 n3665 n3983
00 1
.names n3669 n3983 n3984
01 1
.names asqrt[39] n3984 n3985
11 1
.names asqrt[39] n3983 n3986
11 1
.names n3669 n3986 n3987
10 1
.names n3985 n3987 n3988
00 1
.names asqrt[42] n3968 n3989
00 1
.names n3980 n3989 n3990
01 1
.names n3988 n3990 n3991
00 1
.names n3982 n3991 n3992
00 1
.names asqrt[43] n3992 n3993
10 1
.names n3674 n3683 n3994
01 1
.names n3672 n3994 n3995
01 1
.names asqrt[39] n3995 n3996
11 1
.names n3672 n3674 n3997
00 1
.names asqrt[39] n3997 n3998
11 1
.names n3683 n3998 n3999
00 1
.names n3996 n3999 n4000
00 1
.names asqrt[43] n3982 n4001
00 1
.names n3991 n4001 n4002
01 1
.names n4000 n4002 n4003
00 1
.names n3993 n4003 n4004
00 1
.names asqrt[44] n4004 n4005
10 1
.names n3686 n3692 n4006
01 1
.names n3694 n4006 n4007
01 1
.names asqrt[39] n4007 n4008
11 1
.names n3686 n3694 n4009
00 1
.names asqrt[39] n4009 n4010
11 1
.names n3692 n4010 n4011
00 1
.names n4008 n4011 n4012
00 1
.names asqrt[44] n3993 n4013
00 1
.names n4003 n4013 n4014
01 1
.names n4012 n4014 n4015
00 1
.names n4005 n4015 n4016
00 1
.names asqrt[45] n4016 n4017
10 1
.names n3704 n3706 n4018
10 1
.names n3697 n4018 n4019
01 1
.names asqrt[39] n4019 n4020
11 1
.names n3697 n3706 n4021
00 1
.names asqrt[39] n4021 n4022
11 1
.names n3704 n4022 n4023
00 1
.names n4020 n4023 n4024
00 1
.names asqrt[45] n4005 n4025
00 1
.names n4015 n4025 n4026
01 1
.names n4024 n4026 n4027
00 1
.names n4017 n4027 n4028
00 1
.names asqrt[46] n4028 n4029
10 1
.names n3709 n3716 n4030
01 1
.names n3718 n4030 n4031
01 1
.names asqrt[39] n4031 n4032
11 1
.names n3709 n3718 n4033
00 1
.names asqrt[39] n4033 n4034
11 1
.names n3716 n4034 n4035
00 1
.names n4032 n4035 n4036
00 1
.names asqrt[46] n4017 n4037
00 1
.names n4027 n4037 n4038
01 1
.names n4036 n4038 n4039
00 1
.names n4029 n4039 n4040
00 1
.names asqrt[47] n4040 n4041
10 1
.names n3728 n3730 n4042
10 1
.names n3721 n4042 n4043
01 1
.names asqrt[39] n4043 n4044
11 1
.names n3721 n3730 n4045
00 1
.names asqrt[39] n4045 n4046
11 1
.names n3728 n4046 n4047
00 1
.names n4044 n4047 n4048
00 1
.names asqrt[47] n4029 n4049
00 1
.names n4039 n4049 n4050
01 1
.names n4048 n4050 n4051
00 1
.names n4041 n4051 n4052
00 1
.names asqrt[48] n4052 n4053
10 1
.names n3733 n3740 n4054
01 1
.names n3742 n4054 n4055
01 1
.names asqrt[39] n4055 n4056
11 1
.names n3733 n3742 n4057
00 1
.names asqrt[39] n4057 n4058
11 1
.names n3740 n4058 n4059
00 1
.names n4056 n4059 n4060
00 1
.names asqrt[48] n4041 n4061
00 1
.names n4051 n4061 n4062
01 1
.names n4060 n4062 n4063
00 1
.names n4053 n4063 n4064
00 1
.names asqrt[49] n4064 n4065
10 1
.names n3752 n3754 n4066
10 1
.names n3745 n4066 n4067
01 1
.names asqrt[39] n4067 n4068
11 1
.names n3745 n3754 n4069
00 1
.names asqrt[39] n4069 n4070
11 1
.names n3752 n4070 n4071
00 1
.names n4068 n4071 n4072
00 1
.names asqrt[49] n4053 n4073
00 1
.names n4063 n4073 n4074
01 1
.names n4072 n4074 n4075
00 1
.names n4065 n4075 n4076
00 1
.names asqrt[50] n4076 n4077
10 1
.names n3757 n3764 n4078
01 1
.names n3766 n4078 n4079
01 1
.names asqrt[39] n4079 n4080
11 1
.names n3757 n3766 n4081
00 1
.names asqrt[39] n4081 n4082
11 1
.names n3764 n4082 n4083
00 1
.names n4080 n4083 n4084
00 1
.names asqrt[50] n4065 n4085
00 1
.names n4075 n4085 n4086
01 1
.names n4084 n4086 n4087
00 1
.names n4077 n4087 n4088
00 1
.names asqrt[51] n4088 n4089
10 1
.names n3776 n3778 n4090
10 1
.names n3769 n4090 n4091
01 1
.names asqrt[39] n4091 n4092
11 1
.names n3769 n3778 n4093
00 1
.names asqrt[39] n4093 n4094
11 1
.names n3776 n4094 n4095
00 1
.names n4092 n4095 n4096
00 1
.names asqrt[51] n4077 n4097
00 1
.names n4087 n4097 n4098
01 1
.names n4096 n4098 n4099
00 1
.names n4089 n4099 n4100
00 1
.names asqrt[52] n4100 n4101
10 1
.names n3781 n3788 n4102
01 1
.names n3790 n4102 n4103
01 1
.names asqrt[39] n4103 n4104
11 1
.names n3781 n3790 n4105
00 1
.names asqrt[39] n4105 n4106
11 1
.names n3788 n4106 n4107
00 1
.names n4104 n4107 n4108
00 1
.names asqrt[52] n4089 n4109
00 1
.names n4099 n4109 n4110
01 1
.names n4108 n4110 n4111
00 1
.names n4101 n4111 n4112
00 1
.names asqrt[53] n4112 n4113
10 1
.names n3800 n3802 n4114
10 1
.names n3793 n4114 n4115
01 1
.names asqrt[39] n4115 n4116
11 1
.names n3793 n3802 n4117
00 1
.names asqrt[39] n4117 n4118
11 1
.names n3800 n4118 n4119
00 1
.names n4116 n4119 n4120
00 1
.names asqrt[53] n4101 n4121
00 1
.names n4111 n4121 n4122
01 1
.names n4120 n4122 n4123
00 1
.names n4113 n4123 n4124
00 1
.names asqrt[54] n4124 n4125
10 1
.names n3805 n3812 n4126
01 1
.names n3814 n4126 n4127
01 1
.names asqrt[39] n4127 n4128
11 1
.names n3805 n3814 n4129
00 1
.names asqrt[39] n4129 n4130
11 1
.names n3812 n4130 n4131
00 1
.names n4128 n4131 n4132
00 1
.names asqrt[54] n4113 n4133
00 1
.names n4123 n4133 n4134
01 1
.names n4132 n4134 n4135
00 1
.names n4125 n4135 n4136
00 1
.names asqrt[55] n4136 n4137
10 1
.names n3824 n3826 n4138
10 1
.names n3817 n4138 n4139
01 1
.names asqrt[39] n4139 n4140
11 1
.names n3817 n3826 n4141
00 1
.names asqrt[39] n4141 n4142
11 1
.names n3824 n4142 n4143
00 1
.names n4140 n4143 n4144
00 1
.names asqrt[55] n4125 n4145
00 1
.names n4135 n4145 n4146
01 1
.names n4144 n4146 n4147
00 1
.names n4137 n4147 n4148
00 1
.names asqrt[56] n4148 n4149
10 1
.names n3829 n3836 n4150
01 1
.names n3838 n4150 n4151
01 1
.names asqrt[39] n4151 n4152
11 1
.names n3829 n3838 n4153
00 1
.names asqrt[39] n4153 n4154
11 1
.names n3836 n4154 n4155
00 1
.names n4152 n4155 n4156
00 1
.names asqrt[56] n4137 n4157
00 1
.names n4147 n4157 n4158
01 1
.names n4156 n4158 n4159
00 1
.names n4149 n4159 n4160
00 1
.names asqrt[57] n4160 n4161
10 1
.names n3848 n3850 n4162
10 1
.names n3841 n4162 n4163
01 1
.names asqrt[39] n4163 n4164
11 1
.names n3841 n3850 n4165
00 1
.names asqrt[39] n4165 n4166
11 1
.names n3848 n4166 n4167
00 1
.names n4164 n4167 n4168
00 1
.names asqrt[57] n4149 n4169
00 1
.names n4159 n4169 n4170
01 1
.names n4168 n4170 n4171
00 1
.names n4161 n4171 n4172
00 1
.names asqrt[58] n4172 n4173
10 1
.names asqrt[58] n4161 n4174
00 1
.names n4171 n4174 n4175
01 1
.names n3853 n3862 n4176
01 1
.names n3855 n4176 n4177
01 1
.names asqrt[39] n4177 n4178
11 1
.names n3853 n3855 n4179
00 1
.names asqrt[39] n4179 n4180
11 1
.names n3862 n4180 n4181
00 1
.names n4178 n4181 n4182
00 1
.names n4175 n4182 n4183
00 1
.names n4173 n4183 n4184
00 1
.names asqrt[59] n4184 n4185
10 1
.names n3872 n3874 n4186
10 1
.names n3865 n4186 n4187
01 1
.names asqrt[39] n4187 n4188
11 1
.names n3865 n3874 n4189
00 1
.names asqrt[39] n4189 n4190
11 1
.names n3872 n4190 n4191
00 1
.names n4188 n4191 n4192
00 1
.names asqrt[59] n4173 n4193
00 1
.names n4183 n4193 n4194
01 1
.names n4192 n4194 n4195
00 1
.names n4185 n4195 n4196
00 1
.names asqrt[60] n4196 n4197
10 1
.names n3877 n3884 n4198
01 1
.names n3886 n4198 n4199
01 1
.names asqrt[39] n4199 n4200
11 1
.names n3877 n3886 n4201
00 1
.names asqrt[39] n4201 n4202
11 1
.names n3884 n4202 n4203
00 1
.names n4200 n4203 n4204
00 1
.names asqrt[60] n4185 n4205
00 1
.names n4195 n4205 n4206
01 1
.names n4204 n4206 n4207
00 1
.names n4197 n4207 n4208
00 1
.names asqrt[61] n4208 n4209
10 1
.names n3896 n3898 n4210
10 1
.names n3889 n4210 n4211
01 1
.names asqrt[39] n4211 n4212
11 1
.names n3889 n3898 n4213
00 1
.names asqrt[39] n4213 n4214
11 1
.names n3896 n4214 n4215
00 1
.names n4212 n4215 n4216
00 1
.names asqrt[61] n4197 n4217
00 1
.names n4207 n4217 n4218
01 1
.names n4216 n4218 n4219
00 1
.names n4209 n4219 n4220
00 1
.names asqrt[62] n4220 n4221
10 1
.names n3901 n3908 n4222
01 1
.names n3910 n4222 n4223
01 1
.names asqrt[39] n4223 n4224
11 1
.names n3901 n3910 n4225
00 1
.names asqrt[39] n4225 n4226
11 1
.names n3908 n4226 n4227
00 1
.names n4224 n4227 n4228
00 1
.names asqrt[62] n4209 n4229
00 1
.names n4219 n4229 n4230
01 1
.names n4228 n4230 n4231
00 1
.names n4221 n4231 n4232
00 1
.names n3920 n3922 n4233
10 1
.names n3913 n4233 n4234
01 1
.names asqrt[39] n4234 n4235
11 1
.names n3913 n3922 n4236
00 1
.names asqrt[39] n4236 n4237
11 1
.names n3920 n4237 n4238
00 1
.names n4235 n4238 n4239
00 1
.names n3924 n3931 n4240
00 1
.names asqrt[39] n4240 n4241
11 1
.names n3939 n4241 n4242
00 1
.names n4239 n4242 n4243
01 1
.names n4232 n4243 n4244
01 1
.names asqrt[63] n4244 n4245
00 1
.names n4221 n4239 n4246
01 1
.names n4231 n4246 n4247
01 1
.names n3931 asqrt[39] n4248
01 1
.names n3924 n4248 n4249
10 1
.names asqrt[63] n4240 n4250
10 1
.names n4249 n4250 n4251
01 1
.names n3927 n3948 n4252
00 1
.names n3930 n4252 n4253
01 1
.names n3943 n4253 n4254
01 1
.names n3939 n4254 n4255
01 1
.names n3937 n4255 n4256
01 1
.names n4251 n4256 n4257
00 1
.names n4247 n4257 n4258
01 1
.names n4245 n4258 asqrt[38]
01 0
.names a[76] asqrt[38] n4260
11 1
.names a[74] a[75] n4261
00 1
.names a[76] n4261 n4262
01 1
.names n4260 n4262 n4263
00 1
.names asqrt[39] n4263 n4264
10 1
.names n3948 n4262 n4265
00 1
.names n3943 n4265 n4266
01 1
.names n3939 n4266 n4267
01 1
.names n3937 n4267 n4268
01 1
.names n4260 n4268 n4269
01 1
.names a[76] asqrt[38] n4270
01 1
.names a[77] n4270 n4271
10 1
.names n3953 asqrt[38] n4272
11 1
.names n4271 n4272 n4273
00 1
.names n4269 n4273 n4274
01 1
.names n4264 n4274 n4275
00 1
.names asqrt[40] n4275 n4276
10 1
.names asqrt[40] n4264 n4277
00 1
.names n4274 n4277 n4278
01 1
.names asqrt[39] n4256 n4279
10 1
.names n4251 n4279 n4280
01 1
.names n4247 n4280 n4281
01 1
.names n4245 n4281 n4282
01 1
.names n4272 n4282 n4283
00 1
.names a[78] n4283 n4284
10 1
.names a[78] n4282 n4285
00 1
.names n4272 n4285 n4286
01 1
.names n4284 n4286 n4287
00 1
.names n4278 n4287 n4288
00 1
.names n4276 n4288 n4289
00 1
.names asqrt[41] n4289 n4290
10 1
.names n3956 n3961 n4291
00 1
.names n3965 n4291 n4292
01 1
.names asqrt[38] n4292 n4293
11 1
.names asqrt[38] n4291 n4294
11 1
.names n3965 n4294 n4295
10 1
.names n4293 n4295 n4296
00 1
.names asqrt[41] n4276 n4297
00 1
.names n4288 n4297 n4298
01 1
.names n4296 n4298 n4299
00 1
.names n4290 n4299 n4300
00 1
.names asqrt[42] n4300 n4301
10 1
.names n3970 n3979 n4302
01 1
.names n3968 n4302 n4303
01 1
.names asqrt[38] n4303 n4304
11 1
.names n3968 n3970 n4305
00 1
.names asqrt[38] n4305 n4306
11 1
.names n3979 n4306 n4307
00 1
.names n4304 n4307 n4308
00 1
.names asqrt[42] n4290 n4309
00 1
.names n4299 n4309 n4310
01 1
.names n4308 n4310 n4311
00 1
.names n4301 n4311 n4312
00 1
.names asqrt[43] n4312 n4313
10 1
.names n3982 n3988 n4314
01 1
.names n3990 n4314 n4315
01 1
.names asqrt[38] n4315 n4316
11 1
.names n3982 n3990 n4317
00 1
.names asqrt[38] n4317 n4318
11 1
.names n3988 n4318 n4319
00 1
.names n4316 n4319 n4320
00 1
.names asqrt[43] n4301 n4321
00 1
.names n4311 n4321 n4322
01 1
.names n4320 n4322 n4323
00 1
.names n4313 n4323 n4324
00 1
.names asqrt[44] n4324 n4325
10 1
.names n4000 n4002 n4326
10 1
.names n3993 n4326 n4327
01 1
.names asqrt[38] n4327 n4328
11 1
.names n3993 n4002 n4329
00 1
.names asqrt[38] n4329 n4330
11 1
.names n4000 n4330 n4331
00 1
.names n4328 n4331 n4332
00 1
.names asqrt[44] n4313 n4333
00 1
.names n4323 n4333 n4334
01 1
.names n4332 n4334 n4335
00 1
.names n4325 n4335 n4336
00 1
.names asqrt[45] n4336 n4337
10 1
.names n4005 n4012 n4338
01 1
.names n4014 n4338 n4339
01 1
.names asqrt[38] n4339 n4340
11 1
.names n4005 n4014 n4341
00 1
.names asqrt[38] n4341 n4342
11 1
.names n4012 n4342 n4343
00 1
.names n4340 n4343 n4344
00 1
.names asqrt[45] n4325 n4345
00 1
.names n4335 n4345 n4346
01 1
.names n4344 n4346 n4347
00 1
.names n4337 n4347 n4348
00 1
.names asqrt[46] n4348 n4349
10 1
.names n4024 n4026 n4350
10 1
.names n4017 n4350 n4351
01 1
.names asqrt[38] n4351 n4352
11 1
.names n4017 n4026 n4353
00 1
.names asqrt[38] n4353 n4354
11 1
.names n4024 n4354 n4355
00 1
.names n4352 n4355 n4356
00 1
.names asqrt[46] n4337 n4357
00 1
.names n4347 n4357 n4358
01 1
.names n4356 n4358 n4359
00 1
.names n4349 n4359 n4360
00 1
.names asqrt[47] n4360 n4361
10 1
.names n4029 n4036 n4362
01 1
.names n4038 n4362 n4363
01 1
.names asqrt[38] n4363 n4364
11 1
.names n4029 n4038 n4365
00 1
.names asqrt[38] n4365 n4366
11 1
.names n4036 n4366 n4367
00 1
.names n4364 n4367 n4368
00 1
.names asqrt[47] n4349 n4369
00 1
.names n4359 n4369 n4370
01 1
.names n4368 n4370 n4371
00 1
.names n4361 n4371 n4372
00 1
.names asqrt[48] n4372 n4373
10 1
.names n4048 n4050 n4374
10 1
.names n4041 n4374 n4375
01 1
.names asqrt[38] n4375 n4376
11 1
.names n4041 n4050 n4377
00 1
.names asqrt[38] n4377 n4378
11 1
.names n4048 n4378 n4379
00 1
.names n4376 n4379 n4380
00 1
.names asqrt[48] n4361 n4381
00 1
.names n4371 n4381 n4382
01 1
.names n4380 n4382 n4383
00 1
.names n4373 n4383 n4384
00 1
.names asqrt[49] n4384 n4385
10 1
.names n4053 n4060 n4386
01 1
.names n4062 n4386 n4387
01 1
.names asqrt[38] n4387 n4388
11 1
.names n4053 n4062 n4389
00 1
.names asqrt[38] n4389 n4390
11 1
.names n4060 n4390 n4391
00 1
.names n4388 n4391 n4392
00 1
.names asqrt[49] n4373 n4393
00 1
.names n4383 n4393 n4394
01 1
.names n4392 n4394 n4395
00 1
.names n4385 n4395 n4396
00 1
.names asqrt[50] n4396 n4397
10 1
.names n4072 n4074 n4398
10 1
.names n4065 n4398 n4399
01 1
.names asqrt[38] n4399 n4400
11 1
.names n4065 n4074 n4401
00 1
.names asqrt[38] n4401 n4402
11 1
.names n4072 n4402 n4403
00 1
.names n4400 n4403 n4404
00 1
.names asqrt[50] n4385 n4405
00 1
.names n4395 n4405 n4406
01 1
.names n4404 n4406 n4407
00 1
.names n4397 n4407 n4408
00 1
.names asqrt[51] n4408 n4409
10 1
.names n4077 n4084 n4410
01 1
.names n4086 n4410 n4411
01 1
.names asqrt[38] n4411 n4412
11 1
.names n4077 n4086 n4413
00 1
.names asqrt[38] n4413 n4414
11 1
.names n4084 n4414 n4415
00 1
.names n4412 n4415 n4416
00 1
.names asqrt[51] n4397 n4417
00 1
.names n4407 n4417 n4418
01 1
.names n4416 n4418 n4419
00 1
.names n4409 n4419 n4420
00 1
.names asqrt[52] n4420 n4421
10 1
.names n4096 n4098 n4422
10 1
.names n4089 n4422 n4423
01 1
.names asqrt[38] n4423 n4424
11 1
.names n4089 n4098 n4425
00 1
.names asqrt[38] n4425 n4426
11 1
.names n4096 n4426 n4427
00 1
.names n4424 n4427 n4428
00 1
.names asqrt[52] n4409 n4429
00 1
.names n4419 n4429 n4430
01 1
.names n4428 n4430 n4431
00 1
.names n4421 n4431 n4432
00 1
.names asqrt[53] n4432 n4433
10 1
.names n4101 n4108 n4434
01 1
.names n4110 n4434 n4435
01 1
.names asqrt[38] n4435 n4436
11 1
.names n4101 n4110 n4437
00 1
.names asqrt[38] n4437 n4438
11 1
.names n4108 n4438 n4439
00 1
.names n4436 n4439 n4440
00 1
.names asqrt[53] n4421 n4441
00 1
.names n4431 n4441 n4442
01 1
.names n4440 n4442 n4443
00 1
.names n4433 n4443 n4444
00 1
.names asqrt[54] n4444 n4445
10 1
.names n4120 n4122 n4446
10 1
.names n4113 n4446 n4447
01 1
.names asqrt[38] n4447 n4448
11 1
.names n4113 n4122 n4449
00 1
.names asqrt[38] n4449 n4450
11 1
.names n4120 n4450 n4451
00 1
.names n4448 n4451 n4452
00 1
.names asqrt[54] n4433 n4453
00 1
.names n4443 n4453 n4454
01 1
.names n4452 n4454 n4455
00 1
.names n4445 n4455 n4456
00 1
.names asqrt[55] n4456 n4457
10 1
.names n4125 n4132 n4458
01 1
.names n4134 n4458 n4459
01 1
.names asqrt[38] n4459 n4460
11 1
.names n4125 n4134 n4461
00 1
.names asqrt[38] n4461 n4462
11 1
.names n4132 n4462 n4463
00 1
.names n4460 n4463 n4464
00 1
.names asqrt[55] n4445 n4465
00 1
.names n4455 n4465 n4466
01 1
.names n4464 n4466 n4467
00 1
.names n4457 n4467 n4468
00 1
.names asqrt[56] n4468 n4469
10 1
.names n4144 n4146 n4470
10 1
.names n4137 n4470 n4471
01 1
.names asqrt[38] n4471 n4472
11 1
.names n4137 n4146 n4473
00 1
.names asqrt[38] n4473 n4474
11 1
.names n4144 n4474 n4475
00 1
.names n4472 n4475 n4476
00 1
.names asqrt[56] n4457 n4477
00 1
.names n4467 n4477 n4478
01 1
.names n4476 n4478 n4479
00 1
.names n4469 n4479 n4480
00 1
.names asqrt[57] n4480 n4481
10 1
.names n4149 n4156 n4482
01 1
.names n4158 n4482 n4483
01 1
.names asqrt[38] n4483 n4484
11 1
.names n4149 n4158 n4485
00 1
.names asqrt[38] n4485 n4486
11 1
.names n4156 n4486 n4487
00 1
.names n4484 n4487 n4488
00 1
.names asqrt[57] n4469 n4489
00 1
.names n4479 n4489 n4490
01 1
.names n4488 n4490 n4491
00 1
.names n4481 n4491 n4492
00 1
.names asqrt[58] n4492 n4493
10 1
.names n4168 n4170 n4494
10 1
.names n4161 n4494 n4495
01 1
.names asqrt[38] n4495 n4496
11 1
.names n4161 n4170 n4497
00 1
.names asqrt[38] n4497 n4498
11 1
.names n4168 n4498 n4499
00 1
.names n4496 n4499 n4500
00 1
.names asqrt[58] n4481 n4501
00 1
.names n4491 n4501 n4502
01 1
.names n4500 n4502 n4503
00 1
.names n4493 n4503 n4504
00 1
.names asqrt[59] n4504 n4505
10 1
.names asqrt[59] n4493 n4506
00 1
.names n4503 n4506 n4507
01 1
.names n4173 n4182 n4508
01 1
.names n4175 n4508 n4509
01 1
.names asqrt[38] n4509 n4510
11 1
.names n4173 n4175 n4511
00 1
.names asqrt[38] n4511 n4512
11 1
.names n4182 n4512 n4513
00 1
.names n4510 n4513 n4514
00 1
.names n4507 n4514 n4515
00 1
.names n4505 n4515 n4516
00 1
.names asqrt[60] n4516 n4517
10 1
.names n4192 n4194 n4518
10 1
.names n4185 n4518 n4519
01 1
.names asqrt[38] n4519 n4520
11 1
.names n4185 n4194 n4521
00 1
.names asqrt[38] n4521 n4522
11 1
.names n4192 n4522 n4523
00 1
.names n4520 n4523 n4524
00 1
.names asqrt[60] n4505 n4525
00 1
.names n4515 n4525 n4526
01 1
.names n4524 n4526 n4527
00 1
.names n4517 n4527 n4528
00 1
.names asqrt[61] n4528 n4529
10 1
.names n4197 n4204 n4530
01 1
.names n4206 n4530 n4531
01 1
.names asqrt[38] n4531 n4532
11 1
.names n4197 n4206 n4533
00 1
.names asqrt[38] n4533 n4534
11 1
.names n4204 n4534 n4535
00 1
.names n4532 n4535 n4536
00 1
.names asqrt[61] n4517 n4537
00 1
.names n4527 n4537 n4538
01 1
.names n4536 n4538 n4539
00 1
.names n4529 n4539 n4540
00 1
.names asqrt[62] n4540 n4541
10 1
.names n4216 n4218 n4542
10 1
.names n4209 n4542 n4543
01 1
.names asqrt[38] n4543 n4544
11 1
.names n4209 n4218 n4545
00 1
.names asqrt[38] n4545 n4546
11 1
.names n4216 n4546 n4547
00 1
.names n4544 n4547 n4548
00 1
.names asqrt[62] n4529 n4549
00 1
.names n4539 n4549 n4550
01 1
.names n4548 n4550 n4551
00 1
.names n4541 n4551 n4552
00 1
.names n4221 n4228 n4553
01 1
.names n4230 n4553 n4554
01 1
.names asqrt[38] n4554 n4555
11 1
.names n4221 n4230 n4556
00 1
.names asqrt[38] n4556 n4557
11 1
.names n4228 n4557 n4558
00 1
.names n4555 n4558 n4559
00 1
.names n4232 n4239 n4560
00 1
.names asqrt[38] n4560 n4561
11 1
.names n4247 n4561 n4562
00 1
.names n4559 n4562 n4563
01 1
.names n4552 n4563 n4564
01 1
.names asqrt[63] n4564 n4565
00 1
.names n4541 n4559 n4566
01 1
.names n4551 n4566 n4567
01 1
.names n4239 asqrt[38] n4568
01 1
.names n4232 n4568 n4569
10 1
.names asqrt[63] n4560 n4570
10 1
.names n4569 n4570 n4571
01 1
.names n4235 n4256 n4572
00 1
.names n4238 n4572 n4573
01 1
.names n4251 n4573 n4574
01 1
.names n4247 n4574 n4575
01 1
.names n4245 n4575 n4576
01 1
.names n4571 n4576 n4577
00 1
.names n4567 n4577 n4578
01 1
.names n4565 n4578 asqrt[37]
01 0
.names a[74] asqrt[37] n4580
11 1
.names a[72] a[73] n4581
00 1
.names a[74] n4581 n4582
01 1
.names n4580 n4582 n4583
00 1
.names asqrt[38] n4583 n4584
10 1
.names n4256 n4582 n4585
00 1
.names n4251 n4585 n4586
01 1
.names n4247 n4586 n4587
01 1
.names n4245 n4587 n4588
01 1
.names n4580 n4588 n4589
01 1
.names a[74] asqrt[37] n4590
01 1
.names a[75] n4590 n4591
10 1
.names n4261 asqrt[37] n4592
11 1
.names n4591 n4592 n4593
00 1
.names n4589 n4593 n4594
01 1
.names n4584 n4594 n4595
00 1
.names asqrt[39] n4595 n4596
10 1
.names asqrt[39] n4584 n4597
00 1
.names n4594 n4597 n4598
01 1
.names asqrt[38] n4576 n4599
10 1
.names n4571 n4599 n4600
01 1
.names n4567 n4600 n4601
01 1
.names n4565 n4601 n4602
01 1
.names n4592 n4602 n4603
00 1
.names a[76] n4603 n4604
10 1
.names a[76] n4602 n4605
00 1
.names n4592 n4605 n4606
01 1
.names n4604 n4606 n4607
00 1
.names n4598 n4607 n4608
00 1
.names n4596 n4608 n4609
00 1
.names asqrt[40] n4609 n4610
10 1
.names n4264 n4269 n4611
00 1
.names n4273 n4611 n4612
01 1
.names asqrt[37] n4612 n4613
11 1
.names asqrt[37] n4611 n4614
11 1
.names n4273 n4614 n4615
10 1
.names n4613 n4615 n4616
00 1
.names asqrt[40] n4596 n4617
00 1
.names n4608 n4617 n4618
01 1
.names n4616 n4618 n4619
00 1
.names n4610 n4619 n4620
00 1
.names asqrt[41] n4620 n4621
10 1
.names n4278 n4287 n4622
01 1
.names n4276 n4622 n4623
01 1
.names asqrt[37] n4623 n4624
11 1
.names n4276 n4278 n4625
00 1
.names asqrt[37] n4625 n4626
11 1
.names n4287 n4626 n4627
00 1
.names n4624 n4627 n4628
00 1
.names asqrt[41] n4610 n4629
00 1
.names n4619 n4629 n4630
01 1
.names n4628 n4630 n4631
00 1
.names n4621 n4631 n4632
00 1
.names asqrt[42] n4632 n4633
10 1
.names n4290 n4296 n4634
01 1
.names n4298 n4634 n4635
01 1
.names asqrt[37] n4635 n4636
11 1
.names n4290 n4298 n4637
00 1
.names asqrt[37] n4637 n4638
11 1
.names n4296 n4638 n4639
00 1
.names n4636 n4639 n4640
00 1
.names asqrt[42] n4621 n4641
00 1
.names n4631 n4641 n4642
01 1
.names n4640 n4642 n4643
00 1
.names n4633 n4643 n4644
00 1
.names asqrt[43] n4644 n4645
10 1
.names n4308 n4310 n4646
10 1
.names n4301 n4646 n4647
01 1
.names asqrt[37] n4647 n4648
11 1
.names n4301 n4310 n4649
00 1
.names asqrt[37] n4649 n4650
11 1
.names n4308 n4650 n4651
00 1
.names n4648 n4651 n4652
00 1
.names asqrt[43] n4633 n4653
00 1
.names n4643 n4653 n4654
01 1
.names n4652 n4654 n4655
00 1
.names n4645 n4655 n4656
00 1
.names asqrt[44] n4656 n4657
10 1
.names n4313 n4320 n4658
01 1
.names n4322 n4658 n4659
01 1
.names asqrt[37] n4659 n4660
11 1
.names n4313 n4322 n4661
00 1
.names asqrt[37] n4661 n4662
11 1
.names n4320 n4662 n4663
00 1
.names n4660 n4663 n4664
00 1
.names asqrt[44] n4645 n4665
00 1
.names n4655 n4665 n4666
01 1
.names n4664 n4666 n4667
00 1
.names n4657 n4667 n4668
00 1
.names asqrt[45] n4668 n4669
10 1
.names n4332 n4334 n4670
10 1
.names n4325 n4670 n4671
01 1
.names asqrt[37] n4671 n4672
11 1
.names n4325 n4334 n4673
00 1
.names asqrt[37] n4673 n4674
11 1
.names n4332 n4674 n4675
00 1
.names n4672 n4675 n4676
00 1
.names asqrt[45] n4657 n4677
00 1
.names n4667 n4677 n4678
01 1
.names n4676 n4678 n4679
00 1
.names n4669 n4679 n4680
00 1
.names asqrt[46] n4680 n4681
10 1
.names n4337 n4344 n4682
01 1
.names n4346 n4682 n4683
01 1
.names asqrt[37] n4683 n4684
11 1
.names n4337 n4346 n4685
00 1
.names asqrt[37] n4685 n4686
11 1
.names n4344 n4686 n4687
00 1
.names n4684 n4687 n4688
00 1
.names asqrt[46] n4669 n4689
00 1
.names n4679 n4689 n4690
01 1
.names n4688 n4690 n4691
00 1
.names n4681 n4691 n4692
00 1
.names asqrt[47] n4692 n4693
10 1
.names n4356 n4358 n4694
10 1
.names n4349 n4694 n4695
01 1
.names asqrt[37] n4695 n4696
11 1
.names n4349 n4358 n4697
00 1
.names asqrt[37] n4697 n4698
11 1
.names n4356 n4698 n4699
00 1
.names n4696 n4699 n4700
00 1
.names asqrt[47] n4681 n4701
00 1
.names n4691 n4701 n4702
01 1
.names n4700 n4702 n4703
00 1
.names n4693 n4703 n4704
00 1
.names asqrt[48] n4704 n4705
10 1
.names n4361 n4368 n4706
01 1
.names n4370 n4706 n4707
01 1
.names asqrt[37] n4707 n4708
11 1
.names n4361 n4370 n4709
00 1
.names asqrt[37] n4709 n4710
11 1
.names n4368 n4710 n4711
00 1
.names n4708 n4711 n4712
00 1
.names asqrt[48] n4693 n4713
00 1
.names n4703 n4713 n4714
01 1
.names n4712 n4714 n4715
00 1
.names n4705 n4715 n4716
00 1
.names asqrt[49] n4716 n4717
10 1
.names n4380 n4382 n4718
10 1
.names n4373 n4718 n4719
01 1
.names asqrt[37] n4719 n4720
11 1
.names n4373 n4382 n4721
00 1
.names asqrt[37] n4721 n4722
11 1
.names n4380 n4722 n4723
00 1
.names n4720 n4723 n4724
00 1
.names asqrt[49] n4705 n4725
00 1
.names n4715 n4725 n4726
01 1
.names n4724 n4726 n4727
00 1
.names n4717 n4727 n4728
00 1
.names asqrt[50] n4728 n4729
10 1
.names n4385 n4392 n4730
01 1
.names n4394 n4730 n4731
01 1
.names asqrt[37] n4731 n4732
11 1
.names n4385 n4394 n4733
00 1
.names asqrt[37] n4733 n4734
11 1
.names n4392 n4734 n4735
00 1
.names n4732 n4735 n4736
00 1
.names asqrt[50] n4717 n4737
00 1
.names n4727 n4737 n4738
01 1
.names n4736 n4738 n4739
00 1
.names n4729 n4739 n4740
00 1
.names asqrt[51] n4740 n4741
10 1
.names n4404 n4406 n4742
10 1
.names n4397 n4742 n4743
01 1
.names asqrt[37] n4743 n4744
11 1
.names n4397 n4406 n4745
00 1
.names asqrt[37] n4745 n4746
11 1
.names n4404 n4746 n4747
00 1
.names n4744 n4747 n4748
00 1
.names asqrt[51] n4729 n4749
00 1
.names n4739 n4749 n4750
01 1
.names n4748 n4750 n4751
00 1
.names n4741 n4751 n4752
00 1
.names asqrt[52] n4752 n4753
10 1
.names n4409 n4416 n4754
01 1
.names n4418 n4754 n4755
01 1
.names asqrt[37] n4755 n4756
11 1
.names n4409 n4418 n4757
00 1
.names asqrt[37] n4757 n4758
11 1
.names n4416 n4758 n4759
00 1
.names n4756 n4759 n4760
00 1
.names asqrt[52] n4741 n4761
00 1
.names n4751 n4761 n4762
01 1
.names n4760 n4762 n4763
00 1
.names n4753 n4763 n4764
00 1
.names asqrt[53] n4764 n4765
10 1
.names n4428 n4430 n4766
10 1
.names n4421 n4766 n4767
01 1
.names asqrt[37] n4767 n4768
11 1
.names n4421 n4430 n4769
00 1
.names asqrt[37] n4769 n4770
11 1
.names n4428 n4770 n4771
00 1
.names n4768 n4771 n4772
00 1
.names asqrt[53] n4753 n4773
00 1
.names n4763 n4773 n4774
01 1
.names n4772 n4774 n4775
00 1
.names n4765 n4775 n4776
00 1
.names asqrt[54] n4776 n4777
10 1
.names n4433 n4440 n4778
01 1
.names n4442 n4778 n4779
01 1
.names asqrt[37] n4779 n4780
11 1
.names n4433 n4442 n4781
00 1
.names asqrt[37] n4781 n4782
11 1
.names n4440 n4782 n4783
00 1
.names n4780 n4783 n4784
00 1
.names asqrt[54] n4765 n4785
00 1
.names n4775 n4785 n4786
01 1
.names n4784 n4786 n4787
00 1
.names n4777 n4787 n4788
00 1
.names asqrt[55] n4788 n4789
10 1
.names n4452 n4454 n4790
10 1
.names n4445 n4790 n4791
01 1
.names asqrt[37] n4791 n4792
11 1
.names n4445 n4454 n4793
00 1
.names asqrt[37] n4793 n4794
11 1
.names n4452 n4794 n4795
00 1
.names n4792 n4795 n4796
00 1
.names asqrt[55] n4777 n4797
00 1
.names n4787 n4797 n4798
01 1
.names n4796 n4798 n4799
00 1
.names n4789 n4799 n4800
00 1
.names asqrt[56] n4800 n4801
10 1
.names n4457 n4464 n4802
01 1
.names n4466 n4802 n4803
01 1
.names asqrt[37] n4803 n4804
11 1
.names n4457 n4466 n4805
00 1
.names asqrt[37] n4805 n4806
11 1
.names n4464 n4806 n4807
00 1
.names n4804 n4807 n4808
00 1
.names asqrt[56] n4789 n4809
00 1
.names n4799 n4809 n4810
01 1
.names n4808 n4810 n4811
00 1
.names n4801 n4811 n4812
00 1
.names asqrt[57] n4812 n4813
10 1
.names n4476 n4478 n4814
10 1
.names n4469 n4814 n4815
01 1
.names asqrt[37] n4815 n4816
11 1
.names n4469 n4478 n4817
00 1
.names asqrt[37] n4817 n4818
11 1
.names n4476 n4818 n4819
00 1
.names n4816 n4819 n4820
00 1
.names asqrt[57] n4801 n4821
00 1
.names n4811 n4821 n4822
01 1
.names n4820 n4822 n4823
00 1
.names n4813 n4823 n4824
00 1
.names asqrt[58] n4824 n4825
10 1
.names n4481 n4488 n4826
01 1
.names n4490 n4826 n4827
01 1
.names asqrt[37] n4827 n4828
11 1
.names n4481 n4490 n4829
00 1
.names asqrt[37] n4829 n4830
11 1
.names n4488 n4830 n4831
00 1
.names n4828 n4831 n4832
00 1
.names asqrt[58] n4813 n4833
00 1
.names n4823 n4833 n4834
01 1
.names n4832 n4834 n4835
00 1
.names n4825 n4835 n4836
00 1
.names asqrt[59] n4836 n4837
10 1
.names n4500 n4502 n4838
10 1
.names n4493 n4838 n4839
01 1
.names asqrt[37] n4839 n4840
11 1
.names n4493 n4502 n4841
00 1
.names asqrt[37] n4841 n4842
11 1
.names n4500 n4842 n4843
00 1
.names n4840 n4843 n4844
00 1
.names asqrt[59] n4825 n4845
00 1
.names n4835 n4845 n4846
01 1
.names n4844 n4846 n4847
00 1
.names n4837 n4847 n4848
00 1
.names asqrt[60] n4848 n4849
10 1
.names asqrt[60] n4837 n4850
00 1
.names n4847 n4850 n4851
01 1
.names n4505 n4514 n4852
01 1
.names n4507 n4852 n4853
01 1
.names asqrt[37] n4853 n4854
11 1
.names n4505 n4507 n4855
00 1
.names asqrt[37] n4855 n4856
11 1
.names n4514 n4856 n4857
00 1
.names n4854 n4857 n4858
00 1
.names n4851 n4858 n4859
00 1
.names n4849 n4859 n4860
00 1
.names asqrt[61] n4860 n4861
10 1
.names n4524 n4526 n4862
10 1
.names n4517 n4862 n4863
01 1
.names asqrt[37] n4863 n4864
11 1
.names n4517 n4526 n4865
00 1
.names asqrt[37] n4865 n4866
11 1
.names n4524 n4866 n4867
00 1
.names n4864 n4867 n4868
00 1
.names asqrt[61] n4849 n4869
00 1
.names n4859 n4869 n4870
01 1
.names n4868 n4870 n4871
00 1
.names n4861 n4871 n4872
00 1
.names asqrt[62] n4872 n4873
10 1
.names n4529 n4536 n4874
01 1
.names n4538 n4874 n4875
01 1
.names asqrt[37] n4875 n4876
11 1
.names n4529 n4538 n4877
00 1
.names asqrt[37] n4877 n4878
11 1
.names n4536 n4878 n4879
00 1
.names n4876 n4879 n4880
00 1
.names asqrt[62] n4861 n4881
00 1
.names n4871 n4881 n4882
01 1
.names n4880 n4882 n4883
00 1
.names n4873 n4883 n4884
00 1
.names n4548 n4550 n4885
10 1
.names n4541 n4885 n4886
01 1
.names asqrt[37] n4886 n4887
11 1
.names n4541 n4550 n4888
00 1
.names asqrt[37] n4888 n4889
11 1
.names n4548 n4889 n4890
00 1
.names n4887 n4890 n4891
00 1
.names n4552 n4559 n4892
00 1
.names asqrt[37] n4892 n4893
11 1
.names n4567 n4893 n4894
00 1
.names n4891 n4894 n4895
01 1
.names n4884 n4895 n4896
01 1
.names asqrt[63] n4896 n4897
00 1
.names n4873 n4891 n4898
01 1
.names n4883 n4898 n4899
01 1
.names n4559 asqrt[37] n4900
01 1
.names n4552 n4900 n4901
10 1
.names asqrt[63] n4892 n4902
10 1
.names n4901 n4902 n4903
01 1
.names n4555 n4576 n4904
00 1
.names n4558 n4904 n4905
01 1
.names n4571 n4905 n4906
01 1
.names n4567 n4906 n4907
01 1
.names n4565 n4907 n4908
01 1
.names n4903 n4908 n4909
00 1
.names n4899 n4909 n4910
01 1
.names n4897 n4910 asqrt[36]
01 0
.names a[72] asqrt[36] n4912
11 1
.names a[70] a[71] n4913
00 1
.names a[72] n4913 n4914
01 1
.names n4912 n4914 n4915
00 1
.names asqrt[37] n4915 n4916
10 1
.names n4576 n4914 n4917
00 1
.names n4571 n4917 n4918
01 1
.names n4567 n4918 n4919
01 1
.names n4565 n4919 n4920
01 1
.names n4912 n4920 n4921
01 1
.names a[72] asqrt[36] n4922
01 1
.names a[73] n4922 n4923
10 1
.names n4581 asqrt[36] n4924
11 1
.names n4923 n4924 n4925
00 1
.names n4921 n4925 n4926
01 1
.names n4916 n4926 n4927
00 1
.names asqrt[38] n4927 n4928
10 1
.names asqrt[38] n4916 n4929
00 1
.names n4926 n4929 n4930
01 1
.names asqrt[37] n4908 n4931
10 1
.names n4903 n4931 n4932
01 1
.names n4899 n4932 n4933
01 1
.names n4897 n4933 n4934
01 1
.names n4924 n4934 n4935
00 1
.names a[74] n4935 n4936
10 1
.names a[74] n4934 n4937
00 1
.names n4924 n4937 n4938
01 1
.names n4936 n4938 n4939
00 1
.names n4930 n4939 n4940
00 1
.names n4928 n4940 n4941
00 1
.names asqrt[39] n4941 n4942
10 1
.names n4584 n4589 n4943
00 1
.names n4593 n4943 n4944
01 1
.names asqrt[36] n4944 n4945
11 1
.names asqrt[36] n4943 n4946
11 1
.names n4593 n4946 n4947
10 1
.names n4945 n4947 n4948
00 1
.names asqrt[39] n4928 n4949
00 1
.names n4940 n4949 n4950
01 1
.names n4948 n4950 n4951
00 1
.names n4942 n4951 n4952
00 1
.names asqrt[40] n4952 n4953
10 1
.names n4598 n4607 n4954
01 1
.names n4596 n4954 n4955
01 1
.names asqrt[36] n4955 n4956
11 1
.names n4596 n4598 n4957
00 1
.names asqrt[36] n4957 n4958
11 1
.names n4607 n4958 n4959
00 1
.names n4956 n4959 n4960
00 1
.names asqrt[40] n4942 n4961
00 1
.names n4951 n4961 n4962
01 1
.names n4960 n4962 n4963
00 1
.names n4953 n4963 n4964
00 1
.names asqrt[41] n4964 n4965
10 1
.names n4610 n4616 n4966
01 1
.names n4618 n4966 n4967
01 1
.names asqrt[36] n4967 n4968
11 1
.names n4610 n4618 n4969
00 1
.names asqrt[36] n4969 n4970
11 1
.names n4616 n4970 n4971
00 1
.names n4968 n4971 n4972
00 1
.names asqrt[41] n4953 n4973
00 1
.names n4963 n4973 n4974
01 1
.names n4972 n4974 n4975
00 1
.names n4965 n4975 n4976
00 1
.names asqrt[42] n4976 n4977
10 1
.names n4628 n4630 n4978
10 1
.names n4621 n4978 n4979
01 1
.names asqrt[36] n4979 n4980
11 1
.names n4621 n4630 n4981
00 1
.names asqrt[36] n4981 n4982
11 1
.names n4628 n4982 n4983
00 1
.names n4980 n4983 n4984
00 1
.names asqrt[42] n4965 n4985
00 1
.names n4975 n4985 n4986
01 1
.names n4984 n4986 n4987
00 1
.names n4977 n4987 n4988
00 1
.names asqrt[43] n4988 n4989
10 1
.names n4633 n4640 n4990
01 1
.names n4642 n4990 n4991
01 1
.names asqrt[36] n4991 n4992
11 1
.names n4633 n4642 n4993
00 1
.names asqrt[36] n4993 n4994
11 1
.names n4640 n4994 n4995
00 1
.names n4992 n4995 n4996
00 1
.names asqrt[43] n4977 n4997
00 1
.names n4987 n4997 n4998
01 1
.names n4996 n4998 n4999
00 1
.names n4989 n4999 n5000
00 1
.names asqrt[44] n5000 n5001
10 1
.names n4652 n4654 n5002
10 1
.names n4645 n5002 n5003
01 1
.names asqrt[36] n5003 n5004
11 1
.names n4645 n4654 n5005
00 1
.names asqrt[36] n5005 n5006
11 1
.names n4652 n5006 n5007
00 1
.names n5004 n5007 n5008
00 1
.names asqrt[44] n4989 n5009
00 1
.names n4999 n5009 n5010
01 1
.names n5008 n5010 n5011
00 1
.names n5001 n5011 n5012
00 1
.names asqrt[45] n5012 n5013
10 1
.names n4657 n4664 n5014
01 1
.names n4666 n5014 n5015
01 1
.names asqrt[36] n5015 n5016
11 1
.names n4657 n4666 n5017
00 1
.names asqrt[36] n5017 n5018
11 1
.names n4664 n5018 n5019
00 1
.names n5016 n5019 n5020
00 1
.names asqrt[45] n5001 n5021
00 1
.names n5011 n5021 n5022
01 1
.names n5020 n5022 n5023
00 1
.names n5013 n5023 n5024
00 1
.names asqrt[46] n5024 n5025
10 1
.names n4676 n4678 n5026
10 1
.names n4669 n5026 n5027
01 1
.names asqrt[36] n5027 n5028
11 1
.names n4669 n4678 n5029
00 1
.names asqrt[36] n5029 n5030
11 1
.names n4676 n5030 n5031
00 1
.names n5028 n5031 n5032
00 1
.names asqrt[46] n5013 n5033
00 1
.names n5023 n5033 n5034
01 1
.names n5032 n5034 n5035
00 1
.names n5025 n5035 n5036
00 1
.names asqrt[47] n5036 n5037
10 1
.names n4681 n4688 n5038
01 1
.names n4690 n5038 n5039
01 1
.names asqrt[36] n5039 n5040
11 1
.names n4681 n4690 n5041
00 1
.names asqrt[36] n5041 n5042
11 1
.names n4688 n5042 n5043
00 1
.names n5040 n5043 n5044
00 1
.names asqrt[47] n5025 n5045
00 1
.names n5035 n5045 n5046
01 1
.names n5044 n5046 n5047
00 1
.names n5037 n5047 n5048
00 1
.names asqrt[48] n5048 n5049
10 1
.names n4700 n4702 n5050
10 1
.names n4693 n5050 n5051
01 1
.names asqrt[36] n5051 n5052
11 1
.names n4693 n4702 n5053
00 1
.names asqrt[36] n5053 n5054
11 1
.names n4700 n5054 n5055
00 1
.names n5052 n5055 n5056
00 1
.names asqrt[48] n5037 n5057
00 1
.names n5047 n5057 n5058
01 1
.names n5056 n5058 n5059
00 1
.names n5049 n5059 n5060
00 1
.names asqrt[49] n5060 n5061
10 1
.names n4705 n4712 n5062
01 1
.names n4714 n5062 n5063
01 1
.names asqrt[36] n5063 n5064
11 1
.names n4705 n4714 n5065
00 1
.names asqrt[36] n5065 n5066
11 1
.names n4712 n5066 n5067
00 1
.names n5064 n5067 n5068
00 1
.names asqrt[49] n5049 n5069
00 1
.names n5059 n5069 n5070
01 1
.names n5068 n5070 n5071
00 1
.names n5061 n5071 n5072
00 1
.names asqrt[50] n5072 n5073
10 1
.names n4724 n4726 n5074
10 1
.names n4717 n5074 n5075
01 1
.names asqrt[36] n5075 n5076
11 1
.names n4717 n4726 n5077
00 1
.names asqrt[36] n5077 n5078
11 1
.names n4724 n5078 n5079
00 1
.names n5076 n5079 n5080
00 1
.names asqrt[50] n5061 n5081
00 1
.names n5071 n5081 n5082
01 1
.names n5080 n5082 n5083
00 1
.names n5073 n5083 n5084
00 1
.names asqrt[51] n5084 n5085
10 1
.names n4729 n4736 n5086
01 1
.names n4738 n5086 n5087
01 1
.names asqrt[36] n5087 n5088
11 1
.names n4729 n4738 n5089
00 1
.names asqrt[36] n5089 n5090
11 1
.names n4736 n5090 n5091
00 1
.names n5088 n5091 n5092
00 1
.names asqrt[51] n5073 n5093
00 1
.names n5083 n5093 n5094
01 1
.names n5092 n5094 n5095
00 1
.names n5085 n5095 n5096
00 1
.names asqrt[52] n5096 n5097
10 1
.names n4748 n4750 n5098
10 1
.names n4741 n5098 n5099
01 1
.names asqrt[36] n5099 n5100
11 1
.names n4741 n4750 n5101
00 1
.names asqrt[36] n5101 n5102
11 1
.names n4748 n5102 n5103
00 1
.names n5100 n5103 n5104
00 1
.names asqrt[52] n5085 n5105
00 1
.names n5095 n5105 n5106
01 1
.names n5104 n5106 n5107
00 1
.names n5097 n5107 n5108
00 1
.names asqrt[53] n5108 n5109
10 1
.names n4753 n4760 n5110
01 1
.names n4762 n5110 n5111
01 1
.names asqrt[36] n5111 n5112
11 1
.names n4753 n4762 n5113
00 1
.names asqrt[36] n5113 n5114
11 1
.names n4760 n5114 n5115
00 1
.names n5112 n5115 n5116
00 1
.names asqrt[53] n5097 n5117
00 1
.names n5107 n5117 n5118
01 1
.names n5116 n5118 n5119
00 1
.names n5109 n5119 n5120
00 1
.names asqrt[54] n5120 n5121
10 1
.names n4772 n4774 n5122
10 1
.names n4765 n5122 n5123
01 1
.names asqrt[36] n5123 n5124
11 1
.names n4765 n4774 n5125
00 1
.names asqrt[36] n5125 n5126
11 1
.names n4772 n5126 n5127
00 1
.names n5124 n5127 n5128
00 1
.names asqrt[54] n5109 n5129
00 1
.names n5119 n5129 n5130
01 1
.names n5128 n5130 n5131
00 1
.names n5121 n5131 n5132
00 1
.names asqrt[55] n5132 n5133
10 1
.names n4777 n4784 n5134
01 1
.names n4786 n5134 n5135
01 1
.names asqrt[36] n5135 n5136
11 1
.names n4777 n4786 n5137
00 1
.names asqrt[36] n5137 n5138
11 1
.names n4784 n5138 n5139
00 1
.names n5136 n5139 n5140
00 1
.names asqrt[55] n5121 n5141
00 1
.names n5131 n5141 n5142
01 1
.names n5140 n5142 n5143
00 1
.names n5133 n5143 n5144
00 1
.names asqrt[56] n5144 n5145
10 1
.names n4796 n4798 n5146
10 1
.names n4789 n5146 n5147
01 1
.names asqrt[36] n5147 n5148
11 1
.names n4789 n4798 n5149
00 1
.names asqrt[36] n5149 n5150
11 1
.names n4796 n5150 n5151
00 1
.names n5148 n5151 n5152
00 1
.names asqrt[56] n5133 n5153
00 1
.names n5143 n5153 n5154
01 1
.names n5152 n5154 n5155
00 1
.names n5145 n5155 n5156
00 1
.names asqrt[57] n5156 n5157
10 1
.names n4801 n4808 n5158
01 1
.names n4810 n5158 n5159
01 1
.names asqrt[36] n5159 n5160
11 1
.names n4801 n4810 n5161
00 1
.names asqrt[36] n5161 n5162
11 1
.names n4808 n5162 n5163
00 1
.names n5160 n5163 n5164
00 1
.names asqrt[57] n5145 n5165
00 1
.names n5155 n5165 n5166
01 1
.names n5164 n5166 n5167
00 1
.names n5157 n5167 n5168
00 1
.names asqrt[58] n5168 n5169
10 1
.names n4820 n4822 n5170
10 1
.names n4813 n5170 n5171
01 1
.names asqrt[36] n5171 n5172
11 1
.names n4813 n4822 n5173
00 1
.names asqrt[36] n5173 n5174
11 1
.names n4820 n5174 n5175
00 1
.names n5172 n5175 n5176
00 1
.names asqrt[58] n5157 n5177
00 1
.names n5167 n5177 n5178
01 1
.names n5176 n5178 n5179
00 1
.names n5169 n5179 n5180
00 1
.names asqrt[59] n5180 n5181
10 1
.names n4825 n4832 n5182
01 1
.names n4834 n5182 n5183
01 1
.names asqrt[36] n5183 n5184
11 1
.names n4825 n4834 n5185
00 1
.names asqrt[36] n5185 n5186
11 1
.names n4832 n5186 n5187
00 1
.names n5184 n5187 n5188
00 1
.names asqrt[59] n5169 n5189
00 1
.names n5179 n5189 n5190
01 1
.names n5188 n5190 n5191
00 1
.names n5181 n5191 n5192
00 1
.names asqrt[60] n5192 n5193
10 1
.names n4844 n4846 n5194
10 1
.names n4837 n5194 n5195
01 1
.names asqrt[36] n5195 n5196
11 1
.names n4837 n4846 n5197
00 1
.names asqrt[36] n5197 n5198
11 1
.names n4844 n5198 n5199
00 1
.names n5196 n5199 n5200
00 1
.names asqrt[60] n5181 n5201
00 1
.names n5191 n5201 n5202
01 1
.names n5200 n5202 n5203
00 1
.names n5193 n5203 n5204
00 1
.names asqrt[61] n5204 n5205
10 1
.names asqrt[61] n5193 n5206
00 1
.names n5203 n5206 n5207
01 1
.names n4849 n4858 n5208
01 1
.names n4851 n5208 n5209
01 1
.names asqrt[36] n5209 n5210
11 1
.names n4849 n4851 n5211
00 1
.names asqrt[36] n5211 n5212
11 1
.names n4858 n5212 n5213
00 1
.names n5210 n5213 n5214
00 1
.names n5207 n5214 n5215
00 1
.names n5205 n5215 n5216
00 1
.names asqrt[62] n5216 n5217
10 1
.names n4868 n4870 n5218
10 1
.names n4861 n5218 n5219
01 1
.names asqrt[36] n5219 n5220
11 1
.names n4861 n4870 n5221
00 1
.names asqrt[36] n5221 n5222
11 1
.names n4868 n5222 n5223
00 1
.names n5220 n5223 n5224
00 1
.names asqrt[62] n5205 n5225
00 1
.names n5215 n5225 n5226
01 1
.names n5224 n5226 n5227
00 1
.names n5217 n5227 n5228
00 1
.names n4873 n4880 n5229
01 1
.names n4882 n5229 n5230
01 1
.names asqrt[36] n5230 n5231
11 1
.names n4873 n4882 n5232
00 1
.names asqrt[36] n5232 n5233
11 1
.names n4880 n5233 n5234
00 1
.names n5231 n5234 n5235
00 1
.names n4884 n4891 n5236
00 1
.names asqrt[36] n5236 n5237
11 1
.names n4899 n5237 n5238
00 1
.names n5235 n5238 n5239
01 1
.names n5228 n5239 n5240
01 1
.names asqrt[63] n5240 n5241
00 1
.names n5217 n5235 n5242
01 1
.names n5227 n5242 n5243
01 1
.names n4891 asqrt[36] n5244
01 1
.names n4884 n5244 n5245
10 1
.names asqrt[63] n5236 n5246
10 1
.names n5245 n5246 n5247
01 1
.names n4887 n4908 n5248
00 1
.names n4890 n5248 n5249
01 1
.names n4903 n5249 n5250
01 1
.names n4899 n5250 n5251
01 1
.names n4897 n5251 n5252
01 1
.names n5247 n5252 n5253
00 1
.names n5243 n5253 n5254
01 1
.names n5241 n5254 asqrt[35]
01 0
.names a[70] asqrt[35] n5256
11 1
.names a[68] a[69] n5257
00 1
.names a[70] n5257 n5258
01 1
.names n5256 n5258 n5259
00 1
.names asqrt[36] n5259 n5260
10 1
.names n4908 n5258 n5261
00 1
.names n4903 n5261 n5262
01 1
.names n4899 n5262 n5263
01 1
.names n4897 n5263 n5264
01 1
.names n5256 n5264 n5265
01 1
.names a[70] asqrt[35] n5266
01 1
.names a[71] n5266 n5267
10 1
.names n4913 asqrt[35] n5268
11 1
.names n5267 n5268 n5269
00 1
.names n5265 n5269 n5270
01 1
.names n5260 n5270 n5271
00 1
.names asqrt[37] n5271 n5272
10 1
.names asqrt[37] n5260 n5273
00 1
.names n5270 n5273 n5274
01 1
.names asqrt[36] n5252 n5275
10 1
.names n5247 n5275 n5276
01 1
.names n5243 n5276 n5277
01 1
.names n5241 n5277 n5278
01 1
.names n5268 n5278 n5279
00 1
.names a[72] n5279 n5280
10 1
.names a[72] n5278 n5281
00 1
.names n5268 n5281 n5282
01 1
.names n5280 n5282 n5283
00 1
.names n5274 n5283 n5284
00 1
.names n5272 n5284 n5285
00 1
.names asqrt[38] n5285 n5286
10 1
.names n4916 n4921 n5287
00 1
.names n4925 n5287 n5288
01 1
.names asqrt[35] n5288 n5289
11 1
.names asqrt[35] n5287 n5290
11 1
.names n4925 n5290 n5291
10 1
.names n5289 n5291 n5292
00 1
.names asqrt[38] n5272 n5293
00 1
.names n5284 n5293 n5294
01 1
.names n5292 n5294 n5295
00 1
.names n5286 n5295 n5296
00 1
.names asqrt[39] n5296 n5297
10 1
.names n4930 n4939 n5298
01 1
.names n4928 n5298 n5299
01 1
.names asqrt[35] n5299 n5300
11 1
.names n4928 n4930 n5301
00 1
.names asqrt[35] n5301 n5302
11 1
.names n4939 n5302 n5303
00 1
.names n5300 n5303 n5304
00 1
.names asqrt[39] n5286 n5305
00 1
.names n5295 n5305 n5306
01 1
.names n5304 n5306 n5307
00 1
.names n5297 n5307 n5308
00 1
.names asqrt[40] n5308 n5309
10 1
.names n4942 n4948 n5310
01 1
.names n4950 n5310 n5311
01 1
.names asqrt[35] n5311 n5312
11 1
.names n4942 n4950 n5313
00 1
.names asqrt[35] n5313 n5314
11 1
.names n4948 n5314 n5315
00 1
.names n5312 n5315 n5316
00 1
.names asqrt[40] n5297 n5317
00 1
.names n5307 n5317 n5318
01 1
.names n5316 n5318 n5319
00 1
.names n5309 n5319 n5320
00 1
.names asqrt[41] n5320 n5321
10 1
.names n4960 n4962 n5322
10 1
.names n4953 n5322 n5323
01 1
.names asqrt[35] n5323 n5324
11 1
.names n4953 n4962 n5325
00 1
.names asqrt[35] n5325 n5326
11 1
.names n4960 n5326 n5327
00 1
.names n5324 n5327 n5328
00 1
.names asqrt[41] n5309 n5329
00 1
.names n5319 n5329 n5330
01 1
.names n5328 n5330 n5331
00 1
.names n5321 n5331 n5332
00 1
.names asqrt[42] n5332 n5333
10 1
.names n4965 n4972 n5334
01 1
.names n4974 n5334 n5335
01 1
.names asqrt[35] n5335 n5336
11 1
.names n4965 n4974 n5337
00 1
.names asqrt[35] n5337 n5338
11 1
.names n4972 n5338 n5339
00 1
.names n5336 n5339 n5340
00 1
.names asqrt[42] n5321 n5341
00 1
.names n5331 n5341 n5342
01 1
.names n5340 n5342 n5343
00 1
.names n5333 n5343 n5344
00 1
.names asqrt[43] n5344 n5345
10 1
.names n4984 n4986 n5346
10 1
.names n4977 n5346 n5347
01 1
.names asqrt[35] n5347 n5348
11 1
.names n4977 n4986 n5349
00 1
.names asqrt[35] n5349 n5350
11 1
.names n4984 n5350 n5351
00 1
.names n5348 n5351 n5352
00 1
.names asqrt[43] n5333 n5353
00 1
.names n5343 n5353 n5354
01 1
.names n5352 n5354 n5355
00 1
.names n5345 n5355 n5356
00 1
.names asqrt[44] n5356 n5357
10 1
.names n4989 n4996 n5358
01 1
.names n4998 n5358 n5359
01 1
.names asqrt[35] n5359 n5360
11 1
.names n4989 n4998 n5361
00 1
.names asqrt[35] n5361 n5362
11 1
.names n4996 n5362 n5363
00 1
.names n5360 n5363 n5364
00 1
.names asqrt[44] n5345 n5365
00 1
.names n5355 n5365 n5366
01 1
.names n5364 n5366 n5367
00 1
.names n5357 n5367 n5368
00 1
.names asqrt[45] n5368 n5369
10 1
.names n5008 n5010 n5370
10 1
.names n5001 n5370 n5371
01 1
.names asqrt[35] n5371 n5372
11 1
.names n5001 n5010 n5373
00 1
.names asqrt[35] n5373 n5374
11 1
.names n5008 n5374 n5375
00 1
.names n5372 n5375 n5376
00 1
.names asqrt[45] n5357 n5377
00 1
.names n5367 n5377 n5378
01 1
.names n5376 n5378 n5379
00 1
.names n5369 n5379 n5380
00 1
.names asqrt[46] n5380 n5381
10 1
.names n5013 n5020 n5382
01 1
.names n5022 n5382 n5383
01 1
.names asqrt[35] n5383 n5384
11 1
.names n5013 n5022 n5385
00 1
.names asqrt[35] n5385 n5386
11 1
.names n5020 n5386 n5387
00 1
.names n5384 n5387 n5388
00 1
.names asqrt[46] n5369 n5389
00 1
.names n5379 n5389 n5390
01 1
.names n5388 n5390 n5391
00 1
.names n5381 n5391 n5392
00 1
.names asqrt[47] n5392 n5393
10 1
.names n5032 n5034 n5394
10 1
.names n5025 n5394 n5395
01 1
.names asqrt[35] n5395 n5396
11 1
.names n5025 n5034 n5397
00 1
.names asqrt[35] n5397 n5398
11 1
.names n5032 n5398 n5399
00 1
.names n5396 n5399 n5400
00 1
.names asqrt[47] n5381 n5401
00 1
.names n5391 n5401 n5402
01 1
.names n5400 n5402 n5403
00 1
.names n5393 n5403 n5404
00 1
.names asqrt[48] n5404 n5405
10 1
.names n5037 n5044 n5406
01 1
.names n5046 n5406 n5407
01 1
.names asqrt[35] n5407 n5408
11 1
.names n5037 n5046 n5409
00 1
.names asqrt[35] n5409 n5410
11 1
.names n5044 n5410 n5411
00 1
.names n5408 n5411 n5412
00 1
.names asqrt[48] n5393 n5413
00 1
.names n5403 n5413 n5414
01 1
.names n5412 n5414 n5415
00 1
.names n5405 n5415 n5416
00 1
.names asqrt[49] n5416 n5417
10 1
.names n5056 n5058 n5418
10 1
.names n5049 n5418 n5419
01 1
.names asqrt[35] n5419 n5420
11 1
.names n5049 n5058 n5421
00 1
.names asqrt[35] n5421 n5422
11 1
.names n5056 n5422 n5423
00 1
.names n5420 n5423 n5424
00 1
.names asqrt[49] n5405 n5425
00 1
.names n5415 n5425 n5426
01 1
.names n5424 n5426 n5427
00 1
.names n5417 n5427 n5428
00 1
.names asqrt[50] n5428 n5429
10 1
.names n5061 n5068 n5430
01 1
.names n5070 n5430 n5431
01 1
.names asqrt[35] n5431 n5432
11 1
.names n5061 n5070 n5433
00 1
.names asqrt[35] n5433 n5434
11 1
.names n5068 n5434 n5435
00 1
.names n5432 n5435 n5436
00 1
.names asqrt[50] n5417 n5437
00 1
.names n5427 n5437 n5438
01 1
.names n5436 n5438 n5439
00 1
.names n5429 n5439 n5440
00 1
.names asqrt[51] n5440 n5441
10 1
.names n5080 n5082 n5442
10 1
.names n5073 n5442 n5443
01 1
.names asqrt[35] n5443 n5444
11 1
.names n5073 n5082 n5445
00 1
.names asqrt[35] n5445 n5446
11 1
.names n5080 n5446 n5447
00 1
.names n5444 n5447 n5448
00 1
.names asqrt[51] n5429 n5449
00 1
.names n5439 n5449 n5450
01 1
.names n5448 n5450 n5451
00 1
.names n5441 n5451 n5452
00 1
.names asqrt[52] n5452 n5453
10 1
.names n5085 n5092 n5454
01 1
.names n5094 n5454 n5455
01 1
.names asqrt[35] n5455 n5456
11 1
.names n5085 n5094 n5457
00 1
.names asqrt[35] n5457 n5458
11 1
.names n5092 n5458 n5459
00 1
.names n5456 n5459 n5460
00 1
.names asqrt[52] n5441 n5461
00 1
.names n5451 n5461 n5462
01 1
.names n5460 n5462 n5463
00 1
.names n5453 n5463 n5464
00 1
.names asqrt[53] n5464 n5465
10 1
.names n5104 n5106 n5466
10 1
.names n5097 n5466 n5467
01 1
.names asqrt[35] n5467 n5468
11 1
.names n5097 n5106 n5469
00 1
.names asqrt[35] n5469 n5470
11 1
.names n5104 n5470 n5471
00 1
.names n5468 n5471 n5472
00 1
.names asqrt[53] n5453 n5473
00 1
.names n5463 n5473 n5474
01 1
.names n5472 n5474 n5475
00 1
.names n5465 n5475 n5476
00 1
.names asqrt[54] n5476 n5477
10 1
.names n5109 n5116 n5478
01 1
.names n5118 n5478 n5479
01 1
.names asqrt[35] n5479 n5480
11 1
.names n5109 n5118 n5481
00 1
.names asqrt[35] n5481 n5482
11 1
.names n5116 n5482 n5483
00 1
.names n5480 n5483 n5484
00 1
.names asqrt[54] n5465 n5485
00 1
.names n5475 n5485 n5486
01 1
.names n5484 n5486 n5487
00 1
.names n5477 n5487 n5488
00 1
.names asqrt[55] n5488 n5489
10 1
.names n5128 n5130 n5490
10 1
.names n5121 n5490 n5491
01 1
.names asqrt[35] n5491 n5492
11 1
.names n5121 n5130 n5493
00 1
.names asqrt[35] n5493 n5494
11 1
.names n5128 n5494 n5495
00 1
.names n5492 n5495 n5496
00 1
.names asqrt[55] n5477 n5497
00 1
.names n5487 n5497 n5498
01 1
.names n5496 n5498 n5499
00 1
.names n5489 n5499 n5500
00 1
.names asqrt[56] n5500 n5501
10 1
.names n5133 n5140 n5502
01 1
.names n5142 n5502 n5503
01 1
.names asqrt[35] n5503 n5504
11 1
.names n5133 n5142 n5505
00 1
.names asqrt[35] n5505 n5506
11 1
.names n5140 n5506 n5507
00 1
.names n5504 n5507 n5508
00 1
.names asqrt[56] n5489 n5509
00 1
.names n5499 n5509 n5510
01 1
.names n5508 n5510 n5511
00 1
.names n5501 n5511 n5512
00 1
.names asqrt[57] n5512 n5513
10 1
.names n5152 n5154 n5514
10 1
.names n5145 n5514 n5515
01 1
.names asqrt[35] n5515 n5516
11 1
.names n5145 n5154 n5517
00 1
.names asqrt[35] n5517 n5518
11 1
.names n5152 n5518 n5519
00 1
.names n5516 n5519 n5520
00 1
.names asqrt[57] n5501 n5521
00 1
.names n5511 n5521 n5522
01 1
.names n5520 n5522 n5523
00 1
.names n5513 n5523 n5524
00 1
.names asqrt[58] n5524 n5525
10 1
.names n5157 n5164 n5526
01 1
.names n5166 n5526 n5527
01 1
.names asqrt[35] n5527 n5528
11 1
.names n5157 n5166 n5529
00 1
.names asqrt[35] n5529 n5530
11 1
.names n5164 n5530 n5531
00 1
.names n5528 n5531 n5532
00 1
.names asqrt[58] n5513 n5533
00 1
.names n5523 n5533 n5534
01 1
.names n5532 n5534 n5535
00 1
.names n5525 n5535 n5536
00 1
.names asqrt[59] n5536 n5537
10 1
.names n5176 n5178 n5538
10 1
.names n5169 n5538 n5539
01 1
.names asqrt[35] n5539 n5540
11 1
.names n5169 n5178 n5541
00 1
.names asqrt[35] n5541 n5542
11 1
.names n5176 n5542 n5543
00 1
.names n5540 n5543 n5544
00 1
.names asqrt[59] n5525 n5545
00 1
.names n5535 n5545 n5546
01 1
.names n5544 n5546 n5547
00 1
.names n5537 n5547 n5548
00 1
.names asqrt[60] n5548 n5549
10 1
.names n5181 n5188 n5550
01 1
.names n5190 n5550 n5551
01 1
.names asqrt[35] n5551 n5552
11 1
.names n5181 n5190 n5553
00 1
.names asqrt[35] n5553 n5554
11 1
.names n5188 n5554 n5555
00 1
.names n5552 n5555 n5556
00 1
.names asqrt[60] n5537 n5557
00 1
.names n5547 n5557 n5558
01 1
.names n5556 n5558 n5559
00 1
.names n5549 n5559 n5560
00 1
.names asqrt[61] n5560 n5561
10 1
.names n5200 n5202 n5562
10 1
.names n5193 n5562 n5563
01 1
.names asqrt[35] n5563 n5564
11 1
.names n5193 n5202 n5565
00 1
.names asqrt[35] n5565 n5566
11 1
.names n5200 n5566 n5567
00 1
.names n5564 n5567 n5568
00 1
.names asqrt[61] n5549 n5569
00 1
.names n5559 n5569 n5570
01 1
.names n5568 n5570 n5571
00 1
.names n5561 n5571 n5572
00 1
.names asqrt[62] n5572 n5573
10 1
.names asqrt[62] n5561 n5574
00 1
.names n5571 n5574 n5575
01 1
.names n5205 n5214 n5576
01 1
.names n5207 n5576 n5577
01 1
.names asqrt[35] n5577 n5578
11 1
.names n5205 n5207 n5579
00 1
.names asqrt[35] n5579 n5580
11 1
.names n5214 n5580 n5581
00 1
.names n5578 n5581 n5582
00 1
.names n5575 n5582 n5583
00 1
.names n5573 n5583 n5584
00 1
.names n5224 n5226 n5585
10 1
.names n5217 n5585 n5586
01 1
.names asqrt[35] n5586 n5587
11 1
.names n5217 n5226 n5588
00 1
.names asqrt[35] n5588 n5589
11 1
.names n5224 n5589 n5590
00 1
.names n5587 n5590 n5591
00 1
.names n5228 n5235 n5592
00 1
.names asqrt[35] n5592 n5593
11 1
.names n5243 n5593 n5594
00 1
.names n5591 n5594 n5595
01 1
.names n5584 n5595 n5596
01 1
.names asqrt[63] n5596 n5597
00 1
.names n5573 n5591 n5598
01 1
.names n5583 n5598 n5599
01 1
.names n5235 asqrt[35] n5600
01 1
.names n5228 n5600 n5601
10 1
.names asqrt[63] n5592 n5602
10 1
.names n5601 n5602 n5603
01 1
.names n5231 n5252 n5604
00 1
.names n5234 n5604 n5605
01 1
.names n5247 n5605 n5606
01 1
.names n5243 n5606 n5607
01 1
.names n5241 n5607 n5608
01 1
.names n5603 n5608 n5609
00 1
.names n5599 n5609 n5610
01 1
.names n5597 n5610 asqrt[34]
01 0
.names a[68] asqrt[34] n5612
11 1
.names a[66] a[67] n5613
00 1
.names a[68] n5613 n5614
01 1
.names n5612 n5614 n5615
00 1
.names asqrt[35] n5615 n5616
10 1
.names n5252 n5614 n5617
00 1
.names n5247 n5617 n5618
01 1
.names n5243 n5618 n5619
01 1
.names n5241 n5619 n5620
01 1
.names n5612 n5620 n5621
01 1
.names a[68] asqrt[34] n5622
01 1
.names a[69] n5622 n5623
10 1
.names n5257 asqrt[34] n5624
11 1
.names n5623 n5624 n5625
00 1
.names n5621 n5625 n5626
01 1
.names n5616 n5626 n5627
00 1
.names asqrt[36] n5627 n5628
10 1
.names asqrt[36] n5616 n5629
00 1
.names n5626 n5629 n5630
01 1
.names asqrt[35] n5608 n5631
10 1
.names n5603 n5631 n5632
01 1
.names n5599 n5632 n5633
01 1
.names n5597 n5633 n5634
01 1
.names n5624 n5634 n5635
00 1
.names a[70] n5635 n5636
10 1
.names a[70] n5634 n5637
00 1
.names n5624 n5637 n5638
01 1
.names n5636 n5638 n5639
00 1
.names n5630 n5639 n5640
00 1
.names n5628 n5640 n5641
00 1
.names asqrt[37] n5641 n5642
10 1
.names n5260 n5265 n5643
00 1
.names n5269 n5643 n5644
01 1
.names asqrt[34] n5644 n5645
11 1
.names asqrt[34] n5643 n5646
11 1
.names n5269 n5646 n5647
10 1
.names n5645 n5647 n5648
00 1
.names asqrt[37] n5628 n5649
00 1
.names n5640 n5649 n5650
01 1
.names n5648 n5650 n5651
00 1
.names n5642 n5651 n5652
00 1
.names asqrt[38] n5652 n5653
10 1
.names n5274 n5283 n5654
01 1
.names n5272 n5654 n5655
01 1
.names asqrt[34] n5655 n5656
11 1
.names n5272 n5274 n5657
00 1
.names asqrt[34] n5657 n5658
11 1
.names n5283 n5658 n5659
00 1
.names n5656 n5659 n5660
00 1
.names asqrt[38] n5642 n5661
00 1
.names n5651 n5661 n5662
01 1
.names n5660 n5662 n5663
00 1
.names n5653 n5663 n5664
00 1
.names asqrt[39] n5664 n5665
10 1
.names n5286 n5292 n5666
01 1
.names n5294 n5666 n5667
01 1
.names asqrt[34] n5667 n5668
11 1
.names n5286 n5294 n5669
00 1
.names asqrt[34] n5669 n5670
11 1
.names n5292 n5670 n5671
00 1
.names n5668 n5671 n5672
00 1
.names asqrt[39] n5653 n5673
00 1
.names n5663 n5673 n5674
01 1
.names n5672 n5674 n5675
00 1
.names n5665 n5675 n5676
00 1
.names asqrt[40] n5676 n5677
10 1
.names n5304 n5306 n5678
10 1
.names n5297 n5678 n5679
01 1
.names asqrt[34] n5679 n5680
11 1
.names n5297 n5306 n5681
00 1
.names asqrt[34] n5681 n5682
11 1
.names n5304 n5682 n5683
00 1
.names n5680 n5683 n5684
00 1
.names asqrt[40] n5665 n5685
00 1
.names n5675 n5685 n5686
01 1
.names n5684 n5686 n5687
00 1
.names n5677 n5687 n5688
00 1
.names asqrt[41] n5688 n5689
10 1
.names n5309 n5316 n5690
01 1
.names n5318 n5690 n5691
01 1
.names asqrt[34] n5691 n5692
11 1
.names n5309 n5318 n5693
00 1
.names asqrt[34] n5693 n5694
11 1
.names n5316 n5694 n5695
00 1
.names n5692 n5695 n5696
00 1
.names asqrt[41] n5677 n5697
00 1
.names n5687 n5697 n5698
01 1
.names n5696 n5698 n5699
00 1
.names n5689 n5699 n5700
00 1
.names asqrt[42] n5700 n5701
10 1
.names n5328 n5330 n5702
10 1
.names n5321 n5702 n5703
01 1
.names asqrt[34] n5703 n5704
11 1
.names n5321 n5330 n5705
00 1
.names asqrt[34] n5705 n5706
11 1
.names n5328 n5706 n5707
00 1
.names n5704 n5707 n5708
00 1
.names asqrt[42] n5689 n5709
00 1
.names n5699 n5709 n5710
01 1
.names n5708 n5710 n5711
00 1
.names n5701 n5711 n5712
00 1
.names asqrt[43] n5712 n5713
10 1
.names n5333 n5340 n5714
01 1
.names n5342 n5714 n5715
01 1
.names asqrt[34] n5715 n5716
11 1
.names n5333 n5342 n5717
00 1
.names asqrt[34] n5717 n5718
11 1
.names n5340 n5718 n5719
00 1
.names n5716 n5719 n5720
00 1
.names asqrt[43] n5701 n5721
00 1
.names n5711 n5721 n5722
01 1
.names n5720 n5722 n5723
00 1
.names n5713 n5723 n5724
00 1
.names asqrt[44] n5724 n5725
10 1
.names n5352 n5354 n5726
10 1
.names n5345 n5726 n5727
01 1
.names asqrt[34] n5727 n5728
11 1
.names n5345 n5354 n5729
00 1
.names asqrt[34] n5729 n5730
11 1
.names n5352 n5730 n5731
00 1
.names n5728 n5731 n5732
00 1
.names asqrt[44] n5713 n5733
00 1
.names n5723 n5733 n5734
01 1
.names n5732 n5734 n5735
00 1
.names n5725 n5735 n5736
00 1
.names asqrt[45] n5736 n5737
10 1
.names n5357 n5364 n5738
01 1
.names n5366 n5738 n5739
01 1
.names asqrt[34] n5739 n5740
11 1
.names n5357 n5366 n5741
00 1
.names asqrt[34] n5741 n5742
11 1
.names n5364 n5742 n5743
00 1
.names n5740 n5743 n5744
00 1
.names asqrt[45] n5725 n5745
00 1
.names n5735 n5745 n5746
01 1
.names n5744 n5746 n5747
00 1
.names n5737 n5747 n5748
00 1
.names asqrt[46] n5748 n5749
10 1
.names n5376 n5378 n5750
10 1
.names n5369 n5750 n5751
01 1
.names asqrt[34] n5751 n5752
11 1
.names n5369 n5378 n5753
00 1
.names asqrt[34] n5753 n5754
11 1
.names n5376 n5754 n5755
00 1
.names n5752 n5755 n5756
00 1
.names asqrt[46] n5737 n5757
00 1
.names n5747 n5757 n5758
01 1
.names n5756 n5758 n5759
00 1
.names n5749 n5759 n5760
00 1
.names asqrt[47] n5760 n5761
10 1
.names n5381 n5388 n5762
01 1
.names n5390 n5762 n5763
01 1
.names asqrt[34] n5763 n5764
11 1
.names n5381 n5390 n5765
00 1
.names asqrt[34] n5765 n5766
11 1
.names n5388 n5766 n5767
00 1
.names n5764 n5767 n5768
00 1
.names asqrt[47] n5749 n5769
00 1
.names n5759 n5769 n5770
01 1
.names n5768 n5770 n5771
00 1
.names n5761 n5771 n5772
00 1
.names asqrt[48] n5772 n5773
10 1
.names n5400 n5402 n5774
10 1
.names n5393 n5774 n5775
01 1
.names asqrt[34] n5775 n5776
11 1
.names n5393 n5402 n5777
00 1
.names asqrt[34] n5777 n5778
11 1
.names n5400 n5778 n5779
00 1
.names n5776 n5779 n5780
00 1
.names asqrt[48] n5761 n5781
00 1
.names n5771 n5781 n5782
01 1
.names n5780 n5782 n5783
00 1
.names n5773 n5783 n5784
00 1
.names asqrt[49] n5784 n5785
10 1
.names n5405 n5412 n5786
01 1
.names n5414 n5786 n5787
01 1
.names asqrt[34] n5787 n5788
11 1
.names n5405 n5414 n5789
00 1
.names asqrt[34] n5789 n5790
11 1
.names n5412 n5790 n5791
00 1
.names n5788 n5791 n5792
00 1
.names asqrt[49] n5773 n5793
00 1
.names n5783 n5793 n5794
01 1
.names n5792 n5794 n5795
00 1
.names n5785 n5795 n5796
00 1
.names asqrt[50] n5796 n5797
10 1
.names n5424 n5426 n5798
10 1
.names n5417 n5798 n5799
01 1
.names asqrt[34] n5799 n5800
11 1
.names n5417 n5426 n5801
00 1
.names asqrt[34] n5801 n5802
11 1
.names n5424 n5802 n5803
00 1
.names n5800 n5803 n5804
00 1
.names asqrt[50] n5785 n5805
00 1
.names n5795 n5805 n5806
01 1
.names n5804 n5806 n5807
00 1
.names n5797 n5807 n5808
00 1
.names asqrt[51] n5808 n5809
10 1
.names n5429 n5436 n5810
01 1
.names n5438 n5810 n5811
01 1
.names asqrt[34] n5811 n5812
11 1
.names n5429 n5438 n5813
00 1
.names asqrt[34] n5813 n5814
11 1
.names n5436 n5814 n5815
00 1
.names n5812 n5815 n5816
00 1
.names asqrt[51] n5797 n5817
00 1
.names n5807 n5817 n5818
01 1
.names n5816 n5818 n5819
00 1
.names n5809 n5819 n5820
00 1
.names asqrt[52] n5820 n5821
10 1
.names n5448 n5450 n5822
10 1
.names n5441 n5822 n5823
01 1
.names asqrt[34] n5823 n5824
11 1
.names n5441 n5450 n5825
00 1
.names asqrt[34] n5825 n5826
11 1
.names n5448 n5826 n5827
00 1
.names n5824 n5827 n5828
00 1
.names asqrt[52] n5809 n5829
00 1
.names n5819 n5829 n5830
01 1
.names n5828 n5830 n5831
00 1
.names n5821 n5831 n5832
00 1
.names asqrt[53] n5832 n5833
10 1
.names n5453 n5460 n5834
01 1
.names n5462 n5834 n5835
01 1
.names asqrt[34] n5835 n5836
11 1
.names n5453 n5462 n5837
00 1
.names asqrt[34] n5837 n5838
11 1
.names n5460 n5838 n5839
00 1
.names n5836 n5839 n5840
00 1
.names asqrt[53] n5821 n5841
00 1
.names n5831 n5841 n5842
01 1
.names n5840 n5842 n5843
00 1
.names n5833 n5843 n5844
00 1
.names asqrt[54] n5844 n5845
10 1
.names n5472 n5474 n5846
10 1
.names n5465 n5846 n5847
01 1
.names asqrt[34] n5847 n5848
11 1
.names n5465 n5474 n5849
00 1
.names asqrt[34] n5849 n5850
11 1
.names n5472 n5850 n5851
00 1
.names n5848 n5851 n5852
00 1
.names asqrt[54] n5833 n5853
00 1
.names n5843 n5853 n5854
01 1
.names n5852 n5854 n5855
00 1
.names n5845 n5855 n5856
00 1
.names asqrt[55] n5856 n5857
10 1
.names n5477 n5484 n5858
01 1
.names n5486 n5858 n5859
01 1
.names asqrt[34] n5859 n5860
11 1
.names n5477 n5486 n5861
00 1
.names asqrt[34] n5861 n5862
11 1
.names n5484 n5862 n5863
00 1
.names n5860 n5863 n5864
00 1
.names asqrt[55] n5845 n5865
00 1
.names n5855 n5865 n5866
01 1
.names n5864 n5866 n5867
00 1
.names n5857 n5867 n5868
00 1
.names asqrt[56] n5868 n5869
10 1
.names n5496 n5498 n5870
10 1
.names n5489 n5870 n5871
01 1
.names asqrt[34] n5871 n5872
11 1
.names n5489 n5498 n5873
00 1
.names asqrt[34] n5873 n5874
11 1
.names n5496 n5874 n5875
00 1
.names n5872 n5875 n5876
00 1
.names asqrt[56] n5857 n5877
00 1
.names n5867 n5877 n5878
01 1
.names n5876 n5878 n5879
00 1
.names n5869 n5879 n5880
00 1
.names asqrt[57] n5880 n5881
10 1
.names n5501 n5508 n5882
01 1
.names n5510 n5882 n5883
01 1
.names asqrt[34] n5883 n5884
11 1
.names n5501 n5510 n5885
00 1
.names asqrt[34] n5885 n5886
11 1
.names n5508 n5886 n5887
00 1
.names n5884 n5887 n5888
00 1
.names asqrt[57] n5869 n5889
00 1
.names n5879 n5889 n5890
01 1
.names n5888 n5890 n5891
00 1
.names n5881 n5891 n5892
00 1
.names asqrt[58] n5892 n5893
10 1
.names n5520 n5522 n5894
10 1
.names n5513 n5894 n5895
01 1
.names asqrt[34] n5895 n5896
11 1
.names n5513 n5522 n5897
00 1
.names asqrt[34] n5897 n5898
11 1
.names n5520 n5898 n5899
00 1
.names n5896 n5899 n5900
00 1
.names asqrt[58] n5881 n5901
00 1
.names n5891 n5901 n5902
01 1
.names n5900 n5902 n5903
00 1
.names n5893 n5903 n5904
00 1
.names asqrt[59] n5904 n5905
10 1
.names n5525 n5532 n5906
01 1
.names n5534 n5906 n5907
01 1
.names asqrt[34] n5907 n5908
11 1
.names n5525 n5534 n5909
00 1
.names asqrt[34] n5909 n5910
11 1
.names n5532 n5910 n5911
00 1
.names n5908 n5911 n5912
00 1
.names asqrt[59] n5893 n5913
00 1
.names n5903 n5913 n5914
01 1
.names n5912 n5914 n5915
00 1
.names n5905 n5915 n5916
00 1
.names asqrt[60] n5916 n5917
10 1
.names n5544 n5546 n5918
10 1
.names n5537 n5918 n5919
01 1
.names asqrt[34] n5919 n5920
11 1
.names n5537 n5546 n5921
00 1
.names asqrt[34] n5921 n5922
11 1
.names n5544 n5922 n5923
00 1
.names n5920 n5923 n5924
00 1
.names asqrt[60] n5905 n5925
00 1
.names n5915 n5925 n5926
01 1
.names n5924 n5926 n5927
00 1
.names n5917 n5927 n5928
00 1
.names asqrt[61] n5928 n5929
10 1
.names n5549 n5556 n5930
01 1
.names n5558 n5930 n5931
01 1
.names asqrt[34] n5931 n5932
11 1
.names n5549 n5558 n5933
00 1
.names asqrt[34] n5933 n5934
11 1
.names n5556 n5934 n5935
00 1
.names n5932 n5935 n5936
00 1
.names asqrt[61] n5917 n5937
00 1
.names n5927 n5937 n5938
01 1
.names n5936 n5938 n5939
00 1
.names n5929 n5939 n5940
00 1
.names asqrt[62] n5940 n5941
10 1
.names n5568 n5570 n5942
10 1
.names n5561 n5942 n5943
01 1
.names asqrt[34] n5943 n5944
11 1
.names n5561 n5570 n5945
00 1
.names asqrt[34] n5945 n5946
11 1
.names n5568 n5946 n5947
00 1
.names n5944 n5947 n5948
00 1
.names asqrt[62] n5929 n5949
00 1
.names n5939 n5949 n5950
01 1
.names n5948 n5950 n5951
00 1
.names n5941 n5951 n5952
00 1
.names n5573 n5582 n5953
01 1
.names n5575 n5953 n5954
01 1
.names asqrt[34] n5954 n5955
11 1
.names n5573 n5575 n5956
00 1
.names asqrt[34] n5956 n5957
11 1
.names n5582 n5957 n5958
00 1
.names n5955 n5958 n5959
00 1
.names n5584 n5591 n5960
00 1
.names asqrt[34] n5960 n5961
11 1
.names n5599 n5961 n5962
00 1
.names n5959 n5962 n5963
01 1
.names n5952 n5963 n5964
01 1
.names asqrt[63] n5964 n5965
00 1
.names n5941 n5959 n5966
01 1
.names n5951 n5966 n5967
01 1
.names n5591 asqrt[34] n5968
01 1
.names n5584 n5968 n5969
10 1
.names asqrt[63] n5960 n5970
10 1
.names n5969 n5970 n5971
01 1
.names n5587 n5608 n5972
00 1
.names n5590 n5972 n5973
01 1
.names n5603 n5973 n5974
01 1
.names n5599 n5974 n5975
01 1
.names n5597 n5975 n5976
01 1
.names n5971 n5976 n5977
00 1
.names n5967 n5977 n5978
01 1
.names n5965 n5978 asqrt[33]
01 0
.names a[66] asqrt[33] n5980
11 1
.names a[64] a[65] n5981
00 1
.names a[66] n5981 n5982
01 1
.names n5980 n5982 n5983
00 1
.names asqrt[34] n5983 n5984
10 1
.names n5608 n5982 n5985
00 1
.names n5603 n5985 n5986
01 1
.names n5599 n5986 n5987
01 1
.names n5597 n5987 n5988
01 1
.names n5980 n5988 n5989
01 1
.names a[66] asqrt[33] n5990
01 1
.names a[67] n5990 n5991
10 1
.names n5613 asqrt[33] n5992
11 1
.names n5991 n5992 n5993
00 1
.names n5989 n5993 n5994
01 1
.names n5984 n5994 n5995
00 1
.names asqrt[35] n5995 n5996
10 1
.names asqrt[35] n5984 n5997
00 1
.names n5994 n5997 n5998
01 1
.names asqrt[34] n5976 n5999
10 1
.names n5971 n5999 n6000
01 1
.names n5967 n6000 n6001
01 1
.names n5965 n6001 n6002
01 1
.names n5992 n6002 n6003
00 1
.names a[68] n6003 n6004
10 1
.names a[68] n6002 n6005
00 1
.names n5992 n6005 n6006
01 1
.names n6004 n6006 n6007
00 1
.names n5998 n6007 n6008
00 1
.names n5996 n6008 n6009
00 1
.names asqrt[36] n6009 n6010
10 1
.names n5616 n5621 n6011
00 1
.names n5625 n6011 n6012
01 1
.names asqrt[33] n6012 n6013
11 1
.names asqrt[33] n6011 n6014
11 1
.names n5625 n6014 n6015
10 1
.names n6013 n6015 n6016
00 1
.names asqrt[36] n5996 n6017
00 1
.names n6008 n6017 n6018
01 1
.names n6016 n6018 n6019
00 1
.names n6010 n6019 n6020
00 1
.names asqrt[37] n6020 n6021
10 1
.names n5630 n5639 n6022
01 1
.names n5628 n6022 n6023
01 1
.names asqrt[33] n6023 n6024
11 1
.names n5628 n5630 n6025
00 1
.names asqrt[33] n6025 n6026
11 1
.names n5639 n6026 n6027
00 1
.names n6024 n6027 n6028
00 1
.names asqrt[37] n6010 n6029
00 1
.names n6019 n6029 n6030
01 1
.names n6028 n6030 n6031
00 1
.names n6021 n6031 n6032
00 1
.names asqrt[38] n6032 n6033
10 1
.names n5642 n5648 n6034
01 1
.names n5650 n6034 n6035
01 1
.names asqrt[33] n6035 n6036
11 1
.names n5642 n5650 n6037
00 1
.names asqrt[33] n6037 n6038
11 1
.names n5648 n6038 n6039
00 1
.names n6036 n6039 n6040
00 1
.names asqrt[38] n6021 n6041
00 1
.names n6031 n6041 n6042
01 1
.names n6040 n6042 n6043
00 1
.names n6033 n6043 n6044
00 1
.names asqrt[39] n6044 n6045
10 1
.names n5660 n5662 n6046
10 1
.names n5653 n6046 n6047
01 1
.names asqrt[33] n6047 n6048
11 1
.names n5653 n5662 n6049
00 1
.names asqrt[33] n6049 n6050
11 1
.names n5660 n6050 n6051
00 1
.names n6048 n6051 n6052
00 1
.names asqrt[39] n6033 n6053
00 1
.names n6043 n6053 n6054
01 1
.names n6052 n6054 n6055
00 1
.names n6045 n6055 n6056
00 1
.names asqrt[40] n6056 n6057
10 1
.names n5665 n5672 n6058
01 1
.names n5674 n6058 n6059
01 1
.names asqrt[33] n6059 n6060
11 1
.names n5665 n5674 n6061
00 1
.names asqrt[33] n6061 n6062
11 1
.names n5672 n6062 n6063
00 1
.names n6060 n6063 n6064
00 1
.names asqrt[40] n6045 n6065
00 1
.names n6055 n6065 n6066
01 1
.names n6064 n6066 n6067
00 1
.names n6057 n6067 n6068
00 1
.names asqrt[41] n6068 n6069
10 1
.names n5684 n5686 n6070
10 1
.names n5677 n6070 n6071
01 1
.names asqrt[33] n6071 n6072
11 1
.names n5677 n5686 n6073
00 1
.names asqrt[33] n6073 n6074
11 1
.names n5684 n6074 n6075
00 1
.names n6072 n6075 n6076
00 1
.names asqrt[41] n6057 n6077
00 1
.names n6067 n6077 n6078
01 1
.names n6076 n6078 n6079
00 1
.names n6069 n6079 n6080
00 1
.names asqrt[42] n6080 n6081
10 1
.names n5689 n5696 n6082
01 1
.names n5698 n6082 n6083
01 1
.names asqrt[33] n6083 n6084
11 1
.names n5689 n5698 n6085
00 1
.names asqrt[33] n6085 n6086
11 1
.names n5696 n6086 n6087
00 1
.names n6084 n6087 n6088
00 1
.names asqrt[42] n6069 n6089
00 1
.names n6079 n6089 n6090
01 1
.names n6088 n6090 n6091
00 1
.names n6081 n6091 n6092
00 1
.names asqrt[43] n6092 n6093
10 1
.names n5708 n5710 n6094
10 1
.names n5701 n6094 n6095
01 1
.names asqrt[33] n6095 n6096
11 1
.names n5701 n5710 n6097
00 1
.names asqrt[33] n6097 n6098
11 1
.names n5708 n6098 n6099
00 1
.names n6096 n6099 n6100
00 1
.names asqrt[43] n6081 n6101
00 1
.names n6091 n6101 n6102
01 1
.names n6100 n6102 n6103
00 1
.names n6093 n6103 n6104
00 1
.names asqrt[44] n6104 n6105
10 1
.names n5713 n5720 n6106
01 1
.names n5722 n6106 n6107
01 1
.names asqrt[33] n6107 n6108
11 1
.names n5713 n5722 n6109
00 1
.names asqrt[33] n6109 n6110
11 1
.names n5720 n6110 n6111
00 1
.names n6108 n6111 n6112
00 1
.names asqrt[44] n6093 n6113
00 1
.names n6103 n6113 n6114
01 1
.names n6112 n6114 n6115
00 1
.names n6105 n6115 n6116
00 1
.names asqrt[45] n6116 n6117
10 1
.names n5732 n5734 n6118
10 1
.names n5725 n6118 n6119
01 1
.names asqrt[33] n6119 n6120
11 1
.names n5725 n5734 n6121
00 1
.names asqrt[33] n6121 n6122
11 1
.names n5732 n6122 n6123
00 1
.names n6120 n6123 n6124
00 1
.names asqrt[45] n6105 n6125
00 1
.names n6115 n6125 n6126
01 1
.names n6124 n6126 n6127
00 1
.names n6117 n6127 n6128
00 1
.names asqrt[46] n6128 n6129
10 1
.names n5737 n5744 n6130
01 1
.names n5746 n6130 n6131
01 1
.names asqrt[33] n6131 n6132
11 1
.names n5737 n5746 n6133
00 1
.names asqrt[33] n6133 n6134
11 1
.names n5744 n6134 n6135
00 1
.names n6132 n6135 n6136
00 1
.names asqrt[46] n6117 n6137
00 1
.names n6127 n6137 n6138
01 1
.names n6136 n6138 n6139
00 1
.names n6129 n6139 n6140
00 1
.names asqrt[47] n6140 n6141
10 1
.names n5756 n5758 n6142
10 1
.names n5749 n6142 n6143
01 1
.names asqrt[33] n6143 n6144
11 1
.names n5749 n5758 n6145
00 1
.names asqrt[33] n6145 n6146
11 1
.names n5756 n6146 n6147
00 1
.names n6144 n6147 n6148
00 1
.names asqrt[47] n6129 n6149
00 1
.names n6139 n6149 n6150
01 1
.names n6148 n6150 n6151
00 1
.names n6141 n6151 n6152
00 1
.names asqrt[48] n6152 n6153
10 1
.names n5761 n5768 n6154
01 1
.names n5770 n6154 n6155
01 1
.names asqrt[33] n6155 n6156
11 1
.names n5761 n5770 n6157
00 1
.names asqrt[33] n6157 n6158
11 1
.names n5768 n6158 n6159
00 1
.names n6156 n6159 n6160
00 1
.names asqrt[48] n6141 n6161
00 1
.names n6151 n6161 n6162
01 1
.names n6160 n6162 n6163
00 1
.names n6153 n6163 n6164
00 1
.names asqrt[49] n6164 n6165
10 1
.names n5780 n5782 n6166
10 1
.names n5773 n6166 n6167
01 1
.names asqrt[33] n6167 n6168
11 1
.names n5773 n5782 n6169
00 1
.names asqrt[33] n6169 n6170
11 1
.names n5780 n6170 n6171
00 1
.names n6168 n6171 n6172
00 1
.names asqrt[49] n6153 n6173
00 1
.names n6163 n6173 n6174
01 1
.names n6172 n6174 n6175
00 1
.names n6165 n6175 n6176
00 1
.names asqrt[50] n6176 n6177
10 1
.names n5785 n5792 n6178
01 1
.names n5794 n6178 n6179
01 1
.names asqrt[33] n6179 n6180
11 1
.names n5785 n5794 n6181
00 1
.names asqrt[33] n6181 n6182
11 1
.names n5792 n6182 n6183
00 1
.names n6180 n6183 n6184
00 1
.names asqrt[50] n6165 n6185
00 1
.names n6175 n6185 n6186
01 1
.names n6184 n6186 n6187
00 1
.names n6177 n6187 n6188
00 1
.names asqrt[51] n6188 n6189
10 1
.names n5804 n5806 n6190
10 1
.names n5797 n6190 n6191
01 1
.names asqrt[33] n6191 n6192
11 1
.names n5797 n5806 n6193
00 1
.names asqrt[33] n6193 n6194
11 1
.names n5804 n6194 n6195
00 1
.names n6192 n6195 n6196
00 1
.names asqrt[51] n6177 n6197
00 1
.names n6187 n6197 n6198
01 1
.names n6196 n6198 n6199
00 1
.names n6189 n6199 n6200
00 1
.names asqrt[52] n6200 n6201
10 1
.names n5809 n5816 n6202
01 1
.names n5818 n6202 n6203
01 1
.names asqrt[33] n6203 n6204
11 1
.names n5809 n5818 n6205
00 1
.names asqrt[33] n6205 n6206
11 1
.names n5816 n6206 n6207
00 1
.names n6204 n6207 n6208
00 1
.names asqrt[52] n6189 n6209
00 1
.names n6199 n6209 n6210
01 1
.names n6208 n6210 n6211
00 1
.names n6201 n6211 n6212
00 1
.names asqrt[53] n6212 n6213
10 1
.names n5828 n5830 n6214
10 1
.names n5821 n6214 n6215
01 1
.names asqrt[33] n6215 n6216
11 1
.names n5821 n5830 n6217
00 1
.names asqrt[33] n6217 n6218
11 1
.names n5828 n6218 n6219
00 1
.names n6216 n6219 n6220
00 1
.names asqrt[53] n6201 n6221
00 1
.names n6211 n6221 n6222
01 1
.names n6220 n6222 n6223
00 1
.names n6213 n6223 n6224
00 1
.names asqrt[54] n6224 n6225
10 1
.names n5833 n5840 n6226
01 1
.names n5842 n6226 n6227
01 1
.names asqrt[33] n6227 n6228
11 1
.names n5833 n5842 n6229
00 1
.names asqrt[33] n6229 n6230
11 1
.names n5840 n6230 n6231
00 1
.names n6228 n6231 n6232
00 1
.names asqrt[54] n6213 n6233
00 1
.names n6223 n6233 n6234
01 1
.names n6232 n6234 n6235
00 1
.names n6225 n6235 n6236
00 1
.names asqrt[55] n6236 n6237
10 1
.names n5852 n5854 n6238
10 1
.names n5845 n6238 n6239
01 1
.names asqrt[33] n6239 n6240
11 1
.names n5845 n5854 n6241
00 1
.names asqrt[33] n6241 n6242
11 1
.names n5852 n6242 n6243
00 1
.names n6240 n6243 n6244
00 1
.names asqrt[55] n6225 n6245
00 1
.names n6235 n6245 n6246
01 1
.names n6244 n6246 n6247
00 1
.names n6237 n6247 n6248
00 1
.names asqrt[56] n6248 n6249
10 1
.names n5857 n5864 n6250
01 1
.names n5866 n6250 n6251
01 1
.names asqrt[33] n6251 n6252
11 1
.names n5857 n5866 n6253
00 1
.names asqrt[33] n6253 n6254
11 1
.names n5864 n6254 n6255
00 1
.names n6252 n6255 n6256
00 1
.names asqrt[56] n6237 n6257
00 1
.names n6247 n6257 n6258
01 1
.names n6256 n6258 n6259
00 1
.names n6249 n6259 n6260
00 1
.names asqrt[57] n6260 n6261
10 1
.names n5876 n5878 n6262
10 1
.names n5869 n6262 n6263
01 1
.names asqrt[33] n6263 n6264
11 1
.names n5869 n5878 n6265
00 1
.names asqrt[33] n6265 n6266
11 1
.names n5876 n6266 n6267
00 1
.names n6264 n6267 n6268
00 1
.names asqrt[57] n6249 n6269
00 1
.names n6259 n6269 n6270
01 1
.names n6268 n6270 n6271
00 1
.names n6261 n6271 n6272
00 1
.names asqrt[58] n6272 n6273
10 1
.names n5881 n5888 n6274
01 1
.names n5890 n6274 n6275
01 1
.names asqrt[33] n6275 n6276
11 1
.names n5881 n5890 n6277
00 1
.names asqrt[33] n6277 n6278
11 1
.names n5888 n6278 n6279
00 1
.names n6276 n6279 n6280
00 1
.names asqrt[58] n6261 n6281
00 1
.names n6271 n6281 n6282
01 1
.names n6280 n6282 n6283
00 1
.names n6273 n6283 n6284
00 1
.names asqrt[59] n6284 n6285
10 1
.names n5900 n5902 n6286
10 1
.names n5893 n6286 n6287
01 1
.names asqrt[33] n6287 n6288
11 1
.names n5893 n5902 n6289
00 1
.names asqrt[33] n6289 n6290
11 1
.names n5900 n6290 n6291
00 1
.names n6288 n6291 n6292
00 1
.names asqrt[59] n6273 n6293
00 1
.names n6283 n6293 n6294
01 1
.names n6292 n6294 n6295
00 1
.names n6285 n6295 n6296
00 1
.names asqrt[60] n6296 n6297
10 1
.names n5905 n5912 n6298
01 1
.names n5914 n6298 n6299
01 1
.names asqrt[33] n6299 n6300
11 1
.names n5905 n5914 n6301
00 1
.names asqrt[33] n6301 n6302
11 1
.names n5912 n6302 n6303
00 1
.names n6300 n6303 n6304
00 1
.names asqrt[60] n6285 n6305
00 1
.names n6295 n6305 n6306
01 1
.names n6304 n6306 n6307
00 1
.names n6297 n6307 n6308
00 1
.names asqrt[61] n6308 n6309
10 1
.names n5924 n5926 n6310
10 1
.names n5917 n6310 n6311
01 1
.names asqrt[33] n6311 n6312
11 1
.names n5917 n5926 n6313
00 1
.names asqrt[33] n6313 n6314
11 1
.names n5924 n6314 n6315
00 1
.names n6312 n6315 n6316
00 1
.names asqrt[61] n6297 n6317
00 1
.names n6307 n6317 n6318
01 1
.names n6316 n6318 n6319
00 1
.names n6309 n6319 n6320
00 1
.names asqrt[62] n6320 n6321
10 1
.names n5929 n5936 n6322
01 1
.names n5938 n6322 n6323
01 1
.names asqrt[33] n6323 n6324
11 1
.names n5929 n5938 n6325
00 1
.names asqrt[33] n6325 n6326
11 1
.names n5936 n6326 n6327
00 1
.names n6324 n6327 n6328
00 1
.names asqrt[62] n6309 n6329
00 1
.names n6319 n6329 n6330
01 1
.names n6328 n6330 n6331
00 1
.names n6321 n6331 n6332
00 1
.names n5948 n5950 n6333
10 1
.names n5941 n6333 n6334
01 1
.names asqrt[33] n6334 n6335
11 1
.names n5941 n5950 n6336
00 1
.names asqrt[33] n6336 n6337
11 1
.names n5948 n6337 n6338
00 1
.names n6335 n6338 n6339
00 1
.names n5952 n5959 n6340
00 1
.names asqrt[33] n6340 n6341
11 1
.names n5967 n6341 n6342
00 1
.names n6339 n6342 n6343
01 1
.names n6332 n6343 n6344
01 1
.names asqrt[63] n6344 n6345
00 1
.names n6321 n6339 n6346
01 1
.names n6331 n6346 n6347
01 1
.names n5959 asqrt[33] n6348
01 1
.names n5952 n6348 n6349
10 1
.names asqrt[63] n6340 n6350
10 1
.names n6349 n6350 n6351
01 1
.names n5955 n5976 n6352
00 1
.names n5958 n6352 n6353
01 1
.names n5971 n6353 n6354
01 1
.names n5967 n6354 n6355
01 1
.names n5965 n6355 n6356
01 1
.names n6351 n6356 n6357
00 1
.names n6347 n6357 n6358
01 1
.names n6345 n6358 asqrt[32]
01 0
.names a[64] asqrt[32] n6360
11 1
.names a[62] a[63] n6361
00 1
.names a[64] n6361 n6362
01 1
.names n6360 n6362 n6363
00 1
.names asqrt[33] n6363 n6364
10 1
.names a[64] asqrt[32] n6365
01 1
.names a[65] n6365 n6366
10 1
.names n5981 asqrt[32] n6367
11 1
.names n6366 n6367 n6368
00 1
.names n5976 n6362 n6369
00 1
.names n5971 n6369 n6370
01 1
.names n5967 n6370 n6371
01 1
.names n5965 n6371 n6372
01 1
.names n6360 n6372 n6373
01 1
.names n6368 n6373 n6374
10 1
.names n6364 n6374 n6375
00 1
.names asqrt[34] n6375 n6376
10 1
.names asqrt[34] n6364 n6377
00 1
.names n6374 n6377 n6378
01 1
.names asqrt[33] n6356 n6379
10 1
.names n6351 n6379 n6380
01 1
.names n6347 n6380 n6381
01 1
.names n6345 n6381 n6382
01 1
.names n6367 n6382 n6383
00 1
.names a[66] n6383 n6384
10 1
.names a[66] n6382 n6385
00 1
.names n6367 n6385 n6386
01 1
.names n6384 n6386 n6387
00 1
.names n6378 n6387 n6388
00 1
.names n6376 n6388 n6389
00 1
.names asqrt[35] n6389 n6390
10 1
.names n5984 n5989 n6391
00 1
.names n5993 n6391 n6392
01 1
.names asqrt[32] n6392 n6393
11 1
.names asqrt[32] n6391 n6394
11 1
.names n5993 n6394 n6395
10 1
.names n6393 n6395 n6396
00 1
.names asqrt[35] n6376 n6397
00 1
.names n6388 n6397 n6398
01 1
.names n6396 n6398 n6399
00 1
.names n6390 n6399 n6400
00 1
.names asqrt[36] n6400 n6401
10 1
.names n5998 n6007 n6402
01 1
.names n5996 n6402 n6403
01 1
.names asqrt[32] n6403 n6404
11 1
.names n5996 n5998 n6405
00 1
.names asqrt[32] n6405 n6406
11 1
.names n6007 n6406 n6407
00 1
.names n6404 n6407 n6408
00 1
.names asqrt[36] n6390 n6409
00 1
.names n6399 n6409 n6410
01 1
.names n6408 n6410 n6411
00 1
.names n6401 n6411 n6412
00 1
.names asqrt[37] n6412 n6413
10 1
.names n6010 n6016 n6414
01 1
.names n6018 n6414 n6415
01 1
.names asqrt[32] n6415 n6416
11 1
.names n6010 n6018 n6417
00 1
.names asqrt[32] n6417 n6418
11 1
.names n6016 n6418 n6419
00 1
.names n6416 n6419 n6420
00 1
.names asqrt[37] n6401 n6421
00 1
.names n6411 n6421 n6422
01 1
.names n6420 n6422 n6423
00 1
.names n6413 n6423 n6424
00 1
.names asqrt[38] n6424 n6425
10 1
.names n6028 n6030 n6426
10 1
.names n6021 n6426 n6427
01 1
.names asqrt[32] n6427 n6428
11 1
.names n6021 n6030 n6429
00 1
.names asqrt[32] n6429 n6430
11 1
.names n6028 n6430 n6431
00 1
.names n6428 n6431 n6432
00 1
.names asqrt[38] n6413 n6433
00 1
.names n6423 n6433 n6434
01 1
.names n6432 n6434 n6435
00 1
.names n6425 n6435 n6436
00 1
.names asqrt[39] n6436 n6437
10 1
.names n6033 n6040 n6438
01 1
.names n6042 n6438 n6439
01 1
.names asqrt[32] n6439 n6440
11 1
.names n6033 n6042 n6441
00 1
.names asqrt[32] n6441 n6442
11 1
.names n6040 n6442 n6443
00 1
.names n6440 n6443 n6444
00 1
.names asqrt[39] n6425 n6445
00 1
.names n6435 n6445 n6446
01 1
.names n6444 n6446 n6447
00 1
.names n6437 n6447 n6448
00 1
.names asqrt[40] n6448 n6449
10 1
.names n6052 n6054 n6450
10 1
.names n6045 n6450 n6451
01 1
.names asqrt[32] n6451 n6452
11 1
.names n6045 n6054 n6453
00 1
.names asqrt[32] n6453 n6454
11 1
.names n6052 n6454 n6455
00 1
.names n6452 n6455 n6456
00 1
.names asqrt[40] n6437 n6457
00 1
.names n6447 n6457 n6458
01 1
.names n6456 n6458 n6459
00 1
.names n6449 n6459 n6460
00 1
.names asqrt[41] n6460 n6461
10 1
.names n6057 n6064 n6462
01 1
.names n6066 n6462 n6463
01 1
.names asqrt[32] n6463 n6464
11 1
.names n6057 n6066 n6465
00 1
.names asqrt[32] n6465 n6466
11 1
.names n6064 n6466 n6467
00 1
.names n6464 n6467 n6468
00 1
.names asqrt[41] n6449 n6469
00 1
.names n6459 n6469 n6470
01 1
.names n6468 n6470 n6471
00 1
.names n6461 n6471 n6472
00 1
.names asqrt[42] n6472 n6473
10 1
.names n6076 n6078 n6474
10 1
.names n6069 n6474 n6475
01 1
.names asqrt[32] n6475 n6476
11 1
.names n6069 n6078 n6477
00 1
.names asqrt[32] n6477 n6478
11 1
.names n6076 n6478 n6479
00 1
.names n6476 n6479 n6480
00 1
.names asqrt[42] n6461 n6481
00 1
.names n6471 n6481 n6482
01 1
.names n6480 n6482 n6483
00 1
.names n6473 n6483 n6484
00 1
.names asqrt[43] n6484 n6485
10 1
.names n6081 n6088 n6486
01 1
.names n6090 n6486 n6487
01 1
.names asqrt[32] n6487 n6488
11 1
.names n6081 n6090 n6489
00 1
.names asqrt[32] n6489 n6490
11 1
.names n6088 n6490 n6491
00 1
.names n6488 n6491 n6492
00 1
.names asqrt[43] n6473 n6493
00 1
.names n6483 n6493 n6494
01 1
.names n6492 n6494 n6495
00 1
.names n6485 n6495 n6496
00 1
.names asqrt[44] n6496 n6497
10 1
.names n6100 n6102 n6498
10 1
.names n6093 n6498 n6499
01 1
.names asqrt[32] n6499 n6500
11 1
.names n6093 n6102 n6501
00 1
.names asqrt[32] n6501 n6502
11 1
.names n6100 n6502 n6503
00 1
.names n6500 n6503 n6504
00 1
.names asqrt[44] n6485 n6505
00 1
.names n6495 n6505 n6506
01 1
.names n6504 n6506 n6507
00 1
.names n6497 n6507 n6508
00 1
.names asqrt[45] n6508 n6509
10 1
.names n6105 n6112 n6510
01 1
.names n6114 n6510 n6511
01 1
.names asqrt[32] n6511 n6512
11 1
.names n6105 n6114 n6513
00 1
.names asqrt[32] n6513 n6514
11 1
.names n6112 n6514 n6515
00 1
.names n6512 n6515 n6516
00 1
.names asqrt[45] n6497 n6517
00 1
.names n6507 n6517 n6518
01 1
.names n6516 n6518 n6519
00 1
.names n6509 n6519 n6520
00 1
.names asqrt[46] n6520 n6521
10 1
.names n6124 n6126 n6522
10 1
.names n6117 n6522 n6523
01 1
.names asqrt[32] n6523 n6524
11 1
.names n6117 n6126 n6525
00 1
.names asqrt[32] n6525 n6526
11 1
.names n6124 n6526 n6527
00 1
.names n6524 n6527 n6528
00 1
.names asqrt[46] n6509 n6529
00 1
.names n6519 n6529 n6530
01 1
.names n6528 n6530 n6531
00 1
.names n6521 n6531 n6532
00 1
.names asqrt[47] n6532 n6533
10 1
.names n6129 n6136 n6534
01 1
.names n6138 n6534 n6535
01 1
.names asqrt[32] n6535 n6536
11 1
.names n6129 n6138 n6537
00 1
.names asqrt[32] n6537 n6538
11 1
.names n6136 n6538 n6539
00 1
.names n6536 n6539 n6540
00 1
.names asqrt[47] n6521 n6541
00 1
.names n6531 n6541 n6542
01 1
.names n6540 n6542 n6543
00 1
.names n6533 n6543 n6544
00 1
.names asqrt[48] n6544 n6545
10 1
.names n6148 n6150 n6546
10 1
.names n6141 n6546 n6547
01 1
.names asqrt[32] n6547 n6548
11 1
.names n6141 n6150 n6549
00 1
.names asqrt[32] n6549 n6550
11 1
.names n6148 n6550 n6551
00 1
.names n6548 n6551 n6552
00 1
.names asqrt[48] n6533 n6553
00 1
.names n6543 n6553 n6554
01 1
.names n6552 n6554 n6555
00 1
.names n6545 n6555 n6556
00 1
.names asqrt[49] n6556 n6557
10 1
.names n6153 n6160 n6558
01 1
.names n6162 n6558 n6559
01 1
.names asqrt[32] n6559 n6560
11 1
.names n6153 n6162 n6561
00 1
.names asqrt[32] n6561 n6562
11 1
.names n6160 n6562 n6563
00 1
.names n6560 n6563 n6564
00 1
.names asqrt[49] n6545 n6565
00 1
.names n6555 n6565 n6566
01 1
.names n6564 n6566 n6567
00 1
.names n6557 n6567 n6568
00 1
.names asqrt[50] n6568 n6569
10 1
.names n6172 n6174 n6570
10 1
.names n6165 n6570 n6571
01 1
.names asqrt[32] n6571 n6572
11 1
.names n6165 n6174 n6573
00 1
.names asqrt[32] n6573 n6574
11 1
.names n6172 n6574 n6575
00 1
.names n6572 n6575 n6576
00 1
.names asqrt[50] n6557 n6577
00 1
.names n6567 n6577 n6578
01 1
.names n6576 n6578 n6579
00 1
.names n6569 n6579 n6580
00 1
.names asqrt[51] n6580 n6581
10 1
.names n6177 n6184 n6582
01 1
.names n6186 n6582 n6583
01 1
.names asqrt[32] n6583 n6584
11 1
.names n6177 n6186 n6585
00 1
.names asqrt[32] n6585 n6586
11 1
.names n6184 n6586 n6587
00 1
.names n6584 n6587 n6588
00 1
.names asqrt[51] n6569 n6589
00 1
.names n6579 n6589 n6590
01 1
.names n6588 n6590 n6591
00 1
.names n6581 n6591 n6592
00 1
.names asqrt[52] n6592 n6593
10 1
.names n6196 n6198 n6594
10 1
.names n6189 n6594 n6595
01 1
.names asqrt[32] n6595 n6596
11 1
.names n6189 n6198 n6597
00 1
.names asqrt[32] n6597 n6598
11 1
.names n6196 n6598 n6599
00 1
.names n6596 n6599 n6600
00 1
.names asqrt[52] n6581 n6601
00 1
.names n6591 n6601 n6602
01 1
.names n6600 n6602 n6603
00 1
.names n6593 n6603 n6604
00 1
.names asqrt[53] n6604 n6605
10 1
.names n6201 n6208 n6606
01 1
.names n6210 n6606 n6607
01 1
.names asqrt[32] n6607 n6608
11 1
.names n6201 n6210 n6609
00 1
.names asqrt[32] n6609 n6610
11 1
.names n6208 n6610 n6611
00 1
.names n6608 n6611 n6612
00 1
.names asqrt[53] n6593 n6613
00 1
.names n6603 n6613 n6614
01 1
.names n6612 n6614 n6615
00 1
.names n6605 n6615 n6616
00 1
.names asqrt[54] n6616 n6617
10 1
.names n6220 n6222 n6618
10 1
.names n6213 n6618 n6619
01 1
.names asqrt[32] n6619 n6620
11 1
.names n6213 n6222 n6621
00 1
.names asqrt[32] n6621 n6622
11 1
.names n6220 n6622 n6623
00 1
.names n6620 n6623 n6624
00 1
.names asqrt[54] n6605 n6625
00 1
.names n6615 n6625 n6626
01 1
.names n6624 n6626 n6627
00 1
.names n6617 n6627 n6628
00 1
.names asqrt[55] n6628 n6629
10 1
.names n6225 n6232 n6630
01 1
.names n6234 n6630 n6631
01 1
.names asqrt[32] n6631 n6632
11 1
.names n6225 n6234 n6633
00 1
.names asqrt[32] n6633 n6634
11 1
.names n6232 n6634 n6635
00 1
.names n6632 n6635 n6636
00 1
.names asqrt[55] n6617 n6637
00 1
.names n6627 n6637 n6638
01 1
.names n6636 n6638 n6639
00 1
.names n6629 n6639 n6640
00 1
.names asqrt[56] n6640 n6641
10 1
.names n6244 n6246 n6642
10 1
.names n6237 n6642 n6643
01 1
.names asqrt[32] n6643 n6644
11 1
.names n6237 n6246 n6645
00 1
.names asqrt[32] n6645 n6646
11 1
.names n6244 n6646 n6647
00 1
.names n6644 n6647 n6648
00 1
.names asqrt[56] n6629 n6649
00 1
.names n6639 n6649 n6650
01 1
.names n6648 n6650 n6651
00 1
.names n6641 n6651 n6652
00 1
.names asqrt[57] n6652 n6653
10 1
.names n6249 n6256 n6654
01 1
.names n6258 n6654 n6655
01 1
.names asqrt[32] n6655 n6656
11 1
.names n6249 n6258 n6657
00 1
.names asqrt[32] n6657 n6658
11 1
.names n6256 n6658 n6659
00 1
.names n6656 n6659 n6660
00 1
.names asqrt[57] n6641 n6661
00 1
.names n6651 n6661 n6662
01 1
.names n6660 n6662 n6663
00 1
.names n6653 n6663 n6664
00 1
.names asqrt[58] n6664 n6665
10 1
.names n6268 n6270 n6666
10 1
.names n6261 n6666 n6667
01 1
.names asqrt[32] n6667 n6668
11 1
.names n6261 n6270 n6669
00 1
.names asqrt[32] n6669 n6670
11 1
.names n6268 n6670 n6671
00 1
.names n6668 n6671 n6672
00 1
.names asqrt[58] n6653 n6673
00 1
.names n6663 n6673 n6674
01 1
.names n6672 n6674 n6675
00 1
.names n6665 n6675 n6676
00 1
.names asqrt[59] n6676 n6677
10 1
.names n6273 n6280 n6678
01 1
.names n6282 n6678 n6679
01 1
.names asqrt[32] n6679 n6680
11 1
.names n6273 n6282 n6681
00 1
.names asqrt[32] n6681 n6682
11 1
.names n6280 n6682 n6683
00 1
.names n6680 n6683 n6684
00 1
.names asqrt[59] n6665 n6685
00 1
.names n6675 n6685 n6686
01 1
.names n6684 n6686 n6687
00 1
.names n6677 n6687 n6688
00 1
.names asqrt[60] n6688 n6689
10 1
.names n6292 n6294 n6690
10 1
.names n6285 n6690 n6691
01 1
.names asqrt[32] n6691 n6692
11 1
.names n6285 n6294 n6693
00 1
.names asqrt[32] n6693 n6694
11 1
.names n6292 n6694 n6695
00 1
.names n6692 n6695 n6696
00 1
.names asqrt[60] n6677 n6697
00 1
.names n6687 n6697 n6698
01 1
.names n6696 n6698 n6699
00 1
.names n6689 n6699 n6700
00 1
.names asqrt[61] n6700 n6701
10 1
.names n6297 n6304 n6702
01 1
.names n6306 n6702 n6703
01 1
.names asqrt[32] n6703 n6704
11 1
.names n6297 n6306 n6705
00 1
.names asqrt[32] n6705 n6706
11 1
.names n6304 n6706 n6707
00 1
.names n6704 n6707 n6708
00 1
.names asqrt[61] n6689 n6709
00 1
.names n6699 n6709 n6710
01 1
.names n6708 n6710 n6711
00 1
.names n6701 n6711 n6712
00 1
.names asqrt[62] n6712 n6713
10 1
.names n6316 n6318 n6714
10 1
.names n6309 n6714 n6715
01 1
.names asqrt[32] n6715 n6716
11 1
.names n6309 n6318 n6717
00 1
.names asqrt[32] n6717 n6718
11 1
.names n6316 n6718 n6719
00 1
.names n6716 n6719 n6720
00 1
.names asqrt[62] n6701 n6721
00 1
.names n6711 n6721 n6722
01 1
.names n6720 n6722 n6723
00 1
.names n6713 n6723 n6724
00 1
.names n6321 n6328 n6725
01 1
.names n6330 n6725 n6726
01 1
.names asqrt[32] n6726 n6727
11 1
.names n6321 n6330 n6728
00 1
.names asqrt[32] n6728 n6729
11 1
.names n6328 n6729 n6730
00 1
.names n6727 n6730 n6731
00 1
.names n6332 n6339 n6732
00 1
.names asqrt[32] n6732 n6733
11 1
.names n6347 n6733 n6734
00 1
.names n6731 n6734 n6735
01 1
.names n6724 n6735 n6736
01 1
.names asqrt[63] n6736 n6737
00 1
.names n6713 n6731 n6738
01 1
.names n6723 n6738 n6739
01 1
.names n6339 asqrt[32] n6740
01 1
.names n6332 n6740 n6741
10 1
.names asqrt[63] n6732 n6742
10 1
.names n6741 n6742 n6743
01 1
.names n6335 n6356 n6744
00 1
.names n6338 n6744 n6745
01 1
.names n6351 n6745 n6746
01 1
.names n6347 n6746 n6747
01 1
.names n6345 n6747 n6748
01 1
.names n6743 n6748 n6749
00 1
.names n6739 n6749 n6750
01 1
.names n6737 n6750 asqrt[31]
01 0
.names a[62] asqrt[31] n6752
11 1
.names a[60] a[61] n6753
00 1
.names a[62] n6753 n6754
01 1
.names n6752 n6754 n6755
00 1
.names asqrt[32] n6755 n6756
10 1
.names n6356 n6754 n6757
00 1
.names n6351 n6757 n6758
01 1
.names n6347 n6758 n6759
01 1
.names n6345 n6759 n6760
01 1
.names n6752 n6760 n6761
01 1
.names a[62] asqrt[31] n6762
01 1
.names a[63] n6762 n6763
10 1
.names n6361 asqrt[31] n6764
11 1
.names n6763 n6764 n6765
00 1
.names n6761 n6765 n6766
01 1
.names n6756 n6766 n6767
00 1
.names asqrt[33] n6767 n6768
10 1
.names asqrt[33] n6756 n6769
00 1
.names n6766 n6769 n6770
01 1
.names asqrt[32] n6748 n6771
10 1
.names n6743 n6771 n6772
01 1
.names n6739 n6772 n6773
01 1
.names n6737 n6773 n6774
01 1
.names n6764 n6774 n6775
00 1
.names a[64] n6775 n6776
10 1
.names a[64] n6774 n6777
00 1
.names n6764 n6777 n6778
01 1
.names n6776 n6778 n6779
00 1
.names n6770 n6779 n6780
00 1
.names n6768 n6780 n6781
00 1
.names asqrt[34] n6781 n6782
10 1
.names asqrt[34] n6768 n6783
00 1
.names n6780 n6783 n6784
01 1
.names n6368 n6373 n6785
00 1
.names n6364 n6785 n6786
01 1
.names asqrt[31] n6786 n6787
11 1
.names n6364 n6373 n6788
00 1
.names asqrt[31] n6788 n6789
11 1
.names n6368 n6789 n6790
10 1
.names n6787 n6790 n6791
00 1
.names n6784 n6791 n6792
00 1
.names n6782 n6792 n6793
00 1
.names asqrt[35] n6793 n6794
10 1
.names n6378 n6387 n6795
01 1
.names n6376 n6795 n6796
01 1
.names asqrt[31] n6796 n6797
11 1
.names n6376 n6378 n6798
00 1
.names asqrt[31] n6798 n6799
11 1
.names n6387 n6799 n6800
00 1
.names n6797 n6800 n6801
00 1
.names asqrt[35] n6782 n6802
00 1
.names n6792 n6802 n6803
01 1
.names n6801 n6803 n6804
00 1
.names n6794 n6804 n6805
00 1
.names asqrt[36] n6805 n6806
10 1
.names n6390 n6396 n6807
01 1
.names n6398 n6807 n6808
01 1
.names asqrt[31] n6808 n6809
11 1
.names n6390 n6398 n6810
00 1
.names asqrt[31] n6810 n6811
11 1
.names n6396 n6811 n6812
00 1
.names n6809 n6812 n6813
00 1
.names asqrt[36] n6794 n6814
00 1
.names n6804 n6814 n6815
01 1
.names n6813 n6815 n6816
00 1
.names n6806 n6816 n6817
00 1
.names asqrt[37] n6817 n6818
10 1
.names n6408 n6410 n6819
10 1
.names n6401 n6819 n6820
01 1
.names asqrt[31] n6820 n6821
11 1
.names n6401 n6410 n6822
00 1
.names asqrt[31] n6822 n6823
11 1
.names n6408 n6823 n6824
00 1
.names n6821 n6824 n6825
00 1
.names asqrt[37] n6806 n6826
00 1
.names n6816 n6826 n6827
01 1
.names n6825 n6827 n6828
00 1
.names n6818 n6828 n6829
00 1
.names asqrt[38] n6829 n6830
10 1
.names n6413 n6420 n6831
01 1
.names n6422 n6831 n6832
01 1
.names asqrt[31] n6832 n6833
11 1
.names n6413 n6422 n6834
00 1
.names asqrt[31] n6834 n6835
11 1
.names n6420 n6835 n6836
00 1
.names n6833 n6836 n6837
00 1
.names asqrt[38] n6818 n6838
00 1
.names n6828 n6838 n6839
01 1
.names n6837 n6839 n6840
00 1
.names n6830 n6840 n6841
00 1
.names asqrt[39] n6841 n6842
10 1
.names n6432 n6434 n6843
10 1
.names n6425 n6843 n6844
01 1
.names asqrt[31] n6844 n6845
11 1
.names n6425 n6434 n6846
00 1
.names asqrt[31] n6846 n6847
11 1
.names n6432 n6847 n6848
00 1
.names n6845 n6848 n6849
00 1
.names asqrt[39] n6830 n6850
00 1
.names n6840 n6850 n6851
01 1
.names n6849 n6851 n6852
00 1
.names n6842 n6852 n6853
00 1
.names asqrt[40] n6853 n6854
10 1
.names n6437 n6444 n6855
01 1
.names n6446 n6855 n6856
01 1
.names asqrt[31] n6856 n6857
11 1
.names n6437 n6446 n6858
00 1
.names asqrt[31] n6858 n6859
11 1
.names n6444 n6859 n6860
00 1
.names n6857 n6860 n6861
00 1
.names asqrt[40] n6842 n6862
00 1
.names n6852 n6862 n6863
01 1
.names n6861 n6863 n6864
00 1
.names n6854 n6864 n6865
00 1
.names asqrt[41] n6865 n6866
10 1
.names n6456 n6458 n6867
10 1
.names n6449 n6867 n6868
01 1
.names asqrt[31] n6868 n6869
11 1
.names n6449 n6458 n6870
00 1
.names asqrt[31] n6870 n6871
11 1
.names n6456 n6871 n6872
00 1
.names n6869 n6872 n6873
00 1
.names asqrt[41] n6854 n6874
00 1
.names n6864 n6874 n6875
01 1
.names n6873 n6875 n6876
00 1
.names n6866 n6876 n6877
00 1
.names asqrt[42] n6877 n6878
10 1
.names n6461 n6468 n6879
01 1
.names n6470 n6879 n6880
01 1
.names asqrt[31] n6880 n6881
11 1
.names n6461 n6470 n6882
00 1
.names asqrt[31] n6882 n6883
11 1
.names n6468 n6883 n6884
00 1
.names n6881 n6884 n6885
00 1
.names asqrt[42] n6866 n6886
00 1
.names n6876 n6886 n6887
01 1
.names n6885 n6887 n6888
00 1
.names n6878 n6888 n6889
00 1
.names asqrt[43] n6889 n6890
10 1
.names n6480 n6482 n6891
10 1
.names n6473 n6891 n6892
01 1
.names asqrt[31] n6892 n6893
11 1
.names n6473 n6482 n6894
00 1
.names asqrt[31] n6894 n6895
11 1
.names n6480 n6895 n6896
00 1
.names n6893 n6896 n6897
00 1
.names asqrt[43] n6878 n6898
00 1
.names n6888 n6898 n6899
01 1
.names n6897 n6899 n6900
00 1
.names n6890 n6900 n6901
00 1
.names asqrt[44] n6901 n6902
10 1
.names n6485 n6492 n6903
01 1
.names n6494 n6903 n6904
01 1
.names asqrt[31] n6904 n6905
11 1
.names n6485 n6494 n6906
00 1
.names asqrt[31] n6906 n6907
11 1
.names n6492 n6907 n6908
00 1
.names n6905 n6908 n6909
00 1
.names asqrt[44] n6890 n6910
00 1
.names n6900 n6910 n6911
01 1
.names n6909 n6911 n6912
00 1
.names n6902 n6912 n6913
00 1
.names asqrt[45] n6913 n6914
10 1
.names n6504 n6506 n6915
10 1
.names n6497 n6915 n6916
01 1
.names asqrt[31] n6916 n6917
11 1
.names n6497 n6506 n6918
00 1
.names asqrt[31] n6918 n6919
11 1
.names n6504 n6919 n6920
00 1
.names n6917 n6920 n6921
00 1
.names asqrt[45] n6902 n6922
00 1
.names n6912 n6922 n6923
01 1
.names n6921 n6923 n6924
00 1
.names n6914 n6924 n6925
00 1
.names asqrt[46] n6925 n6926
10 1
.names n6509 n6516 n6927
01 1
.names n6518 n6927 n6928
01 1
.names asqrt[31] n6928 n6929
11 1
.names n6509 n6518 n6930
00 1
.names asqrt[31] n6930 n6931
11 1
.names n6516 n6931 n6932
00 1
.names n6929 n6932 n6933
00 1
.names asqrt[46] n6914 n6934
00 1
.names n6924 n6934 n6935
01 1
.names n6933 n6935 n6936
00 1
.names n6926 n6936 n6937
00 1
.names asqrt[47] n6937 n6938
10 1
.names n6528 n6530 n6939
10 1
.names n6521 n6939 n6940
01 1
.names asqrt[31] n6940 n6941
11 1
.names n6521 n6530 n6942
00 1
.names asqrt[31] n6942 n6943
11 1
.names n6528 n6943 n6944
00 1
.names n6941 n6944 n6945
00 1
.names asqrt[47] n6926 n6946
00 1
.names n6936 n6946 n6947
01 1
.names n6945 n6947 n6948
00 1
.names n6938 n6948 n6949
00 1
.names asqrt[48] n6949 n6950
10 1
.names n6533 n6540 n6951
01 1
.names n6542 n6951 n6952
01 1
.names asqrt[31] n6952 n6953
11 1
.names n6533 n6542 n6954
00 1
.names asqrt[31] n6954 n6955
11 1
.names n6540 n6955 n6956
00 1
.names n6953 n6956 n6957
00 1
.names asqrt[48] n6938 n6958
00 1
.names n6948 n6958 n6959
01 1
.names n6957 n6959 n6960
00 1
.names n6950 n6960 n6961
00 1
.names asqrt[49] n6961 n6962
10 1
.names n6552 n6554 n6963
10 1
.names n6545 n6963 n6964
01 1
.names asqrt[31] n6964 n6965
11 1
.names n6545 n6554 n6966
00 1
.names asqrt[31] n6966 n6967
11 1
.names n6552 n6967 n6968
00 1
.names n6965 n6968 n6969
00 1
.names asqrt[49] n6950 n6970
00 1
.names n6960 n6970 n6971
01 1
.names n6969 n6971 n6972
00 1
.names n6962 n6972 n6973
00 1
.names asqrt[50] n6973 n6974
10 1
.names n6557 n6564 n6975
01 1
.names n6566 n6975 n6976
01 1
.names asqrt[31] n6976 n6977
11 1
.names n6557 n6566 n6978
00 1
.names asqrt[31] n6978 n6979
11 1
.names n6564 n6979 n6980
00 1
.names n6977 n6980 n6981
00 1
.names asqrt[50] n6962 n6982
00 1
.names n6972 n6982 n6983
01 1
.names n6981 n6983 n6984
00 1
.names n6974 n6984 n6985
00 1
.names asqrt[51] n6985 n6986
10 1
.names n6576 n6578 n6987
10 1
.names n6569 n6987 n6988
01 1
.names asqrt[31] n6988 n6989
11 1
.names n6569 n6578 n6990
00 1
.names asqrt[31] n6990 n6991
11 1
.names n6576 n6991 n6992
00 1
.names n6989 n6992 n6993
00 1
.names asqrt[51] n6974 n6994
00 1
.names n6984 n6994 n6995
01 1
.names n6993 n6995 n6996
00 1
.names n6986 n6996 n6997
00 1
.names asqrt[52] n6997 n6998
10 1
.names n6581 n6588 n6999
01 1
.names n6590 n6999 n7000
01 1
.names asqrt[31] n7000 n7001
11 1
.names n6581 n6590 n7002
00 1
.names asqrt[31] n7002 n7003
11 1
.names n6588 n7003 n7004
00 1
.names n7001 n7004 n7005
00 1
.names asqrt[52] n6986 n7006
00 1
.names n6996 n7006 n7007
01 1
.names n7005 n7007 n7008
00 1
.names n6998 n7008 n7009
00 1
.names asqrt[53] n7009 n7010
10 1
.names n6600 n6602 n7011
10 1
.names n6593 n7011 n7012
01 1
.names asqrt[31] n7012 n7013
11 1
.names n6593 n6602 n7014
00 1
.names asqrt[31] n7014 n7015
11 1
.names n6600 n7015 n7016
00 1
.names n7013 n7016 n7017
00 1
.names asqrt[53] n6998 n7018
00 1
.names n7008 n7018 n7019
01 1
.names n7017 n7019 n7020
00 1
.names n7010 n7020 n7021
00 1
.names asqrt[54] n7021 n7022
10 1
.names n6605 n6612 n7023
01 1
.names n6614 n7023 n7024
01 1
.names asqrt[31] n7024 n7025
11 1
.names n6605 n6614 n7026
00 1
.names asqrt[31] n7026 n7027
11 1
.names n6612 n7027 n7028
00 1
.names n7025 n7028 n7029
00 1
.names asqrt[54] n7010 n7030
00 1
.names n7020 n7030 n7031
01 1
.names n7029 n7031 n7032
00 1
.names n7022 n7032 n7033
00 1
.names asqrt[55] n7033 n7034
10 1
.names n6624 n6626 n7035
10 1
.names n6617 n7035 n7036
01 1
.names asqrt[31] n7036 n7037
11 1
.names n6617 n6626 n7038
00 1
.names asqrt[31] n7038 n7039
11 1
.names n6624 n7039 n7040
00 1
.names n7037 n7040 n7041
00 1
.names asqrt[55] n7022 n7042
00 1
.names n7032 n7042 n7043
01 1
.names n7041 n7043 n7044
00 1
.names n7034 n7044 n7045
00 1
.names asqrt[56] n7045 n7046
10 1
.names n6629 n6636 n7047
01 1
.names n6638 n7047 n7048
01 1
.names asqrt[31] n7048 n7049
11 1
.names n6629 n6638 n7050
00 1
.names asqrt[31] n7050 n7051
11 1
.names n6636 n7051 n7052
00 1
.names n7049 n7052 n7053
00 1
.names asqrt[56] n7034 n7054
00 1
.names n7044 n7054 n7055
01 1
.names n7053 n7055 n7056
00 1
.names n7046 n7056 n7057
00 1
.names asqrt[57] n7057 n7058
10 1
.names n6648 n6650 n7059
10 1
.names n6641 n7059 n7060
01 1
.names asqrt[31] n7060 n7061
11 1
.names n6641 n6650 n7062
00 1
.names asqrt[31] n7062 n7063
11 1
.names n6648 n7063 n7064
00 1
.names n7061 n7064 n7065
00 1
.names asqrt[57] n7046 n7066
00 1
.names n7056 n7066 n7067
01 1
.names n7065 n7067 n7068
00 1
.names n7058 n7068 n7069
00 1
.names asqrt[58] n7069 n7070
10 1
.names n6653 n6660 n7071
01 1
.names n6662 n7071 n7072
01 1
.names asqrt[31] n7072 n7073
11 1
.names n6653 n6662 n7074
00 1
.names asqrt[31] n7074 n7075
11 1
.names n6660 n7075 n7076
00 1
.names n7073 n7076 n7077
00 1
.names asqrt[58] n7058 n7078
00 1
.names n7068 n7078 n7079
01 1
.names n7077 n7079 n7080
00 1
.names n7070 n7080 n7081
00 1
.names asqrt[59] n7081 n7082
10 1
.names n6672 n6674 n7083
10 1
.names n6665 n7083 n7084
01 1
.names asqrt[31] n7084 n7085
11 1
.names n6665 n6674 n7086
00 1
.names asqrt[31] n7086 n7087
11 1
.names n6672 n7087 n7088
00 1
.names n7085 n7088 n7089
00 1
.names asqrt[59] n7070 n7090
00 1
.names n7080 n7090 n7091
01 1
.names n7089 n7091 n7092
00 1
.names n7082 n7092 n7093
00 1
.names asqrt[60] n7093 n7094
10 1
.names n6677 n6684 n7095
01 1
.names n6686 n7095 n7096
01 1
.names asqrt[31] n7096 n7097
11 1
.names n6677 n6686 n7098
00 1
.names asqrt[31] n7098 n7099
11 1
.names n6684 n7099 n7100
00 1
.names n7097 n7100 n7101
00 1
.names asqrt[60] n7082 n7102
00 1
.names n7092 n7102 n7103
01 1
.names n7101 n7103 n7104
00 1
.names n7094 n7104 n7105
00 1
.names asqrt[61] n7105 n7106
10 1
.names n6696 n6698 n7107
10 1
.names n6689 n7107 n7108
01 1
.names asqrt[31] n7108 n7109
11 1
.names n6689 n6698 n7110
00 1
.names asqrt[31] n7110 n7111
11 1
.names n6696 n7111 n7112
00 1
.names n7109 n7112 n7113
00 1
.names asqrt[61] n7094 n7114
00 1
.names n7104 n7114 n7115
01 1
.names n7113 n7115 n7116
00 1
.names n7106 n7116 n7117
00 1
.names asqrt[62] n7117 n7118
10 1
.names n6701 n6708 n7119
01 1
.names n6710 n7119 n7120
01 1
.names asqrt[31] n7120 n7121
11 1
.names n6701 n6710 n7122
00 1
.names asqrt[31] n7122 n7123
11 1
.names n6708 n7123 n7124
00 1
.names n7121 n7124 n7125
00 1
.names asqrt[62] n7106 n7126
00 1
.names n7116 n7126 n7127
01 1
.names n7125 n7127 n7128
00 1
.names n7118 n7128 n7129
00 1
.names n6720 n6722 n7130
10 1
.names n6713 n7130 n7131
01 1
.names asqrt[31] n7131 n7132
11 1
.names n6713 n6722 n7133
00 1
.names asqrt[31] n7133 n7134
11 1
.names n6720 n7134 n7135
00 1
.names n7132 n7135 n7136
00 1
.names n6724 n6731 n7137
00 1
.names asqrt[31] n7137 n7138
11 1
.names n6739 n7138 n7139
00 1
.names n7136 n7139 n7140
01 1
.names n7129 n7140 n7141
01 1
.names asqrt[63] n7141 n7142
00 1
.names n7118 n7136 n7143
01 1
.names n7128 n7143 n7144
01 1
.names n6731 asqrt[31] n7145
01 1
.names n6724 n7145 n7146
10 1
.names asqrt[63] n7137 n7147
10 1
.names n7146 n7147 n7148
01 1
.names n6727 n6748 n7149
00 1
.names n6730 n7149 n7150
01 1
.names n6743 n7150 n7151
01 1
.names n6739 n7151 n7152
01 1
.names n6737 n7152 n7153
01 1
.names n7148 n7153 n7154
00 1
.names n7144 n7154 n7155
01 1
.names n7142 n7155 asqrt[30]
01 0
.names a[60] asqrt[30] n7157
11 1
.names a[58] a[59] n7158
00 1
.names a[60] n7158 n7159
01 1
.names n7157 n7159 n7160
00 1
.names asqrt[31] n7160 n7161
10 1
.names n6748 n7159 n7162
00 1
.names n6743 n7162 n7163
01 1
.names n6739 n7163 n7164
01 1
.names n6737 n7164 n7165
01 1
.names n7157 n7165 n7166
01 1
.names a[60] asqrt[30] n7167
01 1
.names a[61] n7167 n7168
10 1
.names n6753 asqrt[30] n7169
11 1
.names n7168 n7169 n7170
00 1
.names n7166 n7170 n7171
01 1
.names n7161 n7171 n7172
00 1
.names asqrt[32] n7172 n7173
10 1
.names asqrt[32] n7161 n7174
00 1
.names n7171 n7174 n7175
01 1
.names asqrt[31] n7153 n7176
10 1
.names n7148 n7176 n7177
01 1
.names n7144 n7177 n7178
01 1
.names n7142 n7178 n7179
01 1
.names n7169 n7179 n7180
00 1
.names a[62] n7180 n7181
10 1
.names a[62] n7179 n7182
00 1
.names n7169 n7182 n7183
01 1
.names n7181 n7183 n7184
00 1
.names n7175 n7184 n7185
00 1
.names n7173 n7185 n7186
00 1
.names asqrt[33] n7186 n7187
10 1
.names n6756 n6761 n7188
00 1
.names n6765 n7188 n7189
01 1
.names asqrt[30] n7189 n7190
11 1
.names asqrt[30] n7188 n7191
11 1
.names n6765 n7191 n7192
10 1
.names n7190 n7192 n7193
00 1
.names asqrt[33] n7173 n7194
00 1
.names n7185 n7194 n7195
01 1
.names n7193 n7195 n7196
00 1
.names n7187 n7196 n7197
00 1
.names asqrt[34] n7197 n7198
10 1
.names n6770 n6779 n7199
01 1
.names n6768 n7199 n7200
01 1
.names asqrt[30] n7200 n7201
11 1
.names n6768 n6770 n7202
00 1
.names asqrt[30] n7202 n7203
11 1
.names n6779 n7203 n7204
00 1
.names n7201 n7204 n7205
00 1
.names asqrt[34] n7187 n7206
00 1
.names n7196 n7206 n7207
01 1
.names n7205 n7207 n7208
00 1
.names n7198 n7208 n7209
00 1
.names asqrt[35] n7209 n7210
10 1
.names asqrt[35] n7198 n7211
00 1
.names n7208 n7211 n7212
01 1
.names n6782 n6791 n7213
01 1
.names n6784 n7213 n7214
01 1
.names asqrt[30] n7214 n7215
11 1
.names n6782 n6784 n7216
00 1
.names asqrt[30] n7216 n7217
11 1
.names n6791 n7217 n7218
00 1
.names n7215 n7218 n7219
00 1
.names n7212 n7219 n7220
00 1
.names n7210 n7220 n7221
00 1
.names asqrt[36] n7221 n7222
10 1
.names n6801 n6803 n7223
10 1
.names n6794 n7223 n7224
01 1
.names asqrt[30] n7224 n7225
11 1
.names n6794 n6803 n7226
00 1
.names asqrt[30] n7226 n7227
11 1
.names n6801 n7227 n7228
00 1
.names n7225 n7228 n7229
00 1
.names asqrt[36] n7210 n7230
00 1
.names n7220 n7230 n7231
01 1
.names n7229 n7231 n7232
00 1
.names n7222 n7232 n7233
00 1
.names asqrt[37] n7233 n7234
10 1
.names n6806 n6813 n7235
01 1
.names n6815 n7235 n7236
01 1
.names asqrt[30] n7236 n7237
11 1
.names n6806 n6815 n7238
00 1
.names asqrt[30] n7238 n7239
11 1
.names n6813 n7239 n7240
00 1
.names n7237 n7240 n7241
00 1
.names asqrt[37] n7222 n7242
00 1
.names n7232 n7242 n7243
01 1
.names n7241 n7243 n7244
00 1
.names n7234 n7244 n7245
00 1
.names asqrt[38] n7245 n7246
10 1
.names n6825 n6827 n7247
10 1
.names n6818 n7247 n7248
01 1
.names asqrt[30] n7248 n7249
11 1
.names n6818 n6827 n7250
00 1
.names asqrt[30] n7250 n7251
11 1
.names n6825 n7251 n7252
00 1
.names n7249 n7252 n7253
00 1
.names asqrt[38] n7234 n7254
00 1
.names n7244 n7254 n7255
01 1
.names n7253 n7255 n7256
00 1
.names n7246 n7256 n7257
00 1
.names asqrt[39] n7257 n7258
10 1
.names n6830 n6837 n7259
01 1
.names n6839 n7259 n7260
01 1
.names asqrt[30] n7260 n7261
11 1
.names n6830 n6839 n7262
00 1
.names asqrt[30] n7262 n7263
11 1
.names n6837 n7263 n7264
00 1
.names n7261 n7264 n7265
00 1
.names asqrt[39] n7246 n7266
00 1
.names n7256 n7266 n7267
01 1
.names n7265 n7267 n7268
00 1
.names n7258 n7268 n7269
00 1
.names asqrt[40] n7269 n7270
10 1
.names n6849 n6851 n7271
10 1
.names n6842 n7271 n7272
01 1
.names asqrt[30] n7272 n7273
11 1
.names n6842 n6851 n7274
00 1
.names asqrt[30] n7274 n7275
11 1
.names n6849 n7275 n7276
00 1
.names n7273 n7276 n7277
00 1
.names asqrt[40] n7258 n7278
00 1
.names n7268 n7278 n7279
01 1
.names n7277 n7279 n7280
00 1
.names n7270 n7280 n7281
00 1
.names asqrt[41] n7281 n7282
10 1
.names n6854 n6861 n7283
01 1
.names n6863 n7283 n7284
01 1
.names asqrt[30] n7284 n7285
11 1
.names n6854 n6863 n7286
00 1
.names asqrt[30] n7286 n7287
11 1
.names n6861 n7287 n7288
00 1
.names n7285 n7288 n7289
00 1
.names asqrt[41] n7270 n7290
00 1
.names n7280 n7290 n7291
01 1
.names n7289 n7291 n7292
00 1
.names n7282 n7292 n7293
00 1
.names asqrt[42] n7293 n7294
10 1
.names n6873 n6875 n7295
10 1
.names n6866 n7295 n7296
01 1
.names asqrt[30] n7296 n7297
11 1
.names n6866 n6875 n7298
00 1
.names asqrt[30] n7298 n7299
11 1
.names n6873 n7299 n7300
00 1
.names n7297 n7300 n7301
00 1
.names asqrt[42] n7282 n7302
00 1
.names n7292 n7302 n7303
01 1
.names n7301 n7303 n7304
00 1
.names n7294 n7304 n7305
00 1
.names asqrt[43] n7305 n7306
10 1
.names n6878 n6885 n7307
01 1
.names n6887 n7307 n7308
01 1
.names asqrt[30] n7308 n7309
11 1
.names n6878 n6887 n7310
00 1
.names asqrt[30] n7310 n7311
11 1
.names n6885 n7311 n7312
00 1
.names n7309 n7312 n7313
00 1
.names asqrt[43] n7294 n7314
00 1
.names n7304 n7314 n7315
01 1
.names n7313 n7315 n7316
00 1
.names n7306 n7316 n7317
00 1
.names asqrt[44] n7317 n7318
10 1
.names n6897 n6899 n7319
10 1
.names n6890 n7319 n7320
01 1
.names asqrt[30] n7320 n7321
11 1
.names n6890 n6899 n7322
00 1
.names asqrt[30] n7322 n7323
11 1
.names n6897 n7323 n7324
00 1
.names n7321 n7324 n7325
00 1
.names asqrt[44] n7306 n7326
00 1
.names n7316 n7326 n7327
01 1
.names n7325 n7327 n7328
00 1
.names n7318 n7328 n7329
00 1
.names asqrt[45] n7329 n7330
10 1
.names n6902 n6909 n7331
01 1
.names n6911 n7331 n7332
01 1
.names asqrt[30] n7332 n7333
11 1
.names n6902 n6911 n7334
00 1
.names asqrt[30] n7334 n7335
11 1
.names n6909 n7335 n7336
00 1
.names n7333 n7336 n7337
00 1
.names asqrt[45] n7318 n7338
00 1
.names n7328 n7338 n7339
01 1
.names n7337 n7339 n7340
00 1
.names n7330 n7340 n7341
00 1
.names asqrt[46] n7341 n7342
10 1
.names n6921 n6923 n7343
10 1
.names n6914 n7343 n7344
01 1
.names asqrt[30] n7344 n7345
11 1
.names n6914 n6923 n7346
00 1
.names asqrt[30] n7346 n7347
11 1
.names n6921 n7347 n7348
00 1
.names n7345 n7348 n7349
00 1
.names asqrt[46] n7330 n7350
00 1
.names n7340 n7350 n7351
01 1
.names n7349 n7351 n7352
00 1
.names n7342 n7352 n7353
00 1
.names asqrt[47] n7353 n7354
10 1
.names n6926 n6933 n7355
01 1
.names n6935 n7355 n7356
01 1
.names asqrt[30] n7356 n7357
11 1
.names n6926 n6935 n7358
00 1
.names asqrt[30] n7358 n7359
11 1
.names n6933 n7359 n7360
00 1
.names n7357 n7360 n7361
00 1
.names asqrt[47] n7342 n7362
00 1
.names n7352 n7362 n7363
01 1
.names n7361 n7363 n7364
00 1
.names n7354 n7364 n7365
00 1
.names asqrt[48] n7365 n7366
10 1
.names n6945 n6947 n7367
10 1
.names n6938 n7367 n7368
01 1
.names asqrt[30] n7368 n7369
11 1
.names n6938 n6947 n7370
00 1
.names asqrt[30] n7370 n7371
11 1
.names n6945 n7371 n7372
00 1
.names n7369 n7372 n7373
00 1
.names asqrt[48] n7354 n7374
00 1
.names n7364 n7374 n7375
01 1
.names n7373 n7375 n7376
00 1
.names n7366 n7376 n7377
00 1
.names asqrt[49] n7377 n7378
10 1
.names n6950 n6957 n7379
01 1
.names n6959 n7379 n7380
01 1
.names asqrt[30] n7380 n7381
11 1
.names n6950 n6959 n7382
00 1
.names asqrt[30] n7382 n7383
11 1
.names n6957 n7383 n7384
00 1
.names n7381 n7384 n7385
00 1
.names asqrt[49] n7366 n7386
00 1
.names n7376 n7386 n7387
01 1
.names n7385 n7387 n7388
00 1
.names n7378 n7388 n7389
00 1
.names asqrt[50] n7389 n7390
10 1
.names n6969 n6971 n7391
10 1
.names n6962 n7391 n7392
01 1
.names asqrt[30] n7392 n7393
11 1
.names n6962 n6971 n7394
00 1
.names asqrt[30] n7394 n7395
11 1
.names n6969 n7395 n7396
00 1
.names n7393 n7396 n7397
00 1
.names asqrt[50] n7378 n7398
00 1
.names n7388 n7398 n7399
01 1
.names n7397 n7399 n7400
00 1
.names n7390 n7400 n7401
00 1
.names asqrt[51] n7401 n7402
10 1
.names n6974 n6981 n7403
01 1
.names n6983 n7403 n7404
01 1
.names asqrt[30] n7404 n7405
11 1
.names n6974 n6983 n7406
00 1
.names asqrt[30] n7406 n7407
11 1
.names n6981 n7407 n7408
00 1
.names n7405 n7408 n7409
00 1
.names asqrt[51] n7390 n7410
00 1
.names n7400 n7410 n7411
01 1
.names n7409 n7411 n7412
00 1
.names n7402 n7412 n7413
00 1
.names asqrt[52] n7413 n7414
10 1
.names n6993 n6995 n7415
10 1
.names n6986 n7415 n7416
01 1
.names asqrt[30] n7416 n7417
11 1
.names n6986 n6995 n7418
00 1
.names asqrt[30] n7418 n7419
11 1
.names n6993 n7419 n7420
00 1
.names n7417 n7420 n7421
00 1
.names asqrt[52] n7402 n7422
00 1
.names n7412 n7422 n7423
01 1
.names n7421 n7423 n7424
00 1
.names n7414 n7424 n7425
00 1
.names asqrt[53] n7425 n7426
10 1
.names n6998 n7005 n7427
01 1
.names n7007 n7427 n7428
01 1
.names asqrt[30] n7428 n7429
11 1
.names n6998 n7007 n7430
00 1
.names asqrt[30] n7430 n7431
11 1
.names n7005 n7431 n7432
00 1
.names n7429 n7432 n7433
00 1
.names asqrt[53] n7414 n7434
00 1
.names n7424 n7434 n7435
01 1
.names n7433 n7435 n7436
00 1
.names n7426 n7436 n7437
00 1
.names asqrt[54] n7437 n7438
10 1
.names n7017 n7019 n7439
10 1
.names n7010 n7439 n7440
01 1
.names asqrt[30] n7440 n7441
11 1
.names n7010 n7019 n7442
00 1
.names asqrt[30] n7442 n7443
11 1
.names n7017 n7443 n7444
00 1
.names n7441 n7444 n7445
00 1
.names asqrt[54] n7426 n7446
00 1
.names n7436 n7446 n7447
01 1
.names n7445 n7447 n7448
00 1
.names n7438 n7448 n7449
00 1
.names asqrt[55] n7449 n7450
10 1
.names n7022 n7029 n7451
01 1
.names n7031 n7451 n7452
01 1
.names asqrt[30] n7452 n7453
11 1
.names n7022 n7031 n7454
00 1
.names asqrt[30] n7454 n7455
11 1
.names n7029 n7455 n7456
00 1
.names n7453 n7456 n7457
00 1
.names asqrt[55] n7438 n7458
00 1
.names n7448 n7458 n7459
01 1
.names n7457 n7459 n7460
00 1
.names n7450 n7460 n7461
00 1
.names asqrt[56] n7461 n7462
10 1
.names n7041 n7043 n7463
10 1
.names n7034 n7463 n7464
01 1
.names asqrt[30] n7464 n7465
11 1
.names n7034 n7043 n7466
00 1
.names asqrt[30] n7466 n7467
11 1
.names n7041 n7467 n7468
00 1
.names n7465 n7468 n7469
00 1
.names asqrt[56] n7450 n7470
00 1
.names n7460 n7470 n7471
01 1
.names n7469 n7471 n7472
00 1
.names n7462 n7472 n7473
00 1
.names asqrt[57] n7473 n7474
10 1
.names n7046 n7053 n7475
01 1
.names n7055 n7475 n7476
01 1
.names asqrt[30] n7476 n7477
11 1
.names n7046 n7055 n7478
00 1
.names asqrt[30] n7478 n7479
11 1
.names n7053 n7479 n7480
00 1
.names n7477 n7480 n7481
00 1
.names asqrt[57] n7462 n7482
00 1
.names n7472 n7482 n7483
01 1
.names n7481 n7483 n7484
00 1
.names n7474 n7484 n7485
00 1
.names asqrt[58] n7485 n7486
10 1
.names n7065 n7067 n7487
10 1
.names n7058 n7487 n7488
01 1
.names asqrt[30] n7488 n7489
11 1
.names n7058 n7067 n7490
00 1
.names asqrt[30] n7490 n7491
11 1
.names n7065 n7491 n7492
00 1
.names n7489 n7492 n7493
00 1
.names asqrt[58] n7474 n7494
00 1
.names n7484 n7494 n7495
01 1
.names n7493 n7495 n7496
00 1
.names n7486 n7496 n7497
00 1
.names asqrt[59] n7497 n7498
10 1
.names n7070 n7077 n7499
01 1
.names n7079 n7499 n7500
01 1
.names asqrt[30] n7500 n7501
11 1
.names n7070 n7079 n7502
00 1
.names asqrt[30] n7502 n7503
11 1
.names n7077 n7503 n7504
00 1
.names n7501 n7504 n7505
00 1
.names asqrt[59] n7486 n7506
00 1
.names n7496 n7506 n7507
01 1
.names n7505 n7507 n7508
00 1
.names n7498 n7508 n7509
00 1
.names asqrt[60] n7509 n7510
10 1
.names n7089 n7091 n7511
10 1
.names n7082 n7511 n7512
01 1
.names asqrt[30] n7512 n7513
11 1
.names n7082 n7091 n7514
00 1
.names asqrt[30] n7514 n7515
11 1
.names n7089 n7515 n7516
00 1
.names n7513 n7516 n7517
00 1
.names asqrt[60] n7498 n7518
00 1
.names n7508 n7518 n7519
01 1
.names n7517 n7519 n7520
00 1
.names n7510 n7520 n7521
00 1
.names asqrt[61] n7521 n7522
10 1
.names n7094 n7101 n7523
01 1
.names n7103 n7523 n7524
01 1
.names asqrt[30] n7524 n7525
11 1
.names n7094 n7103 n7526
00 1
.names asqrt[30] n7526 n7527
11 1
.names n7101 n7527 n7528
00 1
.names n7525 n7528 n7529
00 1
.names asqrt[61] n7510 n7530
00 1
.names n7520 n7530 n7531
01 1
.names n7529 n7531 n7532
00 1
.names n7522 n7532 n7533
00 1
.names asqrt[62] n7533 n7534
10 1
.names n7113 n7115 n7535
10 1
.names n7106 n7535 n7536
01 1
.names asqrt[30] n7536 n7537
11 1
.names n7106 n7115 n7538
00 1
.names asqrt[30] n7538 n7539
11 1
.names n7113 n7539 n7540
00 1
.names n7537 n7540 n7541
00 1
.names asqrt[62] n7522 n7542
00 1
.names n7532 n7542 n7543
01 1
.names n7541 n7543 n7544
00 1
.names n7534 n7544 n7545
00 1
.names n7118 n7125 n7546
01 1
.names n7127 n7546 n7547
01 1
.names asqrt[30] n7547 n7548
11 1
.names n7118 n7127 n7549
00 1
.names asqrt[30] n7549 n7550
11 1
.names n7125 n7550 n7551
00 1
.names n7548 n7551 n7552
00 1
.names n7129 n7136 n7553
00 1
.names asqrt[30] n7553 n7554
11 1
.names n7144 n7554 n7555
00 1
.names n7552 n7555 n7556
01 1
.names n7545 n7556 n7557
01 1
.names asqrt[63] n7557 n7558
00 1
.names n7534 n7552 n7559
01 1
.names n7544 n7559 n7560
01 1
.names n7136 asqrt[30] n7561
01 1
.names n7129 n7561 n7562
10 1
.names asqrt[63] n7553 n7563
10 1
.names n7562 n7563 n7564
01 1
.names n7132 n7153 n7565
00 1
.names n7135 n7565 n7566
01 1
.names n7148 n7566 n7567
01 1
.names n7144 n7567 n7568
01 1
.names n7142 n7568 n7569
01 1
.names n7564 n7569 n7570
00 1
.names n7560 n7570 n7571
01 1
.names n7558 n7571 asqrt[29]
01 0
.names a[58] asqrt[29] n7573
11 1
.names a[56] a[57] n7574
00 1
.names a[58] n7574 n7575
01 1
.names n7573 n7575 n7576
00 1
.names asqrt[30] n7576 n7577
10 1
.names n7153 n7575 n7578
00 1
.names n7148 n7578 n7579
01 1
.names n7144 n7579 n7580
01 1
.names n7142 n7580 n7581
01 1
.names n7573 n7581 n7582
01 1
.names a[58] asqrt[29] n7583
01 1
.names a[59] n7583 n7584
10 1
.names n7158 asqrt[29] n7585
11 1
.names n7584 n7585 n7586
00 1
.names n7582 n7586 n7587
01 1
.names n7577 n7587 n7588
00 1
.names asqrt[31] n7588 n7589
10 1
.names asqrt[31] n7577 n7590
00 1
.names n7587 n7590 n7591
01 1
.names asqrt[30] n7569 n7592
10 1
.names n7564 n7592 n7593
01 1
.names n7560 n7593 n7594
01 1
.names n7558 n7594 n7595
01 1
.names n7585 n7595 n7596
00 1
.names a[60] n7596 n7597
10 1
.names a[60] n7595 n7598
00 1
.names n7585 n7598 n7599
01 1
.names n7597 n7599 n7600
00 1
.names n7591 n7600 n7601
00 1
.names n7589 n7601 n7602
00 1
.names asqrt[32] n7602 n7603
10 1
.names n7161 n7166 n7604
00 1
.names n7170 n7604 n7605
01 1
.names asqrt[29] n7605 n7606
11 1
.names asqrt[29] n7604 n7607
11 1
.names n7170 n7607 n7608
10 1
.names n7606 n7608 n7609
00 1
.names asqrt[32] n7589 n7610
00 1
.names n7601 n7610 n7611
01 1
.names n7609 n7611 n7612
00 1
.names n7603 n7612 n7613
00 1
.names asqrt[33] n7613 n7614
10 1
.names n7175 n7184 n7615
01 1
.names n7173 n7615 n7616
01 1
.names asqrt[29] n7616 n7617
11 1
.names n7173 n7175 n7618
00 1
.names asqrt[29] n7618 n7619
11 1
.names n7184 n7619 n7620
00 1
.names n7617 n7620 n7621
00 1
.names asqrt[33] n7603 n7622
00 1
.names n7612 n7622 n7623
01 1
.names n7621 n7623 n7624
00 1
.names n7614 n7624 n7625
00 1
.names asqrt[34] n7625 n7626
10 1
.names n7187 n7193 n7627
01 1
.names n7195 n7627 n7628
01 1
.names asqrt[29] n7628 n7629
11 1
.names n7187 n7195 n7630
00 1
.names asqrt[29] n7630 n7631
11 1
.names n7193 n7631 n7632
00 1
.names n7629 n7632 n7633
00 1
.names asqrt[34] n7614 n7634
00 1
.names n7624 n7634 n7635
01 1
.names n7633 n7635 n7636
00 1
.names n7626 n7636 n7637
00 1
.names asqrt[35] n7637 n7638
10 1
.names n7205 n7207 n7639
10 1
.names n7198 n7639 n7640
01 1
.names asqrt[29] n7640 n7641
11 1
.names n7198 n7207 n7642
00 1
.names asqrt[29] n7642 n7643
11 1
.names n7205 n7643 n7644
00 1
.names n7641 n7644 n7645
00 1
.names asqrt[35] n7626 n7646
00 1
.names n7636 n7646 n7647
01 1
.names n7645 n7647 n7648
00 1
.names n7638 n7648 n7649
00 1
.names asqrt[36] n7649 n7650
10 1
.names asqrt[36] n7638 n7651
00 1
.names n7648 n7651 n7652
01 1
.names n7210 n7219 n7653
01 1
.names n7212 n7653 n7654
01 1
.names asqrt[29] n7654 n7655
11 1
.names n7210 n7212 n7656
00 1
.names asqrt[29] n7656 n7657
11 1
.names n7219 n7657 n7658
00 1
.names n7655 n7658 n7659
00 1
.names n7652 n7659 n7660
00 1
.names n7650 n7660 n7661
00 1
.names asqrt[37] n7661 n7662
10 1
.names n7229 n7231 n7663
10 1
.names n7222 n7663 n7664
01 1
.names asqrt[29] n7664 n7665
11 1
.names n7222 n7231 n7666
00 1
.names asqrt[29] n7666 n7667
11 1
.names n7229 n7667 n7668
00 1
.names n7665 n7668 n7669
00 1
.names asqrt[37] n7650 n7670
00 1
.names n7660 n7670 n7671
01 1
.names n7669 n7671 n7672
00 1
.names n7662 n7672 n7673
00 1
.names asqrt[38] n7673 n7674
10 1
.names n7234 n7241 n7675
01 1
.names n7243 n7675 n7676
01 1
.names asqrt[29] n7676 n7677
11 1
.names n7234 n7243 n7678
00 1
.names asqrt[29] n7678 n7679
11 1
.names n7241 n7679 n7680
00 1
.names n7677 n7680 n7681
00 1
.names asqrt[38] n7662 n7682
00 1
.names n7672 n7682 n7683
01 1
.names n7681 n7683 n7684
00 1
.names n7674 n7684 n7685
00 1
.names asqrt[39] n7685 n7686
10 1
.names n7253 n7255 n7687
10 1
.names n7246 n7687 n7688
01 1
.names asqrt[29] n7688 n7689
11 1
.names n7246 n7255 n7690
00 1
.names asqrt[29] n7690 n7691
11 1
.names n7253 n7691 n7692
00 1
.names n7689 n7692 n7693
00 1
.names asqrt[39] n7674 n7694
00 1
.names n7684 n7694 n7695
01 1
.names n7693 n7695 n7696
00 1
.names n7686 n7696 n7697
00 1
.names asqrt[40] n7697 n7698
10 1
.names n7258 n7265 n7699
01 1
.names n7267 n7699 n7700
01 1
.names asqrt[29] n7700 n7701
11 1
.names n7258 n7267 n7702
00 1
.names asqrt[29] n7702 n7703
11 1
.names n7265 n7703 n7704
00 1
.names n7701 n7704 n7705
00 1
.names asqrt[40] n7686 n7706
00 1
.names n7696 n7706 n7707
01 1
.names n7705 n7707 n7708
00 1
.names n7698 n7708 n7709
00 1
.names asqrt[41] n7709 n7710
10 1
.names n7277 n7279 n7711
10 1
.names n7270 n7711 n7712
01 1
.names asqrt[29] n7712 n7713
11 1
.names n7270 n7279 n7714
00 1
.names asqrt[29] n7714 n7715
11 1
.names n7277 n7715 n7716
00 1
.names n7713 n7716 n7717
00 1
.names asqrt[41] n7698 n7718
00 1
.names n7708 n7718 n7719
01 1
.names n7717 n7719 n7720
00 1
.names n7710 n7720 n7721
00 1
.names asqrt[42] n7721 n7722
10 1
.names n7282 n7289 n7723
01 1
.names n7291 n7723 n7724
01 1
.names asqrt[29] n7724 n7725
11 1
.names n7282 n7291 n7726
00 1
.names asqrt[29] n7726 n7727
11 1
.names n7289 n7727 n7728
00 1
.names n7725 n7728 n7729
00 1
.names asqrt[42] n7710 n7730
00 1
.names n7720 n7730 n7731
01 1
.names n7729 n7731 n7732
00 1
.names n7722 n7732 n7733
00 1
.names asqrt[43] n7733 n7734
10 1
.names n7301 n7303 n7735
10 1
.names n7294 n7735 n7736
01 1
.names asqrt[29] n7736 n7737
11 1
.names n7294 n7303 n7738
00 1
.names asqrt[29] n7738 n7739
11 1
.names n7301 n7739 n7740
00 1
.names n7737 n7740 n7741
00 1
.names asqrt[43] n7722 n7742
00 1
.names n7732 n7742 n7743
01 1
.names n7741 n7743 n7744
00 1
.names n7734 n7744 n7745
00 1
.names asqrt[44] n7745 n7746
10 1
.names n7306 n7313 n7747
01 1
.names n7315 n7747 n7748
01 1
.names asqrt[29] n7748 n7749
11 1
.names n7306 n7315 n7750
00 1
.names asqrt[29] n7750 n7751
11 1
.names n7313 n7751 n7752
00 1
.names n7749 n7752 n7753
00 1
.names asqrt[44] n7734 n7754
00 1
.names n7744 n7754 n7755
01 1
.names n7753 n7755 n7756
00 1
.names n7746 n7756 n7757
00 1
.names asqrt[45] n7757 n7758
10 1
.names n7325 n7327 n7759
10 1
.names n7318 n7759 n7760
01 1
.names asqrt[29] n7760 n7761
11 1
.names n7318 n7327 n7762
00 1
.names asqrt[29] n7762 n7763
11 1
.names n7325 n7763 n7764
00 1
.names n7761 n7764 n7765
00 1
.names asqrt[45] n7746 n7766
00 1
.names n7756 n7766 n7767
01 1
.names n7765 n7767 n7768
00 1
.names n7758 n7768 n7769
00 1
.names asqrt[46] n7769 n7770
10 1
.names n7330 n7337 n7771
01 1
.names n7339 n7771 n7772
01 1
.names asqrt[29] n7772 n7773
11 1
.names n7330 n7339 n7774
00 1
.names asqrt[29] n7774 n7775
11 1
.names n7337 n7775 n7776
00 1
.names n7773 n7776 n7777
00 1
.names asqrt[46] n7758 n7778
00 1
.names n7768 n7778 n7779
01 1
.names n7777 n7779 n7780
00 1
.names n7770 n7780 n7781
00 1
.names asqrt[47] n7781 n7782
10 1
.names n7349 n7351 n7783
10 1
.names n7342 n7783 n7784
01 1
.names asqrt[29] n7784 n7785
11 1
.names n7342 n7351 n7786
00 1
.names asqrt[29] n7786 n7787
11 1
.names n7349 n7787 n7788
00 1
.names n7785 n7788 n7789
00 1
.names asqrt[47] n7770 n7790
00 1
.names n7780 n7790 n7791
01 1
.names n7789 n7791 n7792
00 1
.names n7782 n7792 n7793
00 1
.names asqrt[48] n7793 n7794
10 1
.names n7354 n7361 n7795
01 1
.names n7363 n7795 n7796
01 1
.names asqrt[29] n7796 n7797
11 1
.names n7354 n7363 n7798
00 1
.names asqrt[29] n7798 n7799
11 1
.names n7361 n7799 n7800
00 1
.names n7797 n7800 n7801
00 1
.names asqrt[48] n7782 n7802
00 1
.names n7792 n7802 n7803
01 1
.names n7801 n7803 n7804
00 1
.names n7794 n7804 n7805
00 1
.names asqrt[49] n7805 n7806
10 1
.names n7373 n7375 n7807
10 1
.names n7366 n7807 n7808
01 1
.names asqrt[29] n7808 n7809
11 1
.names n7366 n7375 n7810
00 1
.names asqrt[29] n7810 n7811
11 1
.names n7373 n7811 n7812
00 1
.names n7809 n7812 n7813
00 1
.names asqrt[49] n7794 n7814
00 1
.names n7804 n7814 n7815
01 1
.names n7813 n7815 n7816
00 1
.names n7806 n7816 n7817
00 1
.names asqrt[50] n7817 n7818
10 1
.names n7378 n7385 n7819
01 1
.names n7387 n7819 n7820
01 1
.names asqrt[29] n7820 n7821
11 1
.names n7378 n7387 n7822
00 1
.names asqrt[29] n7822 n7823
11 1
.names n7385 n7823 n7824
00 1
.names n7821 n7824 n7825
00 1
.names asqrt[50] n7806 n7826
00 1
.names n7816 n7826 n7827
01 1
.names n7825 n7827 n7828
00 1
.names n7818 n7828 n7829
00 1
.names asqrt[51] n7829 n7830
10 1
.names n7397 n7399 n7831
10 1
.names n7390 n7831 n7832
01 1
.names asqrt[29] n7832 n7833
11 1
.names n7390 n7399 n7834
00 1
.names asqrt[29] n7834 n7835
11 1
.names n7397 n7835 n7836
00 1
.names n7833 n7836 n7837
00 1
.names asqrt[51] n7818 n7838
00 1
.names n7828 n7838 n7839
01 1
.names n7837 n7839 n7840
00 1
.names n7830 n7840 n7841
00 1
.names asqrt[52] n7841 n7842
10 1
.names n7402 n7409 n7843
01 1
.names n7411 n7843 n7844
01 1
.names asqrt[29] n7844 n7845
11 1
.names n7402 n7411 n7846
00 1
.names asqrt[29] n7846 n7847
11 1
.names n7409 n7847 n7848
00 1
.names n7845 n7848 n7849
00 1
.names asqrt[52] n7830 n7850
00 1
.names n7840 n7850 n7851
01 1
.names n7849 n7851 n7852
00 1
.names n7842 n7852 n7853
00 1
.names asqrt[53] n7853 n7854
10 1
.names n7421 n7423 n7855
10 1
.names n7414 n7855 n7856
01 1
.names asqrt[29] n7856 n7857
11 1
.names n7414 n7423 n7858
00 1
.names asqrt[29] n7858 n7859
11 1
.names n7421 n7859 n7860
00 1
.names n7857 n7860 n7861
00 1
.names asqrt[53] n7842 n7862
00 1
.names n7852 n7862 n7863
01 1
.names n7861 n7863 n7864
00 1
.names n7854 n7864 n7865
00 1
.names asqrt[54] n7865 n7866
10 1
.names n7426 n7433 n7867
01 1
.names n7435 n7867 n7868
01 1
.names asqrt[29] n7868 n7869
11 1
.names n7426 n7435 n7870
00 1
.names asqrt[29] n7870 n7871
11 1
.names n7433 n7871 n7872
00 1
.names n7869 n7872 n7873
00 1
.names asqrt[54] n7854 n7874
00 1
.names n7864 n7874 n7875
01 1
.names n7873 n7875 n7876
00 1
.names n7866 n7876 n7877
00 1
.names asqrt[55] n7877 n7878
10 1
.names n7445 n7447 n7879
10 1
.names n7438 n7879 n7880
01 1
.names asqrt[29] n7880 n7881
11 1
.names n7438 n7447 n7882
00 1
.names asqrt[29] n7882 n7883
11 1
.names n7445 n7883 n7884
00 1
.names n7881 n7884 n7885
00 1
.names asqrt[55] n7866 n7886
00 1
.names n7876 n7886 n7887
01 1
.names n7885 n7887 n7888
00 1
.names n7878 n7888 n7889
00 1
.names asqrt[56] n7889 n7890
10 1
.names n7450 n7457 n7891
01 1
.names n7459 n7891 n7892
01 1
.names asqrt[29] n7892 n7893
11 1
.names n7450 n7459 n7894
00 1
.names asqrt[29] n7894 n7895
11 1
.names n7457 n7895 n7896
00 1
.names n7893 n7896 n7897
00 1
.names asqrt[56] n7878 n7898
00 1
.names n7888 n7898 n7899
01 1
.names n7897 n7899 n7900
00 1
.names n7890 n7900 n7901
00 1
.names asqrt[57] n7901 n7902
10 1
.names n7469 n7471 n7903
10 1
.names n7462 n7903 n7904
01 1
.names asqrt[29] n7904 n7905
11 1
.names n7462 n7471 n7906
00 1
.names asqrt[29] n7906 n7907
11 1
.names n7469 n7907 n7908
00 1
.names n7905 n7908 n7909
00 1
.names asqrt[57] n7890 n7910
00 1
.names n7900 n7910 n7911
01 1
.names n7909 n7911 n7912
00 1
.names n7902 n7912 n7913
00 1
.names asqrt[58] n7913 n7914
10 1
.names n7474 n7481 n7915
01 1
.names n7483 n7915 n7916
01 1
.names asqrt[29] n7916 n7917
11 1
.names n7474 n7483 n7918
00 1
.names asqrt[29] n7918 n7919
11 1
.names n7481 n7919 n7920
00 1
.names n7917 n7920 n7921
00 1
.names asqrt[58] n7902 n7922
00 1
.names n7912 n7922 n7923
01 1
.names n7921 n7923 n7924
00 1
.names n7914 n7924 n7925
00 1
.names asqrt[59] n7925 n7926
10 1
.names n7493 n7495 n7927
10 1
.names n7486 n7927 n7928
01 1
.names asqrt[29] n7928 n7929
11 1
.names n7486 n7495 n7930
00 1
.names asqrt[29] n7930 n7931
11 1
.names n7493 n7931 n7932
00 1
.names n7929 n7932 n7933
00 1
.names asqrt[59] n7914 n7934
00 1
.names n7924 n7934 n7935
01 1
.names n7933 n7935 n7936
00 1
.names n7926 n7936 n7937
00 1
.names asqrt[60] n7937 n7938
10 1
.names n7498 n7505 n7939
01 1
.names n7507 n7939 n7940
01 1
.names asqrt[29] n7940 n7941
11 1
.names n7498 n7507 n7942
00 1
.names asqrt[29] n7942 n7943
11 1
.names n7505 n7943 n7944
00 1
.names n7941 n7944 n7945
00 1
.names asqrt[60] n7926 n7946
00 1
.names n7936 n7946 n7947
01 1
.names n7945 n7947 n7948
00 1
.names n7938 n7948 n7949
00 1
.names asqrt[61] n7949 n7950
10 1
.names n7517 n7519 n7951
10 1
.names n7510 n7951 n7952
01 1
.names asqrt[29] n7952 n7953
11 1
.names n7510 n7519 n7954
00 1
.names asqrt[29] n7954 n7955
11 1
.names n7517 n7955 n7956
00 1
.names n7953 n7956 n7957
00 1
.names asqrt[61] n7938 n7958
00 1
.names n7948 n7958 n7959
01 1
.names n7957 n7959 n7960
00 1
.names n7950 n7960 n7961
00 1
.names asqrt[62] n7961 n7962
10 1
.names n7522 n7529 n7963
01 1
.names n7531 n7963 n7964
01 1
.names asqrt[29] n7964 n7965
11 1
.names n7522 n7531 n7966
00 1
.names asqrt[29] n7966 n7967
11 1
.names n7529 n7967 n7968
00 1
.names n7965 n7968 n7969
00 1
.names asqrt[62] n7950 n7970
00 1
.names n7960 n7970 n7971
01 1
.names n7969 n7971 n7972
00 1
.names n7962 n7972 n7973
00 1
.names n7541 n7543 n7974
10 1
.names n7534 n7974 n7975
01 1
.names asqrt[29] n7975 n7976
11 1
.names n7534 n7543 n7977
00 1
.names asqrt[29] n7977 n7978
11 1
.names n7541 n7978 n7979
00 1
.names n7976 n7979 n7980
00 1
.names n7545 n7552 n7981
00 1
.names asqrt[29] n7981 n7982
11 1
.names n7560 n7982 n7983
00 1
.names n7980 n7983 n7984
01 1
.names n7973 n7984 n7985
01 1
.names asqrt[63] n7985 n7986
00 1
.names n7962 n7980 n7987
01 1
.names n7972 n7987 n7988
01 1
.names n7552 asqrt[29] n7989
01 1
.names n7545 n7989 n7990
10 1
.names asqrt[63] n7981 n7991
10 1
.names n7990 n7991 n7992
01 1
.names n7548 n7569 n7993
00 1
.names n7551 n7993 n7994
01 1
.names n7564 n7994 n7995
01 1
.names n7560 n7995 n7996
01 1
.names n7558 n7996 n7997
01 1
.names n7992 n7997 n7998
00 1
.names n7988 n7998 n7999
01 1
.names n7986 n7999 asqrt[28]
01 0
.names a[56] asqrt[28] n8001
11 1
.names a[54] a[55] n8002
00 1
.names a[56] n8002 n8003
01 1
.names n8001 n8003 n8004
00 1
.names asqrt[29] n8004 n8005
10 1
.names n7569 n8003 n8006
00 1
.names n7564 n8006 n8007
01 1
.names n7560 n8007 n8008
01 1
.names n7558 n8008 n8009
01 1
.names n8001 n8009 n8010
01 1
.names a[56] asqrt[28] n8011
01 1
.names a[57] n8011 n8012
10 1
.names n7574 asqrt[28] n8013
11 1
.names n8012 n8013 n8014
00 1
.names n8010 n8014 n8015
01 1
.names n8005 n8015 n8016
00 1
.names asqrt[30] n8016 n8017
10 1
.names asqrt[30] n8005 n8018
00 1
.names n8015 n8018 n8019
01 1
.names asqrt[29] n7997 n8020
10 1
.names n7992 n8020 n8021
01 1
.names n7988 n8021 n8022
01 1
.names n7986 n8022 n8023
01 1
.names n8013 n8023 n8024
00 1
.names a[58] n8024 n8025
10 1
.names a[58] n8023 n8026
00 1
.names n8013 n8026 n8027
01 1
.names n8025 n8027 n8028
00 1
.names n8019 n8028 n8029
00 1
.names n8017 n8029 n8030
00 1
.names asqrt[31] n8030 n8031
10 1
.names n7577 n7582 n8032
00 1
.names n7586 n8032 n8033
01 1
.names asqrt[28] n8033 n8034
11 1
.names asqrt[28] n8032 n8035
11 1
.names n7586 n8035 n8036
10 1
.names n8034 n8036 n8037
00 1
.names asqrt[31] n8017 n8038
00 1
.names n8029 n8038 n8039
01 1
.names n8037 n8039 n8040
00 1
.names n8031 n8040 n8041
00 1
.names asqrt[32] n8041 n8042
10 1
.names n7591 n7600 n8043
01 1
.names n7589 n8043 n8044
01 1
.names asqrt[28] n8044 n8045
11 1
.names n7589 n7591 n8046
00 1
.names asqrt[28] n8046 n8047
11 1
.names n7600 n8047 n8048
00 1
.names n8045 n8048 n8049
00 1
.names asqrt[32] n8031 n8050
00 1
.names n8040 n8050 n8051
01 1
.names n8049 n8051 n8052
00 1
.names n8042 n8052 n8053
00 1
.names asqrt[33] n8053 n8054
10 1
.names n7603 n7609 n8055
01 1
.names n7611 n8055 n8056
01 1
.names asqrt[28] n8056 n8057
11 1
.names n7603 n7611 n8058
00 1
.names asqrt[28] n8058 n8059
11 1
.names n7609 n8059 n8060
00 1
.names n8057 n8060 n8061
00 1
.names asqrt[33] n8042 n8062
00 1
.names n8052 n8062 n8063
01 1
.names n8061 n8063 n8064
00 1
.names n8054 n8064 n8065
00 1
.names asqrt[34] n8065 n8066
10 1
.names n7621 n7623 n8067
10 1
.names n7614 n8067 n8068
01 1
.names asqrt[28] n8068 n8069
11 1
.names n7614 n7623 n8070
00 1
.names asqrt[28] n8070 n8071
11 1
.names n7621 n8071 n8072
00 1
.names n8069 n8072 n8073
00 1
.names asqrt[34] n8054 n8074
00 1
.names n8064 n8074 n8075
01 1
.names n8073 n8075 n8076
00 1
.names n8066 n8076 n8077
00 1
.names asqrt[35] n8077 n8078
10 1
.names n7626 n7633 n8079
01 1
.names n7635 n8079 n8080
01 1
.names asqrt[28] n8080 n8081
11 1
.names n7626 n7635 n8082
00 1
.names asqrt[28] n8082 n8083
11 1
.names n7633 n8083 n8084
00 1
.names n8081 n8084 n8085
00 1
.names asqrt[35] n8066 n8086
00 1
.names n8076 n8086 n8087
01 1
.names n8085 n8087 n8088
00 1
.names n8078 n8088 n8089
00 1
.names asqrt[36] n8089 n8090
10 1
.names n7645 n7647 n8091
10 1
.names n7638 n8091 n8092
01 1
.names asqrt[28] n8092 n8093
11 1
.names n7638 n7647 n8094
00 1
.names asqrt[28] n8094 n8095
11 1
.names n7645 n8095 n8096
00 1
.names n8093 n8096 n8097
00 1
.names asqrt[36] n8078 n8098
00 1
.names n8088 n8098 n8099
01 1
.names n8097 n8099 n8100
00 1
.names n8090 n8100 n8101
00 1
.names asqrt[37] n8101 n8102
10 1
.names asqrt[37] n8090 n8103
00 1
.names n8100 n8103 n8104
01 1
.names n7650 n7659 n8105
01 1
.names n7652 n8105 n8106
01 1
.names asqrt[28] n8106 n8107
11 1
.names n7650 n7652 n8108
00 1
.names asqrt[28] n8108 n8109
11 1
.names n7659 n8109 n8110
00 1
.names n8107 n8110 n8111
00 1
.names n8104 n8111 n8112
00 1
.names n8102 n8112 n8113
00 1
.names asqrt[38] n8113 n8114
10 1
.names n7669 n7671 n8115
10 1
.names n7662 n8115 n8116
01 1
.names asqrt[28] n8116 n8117
11 1
.names n7662 n7671 n8118
00 1
.names asqrt[28] n8118 n8119
11 1
.names n7669 n8119 n8120
00 1
.names n8117 n8120 n8121
00 1
.names asqrt[38] n8102 n8122
00 1
.names n8112 n8122 n8123
01 1
.names n8121 n8123 n8124
00 1
.names n8114 n8124 n8125
00 1
.names asqrt[39] n8125 n8126
10 1
.names n7674 n7681 n8127
01 1
.names n7683 n8127 n8128
01 1
.names asqrt[28] n8128 n8129
11 1
.names n7674 n7683 n8130
00 1
.names asqrt[28] n8130 n8131
11 1
.names n7681 n8131 n8132
00 1
.names n8129 n8132 n8133
00 1
.names asqrt[39] n8114 n8134
00 1
.names n8124 n8134 n8135
01 1
.names n8133 n8135 n8136
00 1
.names n8126 n8136 n8137
00 1
.names asqrt[40] n8137 n8138
10 1
.names n7693 n7695 n8139
10 1
.names n7686 n8139 n8140
01 1
.names asqrt[28] n8140 n8141
11 1
.names n7686 n7695 n8142
00 1
.names asqrt[28] n8142 n8143
11 1
.names n7693 n8143 n8144
00 1
.names n8141 n8144 n8145
00 1
.names asqrt[40] n8126 n8146
00 1
.names n8136 n8146 n8147
01 1
.names n8145 n8147 n8148
00 1
.names n8138 n8148 n8149
00 1
.names asqrt[41] n8149 n8150
10 1
.names n7698 n7705 n8151
01 1
.names n7707 n8151 n8152
01 1
.names asqrt[28] n8152 n8153
11 1
.names n7698 n7707 n8154
00 1
.names asqrt[28] n8154 n8155
11 1
.names n7705 n8155 n8156
00 1
.names n8153 n8156 n8157
00 1
.names asqrt[41] n8138 n8158
00 1
.names n8148 n8158 n8159
01 1
.names n8157 n8159 n8160
00 1
.names n8150 n8160 n8161
00 1
.names asqrt[42] n8161 n8162
10 1
.names n7717 n7719 n8163
10 1
.names n7710 n8163 n8164
01 1
.names asqrt[28] n8164 n8165
11 1
.names n7710 n7719 n8166
00 1
.names asqrt[28] n8166 n8167
11 1
.names n7717 n8167 n8168
00 1
.names n8165 n8168 n8169
00 1
.names asqrt[42] n8150 n8170
00 1
.names n8160 n8170 n8171
01 1
.names n8169 n8171 n8172
00 1
.names n8162 n8172 n8173
00 1
.names asqrt[43] n8173 n8174
10 1
.names n7722 n7729 n8175
01 1
.names n7731 n8175 n8176
01 1
.names asqrt[28] n8176 n8177
11 1
.names n7722 n7731 n8178
00 1
.names asqrt[28] n8178 n8179
11 1
.names n7729 n8179 n8180
00 1
.names n8177 n8180 n8181
00 1
.names asqrt[43] n8162 n8182
00 1
.names n8172 n8182 n8183
01 1
.names n8181 n8183 n8184
00 1
.names n8174 n8184 n8185
00 1
.names asqrt[44] n8185 n8186
10 1
.names n7741 n7743 n8187
10 1
.names n7734 n8187 n8188
01 1
.names asqrt[28] n8188 n8189
11 1
.names n7734 n7743 n8190
00 1
.names asqrt[28] n8190 n8191
11 1
.names n7741 n8191 n8192
00 1
.names n8189 n8192 n8193
00 1
.names asqrt[44] n8174 n8194
00 1
.names n8184 n8194 n8195
01 1
.names n8193 n8195 n8196
00 1
.names n8186 n8196 n8197
00 1
.names asqrt[45] n8197 n8198
10 1
.names n7746 n7753 n8199
01 1
.names n7755 n8199 n8200
01 1
.names asqrt[28] n8200 n8201
11 1
.names n7746 n7755 n8202
00 1
.names asqrt[28] n8202 n8203
11 1
.names n7753 n8203 n8204
00 1
.names n8201 n8204 n8205
00 1
.names asqrt[45] n8186 n8206
00 1
.names n8196 n8206 n8207
01 1
.names n8205 n8207 n8208
00 1
.names n8198 n8208 n8209
00 1
.names asqrt[46] n8209 n8210
10 1
.names n7765 n7767 n8211
10 1
.names n7758 n8211 n8212
01 1
.names asqrt[28] n8212 n8213
11 1
.names n7758 n7767 n8214
00 1
.names asqrt[28] n8214 n8215
11 1
.names n7765 n8215 n8216
00 1
.names n8213 n8216 n8217
00 1
.names asqrt[46] n8198 n8218
00 1
.names n8208 n8218 n8219
01 1
.names n8217 n8219 n8220
00 1
.names n8210 n8220 n8221
00 1
.names asqrt[47] n8221 n8222
10 1
.names n7770 n7777 n8223
01 1
.names n7779 n8223 n8224
01 1
.names asqrt[28] n8224 n8225
11 1
.names n7770 n7779 n8226
00 1
.names asqrt[28] n8226 n8227
11 1
.names n7777 n8227 n8228
00 1
.names n8225 n8228 n8229
00 1
.names asqrt[47] n8210 n8230
00 1
.names n8220 n8230 n8231
01 1
.names n8229 n8231 n8232
00 1
.names n8222 n8232 n8233
00 1
.names asqrt[48] n8233 n8234
10 1
.names n7789 n7791 n8235
10 1
.names n7782 n8235 n8236
01 1
.names asqrt[28] n8236 n8237
11 1
.names n7782 n7791 n8238
00 1
.names asqrt[28] n8238 n8239
11 1
.names n7789 n8239 n8240
00 1
.names n8237 n8240 n8241
00 1
.names asqrt[48] n8222 n8242
00 1
.names n8232 n8242 n8243
01 1
.names n8241 n8243 n8244
00 1
.names n8234 n8244 n8245
00 1
.names asqrt[49] n8245 n8246
10 1
.names n7794 n7801 n8247
01 1
.names n7803 n8247 n8248
01 1
.names asqrt[28] n8248 n8249
11 1
.names n7794 n7803 n8250
00 1
.names asqrt[28] n8250 n8251
11 1
.names n7801 n8251 n8252
00 1
.names n8249 n8252 n8253
00 1
.names asqrt[49] n8234 n8254
00 1
.names n8244 n8254 n8255
01 1
.names n8253 n8255 n8256
00 1
.names n8246 n8256 n8257
00 1
.names asqrt[50] n8257 n8258
10 1
.names n7813 n7815 n8259
10 1
.names n7806 n8259 n8260
01 1
.names asqrt[28] n8260 n8261
11 1
.names n7806 n7815 n8262
00 1
.names asqrt[28] n8262 n8263
11 1
.names n7813 n8263 n8264
00 1
.names n8261 n8264 n8265
00 1
.names asqrt[50] n8246 n8266
00 1
.names n8256 n8266 n8267
01 1
.names n8265 n8267 n8268
00 1
.names n8258 n8268 n8269
00 1
.names asqrt[51] n8269 n8270
10 1
.names n7818 n7825 n8271
01 1
.names n7827 n8271 n8272
01 1
.names asqrt[28] n8272 n8273
11 1
.names n7818 n7827 n8274
00 1
.names asqrt[28] n8274 n8275
11 1
.names n7825 n8275 n8276
00 1
.names n8273 n8276 n8277
00 1
.names asqrt[51] n8258 n8278
00 1
.names n8268 n8278 n8279
01 1
.names n8277 n8279 n8280
00 1
.names n8270 n8280 n8281
00 1
.names asqrt[52] n8281 n8282
10 1
.names n7837 n7839 n8283
10 1
.names n7830 n8283 n8284
01 1
.names asqrt[28] n8284 n8285
11 1
.names n7830 n7839 n8286
00 1
.names asqrt[28] n8286 n8287
11 1
.names n7837 n8287 n8288
00 1
.names n8285 n8288 n8289
00 1
.names asqrt[52] n8270 n8290
00 1
.names n8280 n8290 n8291
01 1
.names n8289 n8291 n8292
00 1
.names n8282 n8292 n8293
00 1
.names asqrt[53] n8293 n8294
10 1
.names n7842 n7849 n8295
01 1
.names n7851 n8295 n8296
01 1
.names asqrt[28] n8296 n8297
11 1
.names n7842 n7851 n8298
00 1
.names asqrt[28] n8298 n8299
11 1
.names n7849 n8299 n8300
00 1
.names n8297 n8300 n8301
00 1
.names asqrt[53] n8282 n8302
00 1
.names n8292 n8302 n8303
01 1
.names n8301 n8303 n8304
00 1
.names n8294 n8304 n8305
00 1
.names asqrt[54] n8305 n8306
10 1
.names n7861 n7863 n8307
10 1
.names n7854 n8307 n8308
01 1
.names asqrt[28] n8308 n8309
11 1
.names n7854 n7863 n8310
00 1
.names asqrt[28] n8310 n8311
11 1
.names n7861 n8311 n8312
00 1
.names n8309 n8312 n8313
00 1
.names asqrt[54] n8294 n8314
00 1
.names n8304 n8314 n8315
01 1
.names n8313 n8315 n8316
00 1
.names n8306 n8316 n8317
00 1
.names asqrt[55] n8317 n8318
10 1
.names n7866 n7873 n8319
01 1
.names n7875 n8319 n8320
01 1
.names asqrt[28] n8320 n8321
11 1
.names n7866 n7875 n8322
00 1
.names asqrt[28] n8322 n8323
11 1
.names n7873 n8323 n8324
00 1
.names n8321 n8324 n8325
00 1
.names asqrt[55] n8306 n8326
00 1
.names n8316 n8326 n8327
01 1
.names n8325 n8327 n8328
00 1
.names n8318 n8328 n8329
00 1
.names asqrt[56] n8329 n8330
10 1
.names n7885 n7887 n8331
10 1
.names n7878 n8331 n8332
01 1
.names asqrt[28] n8332 n8333
11 1
.names n7878 n7887 n8334
00 1
.names asqrt[28] n8334 n8335
11 1
.names n7885 n8335 n8336
00 1
.names n8333 n8336 n8337
00 1
.names asqrt[56] n8318 n8338
00 1
.names n8328 n8338 n8339
01 1
.names n8337 n8339 n8340
00 1
.names n8330 n8340 n8341
00 1
.names asqrt[57] n8341 n8342
10 1
.names n7890 n7897 n8343
01 1
.names n7899 n8343 n8344
01 1
.names asqrt[28] n8344 n8345
11 1
.names n7890 n7899 n8346
00 1
.names asqrt[28] n8346 n8347
11 1
.names n7897 n8347 n8348
00 1
.names n8345 n8348 n8349
00 1
.names asqrt[57] n8330 n8350
00 1
.names n8340 n8350 n8351
01 1
.names n8349 n8351 n8352
00 1
.names n8342 n8352 n8353
00 1
.names asqrt[58] n8353 n8354
10 1
.names n7909 n7911 n8355
10 1
.names n7902 n8355 n8356
01 1
.names asqrt[28] n8356 n8357
11 1
.names n7902 n7911 n8358
00 1
.names asqrt[28] n8358 n8359
11 1
.names n7909 n8359 n8360
00 1
.names n8357 n8360 n8361
00 1
.names asqrt[58] n8342 n8362
00 1
.names n8352 n8362 n8363
01 1
.names n8361 n8363 n8364
00 1
.names n8354 n8364 n8365
00 1
.names asqrt[59] n8365 n8366
10 1
.names n7914 n7921 n8367
01 1
.names n7923 n8367 n8368
01 1
.names asqrt[28] n8368 n8369
11 1
.names n7914 n7923 n8370
00 1
.names asqrt[28] n8370 n8371
11 1
.names n7921 n8371 n8372
00 1
.names n8369 n8372 n8373
00 1
.names asqrt[59] n8354 n8374
00 1
.names n8364 n8374 n8375
01 1
.names n8373 n8375 n8376
00 1
.names n8366 n8376 n8377
00 1
.names asqrt[60] n8377 n8378
10 1
.names n7933 n7935 n8379
10 1
.names n7926 n8379 n8380
01 1
.names asqrt[28] n8380 n8381
11 1
.names n7926 n7935 n8382
00 1
.names asqrt[28] n8382 n8383
11 1
.names n7933 n8383 n8384
00 1
.names n8381 n8384 n8385
00 1
.names asqrt[60] n8366 n8386
00 1
.names n8376 n8386 n8387
01 1
.names n8385 n8387 n8388
00 1
.names n8378 n8388 n8389
00 1
.names asqrt[61] n8389 n8390
10 1
.names n7938 n7945 n8391
01 1
.names n7947 n8391 n8392
01 1
.names asqrt[28] n8392 n8393
11 1
.names n7938 n7947 n8394
00 1
.names asqrt[28] n8394 n8395
11 1
.names n7945 n8395 n8396
00 1
.names n8393 n8396 n8397
00 1
.names asqrt[61] n8378 n8398
00 1
.names n8388 n8398 n8399
01 1
.names n8397 n8399 n8400
00 1
.names n8390 n8400 n8401
00 1
.names asqrt[62] n8401 n8402
10 1
.names n7957 n7959 n8403
10 1
.names n7950 n8403 n8404
01 1
.names asqrt[28] n8404 n8405
11 1
.names n7950 n7959 n8406
00 1
.names asqrt[28] n8406 n8407
11 1
.names n7957 n8407 n8408
00 1
.names n8405 n8408 n8409
00 1
.names asqrt[62] n8390 n8410
00 1
.names n8400 n8410 n8411
01 1
.names n8409 n8411 n8412
00 1
.names n8402 n8412 n8413
00 1
.names n7962 n7969 n8414
01 1
.names n7971 n8414 n8415
01 1
.names asqrt[28] n8415 n8416
11 1
.names n7962 n7971 n8417
00 1
.names asqrt[28] n8417 n8418
11 1
.names n7969 n8418 n8419
00 1
.names n8416 n8419 n8420
00 1
.names n7973 n7980 n8421
00 1
.names asqrt[28] n8421 n8422
11 1
.names n7988 n8422 n8423
00 1
.names n8420 n8423 n8424
01 1
.names n8413 n8424 n8425
01 1
.names asqrt[63] n8425 n8426
00 1
.names n8402 n8420 n8427
01 1
.names n8412 n8427 n8428
01 1
.names n7980 asqrt[28] n8429
01 1
.names n7973 n8429 n8430
10 1
.names asqrt[63] n8421 n8431
10 1
.names n8430 n8431 n8432
01 1
.names n7976 n7997 n8433
00 1
.names n7979 n8433 n8434
01 1
.names n7992 n8434 n8435
01 1
.names n7988 n8435 n8436
01 1
.names n7986 n8436 n8437
01 1
.names n8432 n8437 n8438
00 1
.names n8428 n8438 n8439
01 1
.names n8426 n8439 asqrt[27]
01 0
.names a[54] asqrt[27] n8441
11 1
.names a[52] a[53] n8442
00 1
.names a[54] n8442 n8443
01 1
.names n8441 n8443 n8444
00 1
.names asqrt[28] n8444 n8445
10 1
.names n7997 n8443 n8446
00 1
.names n7992 n8446 n8447
01 1
.names n7988 n8447 n8448
01 1
.names n7986 n8448 n8449
01 1
.names n8441 n8449 n8450
01 1
.names a[54] asqrt[27] n8451
01 1
.names a[55] n8451 n8452
10 1
.names n8002 asqrt[27] n8453
11 1
.names n8452 n8453 n8454
00 1
.names n8450 n8454 n8455
01 1
.names n8445 n8455 n8456
00 1
.names asqrt[29] n8456 n8457
10 1
.names asqrt[29] n8445 n8458
00 1
.names n8455 n8458 n8459
01 1
.names asqrt[28] n8437 n8460
10 1
.names n8432 n8460 n8461
01 1
.names n8428 n8461 n8462
01 1
.names n8426 n8462 n8463
01 1
.names n8453 n8463 n8464
00 1
.names a[56] n8464 n8465
10 1
.names a[56] n8463 n8466
00 1
.names n8453 n8466 n8467
01 1
.names n8465 n8467 n8468
00 1
.names n8459 n8468 n8469
00 1
.names n8457 n8469 n8470
00 1
.names asqrt[30] n8470 n8471
10 1
.names n8005 n8010 n8472
00 1
.names n8014 n8472 n8473
01 1
.names asqrt[27] n8473 n8474
11 1
.names asqrt[27] n8472 n8475
11 1
.names n8014 n8475 n8476
10 1
.names n8474 n8476 n8477
00 1
.names asqrt[30] n8457 n8478
00 1
.names n8469 n8478 n8479
01 1
.names n8477 n8479 n8480
00 1
.names n8471 n8480 n8481
00 1
.names asqrt[31] n8481 n8482
10 1
.names n8019 n8028 n8483
01 1
.names n8017 n8483 n8484
01 1
.names asqrt[27] n8484 n8485
11 1
.names n8017 n8019 n8486
00 1
.names asqrt[27] n8486 n8487
11 1
.names n8028 n8487 n8488
00 1
.names n8485 n8488 n8489
00 1
.names asqrt[31] n8471 n8490
00 1
.names n8480 n8490 n8491
01 1
.names n8489 n8491 n8492
00 1
.names n8482 n8492 n8493
00 1
.names asqrt[32] n8493 n8494
10 1
.names n8031 n8037 n8495
01 1
.names n8039 n8495 n8496
01 1
.names asqrt[27] n8496 n8497
11 1
.names n8031 n8039 n8498
00 1
.names asqrt[27] n8498 n8499
11 1
.names n8037 n8499 n8500
00 1
.names n8497 n8500 n8501
00 1
.names asqrt[32] n8482 n8502
00 1
.names n8492 n8502 n8503
01 1
.names n8501 n8503 n8504
00 1
.names n8494 n8504 n8505
00 1
.names asqrt[33] n8505 n8506
10 1
.names n8049 n8051 n8507
10 1
.names n8042 n8507 n8508
01 1
.names asqrt[27] n8508 n8509
11 1
.names n8042 n8051 n8510
00 1
.names asqrt[27] n8510 n8511
11 1
.names n8049 n8511 n8512
00 1
.names n8509 n8512 n8513
00 1
.names asqrt[33] n8494 n8514
00 1
.names n8504 n8514 n8515
01 1
.names n8513 n8515 n8516
00 1
.names n8506 n8516 n8517
00 1
.names asqrt[34] n8517 n8518
10 1
.names n8054 n8061 n8519
01 1
.names n8063 n8519 n8520
01 1
.names asqrt[27] n8520 n8521
11 1
.names n8054 n8063 n8522
00 1
.names asqrt[27] n8522 n8523
11 1
.names n8061 n8523 n8524
00 1
.names n8521 n8524 n8525
00 1
.names asqrt[34] n8506 n8526
00 1
.names n8516 n8526 n8527
01 1
.names n8525 n8527 n8528
00 1
.names n8518 n8528 n8529
00 1
.names asqrt[35] n8529 n8530
10 1
.names n8073 n8075 n8531
10 1
.names n8066 n8531 n8532
01 1
.names asqrt[27] n8532 n8533
11 1
.names n8066 n8075 n8534
00 1
.names asqrt[27] n8534 n8535
11 1
.names n8073 n8535 n8536
00 1
.names n8533 n8536 n8537
00 1
.names asqrt[35] n8518 n8538
00 1
.names n8528 n8538 n8539
01 1
.names n8537 n8539 n8540
00 1
.names n8530 n8540 n8541
00 1
.names asqrt[36] n8541 n8542
10 1
.names n8078 n8085 n8543
01 1
.names n8087 n8543 n8544
01 1
.names asqrt[27] n8544 n8545
11 1
.names n8078 n8087 n8546
00 1
.names asqrt[27] n8546 n8547
11 1
.names n8085 n8547 n8548
00 1
.names n8545 n8548 n8549
00 1
.names asqrt[36] n8530 n8550
00 1
.names n8540 n8550 n8551
01 1
.names n8549 n8551 n8552
00 1
.names n8542 n8552 n8553
00 1
.names asqrt[37] n8553 n8554
10 1
.names n8097 n8099 n8555
10 1
.names n8090 n8555 n8556
01 1
.names asqrt[27] n8556 n8557
11 1
.names n8090 n8099 n8558
00 1
.names asqrt[27] n8558 n8559
11 1
.names n8097 n8559 n8560
00 1
.names n8557 n8560 n8561
00 1
.names asqrt[37] n8542 n8562
00 1
.names n8552 n8562 n8563
01 1
.names n8561 n8563 n8564
00 1
.names n8554 n8564 n8565
00 1
.names asqrt[38] n8565 n8566
10 1
.names asqrt[38] n8554 n8567
00 1
.names n8564 n8567 n8568
01 1
.names n8102 n8111 n8569
01 1
.names n8104 n8569 n8570
01 1
.names asqrt[27] n8570 n8571
11 1
.names n8102 n8104 n8572
00 1
.names asqrt[27] n8572 n8573
11 1
.names n8111 n8573 n8574
00 1
.names n8571 n8574 n8575
00 1
.names n8568 n8575 n8576
00 1
.names n8566 n8576 n8577
00 1
.names asqrt[39] n8577 n8578
10 1
.names n8121 n8123 n8579
10 1
.names n8114 n8579 n8580
01 1
.names asqrt[27] n8580 n8581
11 1
.names n8114 n8123 n8582
00 1
.names asqrt[27] n8582 n8583
11 1
.names n8121 n8583 n8584
00 1
.names n8581 n8584 n8585
00 1
.names asqrt[39] n8566 n8586
00 1
.names n8576 n8586 n8587
01 1
.names n8585 n8587 n8588
00 1
.names n8578 n8588 n8589
00 1
.names asqrt[40] n8589 n8590
10 1
.names n8126 n8133 n8591
01 1
.names n8135 n8591 n8592
01 1
.names asqrt[27] n8592 n8593
11 1
.names n8126 n8135 n8594
00 1
.names asqrt[27] n8594 n8595
11 1
.names n8133 n8595 n8596
00 1
.names n8593 n8596 n8597
00 1
.names asqrt[40] n8578 n8598
00 1
.names n8588 n8598 n8599
01 1
.names n8597 n8599 n8600
00 1
.names n8590 n8600 n8601
00 1
.names asqrt[41] n8601 n8602
10 1
.names n8145 n8147 n8603
10 1
.names n8138 n8603 n8604
01 1
.names asqrt[27] n8604 n8605
11 1
.names n8138 n8147 n8606
00 1
.names asqrt[27] n8606 n8607
11 1
.names n8145 n8607 n8608
00 1
.names n8605 n8608 n8609
00 1
.names asqrt[41] n8590 n8610
00 1
.names n8600 n8610 n8611
01 1
.names n8609 n8611 n8612
00 1
.names n8602 n8612 n8613
00 1
.names asqrt[42] n8613 n8614
10 1
.names n8150 n8157 n8615
01 1
.names n8159 n8615 n8616
01 1
.names asqrt[27] n8616 n8617
11 1
.names n8150 n8159 n8618
00 1
.names asqrt[27] n8618 n8619
11 1
.names n8157 n8619 n8620
00 1
.names n8617 n8620 n8621
00 1
.names asqrt[42] n8602 n8622
00 1
.names n8612 n8622 n8623
01 1
.names n8621 n8623 n8624
00 1
.names n8614 n8624 n8625
00 1
.names asqrt[43] n8625 n8626
10 1
.names n8169 n8171 n8627
10 1
.names n8162 n8627 n8628
01 1
.names asqrt[27] n8628 n8629
11 1
.names n8162 n8171 n8630
00 1
.names asqrt[27] n8630 n8631
11 1
.names n8169 n8631 n8632
00 1
.names n8629 n8632 n8633
00 1
.names asqrt[43] n8614 n8634
00 1
.names n8624 n8634 n8635
01 1
.names n8633 n8635 n8636
00 1
.names n8626 n8636 n8637
00 1
.names asqrt[44] n8637 n8638
10 1
.names n8174 n8181 n8639
01 1
.names n8183 n8639 n8640
01 1
.names asqrt[27] n8640 n8641
11 1
.names n8174 n8183 n8642
00 1
.names asqrt[27] n8642 n8643
11 1
.names n8181 n8643 n8644
00 1
.names n8641 n8644 n8645
00 1
.names asqrt[44] n8626 n8646
00 1
.names n8636 n8646 n8647
01 1
.names n8645 n8647 n8648
00 1
.names n8638 n8648 n8649
00 1
.names asqrt[45] n8649 n8650
10 1
.names n8193 n8195 n8651
10 1
.names n8186 n8651 n8652
01 1
.names asqrt[27] n8652 n8653
11 1
.names n8186 n8195 n8654
00 1
.names asqrt[27] n8654 n8655
11 1
.names n8193 n8655 n8656
00 1
.names n8653 n8656 n8657
00 1
.names asqrt[45] n8638 n8658
00 1
.names n8648 n8658 n8659
01 1
.names n8657 n8659 n8660
00 1
.names n8650 n8660 n8661
00 1
.names asqrt[46] n8661 n8662
10 1
.names n8198 n8205 n8663
01 1
.names n8207 n8663 n8664
01 1
.names asqrt[27] n8664 n8665
11 1
.names n8198 n8207 n8666
00 1
.names asqrt[27] n8666 n8667
11 1
.names n8205 n8667 n8668
00 1
.names n8665 n8668 n8669
00 1
.names asqrt[46] n8650 n8670
00 1
.names n8660 n8670 n8671
01 1
.names n8669 n8671 n8672
00 1
.names n8662 n8672 n8673
00 1
.names asqrt[47] n8673 n8674
10 1
.names n8217 n8219 n8675
10 1
.names n8210 n8675 n8676
01 1
.names asqrt[27] n8676 n8677
11 1
.names n8210 n8219 n8678
00 1
.names asqrt[27] n8678 n8679
11 1
.names n8217 n8679 n8680
00 1
.names n8677 n8680 n8681
00 1
.names asqrt[47] n8662 n8682
00 1
.names n8672 n8682 n8683
01 1
.names n8681 n8683 n8684
00 1
.names n8674 n8684 n8685
00 1
.names asqrt[48] n8685 n8686
10 1
.names n8222 n8229 n8687
01 1
.names n8231 n8687 n8688
01 1
.names asqrt[27] n8688 n8689
11 1
.names n8222 n8231 n8690
00 1
.names asqrt[27] n8690 n8691
11 1
.names n8229 n8691 n8692
00 1
.names n8689 n8692 n8693
00 1
.names asqrt[48] n8674 n8694
00 1
.names n8684 n8694 n8695
01 1
.names n8693 n8695 n8696
00 1
.names n8686 n8696 n8697
00 1
.names asqrt[49] n8697 n8698
10 1
.names n8241 n8243 n8699
10 1
.names n8234 n8699 n8700
01 1
.names asqrt[27] n8700 n8701
11 1
.names n8234 n8243 n8702
00 1
.names asqrt[27] n8702 n8703
11 1
.names n8241 n8703 n8704
00 1
.names n8701 n8704 n8705
00 1
.names asqrt[49] n8686 n8706
00 1
.names n8696 n8706 n8707
01 1
.names n8705 n8707 n8708
00 1
.names n8698 n8708 n8709
00 1
.names asqrt[50] n8709 n8710
10 1
.names n8246 n8253 n8711
01 1
.names n8255 n8711 n8712
01 1
.names asqrt[27] n8712 n8713
11 1
.names n8246 n8255 n8714
00 1
.names asqrt[27] n8714 n8715
11 1
.names n8253 n8715 n8716
00 1
.names n8713 n8716 n8717
00 1
.names asqrt[50] n8698 n8718
00 1
.names n8708 n8718 n8719
01 1
.names n8717 n8719 n8720
00 1
.names n8710 n8720 n8721
00 1
.names asqrt[51] n8721 n8722
10 1
.names n8265 n8267 n8723
10 1
.names n8258 n8723 n8724
01 1
.names asqrt[27] n8724 n8725
11 1
.names n8258 n8267 n8726
00 1
.names asqrt[27] n8726 n8727
11 1
.names n8265 n8727 n8728
00 1
.names n8725 n8728 n8729
00 1
.names asqrt[51] n8710 n8730
00 1
.names n8720 n8730 n8731
01 1
.names n8729 n8731 n8732
00 1
.names n8722 n8732 n8733
00 1
.names asqrt[52] n8733 n8734
10 1
.names n8270 n8277 n8735
01 1
.names n8279 n8735 n8736
01 1
.names asqrt[27] n8736 n8737
11 1
.names n8270 n8279 n8738
00 1
.names asqrt[27] n8738 n8739
11 1
.names n8277 n8739 n8740
00 1
.names n8737 n8740 n8741
00 1
.names asqrt[52] n8722 n8742
00 1
.names n8732 n8742 n8743
01 1
.names n8741 n8743 n8744
00 1
.names n8734 n8744 n8745
00 1
.names asqrt[53] n8745 n8746
10 1
.names n8289 n8291 n8747
10 1
.names n8282 n8747 n8748
01 1
.names asqrt[27] n8748 n8749
11 1
.names n8282 n8291 n8750
00 1
.names asqrt[27] n8750 n8751
11 1
.names n8289 n8751 n8752
00 1
.names n8749 n8752 n8753
00 1
.names asqrt[53] n8734 n8754
00 1
.names n8744 n8754 n8755
01 1
.names n8753 n8755 n8756
00 1
.names n8746 n8756 n8757
00 1
.names asqrt[54] n8757 n8758
10 1
.names n8294 n8301 n8759
01 1
.names n8303 n8759 n8760
01 1
.names asqrt[27] n8760 n8761
11 1
.names n8294 n8303 n8762
00 1
.names asqrt[27] n8762 n8763
11 1
.names n8301 n8763 n8764
00 1
.names n8761 n8764 n8765
00 1
.names asqrt[54] n8746 n8766
00 1
.names n8756 n8766 n8767
01 1
.names n8765 n8767 n8768
00 1
.names n8758 n8768 n8769
00 1
.names asqrt[55] n8769 n8770
10 1
.names n8313 n8315 n8771
10 1
.names n8306 n8771 n8772
01 1
.names asqrt[27] n8772 n8773
11 1
.names n8306 n8315 n8774
00 1
.names asqrt[27] n8774 n8775
11 1
.names n8313 n8775 n8776
00 1
.names n8773 n8776 n8777
00 1
.names asqrt[55] n8758 n8778
00 1
.names n8768 n8778 n8779
01 1
.names n8777 n8779 n8780
00 1
.names n8770 n8780 n8781
00 1
.names asqrt[56] n8781 n8782
10 1
.names n8318 n8325 n8783
01 1
.names n8327 n8783 n8784
01 1
.names asqrt[27] n8784 n8785
11 1
.names n8318 n8327 n8786
00 1
.names asqrt[27] n8786 n8787
11 1
.names n8325 n8787 n8788
00 1
.names n8785 n8788 n8789
00 1
.names asqrt[56] n8770 n8790
00 1
.names n8780 n8790 n8791
01 1
.names n8789 n8791 n8792
00 1
.names n8782 n8792 n8793
00 1
.names asqrt[57] n8793 n8794
10 1
.names n8337 n8339 n8795
10 1
.names n8330 n8795 n8796
01 1
.names asqrt[27] n8796 n8797
11 1
.names n8330 n8339 n8798
00 1
.names asqrt[27] n8798 n8799
11 1
.names n8337 n8799 n8800
00 1
.names n8797 n8800 n8801
00 1
.names asqrt[57] n8782 n8802
00 1
.names n8792 n8802 n8803
01 1
.names n8801 n8803 n8804
00 1
.names n8794 n8804 n8805
00 1
.names asqrt[58] n8805 n8806
10 1
.names n8342 n8349 n8807
01 1
.names n8351 n8807 n8808
01 1
.names asqrt[27] n8808 n8809
11 1
.names n8342 n8351 n8810
00 1
.names asqrt[27] n8810 n8811
11 1
.names n8349 n8811 n8812
00 1
.names n8809 n8812 n8813
00 1
.names asqrt[58] n8794 n8814
00 1
.names n8804 n8814 n8815
01 1
.names n8813 n8815 n8816
00 1
.names n8806 n8816 n8817
00 1
.names asqrt[59] n8817 n8818
10 1
.names n8361 n8363 n8819
10 1
.names n8354 n8819 n8820
01 1
.names asqrt[27] n8820 n8821
11 1
.names n8354 n8363 n8822
00 1
.names asqrt[27] n8822 n8823
11 1
.names n8361 n8823 n8824
00 1
.names n8821 n8824 n8825
00 1
.names asqrt[59] n8806 n8826
00 1
.names n8816 n8826 n8827
01 1
.names n8825 n8827 n8828
00 1
.names n8818 n8828 n8829
00 1
.names asqrt[60] n8829 n8830
10 1
.names n8366 n8373 n8831
01 1
.names n8375 n8831 n8832
01 1
.names asqrt[27] n8832 n8833
11 1
.names n8366 n8375 n8834
00 1
.names asqrt[27] n8834 n8835
11 1
.names n8373 n8835 n8836
00 1
.names n8833 n8836 n8837
00 1
.names asqrt[60] n8818 n8838
00 1
.names n8828 n8838 n8839
01 1
.names n8837 n8839 n8840
00 1
.names n8830 n8840 n8841
00 1
.names asqrt[61] n8841 n8842
10 1
.names n8385 n8387 n8843
10 1
.names n8378 n8843 n8844
01 1
.names asqrt[27] n8844 n8845
11 1
.names n8378 n8387 n8846
00 1
.names asqrt[27] n8846 n8847
11 1
.names n8385 n8847 n8848
00 1
.names n8845 n8848 n8849
00 1
.names asqrt[61] n8830 n8850
00 1
.names n8840 n8850 n8851
01 1
.names n8849 n8851 n8852
00 1
.names n8842 n8852 n8853
00 1
.names asqrt[62] n8853 n8854
10 1
.names n8390 n8397 n8855
01 1
.names n8399 n8855 n8856
01 1
.names asqrt[27] n8856 n8857
11 1
.names n8390 n8399 n8858
00 1
.names asqrt[27] n8858 n8859
11 1
.names n8397 n8859 n8860
00 1
.names n8857 n8860 n8861
00 1
.names asqrt[62] n8842 n8862
00 1
.names n8852 n8862 n8863
01 1
.names n8861 n8863 n8864
00 1
.names n8854 n8864 n8865
00 1
.names n8409 n8411 n8866
10 1
.names n8402 n8866 n8867
01 1
.names asqrt[27] n8867 n8868
11 1
.names n8402 n8411 n8869
00 1
.names asqrt[27] n8869 n8870
11 1
.names n8409 n8870 n8871
00 1
.names n8868 n8871 n8872
00 1
.names n8413 n8420 n8873
00 1
.names asqrt[27] n8873 n8874
11 1
.names n8428 n8874 n8875
00 1
.names n8872 n8875 n8876
01 1
.names n8865 n8876 n8877
01 1
.names asqrt[63] n8877 n8878
00 1
.names n8854 n8872 n8879
01 1
.names n8864 n8879 n8880
01 1
.names n8420 asqrt[27] n8881
01 1
.names n8413 n8881 n8882
10 1
.names asqrt[63] n8873 n8883
10 1
.names n8882 n8883 n8884
01 1
.names n8416 n8437 n8885
00 1
.names n8419 n8885 n8886
01 1
.names n8432 n8886 n8887
01 1
.names n8428 n8887 n8888
01 1
.names n8426 n8888 n8889
01 1
.names n8884 n8889 n8890
00 1
.names n8880 n8890 n8891
01 1
.names n8878 n8891 asqrt[26]
01 0
.names a[52] asqrt[26] n8893
11 1
.names a[50] a[51] n8894
00 1
.names a[52] n8894 n8895
01 1
.names n8893 n8895 n8896
00 1
.names asqrt[27] n8896 n8897
10 1
.names n8437 n8895 n8898
00 1
.names n8432 n8898 n8899
01 1
.names n8428 n8899 n8900
01 1
.names n8426 n8900 n8901
01 1
.names n8893 n8901 n8902
01 1
.names a[52] asqrt[26] n8903
01 1
.names a[53] n8903 n8904
10 1
.names n8442 asqrt[26] n8905
11 1
.names n8904 n8905 n8906
00 1
.names n8902 n8906 n8907
01 1
.names n8897 n8907 n8908
00 1
.names asqrt[28] n8908 n8909
10 1
.names asqrt[28] n8897 n8910
00 1
.names n8907 n8910 n8911
01 1
.names asqrt[27] n8889 n8912
10 1
.names n8884 n8912 n8913
01 1
.names n8880 n8913 n8914
01 1
.names n8878 n8914 n8915
01 1
.names n8905 n8915 n8916
00 1
.names a[54] n8916 n8917
10 1
.names a[54] n8915 n8918
00 1
.names n8905 n8918 n8919
01 1
.names n8917 n8919 n8920
00 1
.names n8911 n8920 n8921
00 1
.names n8909 n8921 n8922
00 1
.names asqrt[29] n8922 n8923
10 1
.names n8445 n8450 n8924
00 1
.names n8454 n8924 n8925
01 1
.names asqrt[26] n8925 n8926
11 1
.names asqrt[26] n8924 n8927
11 1
.names n8454 n8927 n8928
10 1
.names n8926 n8928 n8929
00 1
.names asqrt[29] n8909 n8930
00 1
.names n8921 n8930 n8931
01 1
.names n8929 n8931 n8932
00 1
.names n8923 n8932 n8933
00 1
.names asqrt[30] n8933 n8934
10 1
.names n8459 n8468 n8935
01 1
.names n8457 n8935 n8936
01 1
.names asqrt[26] n8936 n8937
11 1
.names n8457 n8459 n8938
00 1
.names asqrt[26] n8938 n8939
11 1
.names n8468 n8939 n8940
00 1
.names n8937 n8940 n8941
00 1
.names asqrt[30] n8923 n8942
00 1
.names n8932 n8942 n8943
01 1
.names n8941 n8943 n8944
00 1
.names n8934 n8944 n8945
00 1
.names asqrt[31] n8945 n8946
10 1
.names n8471 n8477 n8947
01 1
.names n8479 n8947 n8948
01 1
.names asqrt[26] n8948 n8949
11 1
.names n8471 n8479 n8950
00 1
.names asqrt[26] n8950 n8951
11 1
.names n8477 n8951 n8952
00 1
.names n8949 n8952 n8953
00 1
.names asqrt[31] n8934 n8954
00 1
.names n8944 n8954 n8955
01 1
.names n8953 n8955 n8956
00 1
.names n8946 n8956 n8957
00 1
.names asqrt[32] n8957 n8958
10 1
.names n8489 n8491 n8959
10 1
.names n8482 n8959 n8960
01 1
.names asqrt[26] n8960 n8961
11 1
.names n8482 n8491 n8962
00 1
.names asqrt[26] n8962 n8963
11 1
.names n8489 n8963 n8964
00 1
.names n8961 n8964 n8965
00 1
.names asqrt[32] n8946 n8966
00 1
.names n8956 n8966 n8967
01 1
.names n8965 n8967 n8968
00 1
.names n8958 n8968 n8969
00 1
.names asqrt[33] n8969 n8970
10 1
.names n8494 n8501 n8971
01 1
.names n8503 n8971 n8972
01 1
.names asqrt[26] n8972 n8973
11 1
.names n8494 n8503 n8974
00 1
.names asqrt[26] n8974 n8975
11 1
.names n8501 n8975 n8976
00 1
.names n8973 n8976 n8977
00 1
.names asqrt[33] n8958 n8978
00 1
.names n8968 n8978 n8979
01 1
.names n8977 n8979 n8980
00 1
.names n8970 n8980 n8981
00 1
.names asqrt[34] n8981 n8982
10 1
.names n8513 n8515 n8983
10 1
.names n8506 n8983 n8984
01 1
.names asqrt[26] n8984 n8985
11 1
.names n8506 n8515 n8986
00 1
.names asqrt[26] n8986 n8987
11 1
.names n8513 n8987 n8988
00 1
.names n8985 n8988 n8989
00 1
.names asqrt[34] n8970 n8990
00 1
.names n8980 n8990 n8991
01 1
.names n8989 n8991 n8992
00 1
.names n8982 n8992 n8993
00 1
.names asqrt[35] n8993 n8994
10 1
.names n8518 n8525 n8995
01 1
.names n8527 n8995 n8996
01 1
.names asqrt[26] n8996 n8997
11 1
.names n8518 n8527 n8998
00 1
.names asqrt[26] n8998 n8999
11 1
.names n8525 n8999 n9000
00 1
.names n8997 n9000 n9001
00 1
.names asqrt[35] n8982 n9002
00 1
.names n8992 n9002 n9003
01 1
.names n9001 n9003 n9004
00 1
.names n8994 n9004 n9005
00 1
.names asqrt[36] n9005 n9006
10 1
.names n8537 n8539 n9007
10 1
.names n8530 n9007 n9008
01 1
.names asqrt[26] n9008 n9009
11 1
.names n8530 n8539 n9010
00 1
.names asqrt[26] n9010 n9011
11 1
.names n8537 n9011 n9012
00 1
.names n9009 n9012 n9013
00 1
.names asqrt[36] n8994 n9014
00 1
.names n9004 n9014 n9015
01 1
.names n9013 n9015 n9016
00 1
.names n9006 n9016 n9017
00 1
.names asqrt[37] n9017 n9018
10 1
.names n8542 n8549 n9019
01 1
.names n8551 n9019 n9020
01 1
.names asqrt[26] n9020 n9021
11 1
.names n8542 n8551 n9022
00 1
.names asqrt[26] n9022 n9023
11 1
.names n8549 n9023 n9024
00 1
.names n9021 n9024 n9025
00 1
.names asqrt[37] n9006 n9026
00 1
.names n9016 n9026 n9027
01 1
.names n9025 n9027 n9028
00 1
.names n9018 n9028 n9029
00 1
.names asqrt[38] n9029 n9030
10 1
.names n8561 n8563 n9031
10 1
.names n8554 n9031 n9032
01 1
.names asqrt[26] n9032 n9033
11 1
.names n8554 n8563 n9034
00 1
.names asqrt[26] n9034 n9035
11 1
.names n8561 n9035 n9036
00 1
.names n9033 n9036 n9037
00 1
.names asqrt[38] n9018 n9038
00 1
.names n9028 n9038 n9039
01 1
.names n9037 n9039 n9040
00 1
.names n9030 n9040 n9041
00 1
.names asqrt[39] n9041 n9042
10 1
.names asqrt[39] n9030 n9043
00 1
.names n9040 n9043 n9044
01 1
.names n8566 n8575 n9045
01 1
.names n8568 n9045 n9046
01 1
.names asqrt[26] n9046 n9047
11 1
.names n8566 n8568 n9048
00 1
.names asqrt[26] n9048 n9049
11 1
.names n8575 n9049 n9050
00 1
.names n9047 n9050 n9051
00 1
.names n9044 n9051 n9052
00 1
.names n9042 n9052 n9053
00 1
.names asqrt[40] n9053 n9054
10 1
.names n8585 n8587 n9055
10 1
.names n8578 n9055 n9056
01 1
.names asqrt[26] n9056 n9057
11 1
.names n8578 n8587 n9058
00 1
.names asqrt[26] n9058 n9059
11 1
.names n8585 n9059 n9060
00 1
.names n9057 n9060 n9061
00 1
.names asqrt[40] n9042 n9062
00 1
.names n9052 n9062 n9063
01 1
.names n9061 n9063 n9064
00 1
.names n9054 n9064 n9065
00 1
.names asqrt[41] n9065 n9066
10 1
.names n8590 n8597 n9067
01 1
.names n8599 n9067 n9068
01 1
.names asqrt[26] n9068 n9069
11 1
.names n8590 n8599 n9070
00 1
.names asqrt[26] n9070 n9071
11 1
.names n8597 n9071 n9072
00 1
.names n9069 n9072 n9073
00 1
.names asqrt[41] n9054 n9074
00 1
.names n9064 n9074 n9075
01 1
.names n9073 n9075 n9076
00 1
.names n9066 n9076 n9077
00 1
.names asqrt[42] n9077 n9078
10 1
.names n8609 n8611 n9079
10 1
.names n8602 n9079 n9080
01 1
.names asqrt[26] n9080 n9081
11 1
.names n8602 n8611 n9082
00 1
.names asqrt[26] n9082 n9083
11 1
.names n8609 n9083 n9084
00 1
.names n9081 n9084 n9085
00 1
.names asqrt[42] n9066 n9086
00 1
.names n9076 n9086 n9087
01 1
.names n9085 n9087 n9088
00 1
.names n9078 n9088 n9089
00 1
.names asqrt[43] n9089 n9090
10 1
.names n8614 n8621 n9091
01 1
.names n8623 n9091 n9092
01 1
.names asqrt[26] n9092 n9093
11 1
.names n8614 n8623 n9094
00 1
.names asqrt[26] n9094 n9095
11 1
.names n8621 n9095 n9096
00 1
.names n9093 n9096 n9097
00 1
.names asqrt[43] n9078 n9098
00 1
.names n9088 n9098 n9099
01 1
.names n9097 n9099 n9100
00 1
.names n9090 n9100 n9101
00 1
.names asqrt[44] n9101 n9102
10 1
.names n8633 n8635 n9103
10 1
.names n8626 n9103 n9104
01 1
.names asqrt[26] n9104 n9105
11 1
.names n8626 n8635 n9106
00 1
.names asqrt[26] n9106 n9107
11 1
.names n8633 n9107 n9108
00 1
.names n9105 n9108 n9109
00 1
.names asqrt[44] n9090 n9110
00 1
.names n9100 n9110 n9111
01 1
.names n9109 n9111 n9112
00 1
.names n9102 n9112 n9113
00 1
.names asqrt[45] n9113 n9114
10 1
.names n8638 n8645 n9115
01 1
.names n8647 n9115 n9116
01 1
.names asqrt[26] n9116 n9117
11 1
.names n8638 n8647 n9118
00 1
.names asqrt[26] n9118 n9119
11 1
.names n8645 n9119 n9120
00 1
.names n9117 n9120 n9121
00 1
.names asqrt[45] n9102 n9122
00 1
.names n9112 n9122 n9123
01 1
.names n9121 n9123 n9124
00 1
.names n9114 n9124 n9125
00 1
.names asqrt[46] n9125 n9126
10 1
.names n8657 n8659 n9127
10 1
.names n8650 n9127 n9128
01 1
.names asqrt[26] n9128 n9129
11 1
.names n8650 n8659 n9130
00 1
.names asqrt[26] n9130 n9131
11 1
.names n8657 n9131 n9132
00 1
.names n9129 n9132 n9133
00 1
.names asqrt[46] n9114 n9134
00 1
.names n9124 n9134 n9135
01 1
.names n9133 n9135 n9136
00 1
.names n9126 n9136 n9137
00 1
.names asqrt[47] n9137 n9138
10 1
.names n8662 n8669 n9139
01 1
.names n8671 n9139 n9140
01 1
.names asqrt[26] n9140 n9141
11 1
.names n8662 n8671 n9142
00 1
.names asqrt[26] n9142 n9143
11 1
.names n8669 n9143 n9144
00 1
.names n9141 n9144 n9145
00 1
.names asqrt[47] n9126 n9146
00 1
.names n9136 n9146 n9147
01 1
.names n9145 n9147 n9148
00 1
.names n9138 n9148 n9149
00 1
.names asqrt[48] n9149 n9150
10 1
.names n8681 n8683 n9151
10 1
.names n8674 n9151 n9152
01 1
.names asqrt[26] n9152 n9153
11 1
.names n8674 n8683 n9154
00 1
.names asqrt[26] n9154 n9155
11 1
.names n8681 n9155 n9156
00 1
.names n9153 n9156 n9157
00 1
.names asqrt[48] n9138 n9158
00 1
.names n9148 n9158 n9159
01 1
.names n9157 n9159 n9160
00 1
.names n9150 n9160 n9161
00 1
.names asqrt[49] n9161 n9162
10 1
.names n8686 n8693 n9163
01 1
.names n8695 n9163 n9164
01 1
.names asqrt[26] n9164 n9165
11 1
.names n8686 n8695 n9166
00 1
.names asqrt[26] n9166 n9167
11 1
.names n8693 n9167 n9168
00 1
.names n9165 n9168 n9169
00 1
.names asqrt[49] n9150 n9170
00 1
.names n9160 n9170 n9171
01 1
.names n9169 n9171 n9172
00 1
.names n9162 n9172 n9173
00 1
.names asqrt[50] n9173 n9174
10 1
.names n8705 n8707 n9175
10 1
.names n8698 n9175 n9176
01 1
.names asqrt[26] n9176 n9177
11 1
.names n8698 n8707 n9178
00 1
.names asqrt[26] n9178 n9179
11 1
.names n8705 n9179 n9180
00 1
.names n9177 n9180 n9181
00 1
.names asqrt[50] n9162 n9182
00 1
.names n9172 n9182 n9183
01 1
.names n9181 n9183 n9184
00 1
.names n9174 n9184 n9185
00 1
.names asqrt[51] n9185 n9186
10 1
.names n8710 n8717 n9187
01 1
.names n8719 n9187 n9188
01 1
.names asqrt[26] n9188 n9189
11 1
.names n8710 n8719 n9190
00 1
.names asqrt[26] n9190 n9191
11 1
.names n8717 n9191 n9192
00 1
.names n9189 n9192 n9193
00 1
.names asqrt[51] n9174 n9194
00 1
.names n9184 n9194 n9195
01 1
.names n9193 n9195 n9196
00 1
.names n9186 n9196 n9197
00 1
.names asqrt[52] n9197 n9198
10 1
.names n8729 n8731 n9199
10 1
.names n8722 n9199 n9200
01 1
.names asqrt[26] n9200 n9201
11 1
.names n8722 n8731 n9202
00 1
.names asqrt[26] n9202 n9203
11 1
.names n8729 n9203 n9204
00 1
.names n9201 n9204 n9205
00 1
.names asqrt[52] n9186 n9206
00 1
.names n9196 n9206 n9207
01 1
.names n9205 n9207 n9208
00 1
.names n9198 n9208 n9209
00 1
.names asqrt[53] n9209 n9210
10 1
.names n8734 n8741 n9211
01 1
.names n8743 n9211 n9212
01 1
.names asqrt[26] n9212 n9213
11 1
.names n8734 n8743 n9214
00 1
.names asqrt[26] n9214 n9215
11 1
.names n8741 n9215 n9216
00 1
.names n9213 n9216 n9217
00 1
.names asqrt[53] n9198 n9218
00 1
.names n9208 n9218 n9219
01 1
.names n9217 n9219 n9220
00 1
.names n9210 n9220 n9221
00 1
.names asqrt[54] n9221 n9222
10 1
.names n8753 n8755 n9223
10 1
.names n8746 n9223 n9224
01 1
.names asqrt[26] n9224 n9225
11 1
.names n8746 n8755 n9226
00 1
.names asqrt[26] n9226 n9227
11 1
.names n8753 n9227 n9228
00 1
.names n9225 n9228 n9229
00 1
.names asqrt[54] n9210 n9230
00 1
.names n9220 n9230 n9231
01 1
.names n9229 n9231 n9232
00 1
.names n9222 n9232 n9233
00 1
.names asqrt[55] n9233 n9234
10 1
.names n8758 n8765 n9235
01 1
.names n8767 n9235 n9236
01 1
.names asqrt[26] n9236 n9237
11 1
.names n8758 n8767 n9238
00 1
.names asqrt[26] n9238 n9239
11 1
.names n8765 n9239 n9240
00 1
.names n9237 n9240 n9241
00 1
.names asqrt[55] n9222 n9242
00 1
.names n9232 n9242 n9243
01 1
.names n9241 n9243 n9244
00 1
.names n9234 n9244 n9245
00 1
.names asqrt[56] n9245 n9246
10 1
.names n8777 n8779 n9247
10 1
.names n8770 n9247 n9248
01 1
.names asqrt[26] n9248 n9249
11 1
.names n8770 n8779 n9250
00 1
.names asqrt[26] n9250 n9251
11 1
.names n8777 n9251 n9252
00 1
.names n9249 n9252 n9253
00 1
.names asqrt[56] n9234 n9254
00 1
.names n9244 n9254 n9255
01 1
.names n9253 n9255 n9256
00 1
.names n9246 n9256 n9257
00 1
.names asqrt[57] n9257 n9258
10 1
.names n8782 n8789 n9259
01 1
.names n8791 n9259 n9260
01 1
.names asqrt[26] n9260 n9261
11 1
.names n8782 n8791 n9262
00 1
.names asqrt[26] n9262 n9263
11 1
.names n8789 n9263 n9264
00 1
.names n9261 n9264 n9265
00 1
.names asqrt[57] n9246 n9266
00 1
.names n9256 n9266 n9267
01 1
.names n9265 n9267 n9268
00 1
.names n9258 n9268 n9269
00 1
.names asqrt[58] n9269 n9270
10 1
.names n8801 n8803 n9271
10 1
.names n8794 n9271 n9272
01 1
.names asqrt[26] n9272 n9273
11 1
.names n8794 n8803 n9274
00 1
.names asqrt[26] n9274 n9275
11 1
.names n8801 n9275 n9276
00 1
.names n9273 n9276 n9277
00 1
.names asqrt[58] n9258 n9278
00 1
.names n9268 n9278 n9279
01 1
.names n9277 n9279 n9280
00 1
.names n9270 n9280 n9281
00 1
.names asqrt[59] n9281 n9282
10 1
.names n8806 n8813 n9283
01 1
.names n8815 n9283 n9284
01 1
.names asqrt[26] n9284 n9285
11 1
.names n8806 n8815 n9286
00 1
.names asqrt[26] n9286 n9287
11 1
.names n8813 n9287 n9288
00 1
.names n9285 n9288 n9289
00 1
.names asqrt[59] n9270 n9290
00 1
.names n9280 n9290 n9291
01 1
.names n9289 n9291 n9292
00 1
.names n9282 n9292 n9293
00 1
.names asqrt[60] n9293 n9294
10 1
.names n8825 n8827 n9295
10 1
.names n8818 n9295 n9296
01 1
.names asqrt[26] n9296 n9297
11 1
.names n8818 n8827 n9298
00 1
.names asqrt[26] n9298 n9299
11 1
.names n8825 n9299 n9300
00 1
.names n9297 n9300 n9301
00 1
.names asqrt[60] n9282 n9302
00 1
.names n9292 n9302 n9303
01 1
.names n9301 n9303 n9304
00 1
.names n9294 n9304 n9305
00 1
.names asqrt[61] n9305 n9306
10 1
.names n8830 n8837 n9307
01 1
.names n8839 n9307 n9308
01 1
.names asqrt[26] n9308 n9309
11 1
.names n8830 n8839 n9310
00 1
.names asqrt[26] n9310 n9311
11 1
.names n8837 n9311 n9312
00 1
.names n9309 n9312 n9313
00 1
.names asqrt[61] n9294 n9314
00 1
.names n9304 n9314 n9315
01 1
.names n9313 n9315 n9316
00 1
.names n9306 n9316 n9317
00 1
.names asqrt[62] n9317 n9318
10 1
.names n8849 n8851 n9319
10 1
.names n8842 n9319 n9320
01 1
.names asqrt[26] n9320 n9321
11 1
.names n8842 n8851 n9322
00 1
.names asqrt[26] n9322 n9323
11 1
.names n8849 n9323 n9324
00 1
.names n9321 n9324 n9325
00 1
.names asqrt[62] n9306 n9326
00 1
.names n9316 n9326 n9327
01 1
.names n9325 n9327 n9328
00 1
.names n9318 n9328 n9329
00 1
.names n8854 n8861 n9330
01 1
.names n8863 n9330 n9331
01 1
.names asqrt[26] n9331 n9332
11 1
.names n8854 n8863 n9333
00 1
.names asqrt[26] n9333 n9334
11 1
.names n8861 n9334 n9335
00 1
.names n9332 n9335 n9336
00 1
.names n8865 n8872 n9337
00 1
.names asqrt[26] n9337 n9338
11 1
.names n8880 n9338 n9339
00 1
.names n9336 n9339 n9340
01 1
.names n9329 n9340 n9341
01 1
.names asqrt[63] n9341 n9342
00 1
.names n9318 n9336 n9343
01 1
.names n9328 n9343 n9344
01 1
.names n8872 asqrt[26] n9345
01 1
.names n8865 n9345 n9346
10 1
.names asqrt[63] n9337 n9347
10 1
.names n9346 n9347 n9348
01 1
.names n8868 n8889 n9349
00 1
.names n8871 n9349 n9350
01 1
.names n8884 n9350 n9351
01 1
.names n8880 n9351 n9352
01 1
.names n8878 n9352 n9353
01 1
.names n9348 n9353 n9354
00 1
.names n9344 n9354 n9355
01 1
.names n9342 n9355 asqrt[25]
01 0
.names a[50] asqrt[25] n9357
11 1
.names a[48] a[49] n9358
00 1
.names a[50] n9358 n9359
01 1
.names n9357 n9359 n9360
00 1
.names asqrt[26] n9360 n9361
10 1
.names n8889 n9359 n9362
00 1
.names n8884 n9362 n9363
01 1
.names n8880 n9363 n9364
01 1
.names n8878 n9364 n9365
01 1
.names n9357 n9365 n9366
01 1
.names a[50] asqrt[25] n9367
01 1
.names a[51] n9367 n9368
10 1
.names n8894 asqrt[25] n9369
11 1
.names n9368 n9369 n9370
00 1
.names n9366 n9370 n9371
01 1
.names n9361 n9371 n9372
00 1
.names asqrt[27] n9372 n9373
10 1
.names asqrt[27] n9361 n9374
00 1
.names n9371 n9374 n9375
01 1
.names asqrt[26] n9353 n9376
10 1
.names n9348 n9376 n9377
01 1
.names n9344 n9377 n9378
01 1
.names n9342 n9378 n9379
01 1
.names n9369 n9379 n9380
00 1
.names a[52] n9380 n9381
10 1
.names a[52] n9379 n9382
00 1
.names n9369 n9382 n9383
01 1
.names n9381 n9383 n9384
00 1
.names n9375 n9384 n9385
00 1
.names n9373 n9385 n9386
00 1
.names asqrt[28] n9386 n9387
10 1
.names n8897 n8902 n9388
00 1
.names n8906 n9388 n9389
01 1
.names asqrt[25] n9389 n9390
11 1
.names asqrt[25] n9388 n9391
11 1
.names n8906 n9391 n9392
10 1
.names n9390 n9392 n9393
00 1
.names asqrt[28] n9373 n9394
00 1
.names n9385 n9394 n9395
01 1
.names n9393 n9395 n9396
00 1
.names n9387 n9396 n9397
00 1
.names asqrt[29] n9397 n9398
10 1
.names n8911 n8920 n9399
01 1
.names n8909 n9399 n9400
01 1
.names asqrt[25] n9400 n9401
11 1
.names n8909 n8911 n9402
00 1
.names asqrt[25] n9402 n9403
11 1
.names n8920 n9403 n9404
00 1
.names n9401 n9404 n9405
00 1
.names asqrt[29] n9387 n9406
00 1
.names n9396 n9406 n9407
01 1
.names n9405 n9407 n9408
00 1
.names n9398 n9408 n9409
00 1
.names asqrt[30] n9409 n9410
10 1
.names n8923 n8929 n9411
01 1
.names n8931 n9411 n9412
01 1
.names asqrt[25] n9412 n9413
11 1
.names n8923 n8931 n9414
00 1
.names asqrt[25] n9414 n9415
11 1
.names n8929 n9415 n9416
00 1
.names n9413 n9416 n9417
00 1
.names asqrt[30] n9398 n9418
00 1
.names n9408 n9418 n9419
01 1
.names n9417 n9419 n9420
00 1
.names n9410 n9420 n9421
00 1
.names asqrt[31] n9421 n9422
10 1
.names n8941 n8943 n9423
10 1
.names n8934 n9423 n9424
01 1
.names asqrt[25] n9424 n9425
11 1
.names n8934 n8943 n9426
00 1
.names asqrt[25] n9426 n9427
11 1
.names n8941 n9427 n9428
00 1
.names n9425 n9428 n9429
00 1
.names asqrt[31] n9410 n9430
00 1
.names n9420 n9430 n9431
01 1
.names n9429 n9431 n9432
00 1
.names n9422 n9432 n9433
00 1
.names asqrt[32] n9433 n9434
10 1
.names n8946 n8953 n9435
01 1
.names n8955 n9435 n9436
01 1
.names asqrt[25] n9436 n9437
11 1
.names n8946 n8955 n9438
00 1
.names asqrt[25] n9438 n9439
11 1
.names n8953 n9439 n9440
00 1
.names n9437 n9440 n9441
00 1
.names asqrt[32] n9422 n9442
00 1
.names n9432 n9442 n9443
01 1
.names n9441 n9443 n9444
00 1
.names n9434 n9444 n9445
00 1
.names asqrt[33] n9445 n9446
10 1
.names n8965 n8967 n9447
10 1
.names n8958 n9447 n9448
01 1
.names asqrt[25] n9448 n9449
11 1
.names n8958 n8967 n9450
00 1
.names asqrt[25] n9450 n9451
11 1
.names n8965 n9451 n9452
00 1
.names n9449 n9452 n9453
00 1
.names asqrt[33] n9434 n9454
00 1
.names n9444 n9454 n9455
01 1
.names n9453 n9455 n9456
00 1
.names n9446 n9456 n9457
00 1
.names asqrt[34] n9457 n9458
10 1
.names n8970 n8977 n9459
01 1
.names n8979 n9459 n9460
01 1
.names asqrt[25] n9460 n9461
11 1
.names n8970 n8979 n9462
00 1
.names asqrt[25] n9462 n9463
11 1
.names n8977 n9463 n9464
00 1
.names n9461 n9464 n9465
00 1
.names asqrt[34] n9446 n9466
00 1
.names n9456 n9466 n9467
01 1
.names n9465 n9467 n9468
00 1
.names n9458 n9468 n9469
00 1
.names asqrt[35] n9469 n9470
10 1
.names n8989 n8991 n9471
10 1
.names n8982 n9471 n9472
01 1
.names asqrt[25] n9472 n9473
11 1
.names n8982 n8991 n9474
00 1
.names asqrt[25] n9474 n9475
11 1
.names n8989 n9475 n9476
00 1
.names n9473 n9476 n9477
00 1
.names asqrt[35] n9458 n9478
00 1
.names n9468 n9478 n9479
01 1
.names n9477 n9479 n9480
00 1
.names n9470 n9480 n9481
00 1
.names asqrt[36] n9481 n9482
10 1
.names n8994 n9001 n9483
01 1
.names n9003 n9483 n9484
01 1
.names asqrt[25] n9484 n9485
11 1
.names n8994 n9003 n9486
00 1
.names asqrt[25] n9486 n9487
11 1
.names n9001 n9487 n9488
00 1
.names n9485 n9488 n9489
00 1
.names asqrt[36] n9470 n9490
00 1
.names n9480 n9490 n9491
01 1
.names n9489 n9491 n9492
00 1
.names n9482 n9492 n9493
00 1
.names asqrt[37] n9493 n9494
10 1
.names n9013 n9015 n9495
10 1
.names n9006 n9495 n9496
01 1
.names asqrt[25] n9496 n9497
11 1
.names n9006 n9015 n9498
00 1
.names asqrt[25] n9498 n9499
11 1
.names n9013 n9499 n9500
00 1
.names n9497 n9500 n9501
00 1
.names asqrt[37] n9482 n9502
00 1
.names n9492 n9502 n9503
01 1
.names n9501 n9503 n9504
00 1
.names n9494 n9504 n9505
00 1
.names asqrt[38] n9505 n9506
10 1
.names n9018 n9025 n9507
01 1
.names n9027 n9507 n9508
01 1
.names asqrt[25] n9508 n9509
11 1
.names n9018 n9027 n9510
00 1
.names asqrt[25] n9510 n9511
11 1
.names n9025 n9511 n9512
00 1
.names n9509 n9512 n9513
00 1
.names asqrt[38] n9494 n9514
00 1
.names n9504 n9514 n9515
01 1
.names n9513 n9515 n9516
00 1
.names n9506 n9516 n9517
00 1
.names asqrt[39] n9517 n9518
10 1
.names n9037 n9039 n9519
10 1
.names n9030 n9519 n9520
01 1
.names asqrt[25] n9520 n9521
11 1
.names n9030 n9039 n9522
00 1
.names asqrt[25] n9522 n9523
11 1
.names n9037 n9523 n9524
00 1
.names n9521 n9524 n9525
00 1
.names asqrt[39] n9506 n9526
00 1
.names n9516 n9526 n9527
01 1
.names n9525 n9527 n9528
00 1
.names n9518 n9528 n9529
00 1
.names asqrt[40] n9529 n9530
10 1
.names asqrt[40] n9518 n9531
00 1
.names n9528 n9531 n9532
01 1
.names n9042 n9051 n9533
01 1
.names n9044 n9533 n9534
01 1
.names asqrt[25] n9534 n9535
11 1
.names n9042 n9044 n9536
00 1
.names asqrt[25] n9536 n9537
11 1
.names n9051 n9537 n9538
00 1
.names n9535 n9538 n9539
00 1
.names n9532 n9539 n9540
00 1
.names n9530 n9540 n9541
00 1
.names asqrt[41] n9541 n9542
10 1
.names n9061 n9063 n9543
10 1
.names n9054 n9543 n9544
01 1
.names asqrt[25] n9544 n9545
11 1
.names n9054 n9063 n9546
00 1
.names asqrt[25] n9546 n9547
11 1
.names n9061 n9547 n9548
00 1
.names n9545 n9548 n9549
00 1
.names asqrt[41] n9530 n9550
00 1
.names n9540 n9550 n9551
01 1
.names n9549 n9551 n9552
00 1
.names n9542 n9552 n9553
00 1
.names asqrt[42] n9553 n9554
10 1
.names n9066 n9073 n9555
01 1
.names n9075 n9555 n9556
01 1
.names asqrt[25] n9556 n9557
11 1
.names n9066 n9075 n9558
00 1
.names asqrt[25] n9558 n9559
11 1
.names n9073 n9559 n9560
00 1
.names n9557 n9560 n9561
00 1
.names asqrt[42] n9542 n9562
00 1
.names n9552 n9562 n9563
01 1
.names n9561 n9563 n9564
00 1
.names n9554 n9564 n9565
00 1
.names asqrt[43] n9565 n9566
10 1
.names n9085 n9087 n9567
10 1
.names n9078 n9567 n9568
01 1
.names asqrt[25] n9568 n9569
11 1
.names n9078 n9087 n9570
00 1
.names asqrt[25] n9570 n9571
11 1
.names n9085 n9571 n9572
00 1
.names n9569 n9572 n9573
00 1
.names asqrt[43] n9554 n9574
00 1
.names n9564 n9574 n9575
01 1
.names n9573 n9575 n9576
00 1
.names n9566 n9576 n9577
00 1
.names asqrt[44] n9577 n9578
10 1
.names n9090 n9097 n9579
01 1
.names n9099 n9579 n9580
01 1
.names asqrt[25] n9580 n9581
11 1
.names n9090 n9099 n9582
00 1
.names asqrt[25] n9582 n9583
11 1
.names n9097 n9583 n9584
00 1
.names n9581 n9584 n9585
00 1
.names asqrt[44] n9566 n9586
00 1
.names n9576 n9586 n9587
01 1
.names n9585 n9587 n9588
00 1
.names n9578 n9588 n9589
00 1
.names asqrt[45] n9589 n9590
10 1
.names n9109 n9111 n9591
10 1
.names n9102 n9591 n9592
01 1
.names asqrt[25] n9592 n9593
11 1
.names n9102 n9111 n9594
00 1
.names asqrt[25] n9594 n9595
11 1
.names n9109 n9595 n9596
00 1
.names n9593 n9596 n9597
00 1
.names asqrt[45] n9578 n9598
00 1
.names n9588 n9598 n9599
01 1
.names n9597 n9599 n9600
00 1
.names n9590 n9600 n9601
00 1
.names asqrt[46] n9601 n9602
10 1
.names n9114 n9121 n9603
01 1
.names n9123 n9603 n9604
01 1
.names asqrt[25] n9604 n9605
11 1
.names n9114 n9123 n9606
00 1
.names asqrt[25] n9606 n9607
11 1
.names n9121 n9607 n9608
00 1
.names n9605 n9608 n9609
00 1
.names asqrt[46] n9590 n9610
00 1
.names n9600 n9610 n9611
01 1
.names n9609 n9611 n9612
00 1
.names n9602 n9612 n9613
00 1
.names asqrt[47] n9613 n9614
10 1
.names n9133 n9135 n9615
10 1
.names n9126 n9615 n9616
01 1
.names asqrt[25] n9616 n9617
11 1
.names n9126 n9135 n9618
00 1
.names asqrt[25] n9618 n9619
11 1
.names n9133 n9619 n9620
00 1
.names n9617 n9620 n9621
00 1
.names asqrt[47] n9602 n9622
00 1
.names n9612 n9622 n9623
01 1
.names n9621 n9623 n9624
00 1
.names n9614 n9624 n9625
00 1
.names asqrt[48] n9625 n9626
10 1
.names n9138 n9145 n9627
01 1
.names n9147 n9627 n9628
01 1
.names asqrt[25] n9628 n9629
11 1
.names n9138 n9147 n9630
00 1
.names asqrt[25] n9630 n9631
11 1
.names n9145 n9631 n9632
00 1
.names n9629 n9632 n9633
00 1
.names asqrt[48] n9614 n9634
00 1
.names n9624 n9634 n9635
01 1
.names n9633 n9635 n9636
00 1
.names n9626 n9636 n9637
00 1
.names asqrt[49] n9637 n9638
10 1
.names n9157 n9159 n9639
10 1
.names n9150 n9639 n9640
01 1
.names asqrt[25] n9640 n9641
11 1
.names n9150 n9159 n9642
00 1
.names asqrt[25] n9642 n9643
11 1
.names n9157 n9643 n9644
00 1
.names n9641 n9644 n9645
00 1
.names asqrt[49] n9626 n9646
00 1
.names n9636 n9646 n9647
01 1
.names n9645 n9647 n9648
00 1
.names n9638 n9648 n9649
00 1
.names asqrt[50] n9649 n9650
10 1
.names n9162 n9169 n9651
01 1
.names n9171 n9651 n9652
01 1
.names asqrt[25] n9652 n9653
11 1
.names n9162 n9171 n9654
00 1
.names asqrt[25] n9654 n9655
11 1
.names n9169 n9655 n9656
00 1
.names n9653 n9656 n9657
00 1
.names asqrt[50] n9638 n9658
00 1
.names n9648 n9658 n9659
01 1
.names n9657 n9659 n9660
00 1
.names n9650 n9660 n9661
00 1
.names asqrt[51] n9661 n9662
10 1
.names n9181 n9183 n9663
10 1
.names n9174 n9663 n9664
01 1
.names asqrt[25] n9664 n9665
11 1
.names n9174 n9183 n9666
00 1
.names asqrt[25] n9666 n9667
11 1
.names n9181 n9667 n9668
00 1
.names n9665 n9668 n9669
00 1
.names asqrt[51] n9650 n9670
00 1
.names n9660 n9670 n9671
01 1
.names n9669 n9671 n9672
00 1
.names n9662 n9672 n9673
00 1
.names asqrt[52] n9673 n9674
10 1
.names n9186 n9193 n9675
01 1
.names n9195 n9675 n9676
01 1
.names asqrt[25] n9676 n9677
11 1
.names n9186 n9195 n9678
00 1
.names asqrt[25] n9678 n9679
11 1
.names n9193 n9679 n9680
00 1
.names n9677 n9680 n9681
00 1
.names asqrt[52] n9662 n9682
00 1
.names n9672 n9682 n9683
01 1
.names n9681 n9683 n9684
00 1
.names n9674 n9684 n9685
00 1
.names asqrt[53] n9685 n9686
10 1
.names n9205 n9207 n9687
10 1
.names n9198 n9687 n9688
01 1
.names asqrt[25] n9688 n9689
11 1
.names n9198 n9207 n9690
00 1
.names asqrt[25] n9690 n9691
11 1
.names n9205 n9691 n9692
00 1
.names n9689 n9692 n9693
00 1
.names asqrt[53] n9674 n9694
00 1
.names n9684 n9694 n9695
01 1
.names n9693 n9695 n9696
00 1
.names n9686 n9696 n9697
00 1
.names asqrt[54] n9697 n9698
10 1
.names n9210 n9217 n9699
01 1
.names n9219 n9699 n9700
01 1
.names asqrt[25] n9700 n9701
11 1
.names n9210 n9219 n9702
00 1
.names asqrt[25] n9702 n9703
11 1
.names n9217 n9703 n9704
00 1
.names n9701 n9704 n9705
00 1
.names asqrt[54] n9686 n9706
00 1
.names n9696 n9706 n9707
01 1
.names n9705 n9707 n9708
00 1
.names n9698 n9708 n9709
00 1
.names asqrt[55] n9709 n9710
10 1
.names n9229 n9231 n9711
10 1
.names n9222 n9711 n9712
01 1
.names asqrt[25] n9712 n9713
11 1
.names n9222 n9231 n9714
00 1
.names asqrt[25] n9714 n9715
11 1
.names n9229 n9715 n9716
00 1
.names n9713 n9716 n9717
00 1
.names asqrt[55] n9698 n9718
00 1
.names n9708 n9718 n9719
01 1
.names n9717 n9719 n9720
00 1
.names n9710 n9720 n9721
00 1
.names asqrt[56] n9721 n9722
10 1
.names n9234 n9241 n9723
01 1
.names n9243 n9723 n9724
01 1
.names asqrt[25] n9724 n9725
11 1
.names n9234 n9243 n9726
00 1
.names asqrt[25] n9726 n9727
11 1
.names n9241 n9727 n9728
00 1
.names n9725 n9728 n9729
00 1
.names asqrt[56] n9710 n9730
00 1
.names n9720 n9730 n9731
01 1
.names n9729 n9731 n9732
00 1
.names n9722 n9732 n9733
00 1
.names asqrt[57] n9733 n9734
10 1
.names n9253 n9255 n9735
10 1
.names n9246 n9735 n9736
01 1
.names asqrt[25] n9736 n9737
11 1
.names n9246 n9255 n9738
00 1
.names asqrt[25] n9738 n9739
11 1
.names n9253 n9739 n9740
00 1
.names n9737 n9740 n9741
00 1
.names asqrt[57] n9722 n9742
00 1
.names n9732 n9742 n9743
01 1
.names n9741 n9743 n9744
00 1
.names n9734 n9744 n9745
00 1
.names asqrt[58] n9745 n9746
10 1
.names n9258 n9265 n9747
01 1
.names n9267 n9747 n9748
01 1
.names asqrt[25] n9748 n9749
11 1
.names n9258 n9267 n9750
00 1
.names asqrt[25] n9750 n9751
11 1
.names n9265 n9751 n9752
00 1
.names n9749 n9752 n9753
00 1
.names asqrt[58] n9734 n9754
00 1
.names n9744 n9754 n9755
01 1
.names n9753 n9755 n9756
00 1
.names n9746 n9756 n9757
00 1
.names asqrt[59] n9757 n9758
10 1
.names n9277 n9279 n9759
10 1
.names n9270 n9759 n9760
01 1
.names asqrt[25] n9760 n9761
11 1
.names n9270 n9279 n9762
00 1
.names asqrt[25] n9762 n9763
11 1
.names n9277 n9763 n9764
00 1
.names n9761 n9764 n9765
00 1
.names asqrt[59] n9746 n9766
00 1
.names n9756 n9766 n9767
01 1
.names n9765 n9767 n9768
00 1
.names n9758 n9768 n9769
00 1
.names asqrt[60] n9769 n9770
10 1
.names n9282 n9289 n9771
01 1
.names n9291 n9771 n9772
01 1
.names asqrt[25] n9772 n9773
11 1
.names n9282 n9291 n9774
00 1
.names asqrt[25] n9774 n9775
11 1
.names n9289 n9775 n9776
00 1
.names n9773 n9776 n9777
00 1
.names asqrt[60] n9758 n9778
00 1
.names n9768 n9778 n9779
01 1
.names n9777 n9779 n9780
00 1
.names n9770 n9780 n9781
00 1
.names asqrt[61] n9781 n9782
10 1
.names n9301 n9303 n9783
10 1
.names n9294 n9783 n9784
01 1
.names asqrt[25] n9784 n9785
11 1
.names n9294 n9303 n9786
00 1
.names asqrt[25] n9786 n9787
11 1
.names n9301 n9787 n9788
00 1
.names n9785 n9788 n9789
00 1
.names asqrt[61] n9770 n9790
00 1
.names n9780 n9790 n9791
01 1
.names n9789 n9791 n9792
00 1
.names n9782 n9792 n9793
00 1
.names asqrt[62] n9793 n9794
10 1
.names n9306 n9313 n9795
01 1
.names n9315 n9795 n9796
01 1
.names asqrt[25] n9796 n9797
11 1
.names n9306 n9315 n9798
00 1
.names asqrt[25] n9798 n9799
11 1
.names n9313 n9799 n9800
00 1
.names n9797 n9800 n9801
00 1
.names asqrt[62] n9782 n9802
00 1
.names n9792 n9802 n9803
01 1
.names n9801 n9803 n9804
00 1
.names n9794 n9804 n9805
00 1
.names n9325 n9327 n9806
10 1
.names n9318 n9806 n9807
01 1
.names asqrt[25] n9807 n9808
11 1
.names n9318 n9327 n9809
00 1
.names asqrt[25] n9809 n9810
11 1
.names n9325 n9810 n9811
00 1
.names n9808 n9811 n9812
00 1
.names n9329 n9336 n9813
00 1
.names asqrt[25] n9813 n9814
11 1
.names n9344 n9814 n9815
00 1
.names n9812 n9815 n9816
01 1
.names n9805 n9816 n9817
01 1
.names asqrt[63] n9817 n9818
00 1
.names n9794 n9812 n9819
01 1
.names n9804 n9819 n9820
01 1
.names n9336 asqrt[25] n9821
01 1
.names n9329 n9821 n9822
10 1
.names asqrt[63] n9813 n9823
10 1
.names n9822 n9823 n9824
01 1
.names n9332 n9353 n9825
00 1
.names n9335 n9825 n9826
01 1
.names n9348 n9826 n9827
01 1
.names n9344 n9827 n9828
01 1
.names n9342 n9828 n9829
01 1
.names n9824 n9829 n9830
00 1
.names n9820 n9830 n9831
01 1
.names n9818 n9831 asqrt[24]
01 0
.names a[48] asqrt[24] n9833
11 1
.names a[46] a[47] n9834
00 1
.names a[48] n9834 n9835
01 1
.names n9833 n9835 n9836
00 1
.names asqrt[25] n9836 n9837
10 1
.names n9353 n9835 n9838
00 1
.names n9348 n9838 n9839
01 1
.names n9344 n9839 n9840
01 1
.names n9342 n9840 n9841
01 1
.names n9833 n9841 n9842
01 1
.names a[48] asqrt[24] n9843
01 1
.names a[49] n9843 n9844
10 1
.names n9358 asqrt[24] n9845
11 1
.names n9844 n9845 n9846
00 1
.names n9842 n9846 n9847
01 1
.names n9837 n9847 n9848
00 1
.names asqrt[26] n9848 n9849
10 1
.names asqrt[26] n9837 n9850
00 1
.names n9847 n9850 n9851
01 1
.names asqrt[25] n9829 n9852
10 1
.names n9824 n9852 n9853
01 1
.names n9820 n9853 n9854
01 1
.names n9818 n9854 n9855
01 1
.names n9845 n9855 n9856
00 1
.names a[50] n9856 n9857
10 1
.names a[50] n9855 n9858
00 1
.names n9845 n9858 n9859
01 1
.names n9857 n9859 n9860
00 1
.names n9851 n9860 n9861
00 1
.names n9849 n9861 n9862
00 1
.names asqrt[27] n9862 n9863
10 1
.names n9361 n9366 n9864
00 1
.names n9370 n9864 n9865
01 1
.names asqrt[24] n9865 n9866
11 1
.names asqrt[24] n9864 n9867
11 1
.names n9370 n9867 n9868
10 1
.names n9866 n9868 n9869
00 1
.names asqrt[27] n9849 n9870
00 1
.names n9861 n9870 n9871
01 1
.names n9869 n9871 n9872
00 1
.names n9863 n9872 n9873
00 1
.names asqrt[28] n9873 n9874
10 1
.names n9375 n9384 n9875
01 1
.names n9373 n9875 n9876
01 1
.names asqrt[24] n9876 n9877
11 1
.names n9373 n9375 n9878
00 1
.names asqrt[24] n9878 n9879
11 1
.names n9384 n9879 n9880
00 1
.names n9877 n9880 n9881
00 1
.names asqrt[28] n9863 n9882
00 1
.names n9872 n9882 n9883
01 1
.names n9881 n9883 n9884
00 1
.names n9874 n9884 n9885
00 1
.names asqrt[29] n9885 n9886
10 1
.names n9387 n9393 n9887
01 1
.names n9395 n9887 n9888
01 1
.names asqrt[24] n9888 n9889
11 1
.names n9387 n9395 n9890
00 1
.names asqrt[24] n9890 n9891
11 1
.names n9393 n9891 n9892
00 1
.names n9889 n9892 n9893
00 1
.names asqrt[29] n9874 n9894
00 1
.names n9884 n9894 n9895
01 1
.names n9893 n9895 n9896
00 1
.names n9886 n9896 n9897
00 1
.names asqrt[30] n9897 n9898
10 1
.names n9405 n9407 n9899
10 1
.names n9398 n9899 n9900
01 1
.names asqrt[24] n9900 n9901
11 1
.names n9398 n9407 n9902
00 1
.names asqrt[24] n9902 n9903
11 1
.names n9405 n9903 n9904
00 1
.names n9901 n9904 n9905
00 1
.names asqrt[30] n9886 n9906
00 1
.names n9896 n9906 n9907
01 1
.names n9905 n9907 n9908
00 1
.names n9898 n9908 n9909
00 1
.names asqrt[31] n9909 n9910
10 1
.names n9410 n9417 n9911
01 1
.names n9419 n9911 n9912
01 1
.names asqrt[24] n9912 n9913
11 1
.names n9410 n9419 n9914
00 1
.names asqrt[24] n9914 n9915
11 1
.names n9417 n9915 n9916
00 1
.names n9913 n9916 n9917
00 1
.names asqrt[31] n9898 n9918
00 1
.names n9908 n9918 n9919
01 1
.names n9917 n9919 n9920
00 1
.names n9910 n9920 n9921
00 1
.names asqrt[32] n9921 n9922
10 1
.names n9429 n9431 n9923
10 1
.names n9422 n9923 n9924
01 1
.names asqrt[24] n9924 n9925
11 1
.names n9422 n9431 n9926
00 1
.names asqrt[24] n9926 n9927
11 1
.names n9429 n9927 n9928
00 1
.names n9925 n9928 n9929
00 1
.names asqrt[32] n9910 n9930
00 1
.names n9920 n9930 n9931
01 1
.names n9929 n9931 n9932
00 1
.names n9922 n9932 n9933
00 1
.names asqrt[33] n9933 n9934
10 1
.names n9434 n9441 n9935
01 1
.names n9443 n9935 n9936
01 1
.names asqrt[24] n9936 n9937
11 1
.names n9434 n9443 n9938
00 1
.names asqrt[24] n9938 n9939
11 1
.names n9441 n9939 n9940
00 1
.names n9937 n9940 n9941
00 1
.names asqrt[33] n9922 n9942
00 1
.names n9932 n9942 n9943
01 1
.names n9941 n9943 n9944
00 1
.names n9934 n9944 n9945
00 1
.names asqrt[34] n9945 n9946
10 1
.names n9453 n9455 n9947
10 1
.names n9446 n9947 n9948
01 1
.names asqrt[24] n9948 n9949
11 1
.names n9446 n9455 n9950
00 1
.names asqrt[24] n9950 n9951
11 1
.names n9453 n9951 n9952
00 1
.names n9949 n9952 n9953
00 1
.names asqrt[34] n9934 n9954
00 1
.names n9944 n9954 n9955
01 1
.names n9953 n9955 n9956
00 1
.names n9946 n9956 n9957
00 1
.names asqrt[35] n9957 n9958
10 1
.names n9458 n9465 n9959
01 1
.names n9467 n9959 n9960
01 1
.names asqrt[24] n9960 n9961
11 1
.names n9458 n9467 n9962
00 1
.names asqrt[24] n9962 n9963
11 1
.names n9465 n9963 n9964
00 1
.names n9961 n9964 n9965
00 1
.names asqrt[35] n9946 n9966
00 1
.names n9956 n9966 n9967
01 1
.names n9965 n9967 n9968
00 1
.names n9958 n9968 n9969
00 1
.names asqrt[36] n9969 n9970
10 1
.names n9477 n9479 n9971
10 1
.names n9470 n9971 n9972
01 1
.names asqrt[24] n9972 n9973
11 1
.names n9470 n9479 n9974
00 1
.names asqrt[24] n9974 n9975
11 1
.names n9477 n9975 n9976
00 1
.names n9973 n9976 n9977
00 1
.names asqrt[36] n9958 n9978
00 1
.names n9968 n9978 n9979
01 1
.names n9977 n9979 n9980
00 1
.names n9970 n9980 n9981
00 1
.names asqrt[37] n9981 n9982
10 1
.names n9482 n9489 n9983
01 1
.names n9491 n9983 n9984
01 1
.names asqrt[24] n9984 n9985
11 1
.names n9482 n9491 n9986
00 1
.names asqrt[24] n9986 n9987
11 1
.names n9489 n9987 n9988
00 1
.names n9985 n9988 n9989
00 1
.names asqrt[37] n9970 n9990
00 1
.names n9980 n9990 n9991
01 1
.names n9989 n9991 n9992
00 1
.names n9982 n9992 n9993
00 1
.names asqrt[38] n9993 n9994
10 1
.names n9501 n9503 n9995
10 1
.names n9494 n9995 n9996
01 1
.names asqrt[24] n9996 n9997
11 1
.names n9494 n9503 n9998
00 1
.names asqrt[24] n9998 n9999
11 1
.names n9501 n9999 n10000
00 1
.names n9997 n10000 n10001
00 1
.names asqrt[38] n9982 n10002
00 1
.names n9992 n10002 n10003
01 1
.names n10001 n10003 n10004
00 1
.names n9994 n10004 n10005
00 1
.names asqrt[39] n10005 n10006
10 1
.names n9506 n9513 n10007
01 1
.names n9515 n10007 n10008
01 1
.names asqrt[24] n10008 n10009
11 1
.names n9506 n9515 n10010
00 1
.names asqrt[24] n10010 n10011
11 1
.names n9513 n10011 n10012
00 1
.names n10009 n10012 n10013
00 1
.names asqrt[39] n9994 n10014
00 1
.names n10004 n10014 n10015
01 1
.names n10013 n10015 n10016
00 1
.names n10006 n10016 n10017
00 1
.names asqrt[40] n10017 n10018
10 1
.names n9525 n9527 n10019
10 1
.names n9518 n10019 n10020
01 1
.names asqrt[24] n10020 n10021
11 1
.names n9518 n9527 n10022
00 1
.names asqrt[24] n10022 n10023
11 1
.names n9525 n10023 n10024
00 1
.names n10021 n10024 n10025
00 1
.names asqrt[40] n10006 n10026
00 1
.names n10016 n10026 n10027
01 1
.names n10025 n10027 n10028
00 1
.names n10018 n10028 n10029
00 1
.names asqrt[41] n10029 n10030
10 1
.names asqrt[41] n10018 n10031
00 1
.names n10028 n10031 n10032
01 1
.names n9530 n9539 n10033
01 1
.names n9532 n10033 n10034
01 1
.names asqrt[24] n10034 n10035
11 1
.names n9530 n9532 n10036
00 1
.names asqrt[24] n10036 n10037
11 1
.names n9539 n10037 n10038
00 1
.names n10035 n10038 n10039
00 1
.names n10032 n10039 n10040
00 1
.names n10030 n10040 n10041
00 1
.names asqrt[42] n10041 n10042
10 1
.names n9549 n9551 n10043
10 1
.names n9542 n10043 n10044
01 1
.names asqrt[24] n10044 n10045
11 1
.names n9542 n9551 n10046
00 1
.names asqrt[24] n10046 n10047
11 1
.names n9549 n10047 n10048
00 1
.names n10045 n10048 n10049
00 1
.names asqrt[42] n10030 n10050
00 1
.names n10040 n10050 n10051
01 1
.names n10049 n10051 n10052
00 1
.names n10042 n10052 n10053
00 1
.names asqrt[43] n10053 n10054
10 1
.names n9554 n9561 n10055
01 1
.names n9563 n10055 n10056
01 1
.names asqrt[24] n10056 n10057
11 1
.names n9554 n9563 n10058
00 1
.names asqrt[24] n10058 n10059
11 1
.names n9561 n10059 n10060
00 1
.names n10057 n10060 n10061
00 1
.names asqrt[43] n10042 n10062
00 1
.names n10052 n10062 n10063
01 1
.names n10061 n10063 n10064
00 1
.names n10054 n10064 n10065
00 1
.names asqrt[44] n10065 n10066
10 1
.names n9573 n9575 n10067
10 1
.names n9566 n10067 n10068
01 1
.names asqrt[24] n10068 n10069
11 1
.names n9566 n9575 n10070
00 1
.names asqrt[24] n10070 n10071
11 1
.names n9573 n10071 n10072
00 1
.names n10069 n10072 n10073
00 1
.names asqrt[44] n10054 n10074
00 1
.names n10064 n10074 n10075
01 1
.names n10073 n10075 n10076
00 1
.names n10066 n10076 n10077
00 1
.names asqrt[45] n10077 n10078
10 1
.names n9578 n9585 n10079
01 1
.names n9587 n10079 n10080
01 1
.names asqrt[24] n10080 n10081
11 1
.names n9578 n9587 n10082
00 1
.names asqrt[24] n10082 n10083
11 1
.names n9585 n10083 n10084
00 1
.names n10081 n10084 n10085
00 1
.names asqrt[45] n10066 n10086
00 1
.names n10076 n10086 n10087
01 1
.names n10085 n10087 n10088
00 1
.names n10078 n10088 n10089
00 1
.names asqrt[46] n10089 n10090
10 1
.names n9597 n9599 n10091
10 1
.names n9590 n10091 n10092
01 1
.names asqrt[24] n10092 n10093
11 1
.names n9590 n9599 n10094
00 1
.names asqrt[24] n10094 n10095
11 1
.names n9597 n10095 n10096
00 1
.names n10093 n10096 n10097
00 1
.names asqrt[46] n10078 n10098
00 1
.names n10088 n10098 n10099
01 1
.names n10097 n10099 n10100
00 1
.names n10090 n10100 n10101
00 1
.names asqrt[47] n10101 n10102
10 1
.names n9602 n9609 n10103
01 1
.names n9611 n10103 n10104
01 1
.names asqrt[24] n10104 n10105
11 1
.names n9602 n9611 n10106
00 1
.names asqrt[24] n10106 n10107
11 1
.names n9609 n10107 n10108
00 1
.names n10105 n10108 n10109
00 1
.names asqrt[47] n10090 n10110
00 1
.names n10100 n10110 n10111
01 1
.names n10109 n10111 n10112
00 1
.names n10102 n10112 n10113
00 1
.names asqrt[48] n10113 n10114
10 1
.names n9621 n9623 n10115
10 1
.names n9614 n10115 n10116
01 1
.names asqrt[24] n10116 n10117
11 1
.names n9614 n9623 n10118
00 1
.names asqrt[24] n10118 n10119
11 1
.names n9621 n10119 n10120
00 1
.names n10117 n10120 n10121
00 1
.names asqrt[48] n10102 n10122
00 1
.names n10112 n10122 n10123
01 1
.names n10121 n10123 n10124
00 1
.names n10114 n10124 n10125
00 1
.names asqrt[49] n10125 n10126
10 1
.names n9626 n9633 n10127
01 1
.names n9635 n10127 n10128
01 1
.names asqrt[24] n10128 n10129
11 1
.names n9626 n9635 n10130
00 1
.names asqrt[24] n10130 n10131
11 1
.names n9633 n10131 n10132
00 1
.names n10129 n10132 n10133
00 1
.names asqrt[49] n10114 n10134
00 1
.names n10124 n10134 n10135
01 1
.names n10133 n10135 n10136
00 1
.names n10126 n10136 n10137
00 1
.names asqrt[50] n10137 n10138
10 1
.names n9645 n9647 n10139
10 1
.names n9638 n10139 n10140
01 1
.names asqrt[24] n10140 n10141
11 1
.names n9638 n9647 n10142
00 1
.names asqrt[24] n10142 n10143
11 1
.names n9645 n10143 n10144
00 1
.names n10141 n10144 n10145
00 1
.names asqrt[50] n10126 n10146
00 1
.names n10136 n10146 n10147
01 1
.names n10145 n10147 n10148
00 1
.names n10138 n10148 n10149
00 1
.names asqrt[51] n10149 n10150
10 1
.names n9650 n9657 n10151
01 1
.names n9659 n10151 n10152
01 1
.names asqrt[24] n10152 n10153
11 1
.names n9650 n9659 n10154
00 1
.names asqrt[24] n10154 n10155
11 1
.names n9657 n10155 n10156
00 1
.names n10153 n10156 n10157
00 1
.names asqrt[51] n10138 n10158
00 1
.names n10148 n10158 n10159
01 1
.names n10157 n10159 n10160
00 1
.names n10150 n10160 n10161
00 1
.names asqrt[52] n10161 n10162
10 1
.names n9669 n9671 n10163
10 1
.names n9662 n10163 n10164
01 1
.names asqrt[24] n10164 n10165
11 1
.names n9662 n9671 n10166
00 1
.names asqrt[24] n10166 n10167
11 1
.names n9669 n10167 n10168
00 1
.names n10165 n10168 n10169
00 1
.names asqrt[52] n10150 n10170
00 1
.names n10160 n10170 n10171
01 1
.names n10169 n10171 n10172
00 1
.names n10162 n10172 n10173
00 1
.names asqrt[53] n10173 n10174
10 1
.names n9674 n9681 n10175
01 1
.names n9683 n10175 n10176
01 1
.names asqrt[24] n10176 n10177
11 1
.names n9674 n9683 n10178
00 1
.names asqrt[24] n10178 n10179
11 1
.names n9681 n10179 n10180
00 1
.names n10177 n10180 n10181
00 1
.names asqrt[53] n10162 n10182
00 1
.names n10172 n10182 n10183
01 1
.names n10181 n10183 n10184
00 1
.names n10174 n10184 n10185
00 1
.names asqrt[54] n10185 n10186
10 1
.names n9693 n9695 n10187
10 1
.names n9686 n10187 n10188
01 1
.names asqrt[24] n10188 n10189
11 1
.names n9686 n9695 n10190
00 1
.names asqrt[24] n10190 n10191
11 1
.names n9693 n10191 n10192
00 1
.names n10189 n10192 n10193
00 1
.names asqrt[54] n10174 n10194
00 1
.names n10184 n10194 n10195
01 1
.names n10193 n10195 n10196
00 1
.names n10186 n10196 n10197
00 1
.names asqrt[55] n10197 n10198
10 1
.names n9698 n9705 n10199
01 1
.names n9707 n10199 n10200
01 1
.names asqrt[24] n10200 n10201
11 1
.names n9698 n9707 n10202
00 1
.names asqrt[24] n10202 n10203
11 1
.names n9705 n10203 n10204
00 1
.names n10201 n10204 n10205
00 1
.names asqrt[55] n10186 n10206
00 1
.names n10196 n10206 n10207
01 1
.names n10205 n10207 n10208
00 1
.names n10198 n10208 n10209
00 1
.names asqrt[56] n10209 n10210
10 1
.names n9717 n9719 n10211
10 1
.names n9710 n10211 n10212
01 1
.names asqrt[24] n10212 n10213
11 1
.names n9710 n9719 n10214
00 1
.names asqrt[24] n10214 n10215
11 1
.names n9717 n10215 n10216
00 1
.names n10213 n10216 n10217
00 1
.names asqrt[56] n10198 n10218
00 1
.names n10208 n10218 n10219
01 1
.names n10217 n10219 n10220
00 1
.names n10210 n10220 n10221
00 1
.names asqrt[57] n10221 n10222
10 1
.names n9722 n9729 n10223
01 1
.names n9731 n10223 n10224
01 1
.names asqrt[24] n10224 n10225
11 1
.names n9722 n9731 n10226
00 1
.names asqrt[24] n10226 n10227
11 1
.names n9729 n10227 n10228
00 1
.names n10225 n10228 n10229
00 1
.names asqrt[57] n10210 n10230
00 1
.names n10220 n10230 n10231
01 1
.names n10229 n10231 n10232
00 1
.names n10222 n10232 n10233
00 1
.names asqrt[58] n10233 n10234
10 1
.names n9741 n9743 n10235
10 1
.names n9734 n10235 n10236
01 1
.names asqrt[24] n10236 n10237
11 1
.names n9734 n9743 n10238
00 1
.names asqrt[24] n10238 n10239
11 1
.names n9741 n10239 n10240
00 1
.names n10237 n10240 n10241
00 1
.names asqrt[58] n10222 n10242
00 1
.names n10232 n10242 n10243
01 1
.names n10241 n10243 n10244
00 1
.names n10234 n10244 n10245
00 1
.names asqrt[59] n10245 n10246
10 1
.names n9746 n9753 n10247
01 1
.names n9755 n10247 n10248
01 1
.names asqrt[24] n10248 n10249
11 1
.names n9746 n9755 n10250
00 1
.names asqrt[24] n10250 n10251
11 1
.names n9753 n10251 n10252
00 1
.names n10249 n10252 n10253
00 1
.names asqrt[59] n10234 n10254
00 1
.names n10244 n10254 n10255
01 1
.names n10253 n10255 n10256
00 1
.names n10246 n10256 n10257
00 1
.names asqrt[60] n10257 n10258
10 1
.names n9765 n9767 n10259
10 1
.names n9758 n10259 n10260
01 1
.names asqrt[24] n10260 n10261
11 1
.names n9758 n9767 n10262
00 1
.names asqrt[24] n10262 n10263
11 1
.names n9765 n10263 n10264
00 1
.names n10261 n10264 n10265
00 1
.names asqrt[60] n10246 n10266
00 1
.names n10256 n10266 n10267
01 1
.names n10265 n10267 n10268
00 1
.names n10258 n10268 n10269
00 1
.names asqrt[61] n10269 n10270
10 1
.names n9770 n9777 n10271
01 1
.names n9779 n10271 n10272
01 1
.names asqrt[24] n10272 n10273
11 1
.names n9770 n9779 n10274
00 1
.names asqrt[24] n10274 n10275
11 1
.names n9777 n10275 n10276
00 1
.names n10273 n10276 n10277
00 1
.names asqrt[61] n10258 n10278
00 1
.names n10268 n10278 n10279
01 1
.names n10277 n10279 n10280
00 1
.names n10270 n10280 n10281
00 1
.names asqrt[62] n10281 n10282
10 1
.names n9789 n9791 n10283
10 1
.names n9782 n10283 n10284
01 1
.names asqrt[24] n10284 n10285
11 1
.names n9782 n9791 n10286
00 1
.names asqrt[24] n10286 n10287
11 1
.names n9789 n10287 n10288
00 1
.names n10285 n10288 n10289
00 1
.names asqrt[62] n10270 n10290
00 1
.names n10280 n10290 n10291
01 1
.names n10289 n10291 n10292
00 1
.names n10282 n10292 n10293
00 1
.names n9794 n9801 n10294
01 1
.names n9803 n10294 n10295
01 1
.names asqrt[24] n10295 n10296
11 1
.names n9794 n9803 n10297
00 1
.names asqrt[24] n10297 n10298
11 1
.names n9801 n10298 n10299
00 1
.names n10296 n10299 n10300
00 1
.names n9805 n9812 n10301
00 1
.names asqrt[24] n10301 n10302
11 1
.names n9820 n10302 n10303
00 1
.names n10300 n10303 n10304
01 1
.names n10293 n10304 n10305
01 1
.names asqrt[63] n10305 n10306
00 1
.names n10282 n10300 n10307
01 1
.names n10292 n10307 n10308
01 1
.names n9812 asqrt[24] n10309
01 1
.names n9805 n10309 n10310
10 1
.names asqrt[63] n10301 n10311
10 1
.names n10310 n10311 n10312
01 1
.names n9808 n9829 n10313
00 1
.names n9811 n10313 n10314
01 1
.names n9824 n10314 n10315
01 1
.names n9820 n10315 n10316
01 1
.names n9818 n10316 n10317
01 1
.names n10312 n10317 n10318
00 1
.names n10308 n10318 n10319
01 1
.names n10306 n10319 asqrt[23]
01 0
.names a[46] asqrt[23] n10321
11 1
.names a[44] a[45] n10322
00 1
.names a[46] n10322 n10323
01 1
.names n10321 n10323 n10324
00 1
.names asqrt[24] n10324 n10325
10 1
.names n9829 n10323 n10326
00 1
.names n9824 n10326 n10327
01 1
.names n9820 n10327 n10328
01 1
.names n9818 n10328 n10329
01 1
.names n10321 n10329 n10330
01 1
.names a[46] asqrt[23] n10331
01 1
.names a[47] n10331 n10332
10 1
.names n9834 asqrt[23] n10333
11 1
.names n10332 n10333 n10334
00 1
.names n10330 n10334 n10335
01 1
.names n10325 n10335 n10336
00 1
.names asqrt[25] n10336 n10337
10 1
.names asqrt[25] n10325 n10338
00 1
.names n10335 n10338 n10339
01 1
.names asqrt[24] n10317 n10340
10 1
.names n10312 n10340 n10341
01 1
.names n10308 n10341 n10342
01 1
.names n10306 n10342 n10343
01 1
.names n10333 n10343 n10344
00 1
.names a[48] n10344 n10345
10 1
.names a[48] n10343 n10346
00 1
.names n10333 n10346 n10347
01 1
.names n10345 n10347 n10348
00 1
.names n10339 n10348 n10349
00 1
.names n10337 n10349 n10350
00 1
.names asqrt[26] n10350 n10351
10 1
.names n9837 n9842 n10352
00 1
.names n9846 n10352 n10353
01 1
.names asqrt[23] n10353 n10354
11 1
.names asqrt[23] n10352 n10355
11 1
.names n9846 n10355 n10356
10 1
.names n10354 n10356 n10357
00 1
.names asqrt[26] n10337 n10358
00 1
.names n10349 n10358 n10359
01 1
.names n10357 n10359 n10360
00 1
.names n10351 n10360 n10361
00 1
.names asqrt[27] n10361 n10362
10 1
.names n9851 n9860 n10363
01 1
.names n9849 n10363 n10364
01 1
.names asqrt[23] n10364 n10365
11 1
.names n9849 n9851 n10366
00 1
.names asqrt[23] n10366 n10367
11 1
.names n9860 n10367 n10368
00 1
.names n10365 n10368 n10369
00 1
.names asqrt[27] n10351 n10370
00 1
.names n10360 n10370 n10371
01 1
.names n10369 n10371 n10372
00 1
.names n10362 n10372 n10373
00 1
.names asqrt[28] n10373 n10374
10 1
.names n9863 n9869 n10375
01 1
.names n9871 n10375 n10376
01 1
.names asqrt[23] n10376 n10377
11 1
.names n9863 n9871 n10378
00 1
.names asqrt[23] n10378 n10379
11 1
.names n9869 n10379 n10380
00 1
.names n10377 n10380 n10381
00 1
.names asqrt[28] n10362 n10382
00 1
.names n10372 n10382 n10383
01 1
.names n10381 n10383 n10384
00 1
.names n10374 n10384 n10385
00 1
.names asqrt[29] n10385 n10386
10 1
.names n9881 n9883 n10387
10 1
.names n9874 n10387 n10388
01 1
.names asqrt[23] n10388 n10389
11 1
.names n9874 n9883 n10390
00 1
.names asqrt[23] n10390 n10391
11 1
.names n9881 n10391 n10392
00 1
.names n10389 n10392 n10393
00 1
.names asqrt[29] n10374 n10394
00 1
.names n10384 n10394 n10395
01 1
.names n10393 n10395 n10396
00 1
.names n10386 n10396 n10397
00 1
.names asqrt[30] n10397 n10398
10 1
.names n9886 n9893 n10399
01 1
.names n9895 n10399 n10400
01 1
.names asqrt[23] n10400 n10401
11 1
.names n9886 n9895 n10402
00 1
.names asqrt[23] n10402 n10403
11 1
.names n9893 n10403 n10404
00 1
.names n10401 n10404 n10405
00 1
.names asqrt[30] n10386 n10406
00 1
.names n10396 n10406 n10407
01 1
.names n10405 n10407 n10408
00 1
.names n10398 n10408 n10409
00 1
.names asqrt[31] n10409 n10410
10 1
.names n9905 n9907 n10411
10 1
.names n9898 n10411 n10412
01 1
.names asqrt[23] n10412 n10413
11 1
.names n9898 n9907 n10414
00 1
.names asqrt[23] n10414 n10415
11 1
.names n9905 n10415 n10416
00 1
.names n10413 n10416 n10417
00 1
.names asqrt[31] n10398 n10418
00 1
.names n10408 n10418 n10419
01 1
.names n10417 n10419 n10420
00 1
.names n10410 n10420 n10421
00 1
.names asqrt[32] n10421 n10422
10 1
.names n9910 n9917 n10423
01 1
.names n9919 n10423 n10424
01 1
.names asqrt[23] n10424 n10425
11 1
.names n9910 n9919 n10426
00 1
.names asqrt[23] n10426 n10427
11 1
.names n9917 n10427 n10428
00 1
.names n10425 n10428 n10429
00 1
.names asqrt[32] n10410 n10430
00 1
.names n10420 n10430 n10431
01 1
.names n10429 n10431 n10432
00 1
.names n10422 n10432 n10433
00 1
.names asqrt[33] n10433 n10434
10 1
.names n9929 n9931 n10435
10 1
.names n9922 n10435 n10436
01 1
.names asqrt[23] n10436 n10437
11 1
.names n9922 n9931 n10438
00 1
.names asqrt[23] n10438 n10439
11 1
.names n9929 n10439 n10440
00 1
.names n10437 n10440 n10441
00 1
.names asqrt[33] n10422 n10442
00 1
.names n10432 n10442 n10443
01 1
.names n10441 n10443 n10444
00 1
.names n10434 n10444 n10445
00 1
.names asqrt[34] n10445 n10446
10 1
.names n9934 n9941 n10447
01 1
.names n9943 n10447 n10448
01 1
.names asqrt[23] n10448 n10449
11 1
.names n9934 n9943 n10450
00 1
.names asqrt[23] n10450 n10451
11 1
.names n9941 n10451 n10452
00 1
.names n10449 n10452 n10453
00 1
.names asqrt[34] n10434 n10454
00 1
.names n10444 n10454 n10455
01 1
.names n10453 n10455 n10456
00 1
.names n10446 n10456 n10457
00 1
.names asqrt[35] n10457 n10458
10 1
.names n9953 n9955 n10459
10 1
.names n9946 n10459 n10460
01 1
.names asqrt[23] n10460 n10461
11 1
.names n9946 n9955 n10462
00 1
.names asqrt[23] n10462 n10463
11 1
.names n9953 n10463 n10464
00 1
.names n10461 n10464 n10465
00 1
.names asqrt[35] n10446 n10466
00 1
.names n10456 n10466 n10467
01 1
.names n10465 n10467 n10468
00 1
.names n10458 n10468 n10469
00 1
.names asqrt[36] n10469 n10470
10 1
.names n9958 n9965 n10471
01 1
.names n9967 n10471 n10472
01 1
.names asqrt[23] n10472 n10473
11 1
.names n9958 n9967 n10474
00 1
.names asqrt[23] n10474 n10475
11 1
.names n9965 n10475 n10476
00 1
.names n10473 n10476 n10477
00 1
.names asqrt[36] n10458 n10478
00 1
.names n10468 n10478 n10479
01 1
.names n10477 n10479 n10480
00 1
.names n10470 n10480 n10481
00 1
.names asqrt[37] n10481 n10482
10 1
.names n9977 n9979 n10483
10 1
.names n9970 n10483 n10484
01 1
.names asqrt[23] n10484 n10485
11 1
.names n9970 n9979 n10486
00 1
.names asqrt[23] n10486 n10487
11 1
.names n9977 n10487 n10488
00 1
.names n10485 n10488 n10489
00 1
.names asqrt[37] n10470 n10490
00 1
.names n10480 n10490 n10491
01 1
.names n10489 n10491 n10492
00 1
.names n10482 n10492 n10493
00 1
.names asqrt[38] n10493 n10494
10 1
.names n9982 n9989 n10495
01 1
.names n9991 n10495 n10496
01 1
.names asqrt[23] n10496 n10497
11 1
.names n9982 n9991 n10498
00 1
.names asqrt[23] n10498 n10499
11 1
.names n9989 n10499 n10500
00 1
.names n10497 n10500 n10501
00 1
.names asqrt[38] n10482 n10502
00 1
.names n10492 n10502 n10503
01 1
.names n10501 n10503 n10504
00 1
.names n10494 n10504 n10505
00 1
.names asqrt[39] n10505 n10506
10 1
.names n10001 n10003 n10507
10 1
.names n9994 n10507 n10508
01 1
.names asqrt[23] n10508 n10509
11 1
.names n9994 n10003 n10510
00 1
.names asqrt[23] n10510 n10511
11 1
.names n10001 n10511 n10512
00 1
.names n10509 n10512 n10513
00 1
.names asqrt[39] n10494 n10514
00 1
.names n10504 n10514 n10515
01 1
.names n10513 n10515 n10516
00 1
.names n10506 n10516 n10517
00 1
.names asqrt[40] n10517 n10518
10 1
.names n10006 n10013 n10519
01 1
.names n10015 n10519 n10520
01 1
.names asqrt[23] n10520 n10521
11 1
.names n10006 n10015 n10522
00 1
.names asqrt[23] n10522 n10523
11 1
.names n10013 n10523 n10524
00 1
.names n10521 n10524 n10525
00 1
.names asqrt[40] n10506 n10526
00 1
.names n10516 n10526 n10527
01 1
.names n10525 n10527 n10528
00 1
.names n10518 n10528 n10529
00 1
.names asqrt[41] n10529 n10530
10 1
.names n10025 n10027 n10531
10 1
.names n10018 n10531 n10532
01 1
.names asqrt[23] n10532 n10533
11 1
.names n10018 n10027 n10534
00 1
.names asqrt[23] n10534 n10535
11 1
.names n10025 n10535 n10536
00 1
.names n10533 n10536 n10537
00 1
.names asqrt[41] n10518 n10538
00 1
.names n10528 n10538 n10539
01 1
.names n10537 n10539 n10540
00 1
.names n10530 n10540 n10541
00 1
.names asqrt[42] n10541 n10542
10 1
.names asqrt[42] n10530 n10543
00 1
.names n10540 n10543 n10544
01 1
.names n10030 n10039 n10545
01 1
.names n10032 n10545 n10546
01 1
.names asqrt[23] n10546 n10547
11 1
.names n10030 n10032 n10548
00 1
.names asqrt[23] n10548 n10549
11 1
.names n10039 n10549 n10550
00 1
.names n10547 n10550 n10551
00 1
.names n10544 n10551 n10552
00 1
.names n10542 n10552 n10553
00 1
.names asqrt[43] n10553 n10554
10 1
.names n10049 n10051 n10555
10 1
.names n10042 n10555 n10556
01 1
.names asqrt[23] n10556 n10557
11 1
.names n10042 n10051 n10558
00 1
.names asqrt[23] n10558 n10559
11 1
.names n10049 n10559 n10560
00 1
.names n10557 n10560 n10561
00 1
.names asqrt[43] n10542 n10562
00 1
.names n10552 n10562 n10563
01 1
.names n10561 n10563 n10564
00 1
.names n10554 n10564 n10565
00 1
.names asqrt[44] n10565 n10566
10 1
.names n10054 n10061 n10567
01 1
.names n10063 n10567 n10568
01 1
.names asqrt[23] n10568 n10569
11 1
.names n10054 n10063 n10570
00 1
.names asqrt[23] n10570 n10571
11 1
.names n10061 n10571 n10572
00 1
.names n10569 n10572 n10573
00 1
.names asqrt[44] n10554 n10574
00 1
.names n10564 n10574 n10575
01 1
.names n10573 n10575 n10576
00 1
.names n10566 n10576 n10577
00 1
.names asqrt[45] n10577 n10578
10 1
.names n10073 n10075 n10579
10 1
.names n10066 n10579 n10580
01 1
.names asqrt[23] n10580 n10581
11 1
.names n10066 n10075 n10582
00 1
.names asqrt[23] n10582 n10583
11 1
.names n10073 n10583 n10584
00 1
.names n10581 n10584 n10585
00 1
.names asqrt[45] n10566 n10586
00 1
.names n10576 n10586 n10587
01 1
.names n10585 n10587 n10588
00 1
.names n10578 n10588 n10589
00 1
.names asqrt[46] n10589 n10590
10 1
.names n10078 n10085 n10591
01 1
.names n10087 n10591 n10592
01 1
.names asqrt[23] n10592 n10593
11 1
.names n10078 n10087 n10594
00 1
.names asqrt[23] n10594 n10595
11 1
.names n10085 n10595 n10596
00 1
.names n10593 n10596 n10597
00 1
.names asqrt[46] n10578 n10598
00 1
.names n10588 n10598 n10599
01 1
.names n10597 n10599 n10600
00 1
.names n10590 n10600 n10601
00 1
.names asqrt[47] n10601 n10602
10 1
.names n10097 n10099 n10603
10 1
.names n10090 n10603 n10604
01 1
.names asqrt[23] n10604 n10605
11 1
.names n10090 n10099 n10606
00 1
.names asqrt[23] n10606 n10607
11 1
.names n10097 n10607 n10608
00 1
.names n10605 n10608 n10609
00 1
.names asqrt[47] n10590 n10610
00 1
.names n10600 n10610 n10611
01 1
.names n10609 n10611 n10612
00 1
.names n10602 n10612 n10613
00 1
.names asqrt[48] n10613 n10614
10 1
.names n10102 n10109 n10615
01 1
.names n10111 n10615 n10616
01 1
.names asqrt[23] n10616 n10617
11 1
.names n10102 n10111 n10618
00 1
.names asqrt[23] n10618 n10619
11 1
.names n10109 n10619 n10620
00 1
.names n10617 n10620 n10621
00 1
.names asqrt[48] n10602 n10622
00 1
.names n10612 n10622 n10623
01 1
.names n10621 n10623 n10624
00 1
.names n10614 n10624 n10625
00 1
.names asqrt[49] n10625 n10626
10 1
.names n10121 n10123 n10627
10 1
.names n10114 n10627 n10628
01 1
.names asqrt[23] n10628 n10629
11 1
.names n10114 n10123 n10630
00 1
.names asqrt[23] n10630 n10631
11 1
.names n10121 n10631 n10632
00 1
.names n10629 n10632 n10633
00 1
.names asqrt[49] n10614 n10634
00 1
.names n10624 n10634 n10635
01 1
.names n10633 n10635 n10636
00 1
.names n10626 n10636 n10637
00 1
.names asqrt[50] n10637 n10638
10 1
.names n10126 n10133 n10639
01 1
.names n10135 n10639 n10640
01 1
.names asqrt[23] n10640 n10641
11 1
.names n10126 n10135 n10642
00 1
.names asqrt[23] n10642 n10643
11 1
.names n10133 n10643 n10644
00 1
.names n10641 n10644 n10645
00 1
.names asqrt[50] n10626 n10646
00 1
.names n10636 n10646 n10647
01 1
.names n10645 n10647 n10648
00 1
.names n10638 n10648 n10649
00 1
.names asqrt[51] n10649 n10650
10 1
.names n10145 n10147 n10651
10 1
.names n10138 n10651 n10652
01 1
.names asqrt[23] n10652 n10653
11 1
.names n10138 n10147 n10654
00 1
.names asqrt[23] n10654 n10655
11 1
.names n10145 n10655 n10656
00 1
.names n10653 n10656 n10657
00 1
.names asqrt[51] n10638 n10658
00 1
.names n10648 n10658 n10659
01 1
.names n10657 n10659 n10660
00 1
.names n10650 n10660 n10661
00 1
.names asqrt[52] n10661 n10662
10 1
.names n10150 n10157 n10663
01 1
.names n10159 n10663 n10664
01 1
.names asqrt[23] n10664 n10665
11 1
.names n10150 n10159 n10666
00 1
.names asqrt[23] n10666 n10667
11 1
.names n10157 n10667 n10668
00 1
.names n10665 n10668 n10669
00 1
.names asqrt[52] n10650 n10670
00 1
.names n10660 n10670 n10671
01 1
.names n10669 n10671 n10672
00 1
.names n10662 n10672 n10673
00 1
.names asqrt[53] n10673 n10674
10 1
.names n10169 n10171 n10675
10 1
.names n10162 n10675 n10676
01 1
.names asqrt[23] n10676 n10677
11 1
.names n10162 n10171 n10678
00 1
.names asqrt[23] n10678 n10679
11 1
.names n10169 n10679 n10680
00 1
.names n10677 n10680 n10681
00 1
.names asqrt[53] n10662 n10682
00 1
.names n10672 n10682 n10683
01 1
.names n10681 n10683 n10684
00 1
.names n10674 n10684 n10685
00 1
.names asqrt[54] n10685 n10686
10 1
.names n10174 n10181 n10687
01 1
.names n10183 n10687 n10688
01 1
.names asqrt[23] n10688 n10689
11 1
.names n10174 n10183 n10690
00 1
.names asqrt[23] n10690 n10691
11 1
.names n10181 n10691 n10692
00 1
.names n10689 n10692 n10693
00 1
.names asqrt[54] n10674 n10694
00 1
.names n10684 n10694 n10695
01 1
.names n10693 n10695 n10696
00 1
.names n10686 n10696 n10697
00 1
.names asqrt[55] n10697 n10698
10 1
.names n10193 n10195 n10699
10 1
.names n10186 n10699 n10700
01 1
.names asqrt[23] n10700 n10701
11 1
.names n10186 n10195 n10702
00 1
.names asqrt[23] n10702 n10703
11 1
.names n10193 n10703 n10704
00 1
.names n10701 n10704 n10705
00 1
.names asqrt[55] n10686 n10706
00 1
.names n10696 n10706 n10707
01 1
.names n10705 n10707 n10708
00 1
.names n10698 n10708 n10709
00 1
.names asqrt[56] n10709 n10710
10 1
.names n10198 n10205 n10711
01 1
.names n10207 n10711 n10712
01 1
.names asqrt[23] n10712 n10713
11 1
.names n10198 n10207 n10714
00 1
.names asqrt[23] n10714 n10715
11 1
.names n10205 n10715 n10716
00 1
.names n10713 n10716 n10717
00 1
.names asqrt[56] n10698 n10718
00 1
.names n10708 n10718 n10719
01 1
.names n10717 n10719 n10720
00 1
.names n10710 n10720 n10721
00 1
.names asqrt[57] n10721 n10722
10 1
.names n10217 n10219 n10723
10 1
.names n10210 n10723 n10724
01 1
.names asqrt[23] n10724 n10725
11 1
.names n10210 n10219 n10726
00 1
.names asqrt[23] n10726 n10727
11 1
.names n10217 n10727 n10728
00 1
.names n10725 n10728 n10729
00 1
.names asqrt[57] n10710 n10730
00 1
.names n10720 n10730 n10731
01 1
.names n10729 n10731 n10732
00 1
.names n10722 n10732 n10733
00 1
.names asqrt[58] n10733 n10734
10 1
.names n10222 n10229 n10735
01 1
.names n10231 n10735 n10736
01 1
.names asqrt[23] n10736 n10737
11 1
.names n10222 n10231 n10738
00 1
.names asqrt[23] n10738 n10739
11 1
.names n10229 n10739 n10740
00 1
.names n10737 n10740 n10741
00 1
.names asqrt[58] n10722 n10742
00 1
.names n10732 n10742 n10743
01 1
.names n10741 n10743 n10744
00 1
.names n10734 n10744 n10745
00 1
.names asqrt[59] n10745 n10746
10 1
.names n10241 n10243 n10747
10 1
.names n10234 n10747 n10748
01 1
.names asqrt[23] n10748 n10749
11 1
.names n10234 n10243 n10750
00 1
.names asqrt[23] n10750 n10751
11 1
.names n10241 n10751 n10752
00 1
.names n10749 n10752 n10753
00 1
.names asqrt[59] n10734 n10754
00 1
.names n10744 n10754 n10755
01 1
.names n10753 n10755 n10756
00 1
.names n10746 n10756 n10757
00 1
.names asqrt[60] n10757 n10758
10 1
.names n10246 n10253 n10759
01 1
.names n10255 n10759 n10760
01 1
.names asqrt[23] n10760 n10761
11 1
.names n10246 n10255 n10762
00 1
.names asqrt[23] n10762 n10763
11 1
.names n10253 n10763 n10764
00 1
.names n10761 n10764 n10765
00 1
.names asqrt[60] n10746 n10766
00 1
.names n10756 n10766 n10767
01 1
.names n10765 n10767 n10768
00 1
.names n10758 n10768 n10769
00 1
.names asqrt[61] n10769 n10770
10 1
.names n10265 n10267 n10771
10 1
.names n10258 n10771 n10772
01 1
.names asqrt[23] n10772 n10773
11 1
.names n10258 n10267 n10774
00 1
.names asqrt[23] n10774 n10775
11 1
.names n10265 n10775 n10776
00 1
.names n10773 n10776 n10777
00 1
.names asqrt[61] n10758 n10778
00 1
.names n10768 n10778 n10779
01 1
.names n10777 n10779 n10780
00 1
.names n10770 n10780 n10781
00 1
.names asqrt[62] n10781 n10782
10 1
.names n10270 n10277 n10783
01 1
.names n10279 n10783 n10784
01 1
.names asqrt[23] n10784 n10785
11 1
.names n10270 n10279 n10786
00 1
.names asqrt[23] n10786 n10787
11 1
.names n10277 n10787 n10788
00 1
.names n10785 n10788 n10789
00 1
.names asqrt[62] n10770 n10790
00 1
.names n10780 n10790 n10791
01 1
.names n10789 n10791 n10792
00 1
.names n10782 n10792 n10793
00 1
.names n10289 n10291 n10794
10 1
.names n10282 n10794 n10795
01 1
.names asqrt[23] n10795 n10796
11 1
.names n10282 n10291 n10797
00 1
.names asqrt[23] n10797 n10798
11 1
.names n10289 n10798 n10799
00 1
.names n10796 n10799 n10800
00 1
.names n10293 n10300 n10801
00 1
.names asqrt[23] n10801 n10802
11 1
.names n10308 n10802 n10803
00 1
.names n10800 n10803 n10804
01 1
.names n10793 n10804 n10805
01 1
.names asqrt[63] n10805 n10806
00 1
.names n10782 n10800 n10807
01 1
.names n10792 n10807 n10808
01 1
.names n10300 asqrt[23] n10809
01 1
.names n10293 n10809 n10810
10 1
.names asqrt[63] n10801 n10811
10 1
.names n10810 n10811 n10812
01 1
.names n10296 n10317 n10813
00 1
.names n10299 n10813 n10814
01 1
.names n10312 n10814 n10815
01 1
.names n10308 n10815 n10816
01 1
.names n10306 n10816 n10817
01 1
.names n10812 n10817 n10818
00 1
.names n10808 n10818 n10819
01 1
.names n10806 n10819 asqrt[22]
01 0
.names a[44] asqrt[22] n10821
11 1
.names a[42] a[43] n10822
00 1
.names a[44] n10822 n10823
01 1
.names n10821 n10823 n10824
00 1
.names asqrt[23] n10824 n10825
10 1
.names n10317 n10823 n10826
00 1
.names n10312 n10826 n10827
01 1
.names n10308 n10827 n10828
01 1
.names n10306 n10828 n10829
01 1
.names n10821 n10829 n10830
01 1
.names a[44] asqrt[22] n10831
01 1
.names a[45] n10831 n10832
10 1
.names n10322 asqrt[22] n10833
11 1
.names n10832 n10833 n10834
00 1
.names n10830 n10834 n10835
01 1
.names n10825 n10835 n10836
00 1
.names asqrt[24] n10836 n10837
10 1
.names asqrt[24] n10825 n10838
00 1
.names n10835 n10838 n10839
01 1
.names asqrt[23] n10817 n10840
10 1
.names n10812 n10840 n10841
01 1
.names n10808 n10841 n10842
01 1
.names n10806 n10842 n10843
01 1
.names n10833 n10843 n10844
00 1
.names a[46] n10844 n10845
10 1
.names a[46] n10843 n10846
00 1
.names n10833 n10846 n10847
01 1
.names n10845 n10847 n10848
00 1
.names n10839 n10848 n10849
00 1
.names n10837 n10849 n10850
00 1
.names asqrt[25] n10850 n10851
10 1
.names n10325 n10330 n10852
00 1
.names n10334 n10852 n10853
01 1
.names asqrt[22] n10853 n10854
11 1
.names asqrt[22] n10852 n10855
11 1
.names n10334 n10855 n10856
10 1
.names n10854 n10856 n10857
00 1
.names asqrt[25] n10837 n10858
00 1
.names n10849 n10858 n10859
01 1
.names n10857 n10859 n10860
00 1
.names n10851 n10860 n10861
00 1
.names asqrt[26] n10861 n10862
10 1
.names n10339 n10348 n10863
01 1
.names n10337 n10863 n10864
01 1
.names asqrt[22] n10864 n10865
11 1
.names n10337 n10339 n10866
00 1
.names asqrt[22] n10866 n10867
11 1
.names n10348 n10867 n10868
00 1
.names n10865 n10868 n10869
00 1
.names asqrt[26] n10851 n10870
00 1
.names n10860 n10870 n10871
01 1
.names n10869 n10871 n10872
00 1
.names n10862 n10872 n10873
00 1
.names asqrt[27] n10873 n10874
10 1
.names n10351 n10357 n10875
01 1
.names n10359 n10875 n10876
01 1
.names asqrt[22] n10876 n10877
11 1
.names n10351 n10359 n10878
00 1
.names asqrt[22] n10878 n10879
11 1
.names n10357 n10879 n10880
00 1
.names n10877 n10880 n10881
00 1
.names asqrt[27] n10862 n10882
00 1
.names n10872 n10882 n10883
01 1
.names n10881 n10883 n10884
00 1
.names n10874 n10884 n10885
00 1
.names asqrt[28] n10885 n10886
10 1
.names n10369 n10371 n10887
10 1
.names n10362 n10887 n10888
01 1
.names asqrt[22] n10888 n10889
11 1
.names n10362 n10371 n10890
00 1
.names asqrt[22] n10890 n10891
11 1
.names n10369 n10891 n10892
00 1
.names n10889 n10892 n10893
00 1
.names asqrt[28] n10874 n10894
00 1
.names n10884 n10894 n10895
01 1
.names n10893 n10895 n10896
00 1
.names n10886 n10896 n10897
00 1
.names asqrt[29] n10897 n10898
10 1
.names n10374 n10381 n10899
01 1
.names n10383 n10899 n10900
01 1
.names asqrt[22] n10900 n10901
11 1
.names n10374 n10383 n10902
00 1
.names asqrt[22] n10902 n10903
11 1
.names n10381 n10903 n10904
00 1
.names n10901 n10904 n10905
00 1
.names asqrt[29] n10886 n10906
00 1
.names n10896 n10906 n10907
01 1
.names n10905 n10907 n10908
00 1
.names n10898 n10908 n10909
00 1
.names asqrt[30] n10909 n10910
10 1
.names n10393 n10395 n10911
10 1
.names n10386 n10911 n10912
01 1
.names asqrt[22] n10912 n10913
11 1
.names n10386 n10395 n10914
00 1
.names asqrt[22] n10914 n10915
11 1
.names n10393 n10915 n10916
00 1
.names n10913 n10916 n10917
00 1
.names asqrt[30] n10898 n10918
00 1
.names n10908 n10918 n10919
01 1
.names n10917 n10919 n10920
00 1
.names n10910 n10920 n10921
00 1
.names asqrt[31] n10921 n10922
10 1
.names n10398 n10405 n10923
01 1
.names n10407 n10923 n10924
01 1
.names asqrt[22] n10924 n10925
11 1
.names n10398 n10407 n10926
00 1
.names asqrt[22] n10926 n10927
11 1
.names n10405 n10927 n10928
00 1
.names n10925 n10928 n10929
00 1
.names asqrt[31] n10910 n10930
00 1
.names n10920 n10930 n10931
01 1
.names n10929 n10931 n10932
00 1
.names n10922 n10932 n10933
00 1
.names asqrt[32] n10933 n10934
10 1
.names n10417 n10419 n10935
10 1
.names n10410 n10935 n10936
01 1
.names asqrt[22] n10936 n10937
11 1
.names n10410 n10419 n10938
00 1
.names asqrt[22] n10938 n10939
11 1
.names n10417 n10939 n10940
00 1
.names n10937 n10940 n10941
00 1
.names asqrt[32] n10922 n10942
00 1
.names n10932 n10942 n10943
01 1
.names n10941 n10943 n10944
00 1
.names n10934 n10944 n10945
00 1
.names asqrt[33] n10945 n10946
10 1
.names n10422 n10429 n10947
01 1
.names n10431 n10947 n10948
01 1
.names asqrt[22] n10948 n10949
11 1
.names n10422 n10431 n10950
00 1
.names asqrt[22] n10950 n10951
11 1
.names n10429 n10951 n10952
00 1
.names n10949 n10952 n10953
00 1
.names asqrt[33] n10934 n10954
00 1
.names n10944 n10954 n10955
01 1
.names n10953 n10955 n10956
00 1
.names n10946 n10956 n10957
00 1
.names asqrt[34] n10957 n10958
10 1
.names n10441 n10443 n10959
10 1
.names n10434 n10959 n10960
01 1
.names asqrt[22] n10960 n10961
11 1
.names n10434 n10443 n10962
00 1
.names asqrt[22] n10962 n10963
11 1
.names n10441 n10963 n10964
00 1
.names n10961 n10964 n10965
00 1
.names asqrt[34] n10946 n10966
00 1
.names n10956 n10966 n10967
01 1
.names n10965 n10967 n10968
00 1
.names n10958 n10968 n10969
00 1
.names asqrt[35] n10969 n10970
10 1
.names n10446 n10453 n10971
01 1
.names n10455 n10971 n10972
01 1
.names asqrt[22] n10972 n10973
11 1
.names n10446 n10455 n10974
00 1
.names asqrt[22] n10974 n10975
11 1
.names n10453 n10975 n10976
00 1
.names n10973 n10976 n10977
00 1
.names asqrt[35] n10958 n10978
00 1
.names n10968 n10978 n10979
01 1
.names n10977 n10979 n10980
00 1
.names n10970 n10980 n10981
00 1
.names asqrt[36] n10981 n10982
10 1
.names n10465 n10467 n10983
10 1
.names n10458 n10983 n10984
01 1
.names asqrt[22] n10984 n10985
11 1
.names n10458 n10467 n10986
00 1
.names asqrt[22] n10986 n10987
11 1
.names n10465 n10987 n10988
00 1
.names n10985 n10988 n10989
00 1
.names asqrt[36] n10970 n10990
00 1
.names n10980 n10990 n10991
01 1
.names n10989 n10991 n10992
00 1
.names n10982 n10992 n10993
00 1
.names asqrt[37] n10993 n10994
10 1
.names n10470 n10477 n10995
01 1
.names n10479 n10995 n10996
01 1
.names asqrt[22] n10996 n10997
11 1
.names n10470 n10479 n10998
00 1
.names asqrt[22] n10998 n10999
11 1
.names n10477 n10999 n11000
00 1
.names n10997 n11000 n11001
00 1
.names asqrt[37] n10982 n11002
00 1
.names n10992 n11002 n11003
01 1
.names n11001 n11003 n11004
00 1
.names n10994 n11004 n11005
00 1
.names asqrt[38] n11005 n11006
10 1
.names n10489 n10491 n11007
10 1
.names n10482 n11007 n11008
01 1
.names asqrt[22] n11008 n11009
11 1
.names n10482 n10491 n11010
00 1
.names asqrt[22] n11010 n11011
11 1
.names n10489 n11011 n11012
00 1
.names n11009 n11012 n11013
00 1
.names asqrt[38] n10994 n11014
00 1
.names n11004 n11014 n11015
01 1
.names n11013 n11015 n11016
00 1
.names n11006 n11016 n11017
00 1
.names asqrt[39] n11017 n11018
10 1
.names n10494 n10501 n11019
01 1
.names n10503 n11019 n11020
01 1
.names asqrt[22] n11020 n11021
11 1
.names n10494 n10503 n11022
00 1
.names asqrt[22] n11022 n11023
11 1
.names n10501 n11023 n11024
00 1
.names n11021 n11024 n11025
00 1
.names asqrt[39] n11006 n11026
00 1
.names n11016 n11026 n11027
01 1
.names n11025 n11027 n11028
00 1
.names n11018 n11028 n11029
00 1
.names asqrt[40] n11029 n11030
10 1
.names n10513 n10515 n11031
10 1
.names n10506 n11031 n11032
01 1
.names asqrt[22] n11032 n11033
11 1
.names n10506 n10515 n11034
00 1
.names asqrt[22] n11034 n11035
11 1
.names n10513 n11035 n11036
00 1
.names n11033 n11036 n11037
00 1
.names asqrt[40] n11018 n11038
00 1
.names n11028 n11038 n11039
01 1
.names n11037 n11039 n11040
00 1
.names n11030 n11040 n11041
00 1
.names asqrt[41] n11041 n11042
10 1
.names n10518 n10525 n11043
01 1
.names n10527 n11043 n11044
01 1
.names asqrt[22] n11044 n11045
11 1
.names n10518 n10527 n11046
00 1
.names asqrt[22] n11046 n11047
11 1
.names n10525 n11047 n11048
00 1
.names n11045 n11048 n11049
00 1
.names asqrt[41] n11030 n11050
00 1
.names n11040 n11050 n11051
01 1
.names n11049 n11051 n11052
00 1
.names n11042 n11052 n11053
00 1
.names asqrt[42] n11053 n11054
10 1
.names n10537 n10539 n11055
10 1
.names n10530 n11055 n11056
01 1
.names asqrt[22] n11056 n11057
11 1
.names n10530 n10539 n11058
00 1
.names asqrt[22] n11058 n11059
11 1
.names n10537 n11059 n11060
00 1
.names n11057 n11060 n11061
00 1
.names asqrt[42] n11042 n11062
00 1
.names n11052 n11062 n11063
01 1
.names n11061 n11063 n11064
00 1
.names n11054 n11064 n11065
00 1
.names asqrt[43] n11065 n11066
10 1
.names asqrt[43] n11054 n11067
00 1
.names n11064 n11067 n11068
01 1
.names n10542 n10551 n11069
01 1
.names n10544 n11069 n11070
01 1
.names asqrt[22] n11070 n11071
11 1
.names n10542 n10544 n11072
00 1
.names asqrt[22] n11072 n11073
11 1
.names n10551 n11073 n11074
00 1
.names n11071 n11074 n11075
00 1
.names n11068 n11075 n11076
00 1
.names n11066 n11076 n11077
00 1
.names asqrt[44] n11077 n11078
10 1
.names n10561 n10563 n11079
10 1
.names n10554 n11079 n11080
01 1
.names asqrt[22] n11080 n11081
11 1
.names n10554 n10563 n11082
00 1
.names asqrt[22] n11082 n11083
11 1
.names n10561 n11083 n11084
00 1
.names n11081 n11084 n11085
00 1
.names asqrt[44] n11066 n11086
00 1
.names n11076 n11086 n11087
01 1
.names n11085 n11087 n11088
00 1
.names n11078 n11088 n11089
00 1
.names asqrt[45] n11089 n11090
10 1
.names n10566 n10573 n11091
01 1
.names n10575 n11091 n11092
01 1
.names asqrt[22] n11092 n11093
11 1
.names n10566 n10575 n11094
00 1
.names asqrt[22] n11094 n11095
11 1
.names n10573 n11095 n11096
00 1
.names n11093 n11096 n11097
00 1
.names asqrt[45] n11078 n11098
00 1
.names n11088 n11098 n11099
01 1
.names n11097 n11099 n11100
00 1
.names n11090 n11100 n11101
00 1
.names asqrt[46] n11101 n11102
10 1
.names n10585 n10587 n11103
10 1
.names n10578 n11103 n11104
01 1
.names asqrt[22] n11104 n11105
11 1
.names n10578 n10587 n11106
00 1
.names asqrt[22] n11106 n11107
11 1
.names n10585 n11107 n11108
00 1
.names n11105 n11108 n11109
00 1
.names asqrt[46] n11090 n11110
00 1
.names n11100 n11110 n11111
01 1
.names n11109 n11111 n11112
00 1
.names n11102 n11112 n11113
00 1
.names asqrt[47] n11113 n11114
10 1
.names n10590 n10597 n11115
01 1
.names n10599 n11115 n11116
01 1
.names asqrt[22] n11116 n11117
11 1
.names n10590 n10599 n11118
00 1
.names asqrt[22] n11118 n11119
11 1
.names n10597 n11119 n11120
00 1
.names n11117 n11120 n11121
00 1
.names asqrt[47] n11102 n11122
00 1
.names n11112 n11122 n11123
01 1
.names n11121 n11123 n11124
00 1
.names n11114 n11124 n11125
00 1
.names asqrt[48] n11125 n11126
10 1
.names n10609 n10611 n11127
10 1
.names n10602 n11127 n11128
01 1
.names asqrt[22] n11128 n11129
11 1
.names n10602 n10611 n11130
00 1
.names asqrt[22] n11130 n11131
11 1
.names n10609 n11131 n11132
00 1
.names n11129 n11132 n11133
00 1
.names asqrt[48] n11114 n11134
00 1
.names n11124 n11134 n11135
01 1
.names n11133 n11135 n11136
00 1
.names n11126 n11136 n11137
00 1
.names asqrt[49] n11137 n11138
10 1
.names n10614 n10621 n11139
01 1
.names n10623 n11139 n11140
01 1
.names asqrt[22] n11140 n11141
11 1
.names n10614 n10623 n11142
00 1
.names asqrt[22] n11142 n11143
11 1
.names n10621 n11143 n11144
00 1
.names n11141 n11144 n11145
00 1
.names asqrt[49] n11126 n11146
00 1
.names n11136 n11146 n11147
01 1
.names n11145 n11147 n11148
00 1
.names n11138 n11148 n11149
00 1
.names asqrt[50] n11149 n11150
10 1
.names n10633 n10635 n11151
10 1
.names n10626 n11151 n11152
01 1
.names asqrt[22] n11152 n11153
11 1
.names n10626 n10635 n11154
00 1
.names asqrt[22] n11154 n11155
11 1
.names n10633 n11155 n11156
00 1
.names n11153 n11156 n11157
00 1
.names asqrt[50] n11138 n11158
00 1
.names n11148 n11158 n11159
01 1
.names n11157 n11159 n11160
00 1
.names n11150 n11160 n11161
00 1
.names asqrt[51] n11161 n11162
10 1
.names n10638 n10645 n11163
01 1
.names n10647 n11163 n11164
01 1
.names asqrt[22] n11164 n11165
11 1
.names n10638 n10647 n11166
00 1
.names asqrt[22] n11166 n11167
11 1
.names n10645 n11167 n11168
00 1
.names n11165 n11168 n11169
00 1
.names asqrt[51] n11150 n11170
00 1
.names n11160 n11170 n11171
01 1
.names n11169 n11171 n11172
00 1
.names n11162 n11172 n11173
00 1
.names asqrt[52] n11173 n11174
10 1
.names n10657 n10659 n11175
10 1
.names n10650 n11175 n11176
01 1
.names asqrt[22] n11176 n11177
11 1
.names n10650 n10659 n11178
00 1
.names asqrt[22] n11178 n11179
11 1
.names n10657 n11179 n11180
00 1
.names n11177 n11180 n11181
00 1
.names asqrt[52] n11162 n11182
00 1
.names n11172 n11182 n11183
01 1
.names n11181 n11183 n11184
00 1
.names n11174 n11184 n11185
00 1
.names asqrt[53] n11185 n11186
10 1
.names n10662 n10669 n11187
01 1
.names n10671 n11187 n11188
01 1
.names asqrt[22] n11188 n11189
11 1
.names n10662 n10671 n11190
00 1
.names asqrt[22] n11190 n11191
11 1
.names n10669 n11191 n11192
00 1
.names n11189 n11192 n11193
00 1
.names asqrt[53] n11174 n11194
00 1
.names n11184 n11194 n11195
01 1
.names n11193 n11195 n11196
00 1
.names n11186 n11196 n11197
00 1
.names asqrt[54] n11197 n11198
10 1
.names n10681 n10683 n11199
10 1
.names n10674 n11199 n11200
01 1
.names asqrt[22] n11200 n11201
11 1
.names n10674 n10683 n11202
00 1
.names asqrt[22] n11202 n11203
11 1
.names n10681 n11203 n11204
00 1
.names n11201 n11204 n11205
00 1
.names asqrt[54] n11186 n11206
00 1
.names n11196 n11206 n11207
01 1
.names n11205 n11207 n11208
00 1
.names n11198 n11208 n11209
00 1
.names asqrt[55] n11209 n11210
10 1
.names n10686 n10693 n11211
01 1
.names n10695 n11211 n11212
01 1
.names asqrt[22] n11212 n11213
11 1
.names n10686 n10695 n11214
00 1
.names asqrt[22] n11214 n11215
11 1
.names n10693 n11215 n11216
00 1
.names n11213 n11216 n11217
00 1
.names asqrt[55] n11198 n11218
00 1
.names n11208 n11218 n11219
01 1
.names n11217 n11219 n11220
00 1
.names n11210 n11220 n11221
00 1
.names asqrt[56] n11221 n11222
10 1
.names n10705 n10707 n11223
10 1
.names n10698 n11223 n11224
01 1
.names asqrt[22] n11224 n11225
11 1
.names n10698 n10707 n11226
00 1
.names asqrt[22] n11226 n11227
11 1
.names n10705 n11227 n11228
00 1
.names n11225 n11228 n11229
00 1
.names asqrt[56] n11210 n11230
00 1
.names n11220 n11230 n11231
01 1
.names n11229 n11231 n11232
00 1
.names n11222 n11232 n11233
00 1
.names asqrt[57] n11233 n11234
10 1
.names n10710 n10717 n11235
01 1
.names n10719 n11235 n11236
01 1
.names asqrt[22] n11236 n11237
11 1
.names n10710 n10719 n11238
00 1
.names asqrt[22] n11238 n11239
11 1
.names n10717 n11239 n11240
00 1
.names n11237 n11240 n11241
00 1
.names asqrt[57] n11222 n11242
00 1
.names n11232 n11242 n11243
01 1
.names n11241 n11243 n11244
00 1
.names n11234 n11244 n11245
00 1
.names asqrt[58] n11245 n11246
10 1
.names n10729 n10731 n11247
10 1
.names n10722 n11247 n11248
01 1
.names asqrt[22] n11248 n11249
11 1
.names n10722 n10731 n11250
00 1
.names asqrt[22] n11250 n11251
11 1
.names n10729 n11251 n11252
00 1
.names n11249 n11252 n11253
00 1
.names asqrt[58] n11234 n11254
00 1
.names n11244 n11254 n11255
01 1
.names n11253 n11255 n11256
00 1
.names n11246 n11256 n11257
00 1
.names asqrt[59] n11257 n11258
10 1
.names n10734 n10741 n11259
01 1
.names n10743 n11259 n11260
01 1
.names asqrt[22] n11260 n11261
11 1
.names n10734 n10743 n11262
00 1
.names asqrt[22] n11262 n11263
11 1
.names n10741 n11263 n11264
00 1
.names n11261 n11264 n11265
00 1
.names asqrt[59] n11246 n11266
00 1
.names n11256 n11266 n11267
01 1
.names n11265 n11267 n11268
00 1
.names n11258 n11268 n11269
00 1
.names asqrt[60] n11269 n11270
10 1
.names n10753 n10755 n11271
10 1
.names n10746 n11271 n11272
01 1
.names asqrt[22] n11272 n11273
11 1
.names n10746 n10755 n11274
00 1
.names asqrt[22] n11274 n11275
11 1
.names n10753 n11275 n11276
00 1
.names n11273 n11276 n11277
00 1
.names asqrt[60] n11258 n11278
00 1
.names n11268 n11278 n11279
01 1
.names n11277 n11279 n11280
00 1
.names n11270 n11280 n11281
00 1
.names asqrt[61] n11281 n11282
10 1
.names n10758 n10765 n11283
01 1
.names n10767 n11283 n11284
01 1
.names asqrt[22] n11284 n11285
11 1
.names n10758 n10767 n11286
00 1
.names asqrt[22] n11286 n11287
11 1
.names n10765 n11287 n11288
00 1
.names n11285 n11288 n11289
00 1
.names asqrt[61] n11270 n11290
00 1
.names n11280 n11290 n11291
01 1
.names n11289 n11291 n11292
00 1
.names n11282 n11292 n11293
00 1
.names asqrt[62] n11293 n11294
10 1
.names n10777 n10779 n11295
10 1
.names n10770 n11295 n11296
01 1
.names asqrt[22] n11296 n11297
11 1
.names n10770 n10779 n11298
00 1
.names asqrt[22] n11298 n11299
11 1
.names n10777 n11299 n11300
00 1
.names n11297 n11300 n11301
00 1
.names asqrt[62] n11282 n11302
00 1
.names n11292 n11302 n11303
01 1
.names n11301 n11303 n11304
00 1
.names n11294 n11304 n11305
00 1
.names n10782 n10789 n11306
01 1
.names n10791 n11306 n11307
01 1
.names asqrt[22] n11307 n11308
11 1
.names n10782 n10791 n11309
00 1
.names asqrt[22] n11309 n11310
11 1
.names n10789 n11310 n11311
00 1
.names n11308 n11311 n11312
00 1
.names n10793 n10800 n11313
00 1
.names asqrt[22] n11313 n11314
11 1
.names n10808 n11314 n11315
00 1
.names n11312 n11315 n11316
01 1
.names n11305 n11316 n11317
01 1
.names asqrt[63] n11317 n11318
00 1
.names n11294 n11312 n11319
01 1
.names n11304 n11319 n11320
01 1
.names n10800 asqrt[22] n11321
01 1
.names n10793 n11321 n11322
10 1
.names asqrt[63] n11313 n11323
10 1
.names n11322 n11323 n11324
01 1
.names n10796 n10817 n11325
00 1
.names n10799 n11325 n11326
01 1
.names n10812 n11326 n11327
01 1
.names n10808 n11327 n11328
01 1
.names n10806 n11328 n11329
01 1
.names n11324 n11329 n11330
00 1
.names n11320 n11330 n11331
01 1
.names n11318 n11331 asqrt[21]
01 0
.names a[42] asqrt[21] n11333
11 1
.names a[40] a[41] n11334
00 1
.names a[42] n11334 n11335
01 1
.names n11333 n11335 n11336
00 1
.names asqrt[22] n11336 n11337
10 1
.names n10817 n11335 n11338
00 1
.names n10812 n11338 n11339
01 1
.names n10808 n11339 n11340
01 1
.names n10806 n11340 n11341
01 1
.names n11333 n11341 n11342
01 1
.names a[42] asqrt[21] n11343
01 1
.names a[43] n11343 n11344
10 1
.names n10822 asqrt[21] n11345
11 1
.names n11344 n11345 n11346
00 1
.names n11342 n11346 n11347
01 1
.names n11337 n11347 n11348
00 1
.names asqrt[23] n11348 n11349
10 1
.names asqrt[23] n11337 n11350
00 1
.names n11347 n11350 n11351
01 1
.names asqrt[22] n11329 n11352
10 1
.names n11324 n11352 n11353
01 1
.names n11320 n11353 n11354
01 1
.names n11318 n11354 n11355
01 1
.names n11345 n11355 n11356
00 1
.names a[44] n11356 n11357
10 1
.names a[44] n11355 n11358
00 1
.names n11345 n11358 n11359
01 1
.names n11357 n11359 n11360
00 1
.names n11351 n11360 n11361
00 1
.names n11349 n11361 n11362
00 1
.names asqrt[24] n11362 n11363
10 1
.names n10825 n10830 n11364
00 1
.names n10834 n11364 n11365
01 1
.names asqrt[21] n11365 n11366
11 1
.names asqrt[21] n11364 n11367
11 1
.names n10834 n11367 n11368
10 1
.names n11366 n11368 n11369
00 1
.names asqrt[24] n11349 n11370
00 1
.names n11361 n11370 n11371
01 1
.names n11369 n11371 n11372
00 1
.names n11363 n11372 n11373
00 1
.names asqrt[25] n11373 n11374
10 1
.names n10839 n10848 n11375
01 1
.names n10837 n11375 n11376
01 1
.names asqrt[21] n11376 n11377
11 1
.names n10837 n10839 n11378
00 1
.names asqrt[21] n11378 n11379
11 1
.names n10848 n11379 n11380
00 1
.names n11377 n11380 n11381
00 1
.names asqrt[25] n11363 n11382
00 1
.names n11372 n11382 n11383
01 1
.names n11381 n11383 n11384
00 1
.names n11374 n11384 n11385
00 1
.names asqrt[26] n11385 n11386
10 1
.names n10851 n10857 n11387
01 1
.names n10859 n11387 n11388
01 1
.names asqrt[21] n11388 n11389
11 1
.names n10851 n10859 n11390
00 1
.names asqrt[21] n11390 n11391
11 1
.names n10857 n11391 n11392
00 1
.names n11389 n11392 n11393
00 1
.names asqrt[26] n11374 n11394
00 1
.names n11384 n11394 n11395
01 1
.names n11393 n11395 n11396
00 1
.names n11386 n11396 n11397
00 1
.names asqrt[27] n11397 n11398
10 1
.names n10869 n10871 n11399
10 1
.names n10862 n11399 n11400
01 1
.names asqrt[21] n11400 n11401
11 1
.names n10862 n10871 n11402
00 1
.names asqrt[21] n11402 n11403
11 1
.names n10869 n11403 n11404
00 1
.names n11401 n11404 n11405
00 1
.names asqrt[27] n11386 n11406
00 1
.names n11396 n11406 n11407
01 1
.names n11405 n11407 n11408
00 1
.names n11398 n11408 n11409
00 1
.names asqrt[28] n11409 n11410
10 1
.names n10874 n10881 n11411
01 1
.names n10883 n11411 n11412
01 1
.names asqrt[21] n11412 n11413
11 1
.names n10874 n10883 n11414
00 1
.names asqrt[21] n11414 n11415
11 1
.names n10881 n11415 n11416
00 1
.names n11413 n11416 n11417
00 1
.names asqrt[28] n11398 n11418
00 1
.names n11408 n11418 n11419
01 1
.names n11417 n11419 n11420
00 1
.names n11410 n11420 n11421
00 1
.names asqrt[29] n11421 n11422
10 1
.names n10893 n10895 n11423
10 1
.names n10886 n11423 n11424
01 1
.names asqrt[21] n11424 n11425
11 1
.names n10886 n10895 n11426
00 1
.names asqrt[21] n11426 n11427
11 1
.names n10893 n11427 n11428
00 1
.names n11425 n11428 n11429
00 1
.names asqrt[29] n11410 n11430
00 1
.names n11420 n11430 n11431
01 1
.names n11429 n11431 n11432
00 1
.names n11422 n11432 n11433
00 1
.names asqrt[30] n11433 n11434
10 1
.names n10898 n10905 n11435
01 1
.names n10907 n11435 n11436
01 1
.names asqrt[21] n11436 n11437
11 1
.names n10898 n10907 n11438
00 1
.names asqrt[21] n11438 n11439
11 1
.names n10905 n11439 n11440
00 1
.names n11437 n11440 n11441
00 1
.names asqrt[30] n11422 n11442
00 1
.names n11432 n11442 n11443
01 1
.names n11441 n11443 n11444
00 1
.names n11434 n11444 n11445
00 1
.names asqrt[31] n11445 n11446
10 1
.names n10917 n10919 n11447
10 1
.names n10910 n11447 n11448
01 1
.names asqrt[21] n11448 n11449
11 1
.names n10910 n10919 n11450
00 1
.names asqrt[21] n11450 n11451
11 1
.names n10917 n11451 n11452
00 1
.names n11449 n11452 n11453
00 1
.names asqrt[31] n11434 n11454
00 1
.names n11444 n11454 n11455
01 1
.names n11453 n11455 n11456
00 1
.names n11446 n11456 n11457
00 1
.names asqrt[32] n11457 n11458
10 1
.names n10922 n10929 n11459
01 1
.names n10931 n11459 n11460
01 1
.names asqrt[21] n11460 n11461
11 1
.names n10922 n10931 n11462
00 1
.names asqrt[21] n11462 n11463
11 1
.names n10929 n11463 n11464
00 1
.names n11461 n11464 n11465
00 1
.names asqrt[32] n11446 n11466
00 1
.names n11456 n11466 n11467
01 1
.names n11465 n11467 n11468
00 1
.names n11458 n11468 n11469
00 1
.names asqrt[33] n11469 n11470
10 1
.names n10941 n10943 n11471
10 1
.names n10934 n11471 n11472
01 1
.names asqrt[21] n11472 n11473
11 1
.names n10934 n10943 n11474
00 1
.names asqrt[21] n11474 n11475
11 1
.names n10941 n11475 n11476
00 1
.names n11473 n11476 n11477
00 1
.names asqrt[33] n11458 n11478
00 1
.names n11468 n11478 n11479
01 1
.names n11477 n11479 n11480
00 1
.names n11470 n11480 n11481
00 1
.names asqrt[34] n11481 n11482
10 1
.names n10946 n10953 n11483
01 1
.names n10955 n11483 n11484
01 1
.names asqrt[21] n11484 n11485
11 1
.names n10946 n10955 n11486
00 1
.names asqrt[21] n11486 n11487
11 1
.names n10953 n11487 n11488
00 1
.names n11485 n11488 n11489
00 1
.names asqrt[34] n11470 n11490
00 1
.names n11480 n11490 n11491
01 1
.names n11489 n11491 n11492
00 1
.names n11482 n11492 n11493
00 1
.names asqrt[35] n11493 n11494
10 1
.names n10965 n10967 n11495
10 1
.names n10958 n11495 n11496
01 1
.names asqrt[21] n11496 n11497
11 1
.names n10958 n10967 n11498
00 1
.names asqrt[21] n11498 n11499
11 1
.names n10965 n11499 n11500
00 1
.names n11497 n11500 n11501
00 1
.names asqrt[35] n11482 n11502
00 1
.names n11492 n11502 n11503
01 1
.names n11501 n11503 n11504
00 1
.names n11494 n11504 n11505
00 1
.names asqrt[36] n11505 n11506
10 1
.names n10970 n10977 n11507
01 1
.names n10979 n11507 n11508
01 1
.names asqrt[21] n11508 n11509
11 1
.names n10970 n10979 n11510
00 1
.names asqrt[21] n11510 n11511
11 1
.names n10977 n11511 n11512
00 1
.names n11509 n11512 n11513
00 1
.names asqrt[36] n11494 n11514
00 1
.names n11504 n11514 n11515
01 1
.names n11513 n11515 n11516
00 1
.names n11506 n11516 n11517
00 1
.names asqrt[37] n11517 n11518
10 1
.names n10989 n10991 n11519
10 1
.names n10982 n11519 n11520
01 1
.names asqrt[21] n11520 n11521
11 1
.names n10982 n10991 n11522
00 1
.names asqrt[21] n11522 n11523
11 1
.names n10989 n11523 n11524
00 1
.names n11521 n11524 n11525
00 1
.names asqrt[37] n11506 n11526
00 1
.names n11516 n11526 n11527
01 1
.names n11525 n11527 n11528
00 1
.names n11518 n11528 n11529
00 1
.names asqrt[38] n11529 n11530
10 1
.names n10994 n11001 n11531
01 1
.names n11003 n11531 n11532
01 1
.names asqrt[21] n11532 n11533
11 1
.names n10994 n11003 n11534
00 1
.names asqrt[21] n11534 n11535
11 1
.names n11001 n11535 n11536
00 1
.names n11533 n11536 n11537
00 1
.names asqrt[38] n11518 n11538
00 1
.names n11528 n11538 n11539
01 1
.names n11537 n11539 n11540
00 1
.names n11530 n11540 n11541
00 1
.names asqrt[39] n11541 n11542
10 1
.names n11013 n11015 n11543
10 1
.names n11006 n11543 n11544
01 1
.names asqrt[21] n11544 n11545
11 1
.names n11006 n11015 n11546
00 1
.names asqrt[21] n11546 n11547
11 1
.names n11013 n11547 n11548
00 1
.names n11545 n11548 n11549
00 1
.names asqrt[39] n11530 n11550
00 1
.names n11540 n11550 n11551
01 1
.names n11549 n11551 n11552
00 1
.names n11542 n11552 n11553
00 1
.names asqrt[40] n11553 n11554
10 1
.names n11018 n11025 n11555
01 1
.names n11027 n11555 n11556
01 1
.names asqrt[21] n11556 n11557
11 1
.names n11018 n11027 n11558
00 1
.names asqrt[21] n11558 n11559
11 1
.names n11025 n11559 n11560
00 1
.names n11557 n11560 n11561
00 1
.names asqrt[40] n11542 n11562
00 1
.names n11552 n11562 n11563
01 1
.names n11561 n11563 n11564
00 1
.names n11554 n11564 n11565
00 1
.names asqrt[41] n11565 n11566
10 1
.names n11037 n11039 n11567
10 1
.names n11030 n11567 n11568
01 1
.names asqrt[21] n11568 n11569
11 1
.names n11030 n11039 n11570
00 1
.names asqrt[21] n11570 n11571
11 1
.names n11037 n11571 n11572
00 1
.names n11569 n11572 n11573
00 1
.names asqrt[41] n11554 n11574
00 1
.names n11564 n11574 n11575
01 1
.names n11573 n11575 n11576
00 1
.names n11566 n11576 n11577
00 1
.names asqrt[42] n11577 n11578
10 1
.names n11042 n11049 n11579
01 1
.names n11051 n11579 n11580
01 1
.names asqrt[21] n11580 n11581
11 1
.names n11042 n11051 n11582
00 1
.names asqrt[21] n11582 n11583
11 1
.names n11049 n11583 n11584
00 1
.names n11581 n11584 n11585
00 1
.names asqrt[42] n11566 n11586
00 1
.names n11576 n11586 n11587
01 1
.names n11585 n11587 n11588
00 1
.names n11578 n11588 n11589
00 1
.names asqrt[43] n11589 n11590
10 1
.names n11061 n11063 n11591
10 1
.names n11054 n11591 n11592
01 1
.names asqrt[21] n11592 n11593
11 1
.names n11054 n11063 n11594
00 1
.names asqrt[21] n11594 n11595
11 1
.names n11061 n11595 n11596
00 1
.names n11593 n11596 n11597
00 1
.names asqrt[43] n11578 n11598
00 1
.names n11588 n11598 n11599
01 1
.names n11597 n11599 n11600
00 1
.names n11590 n11600 n11601
00 1
.names asqrt[44] n11601 n11602
10 1
.names asqrt[44] n11590 n11603
00 1
.names n11600 n11603 n11604
01 1
.names n11066 n11075 n11605
01 1
.names n11068 n11605 n11606
01 1
.names asqrt[21] n11606 n11607
11 1
.names n11066 n11068 n11608
00 1
.names asqrt[21] n11608 n11609
11 1
.names n11075 n11609 n11610
00 1
.names n11607 n11610 n11611
00 1
.names n11604 n11611 n11612
00 1
.names n11602 n11612 n11613
00 1
.names asqrt[45] n11613 n11614
10 1
.names n11085 n11087 n11615
10 1
.names n11078 n11615 n11616
01 1
.names asqrt[21] n11616 n11617
11 1
.names n11078 n11087 n11618
00 1
.names asqrt[21] n11618 n11619
11 1
.names n11085 n11619 n11620
00 1
.names n11617 n11620 n11621
00 1
.names asqrt[45] n11602 n11622
00 1
.names n11612 n11622 n11623
01 1
.names n11621 n11623 n11624
00 1
.names n11614 n11624 n11625
00 1
.names asqrt[46] n11625 n11626
10 1
.names n11090 n11097 n11627
01 1
.names n11099 n11627 n11628
01 1
.names asqrt[21] n11628 n11629
11 1
.names n11090 n11099 n11630
00 1
.names asqrt[21] n11630 n11631
11 1
.names n11097 n11631 n11632
00 1
.names n11629 n11632 n11633
00 1
.names asqrt[46] n11614 n11634
00 1
.names n11624 n11634 n11635
01 1
.names n11633 n11635 n11636
00 1
.names n11626 n11636 n11637
00 1
.names asqrt[47] n11637 n11638
10 1
.names n11109 n11111 n11639
10 1
.names n11102 n11639 n11640
01 1
.names asqrt[21] n11640 n11641
11 1
.names n11102 n11111 n11642
00 1
.names asqrt[21] n11642 n11643
11 1
.names n11109 n11643 n11644
00 1
.names n11641 n11644 n11645
00 1
.names asqrt[47] n11626 n11646
00 1
.names n11636 n11646 n11647
01 1
.names n11645 n11647 n11648
00 1
.names n11638 n11648 n11649
00 1
.names asqrt[48] n11649 n11650
10 1
.names n11114 n11121 n11651
01 1
.names n11123 n11651 n11652
01 1
.names asqrt[21] n11652 n11653
11 1
.names n11114 n11123 n11654
00 1
.names asqrt[21] n11654 n11655
11 1
.names n11121 n11655 n11656
00 1
.names n11653 n11656 n11657
00 1
.names asqrt[48] n11638 n11658
00 1
.names n11648 n11658 n11659
01 1
.names n11657 n11659 n11660
00 1
.names n11650 n11660 n11661
00 1
.names asqrt[49] n11661 n11662
10 1
.names n11133 n11135 n11663
10 1
.names n11126 n11663 n11664
01 1
.names asqrt[21] n11664 n11665
11 1
.names n11126 n11135 n11666
00 1
.names asqrt[21] n11666 n11667
11 1
.names n11133 n11667 n11668
00 1
.names n11665 n11668 n11669
00 1
.names asqrt[49] n11650 n11670
00 1
.names n11660 n11670 n11671
01 1
.names n11669 n11671 n11672
00 1
.names n11662 n11672 n11673
00 1
.names asqrt[50] n11673 n11674
10 1
.names n11138 n11145 n11675
01 1
.names n11147 n11675 n11676
01 1
.names asqrt[21] n11676 n11677
11 1
.names n11138 n11147 n11678
00 1
.names asqrt[21] n11678 n11679
11 1
.names n11145 n11679 n11680
00 1
.names n11677 n11680 n11681
00 1
.names asqrt[50] n11662 n11682
00 1
.names n11672 n11682 n11683
01 1
.names n11681 n11683 n11684
00 1
.names n11674 n11684 n11685
00 1
.names asqrt[51] n11685 n11686
10 1
.names n11157 n11159 n11687
10 1
.names n11150 n11687 n11688
01 1
.names asqrt[21] n11688 n11689
11 1
.names n11150 n11159 n11690
00 1
.names asqrt[21] n11690 n11691
11 1
.names n11157 n11691 n11692
00 1
.names n11689 n11692 n11693
00 1
.names asqrt[51] n11674 n11694
00 1
.names n11684 n11694 n11695
01 1
.names n11693 n11695 n11696
00 1
.names n11686 n11696 n11697
00 1
.names asqrt[52] n11697 n11698
10 1
.names n11162 n11169 n11699
01 1
.names n11171 n11699 n11700
01 1
.names asqrt[21] n11700 n11701
11 1
.names n11162 n11171 n11702
00 1
.names asqrt[21] n11702 n11703
11 1
.names n11169 n11703 n11704
00 1
.names n11701 n11704 n11705
00 1
.names asqrt[52] n11686 n11706
00 1
.names n11696 n11706 n11707
01 1
.names n11705 n11707 n11708
00 1
.names n11698 n11708 n11709
00 1
.names asqrt[53] n11709 n11710
10 1
.names n11181 n11183 n11711
10 1
.names n11174 n11711 n11712
01 1
.names asqrt[21] n11712 n11713
11 1
.names n11174 n11183 n11714
00 1
.names asqrt[21] n11714 n11715
11 1
.names n11181 n11715 n11716
00 1
.names n11713 n11716 n11717
00 1
.names asqrt[53] n11698 n11718
00 1
.names n11708 n11718 n11719
01 1
.names n11717 n11719 n11720
00 1
.names n11710 n11720 n11721
00 1
.names asqrt[54] n11721 n11722
10 1
.names n11186 n11193 n11723
01 1
.names n11195 n11723 n11724
01 1
.names asqrt[21] n11724 n11725
11 1
.names n11186 n11195 n11726
00 1
.names asqrt[21] n11726 n11727
11 1
.names n11193 n11727 n11728
00 1
.names n11725 n11728 n11729
00 1
.names asqrt[54] n11710 n11730
00 1
.names n11720 n11730 n11731
01 1
.names n11729 n11731 n11732
00 1
.names n11722 n11732 n11733
00 1
.names asqrt[55] n11733 n11734
10 1
.names n11205 n11207 n11735
10 1
.names n11198 n11735 n11736
01 1
.names asqrt[21] n11736 n11737
11 1
.names n11198 n11207 n11738
00 1
.names asqrt[21] n11738 n11739
11 1
.names n11205 n11739 n11740
00 1
.names n11737 n11740 n11741
00 1
.names asqrt[55] n11722 n11742
00 1
.names n11732 n11742 n11743
01 1
.names n11741 n11743 n11744
00 1
.names n11734 n11744 n11745
00 1
.names asqrt[56] n11745 n11746
10 1
.names n11210 n11217 n11747
01 1
.names n11219 n11747 n11748
01 1
.names asqrt[21] n11748 n11749
11 1
.names n11210 n11219 n11750
00 1
.names asqrt[21] n11750 n11751
11 1
.names n11217 n11751 n11752
00 1
.names n11749 n11752 n11753
00 1
.names asqrt[56] n11734 n11754
00 1
.names n11744 n11754 n11755
01 1
.names n11753 n11755 n11756
00 1
.names n11746 n11756 n11757
00 1
.names asqrt[57] n11757 n11758
10 1
.names n11229 n11231 n11759
10 1
.names n11222 n11759 n11760
01 1
.names asqrt[21] n11760 n11761
11 1
.names n11222 n11231 n11762
00 1
.names asqrt[21] n11762 n11763
11 1
.names n11229 n11763 n11764
00 1
.names n11761 n11764 n11765
00 1
.names asqrt[57] n11746 n11766
00 1
.names n11756 n11766 n11767
01 1
.names n11765 n11767 n11768
00 1
.names n11758 n11768 n11769
00 1
.names asqrt[58] n11769 n11770
10 1
.names n11234 n11241 n11771
01 1
.names n11243 n11771 n11772
01 1
.names asqrt[21] n11772 n11773
11 1
.names n11234 n11243 n11774
00 1
.names asqrt[21] n11774 n11775
11 1
.names n11241 n11775 n11776
00 1
.names n11773 n11776 n11777
00 1
.names asqrt[58] n11758 n11778
00 1
.names n11768 n11778 n11779
01 1
.names n11777 n11779 n11780
00 1
.names n11770 n11780 n11781
00 1
.names asqrt[59] n11781 n11782
10 1
.names n11253 n11255 n11783
10 1
.names n11246 n11783 n11784
01 1
.names asqrt[21] n11784 n11785
11 1
.names n11246 n11255 n11786
00 1
.names asqrt[21] n11786 n11787
11 1
.names n11253 n11787 n11788
00 1
.names n11785 n11788 n11789
00 1
.names asqrt[59] n11770 n11790
00 1
.names n11780 n11790 n11791
01 1
.names n11789 n11791 n11792
00 1
.names n11782 n11792 n11793
00 1
.names asqrt[60] n11793 n11794
10 1
.names n11258 n11265 n11795
01 1
.names n11267 n11795 n11796
01 1
.names asqrt[21] n11796 n11797
11 1
.names n11258 n11267 n11798
00 1
.names asqrt[21] n11798 n11799
11 1
.names n11265 n11799 n11800
00 1
.names n11797 n11800 n11801
00 1
.names asqrt[60] n11782 n11802
00 1
.names n11792 n11802 n11803
01 1
.names n11801 n11803 n11804
00 1
.names n11794 n11804 n11805
00 1
.names asqrt[61] n11805 n11806
10 1
.names n11277 n11279 n11807
10 1
.names n11270 n11807 n11808
01 1
.names asqrt[21] n11808 n11809
11 1
.names n11270 n11279 n11810
00 1
.names asqrt[21] n11810 n11811
11 1
.names n11277 n11811 n11812
00 1
.names n11809 n11812 n11813
00 1
.names asqrt[61] n11794 n11814
00 1
.names n11804 n11814 n11815
01 1
.names n11813 n11815 n11816
00 1
.names n11806 n11816 n11817
00 1
.names asqrt[62] n11817 n11818
10 1
.names n11282 n11289 n11819
01 1
.names n11291 n11819 n11820
01 1
.names asqrt[21] n11820 n11821
11 1
.names n11282 n11291 n11822
00 1
.names asqrt[21] n11822 n11823
11 1
.names n11289 n11823 n11824
00 1
.names n11821 n11824 n11825
00 1
.names asqrt[62] n11806 n11826
00 1
.names n11816 n11826 n11827
01 1
.names n11825 n11827 n11828
00 1
.names n11818 n11828 n11829
00 1
.names n11301 n11303 n11830
10 1
.names n11294 n11830 n11831
01 1
.names asqrt[21] n11831 n11832
11 1
.names n11294 n11303 n11833
00 1
.names asqrt[21] n11833 n11834
11 1
.names n11301 n11834 n11835
00 1
.names n11832 n11835 n11836
00 1
.names n11305 n11312 n11837
00 1
.names asqrt[21] n11837 n11838
11 1
.names n11320 n11838 n11839
00 1
.names n11836 n11839 n11840
01 1
.names n11829 n11840 n11841
01 1
.names asqrt[63] n11841 n11842
00 1
.names n11818 n11836 n11843
01 1
.names n11828 n11843 n11844
01 1
.names n11312 asqrt[21] n11845
01 1
.names n11305 n11845 n11846
10 1
.names asqrt[63] n11837 n11847
10 1
.names n11846 n11847 n11848
01 1
.names n11308 n11329 n11849
00 1
.names n11311 n11849 n11850
01 1
.names n11324 n11850 n11851
01 1
.names n11320 n11851 n11852
01 1
.names n11318 n11852 n11853
01 1
.names n11848 n11853 n11854
00 1
.names n11844 n11854 n11855
01 1
.names n11842 n11855 asqrt[20]
01 0
.names a[40] asqrt[20] n11857
11 1
.names a[38] a[39] n11858
00 1
.names a[40] n11858 n11859
01 1
.names n11857 n11859 n11860
00 1
.names asqrt[21] n11860 n11861
10 1
.names n11329 n11859 n11862
00 1
.names n11324 n11862 n11863
01 1
.names n11320 n11863 n11864
01 1
.names n11318 n11864 n11865
01 1
.names n11857 n11865 n11866
01 1
.names a[40] asqrt[20] n11867
01 1
.names a[41] n11867 n11868
10 1
.names n11334 asqrt[20] n11869
11 1
.names n11868 n11869 n11870
00 1
.names n11866 n11870 n11871
01 1
.names n11861 n11871 n11872
00 1
.names asqrt[22] n11872 n11873
10 1
.names asqrt[22] n11861 n11874
00 1
.names n11871 n11874 n11875
01 1
.names asqrt[21] n11853 n11876
10 1
.names n11848 n11876 n11877
01 1
.names n11844 n11877 n11878
01 1
.names n11842 n11878 n11879
01 1
.names n11869 n11879 n11880
00 1
.names a[42] n11880 n11881
10 1
.names a[42] n11879 n11882
00 1
.names n11869 n11882 n11883
01 1
.names n11881 n11883 n11884
00 1
.names n11875 n11884 n11885
00 1
.names n11873 n11885 n11886
00 1
.names asqrt[23] n11886 n11887
10 1
.names n11337 n11342 n11888
00 1
.names n11346 n11888 n11889
01 1
.names asqrt[20] n11889 n11890
11 1
.names asqrt[20] n11888 n11891
11 1
.names n11346 n11891 n11892
10 1
.names n11890 n11892 n11893
00 1
.names asqrt[23] n11873 n11894
00 1
.names n11885 n11894 n11895
01 1
.names n11893 n11895 n11896
00 1
.names n11887 n11896 n11897
00 1
.names asqrt[24] n11897 n11898
10 1
.names n11351 n11360 n11899
01 1
.names n11349 n11899 n11900
01 1
.names asqrt[20] n11900 n11901
11 1
.names n11349 n11351 n11902
00 1
.names asqrt[20] n11902 n11903
11 1
.names n11360 n11903 n11904
00 1
.names n11901 n11904 n11905
00 1
.names asqrt[24] n11887 n11906
00 1
.names n11896 n11906 n11907
01 1
.names n11905 n11907 n11908
00 1
.names n11898 n11908 n11909
00 1
.names asqrt[25] n11909 n11910
10 1
.names n11363 n11369 n11911
01 1
.names n11371 n11911 n11912
01 1
.names asqrt[20] n11912 n11913
11 1
.names n11363 n11371 n11914
00 1
.names asqrt[20] n11914 n11915
11 1
.names n11369 n11915 n11916
00 1
.names n11913 n11916 n11917
00 1
.names asqrt[25] n11898 n11918
00 1
.names n11908 n11918 n11919
01 1
.names n11917 n11919 n11920
00 1
.names n11910 n11920 n11921
00 1
.names asqrt[26] n11921 n11922
10 1
.names n11381 n11383 n11923
10 1
.names n11374 n11923 n11924
01 1
.names asqrt[20] n11924 n11925
11 1
.names n11374 n11383 n11926
00 1
.names asqrt[20] n11926 n11927
11 1
.names n11381 n11927 n11928
00 1
.names n11925 n11928 n11929
00 1
.names asqrt[26] n11910 n11930
00 1
.names n11920 n11930 n11931
01 1
.names n11929 n11931 n11932
00 1
.names n11922 n11932 n11933
00 1
.names asqrt[27] n11933 n11934
10 1
.names n11386 n11393 n11935
01 1
.names n11395 n11935 n11936
01 1
.names asqrt[20] n11936 n11937
11 1
.names n11386 n11395 n11938
00 1
.names asqrt[20] n11938 n11939
11 1
.names n11393 n11939 n11940
00 1
.names n11937 n11940 n11941
00 1
.names asqrt[27] n11922 n11942
00 1
.names n11932 n11942 n11943
01 1
.names n11941 n11943 n11944
00 1
.names n11934 n11944 n11945
00 1
.names asqrt[28] n11945 n11946
10 1
.names n11405 n11407 n11947
10 1
.names n11398 n11947 n11948
01 1
.names asqrt[20] n11948 n11949
11 1
.names n11398 n11407 n11950
00 1
.names asqrt[20] n11950 n11951
11 1
.names n11405 n11951 n11952
00 1
.names n11949 n11952 n11953
00 1
.names asqrt[28] n11934 n11954
00 1
.names n11944 n11954 n11955
01 1
.names n11953 n11955 n11956
00 1
.names n11946 n11956 n11957
00 1
.names asqrt[29] n11957 n11958
10 1
.names n11410 n11417 n11959
01 1
.names n11419 n11959 n11960
01 1
.names asqrt[20] n11960 n11961
11 1
.names n11410 n11419 n11962
00 1
.names asqrt[20] n11962 n11963
11 1
.names n11417 n11963 n11964
00 1
.names n11961 n11964 n11965
00 1
.names asqrt[29] n11946 n11966
00 1
.names n11956 n11966 n11967
01 1
.names n11965 n11967 n11968
00 1
.names n11958 n11968 n11969
00 1
.names asqrt[30] n11969 n11970
10 1
.names n11429 n11431 n11971
10 1
.names n11422 n11971 n11972
01 1
.names asqrt[20] n11972 n11973
11 1
.names n11422 n11431 n11974
00 1
.names asqrt[20] n11974 n11975
11 1
.names n11429 n11975 n11976
00 1
.names n11973 n11976 n11977
00 1
.names asqrt[30] n11958 n11978
00 1
.names n11968 n11978 n11979
01 1
.names n11977 n11979 n11980
00 1
.names n11970 n11980 n11981
00 1
.names asqrt[31] n11981 n11982
10 1
.names n11434 n11441 n11983
01 1
.names n11443 n11983 n11984
01 1
.names asqrt[20] n11984 n11985
11 1
.names n11434 n11443 n11986
00 1
.names asqrt[20] n11986 n11987
11 1
.names n11441 n11987 n11988
00 1
.names n11985 n11988 n11989
00 1
.names asqrt[31] n11970 n11990
00 1
.names n11980 n11990 n11991
01 1
.names n11989 n11991 n11992
00 1
.names n11982 n11992 n11993
00 1
.names asqrt[32] n11993 n11994
10 1
.names n11453 n11455 n11995
10 1
.names n11446 n11995 n11996
01 1
.names asqrt[20] n11996 n11997
11 1
.names n11446 n11455 n11998
00 1
.names asqrt[20] n11998 n11999
11 1
.names n11453 n11999 n12000
00 1
.names n11997 n12000 n12001
00 1
.names asqrt[32] n11982 n12002
00 1
.names n11992 n12002 n12003
01 1
.names n12001 n12003 n12004
00 1
.names n11994 n12004 n12005
00 1
.names asqrt[33] n12005 n12006
10 1
.names n11458 n11465 n12007
01 1
.names n11467 n12007 n12008
01 1
.names asqrt[20] n12008 n12009
11 1
.names n11458 n11467 n12010
00 1
.names asqrt[20] n12010 n12011
11 1
.names n11465 n12011 n12012
00 1
.names n12009 n12012 n12013
00 1
.names asqrt[33] n11994 n12014
00 1
.names n12004 n12014 n12015
01 1
.names n12013 n12015 n12016
00 1
.names n12006 n12016 n12017
00 1
.names asqrt[34] n12017 n12018
10 1
.names n11477 n11479 n12019
10 1
.names n11470 n12019 n12020
01 1
.names asqrt[20] n12020 n12021
11 1
.names n11470 n11479 n12022
00 1
.names asqrt[20] n12022 n12023
11 1
.names n11477 n12023 n12024
00 1
.names n12021 n12024 n12025
00 1
.names asqrt[34] n12006 n12026
00 1
.names n12016 n12026 n12027
01 1
.names n12025 n12027 n12028
00 1
.names n12018 n12028 n12029
00 1
.names asqrt[35] n12029 n12030
10 1
.names n11482 n11489 n12031
01 1
.names n11491 n12031 n12032
01 1
.names asqrt[20] n12032 n12033
11 1
.names n11482 n11491 n12034
00 1
.names asqrt[20] n12034 n12035
11 1
.names n11489 n12035 n12036
00 1
.names n12033 n12036 n12037
00 1
.names asqrt[35] n12018 n12038
00 1
.names n12028 n12038 n12039
01 1
.names n12037 n12039 n12040
00 1
.names n12030 n12040 n12041
00 1
.names asqrt[36] n12041 n12042
10 1
.names n11501 n11503 n12043
10 1
.names n11494 n12043 n12044
01 1
.names asqrt[20] n12044 n12045
11 1
.names n11494 n11503 n12046
00 1
.names asqrt[20] n12046 n12047
11 1
.names n11501 n12047 n12048
00 1
.names n12045 n12048 n12049
00 1
.names asqrt[36] n12030 n12050
00 1
.names n12040 n12050 n12051
01 1
.names n12049 n12051 n12052
00 1
.names n12042 n12052 n12053
00 1
.names asqrt[37] n12053 n12054
10 1
.names n11506 n11513 n12055
01 1
.names n11515 n12055 n12056
01 1
.names asqrt[20] n12056 n12057
11 1
.names n11506 n11515 n12058
00 1
.names asqrt[20] n12058 n12059
11 1
.names n11513 n12059 n12060
00 1
.names n12057 n12060 n12061
00 1
.names asqrt[37] n12042 n12062
00 1
.names n12052 n12062 n12063
01 1
.names n12061 n12063 n12064
00 1
.names n12054 n12064 n12065
00 1
.names asqrt[38] n12065 n12066
10 1
.names n11525 n11527 n12067
10 1
.names n11518 n12067 n12068
01 1
.names asqrt[20] n12068 n12069
11 1
.names n11518 n11527 n12070
00 1
.names asqrt[20] n12070 n12071
11 1
.names n11525 n12071 n12072
00 1
.names n12069 n12072 n12073
00 1
.names asqrt[38] n12054 n12074
00 1
.names n12064 n12074 n12075
01 1
.names n12073 n12075 n12076
00 1
.names n12066 n12076 n12077
00 1
.names asqrt[39] n12077 n12078
10 1
.names n11530 n11537 n12079
01 1
.names n11539 n12079 n12080
01 1
.names asqrt[20] n12080 n12081
11 1
.names n11530 n11539 n12082
00 1
.names asqrt[20] n12082 n12083
11 1
.names n11537 n12083 n12084
00 1
.names n12081 n12084 n12085
00 1
.names asqrt[39] n12066 n12086
00 1
.names n12076 n12086 n12087
01 1
.names n12085 n12087 n12088
00 1
.names n12078 n12088 n12089
00 1
.names asqrt[40] n12089 n12090
10 1
.names n11549 n11551 n12091
10 1
.names n11542 n12091 n12092
01 1
.names asqrt[20] n12092 n12093
11 1
.names n11542 n11551 n12094
00 1
.names asqrt[20] n12094 n12095
11 1
.names n11549 n12095 n12096
00 1
.names n12093 n12096 n12097
00 1
.names asqrt[40] n12078 n12098
00 1
.names n12088 n12098 n12099
01 1
.names n12097 n12099 n12100
00 1
.names n12090 n12100 n12101
00 1
.names asqrt[41] n12101 n12102
10 1
.names n11554 n11561 n12103
01 1
.names n11563 n12103 n12104
01 1
.names asqrt[20] n12104 n12105
11 1
.names n11554 n11563 n12106
00 1
.names asqrt[20] n12106 n12107
11 1
.names n11561 n12107 n12108
00 1
.names n12105 n12108 n12109
00 1
.names asqrt[41] n12090 n12110
00 1
.names n12100 n12110 n12111
01 1
.names n12109 n12111 n12112
00 1
.names n12102 n12112 n12113
00 1
.names asqrt[42] n12113 n12114
10 1
.names n11573 n11575 n12115
10 1
.names n11566 n12115 n12116
01 1
.names asqrt[20] n12116 n12117
11 1
.names n11566 n11575 n12118
00 1
.names asqrt[20] n12118 n12119
11 1
.names n11573 n12119 n12120
00 1
.names n12117 n12120 n12121
00 1
.names asqrt[42] n12102 n12122
00 1
.names n12112 n12122 n12123
01 1
.names n12121 n12123 n12124
00 1
.names n12114 n12124 n12125
00 1
.names asqrt[43] n12125 n12126
10 1
.names n11578 n11585 n12127
01 1
.names n11587 n12127 n12128
01 1
.names asqrt[20] n12128 n12129
11 1
.names n11578 n11587 n12130
00 1
.names asqrt[20] n12130 n12131
11 1
.names n11585 n12131 n12132
00 1
.names n12129 n12132 n12133
00 1
.names asqrt[43] n12114 n12134
00 1
.names n12124 n12134 n12135
01 1
.names n12133 n12135 n12136
00 1
.names n12126 n12136 n12137
00 1
.names asqrt[44] n12137 n12138
10 1
.names n11597 n11599 n12139
10 1
.names n11590 n12139 n12140
01 1
.names asqrt[20] n12140 n12141
11 1
.names n11590 n11599 n12142
00 1
.names asqrt[20] n12142 n12143
11 1
.names n11597 n12143 n12144
00 1
.names n12141 n12144 n12145
00 1
.names asqrt[44] n12126 n12146
00 1
.names n12136 n12146 n12147
01 1
.names n12145 n12147 n12148
00 1
.names n12138 n12148 n12149
00 1
.names asqrt[45] n12149 n12150
10 1
.names asqrt[45] n12138 n12151
00 1
.names n12148 n12151 n12152
01 1
.names n11602 n11611 n12153
01 1
.names n11604 n12153 n12154
01 1
.names asqrt[20] n12154 n12155
11 1
.names n11602 n11604 n12156
00 1
.names asqrt[20] n12156 n12157
11 1
.names n11611 n12157 n12158
00 1
.names n12155 n12158 n12159
00 1
.names n12152 n12159 n12160
00 1
.names n12150 n12160 n12161
00 1
.names asqrt[46] n12161 n12162
10 1
.names n11621 n11623 n12163
10 1
.names n11614 n12163 n12164
01 1
.names asqrt[20] n12164 n12165
11 1
.names n11614 n11623 n12166
00 1
.names asqrt[20] n12166 n12167
11 1
.names n11621 n12167 n12168
00 1
.names n12165 n12168 n12169
00 1
.names asqrt[46] n12150 n12170
00 1
.names n12160 n12170 n12171
01 1
.names n12169 n12171 n12172
00 1
.names n12162 n12172 n12173
00 1
.names asqrt[47] n12173 n12174
10 1
.names n11626 n11633 n12175
01 1
.names n11635 n12175 n12176
01 1
.names asqrt[20] n12176 n12177
11 1
.names n11626 n11635 n12178
00 1
.names asqrt[20] n12178 n12179
11 1
.names n11633 n12179 n12180
00 1
.names n12177 n12180 n12181
00 1
.names asqrt[47] n12162 n12182
00 1
.names n12172 n12182 n12183
01 1
.names n12181 n12183 n12184
00 1
.names n12174 n12184 n12185
00 1
.names asqrt[48] n12185 n12186
10 1
.names n11645 n11647 n12187
10 1
.names n11638 n12187 n12188
01 1
.names asqrt[20] n12188 n12189
11 1
.names n11638 n11647 n12190
00 1
.names asqrt[20] n12190 n12191
11 1
.names n11645 n12191 n12192
00 1
.names n12189 n12192 n12193
00 1
.names asqrt[48] n12174 n12194
00 1
.names n12184 n12194 n12195
01 1
.names n12193 n12195 n12196
00 1
.names n12186 n12196 n12197
00 1
.names asqrt[49] n12197 n12198
10 1
.names n11650 n11657 n12199
01 1
.names n11659 n12199 n12200
01 1
.names asqrt[20] n12200 n12201
11 1
.names n11650 n11659 n12202
00 1
.names asqrt[20] n12202 n12203
11 1
.names n11657 n12203 n12204
00 1
.names n12201 n12204 n12205
00 1
.names asqrt[49] n12186 n12206
00 1
.names n12196 n12206 n12207
01 1
.names n12205 n12207 n12208
00 1
.names n12198 n12208 n12209
00 1
.names asqrt[50] n12209 n12210
10 1
.names n11669 n11671 n12211
10 1
.names n11662 n12211 n12212
01 1
.names asqrt[20] n12212 n12213
11 1
.names n11662 n11671 n12214
00 1
.names asqrt[20] n12214 n12215
11 1
.names n11669 n12215 n12216
00 1
.names n12213 n12216 n12217
00 1
.names asqrt[50] n12198 n12218
00 1
.names n12208 n12218 n12219
01 1
.names n12217 n12219 n12220
00 1
.names n12210 n12220 n12221
00 1
.names asqrt[51] n12221 n12222
10 1
.names n11674 n11681 n12223
01 1
.names n11683 n12223 n12224
01 1
.names asqrt[20] n12224 n12225
11 1
.names n11674 n11683 n12226
00 1
.names asqrt[20] n12226 n12227
11 1
.names n11681 n12227 n12228
00 1
.names n12225 n12228 n12229
00 1
.names asqrt[51] n12210 n12230
00 1
.names n12220 n12230 n12231
01 1
.names n12229 n12231 n12232
00 1
.names n12222 n12232 n12233
00 1
.names asqrt[52] n12233 n12234
10 1
.names n11693 n11695 n12235
10 1
.names n11686 n12235 n12236
01 1
.names asqrt[20] n12236 n12237
11 1
.names n11686 n11695 n12238
00 1
.names asqrt[20] n12238 n12239
11 1
.names n11693 n12239 n12240
00 1
.names n12237 n12240 n12241
00 1
.names asqrt[52] n12222 n12242
00 1
.names n12232 n12242 n12243
01 1
.names n12241 n12243 n12244
00 1
.names n12234 n12244 n12245
00 1
.names asqrt[53] n12245 n12246
10 1
.names n11698 n11705 n12247
01 1
.names n11707 n12247 n12248
01 1
.names asqrt[20] n12248 n12249
11 1
.names n11698 n11707 n12250
00 1
.names asqrt[20] n12250 n12251
11 1
.names n11705 n12251 n12252
00 1
.names n12249 n12252 n12253
00 1
.names asqrt[53] n12234 n12254
00 1
.names n12244 n12254 n12255
01 1
.names n12253 n12255 n12256
00 1
.names n12246 n12256 n12257
00 1
.names asqrt[54] n12257 n12258
10 1
.names n11717 n11719 n12259
10 1
.names n11710 n12259 n12260
01 1
.names asqrt[20] n12260 n12261
11 1
.names n11710 n11719 n12262
00 1
.names asqrt[20] n12262 n12263
11 1
.names n11717 n12263 n12264
00 1
.names n12261 n12264 n12265
00 1
.names asqrt[54] n12246 n12266
00 1
.names n12256 n12266 n12267
01 1
.names n12265 n12267 n12268
00 1
.names n12258 n12268 n12269
00 1
.names asqrt[55] n12269 n12270
10 1
.names n11722 n11729 n12271
01 1
.names n11731 n12271 n12272
01 1
.names asqrt[20] n12272 n12273
11 1
.names n11722 n11731 n12274
00 1
.names asqrt[20] n12274 n12275
11 1
.names n11729 n12275 n12276
00 1
.names n12273 n12276 n12277
00 1
.names asqrt[55] n12258 n12278
00 1
.names n12268 n12278 n12279
01 1
.names n12277 n12279 n12280
00 1
.names n12270 n12280 n12281
00 1
.names asqrt[56] n12281 n12282
10 1
.names n11741 n11743 n12283
10 1
.names n11734 n12283 n12284
01 1
.names asqrt[20] n12284 n12285
11 1
.names n11734 n11743 n12286
00 1
.names asqrt[20] n12286 n12287
11 1
.names n11741 n12287 n12288
00 1
.names n12285 n12288 n12289
00 1
.names asqrt[56] n12270 n12290
00 1
.names n12280 n12290 n12291
01 1
.names n12289 n12291 n12292
00 1
.names n12282 n12292 n12293
00 1
.names asqrt[57] n12293 n12294
10 1
.names n11746 n11753 n12295
01 1
.names n11755 n12295 n12296
01 1
.names asqrt[20] n12296 n12297
11 1
.names n11746 n11755 n12298
00 1
.names asqrt[20] n12298 n12299
11 1
.names n11753 n12299 n12300
00 1
.names n12297 n12300 n12301
00 1
.names asqrt[57] n12282 n12302
00 1
.names n12292 n12302 n12303
01 1
.names n12301 n12303 n12304
00 1
.names n12294 n12304 n12305
00 1
.names asqrt[58] n12305 n12306
10 1
.names n11765 n11767 n12307
10 1
.names n11758 n12307 n12308
01 1
.names asqrt[20] n12308 n12309
11 1
.names n11758 n11767 n12310
00 1
.names asqrt[20] n12310 n12311
11 1
.names n11765 n12311 n12312
00 1
.names n12309 n12312 n12313
00 1
.names asqrt[58] n12294 n12314
00 1
.names n12304 n12314 n12315
01 1
.names n12313 n12315 n12316
00 1
.names n12306 n12316 n12317
00 1
.names asqrt[59] n12317 n12318
10 1
.names n11770 n11777 n12319
01 1
.names n11779 n12319 n12320
01 1
.names asqrt[20] n12320 n12321
11 1
.names n11770 n11779 n12322
00 1
.names asqrt[20] n12322 n12323
11 1
.names n11777 n12323 n12324
00 1
.names n12321 n12324 n12325
00 1
.names asqrt[59] n12306 n12326
00 1
.names n12316 n12326 n12327
01 1
.names n12325 n12327 n12328
00 1
.names n12318 n12328 n12329
00 1
.names asqrt[60] n12329 n12330
10 1
.names n11789 n11791 n12331
10 1
.names n11782 n12331 n12332
01 1
.names asqrt[20] n12332 n12333
11 1
.names n11782 n11791 n12334
00 1
.names asqrt[20] n12334 n12335
11 1
.names n11789 n12335 n12336
00 1
.names n12333 n12336 n12337
00 1
.names asqrt[60] n12318 n12338
00 1
.names n12328 n12338 n12339
01 1
.names n12337 n12339 n12340
00 1
.names n12330 n12340 n12341
00 1
.names asqrt[61] n12341 n12342
10 1
.names n11794 n11801 n12343
01 1
.names n11803 n12343 n12344
01 1
.names asqrt[20] n12344 n12345
11 1
.names n11794 n11803 n12346
00 1
.names asqrt[20] n12346 n12347
11 1
.names n11801 n12347 n12348
00 1
.names n12345 n12348 n12349
00 1
.names asqrt[61] n12330 n12350
00 1
.names n12340 n12350 n12351
01 1
.names n12349 n12351 n12352
00 1
.names n12342 n12352 n12353
00 1
.names asqrt[62] n12353 n12354
10 1
.names n11813 n11815 n12355
10 1
.names n11806 n12355 n12356
01 1
.names asqrt[20] n12356 n12357
11 1
.names n11806 n11815 n12358
00 1
.names asqrt[20] n12358 n12359
11 1
.names n11813 n12359 n12360
00 1
.names n12357 n12360 n12361
00 1
.names asqrt[62] n12342 n12362
00 1
.names n12352 n12362 n12363
01 1
.names n12361 n12363 n12364
00 1
.names n12354 n12364 n12365
00 1
.names n11818 n11825 n12366
01 1
.names n11827 n12366 n12367
01 1
.names asqrt[20] n12367 n12368
11 1
.names n11818 n11827 n12369
00 1
.names asqrt[20] n12369 n12370
11 1
.names n11825 n12370 n12371
00 1
.names n12368 n12371 n12372
00 1
.names n11829 n11836 n12373
00 1
.names asqrt[20] n12373 n12374
11 1
.names n11844 n12374 n12375
00 1
.names n12372 n12375 n12376
01 1
.names n12365 n12376 n12377
01 1
.names asqrt[63] n12377 n12378
00 1
.names n12354 n12372 n12379
01 1
.names n12364 n12379 n12380
01 1
.names n11836 asqrt[20] n12381
01 1
.names n11829 n12381 n12382
10 1
.names asqrt[63] n12373 n12383
10 1
.names n12382 n12383 n12384
01 1
.names n11832 n11853 n12385
00 1
.names n11835 n12385 n12386
01 1
.names n11848 n12386 n12387
01 1
.names n11844 n12387 n12388
01 1
.names n11842 n12388 n12389
01 1
.names n12384 n12389 n12390
00 1
.names n12380 n12390 n12391
01 1
.names n12378 n12391 asqrt[19]
01 0
.names a[38] asqrt[19] n12393
11 1
.names a[36] a[37] n12394
00 1
.names a[38] n12394 n12395
01 1
.names n12393 n12395 n12396
00 1
.names asqrt[20] n12396 n12397
10 1
.names n11853 n12395 n12398
00 1
.names n11848 n12398 n12399
01 1
.names n11844 n12399 n12400
01 1
.names n11842 n12400 n12401
01 1
.names n12393 n12401 n12402
01 1
.names a[38] asqrt[19] n12403
01 1
.names a[39] n12403 n12404
10 1
.names n11858 asqrt[19] n12405
11 1
.names n12404 n12405 n12406
00 1
.names n12402 n12406 n12407
01 1
.names n12397 n12407 n12408
00 1
.names asqrt[21] n12408 n12409
10 1
.names asqrt[21] n12397 n12410
00 1
.names n12407 n12410 n12411
01 1
.names asqrt[20] n12389 n12412
10 1
.names n12384 n12412 n12413
01 1
.names n12380 n12413 n12414
01 1
.names n12378 n12414 n12415
01 1
.names n12405 n12415 n12416
00 1
.names a[40] n12416 n12417
10 1
.names a[40] n12415 n12418
00 1
.names n12405 n12418 n12419
01 1
.names n12417 n12419 n12420
00 1
.names n12411 n12420 n12421
00 1
.names n12409 n12421 n12422
00 1
.names asqrt[22] n12422 n12423
10 1
.names n11861 n11866 n12424
00 1
.names n11870 n12424 n12425
01 1
.names asqrt[19] n12425 n12426
11 1
.names asqrt[19] n12424 n12427
11 1
.names n11870 n12427 n12428
10 1
.names n12426 n12428 n12429
00 1
.names asqrt[22] n12409 n12430
00 1
.names n12421 n12430 n12431
01 1
.names n12429 n12431 n12432
00 1
.names n12423 n12432 n12433
00 1
.names asqrt[23] n12433 n12434
10 1
.names n11875 n11884 n12435
01 1
.names n11873 n12435 n12436
01 1
.names asqrt[19] n12436 n12437
11 1
.names n11873 n11875 n12438
00 1
.names asqrt[19] n12438 n12439
11 1
.names n11884 n12439 n12440
00 1
.names n12437 n12440 n12441
00 1
.names asqrt[23] n12423 n12442
00 1
.names n12432 n12442 n12443
01 1
.names n12441 n12443 n12444
00 1
.names n12434 n12444 n12445
00 1
.names asqrt[24] n12445 n12446
10 1
.names n11887 n11893 n12447
01 1
.names n11895 n12447 n12448
01 1
.names asqrt[19] n12448 n12449
11 1
.names n11887 n11895 n12450
00 1
.names asqrt[19] n12450 n12451
11 1
.names n11893 n12451 n12452
00 1
.names n12449 n12452 n12453
00 1
.names asqrt[24] n12434 n12454
00 1
.names n12444 n12454 n12455
01 1
.names n12453 n12455 n12456
00 1
.names n12446 n12456 n12457
00 1
.names asqrt[25] n12457 n12458
10 1
.names n11905 n11907 n12459
10 1
.names n11898 n12459 n12460
01 1
.names asqrt[19] n12460 n12461
11 1
.names n11898 n11907 n12462
00 1
.names asqrt[19] n12462 n12463
11 1
.names n11905 n12463 n12464
00 1
.names n12461 n12464 n12465
00 1
.names asqrt[25] n12446 n12466
00 1
.names n12456 n12466 n12467
01 1
.names n12465 n12467 n12468
00 1
.names n12458 n12468 n12469
00 1
.names asqrt[26] n12469 n12470
10 1
.names n11910 n11917 n12471
01 1
.names n11919 n12471 n12472
01 1
.names asqrt[19] n12472 n12473
11 1
.names n11910 n11919 n12474
00 1
.names asqrt[19] n12474 n12475
11 1
.names n11917 n12475 n12476
00 1
.names n12473 n12476 n12477
00 1
.names asqrt[26] n12458 n12478
00 1
.names n12468 n12478 n12479
01 1
.names n12477 n12479 n12480
00 1
.names n12470 n12480 n12481
00 1
.names asqrt[27] n12481 n12482
10 1
.names n11929 n11931 n12483
10 1
.names n11922 n12483 n12484
01 1
.names asqrt[19] n12484 n12485
11 1
.names n11922 n11931 n12486
00 1
.names asqrt[19] n12486 n12487
11 1
.names n11929 n12487 n12488
00 1
.names n12485 n12488 n12489
00 1
.names asqrt[27] n12470 n12490
00 1
.names n12480 n12490 n12491
01 1
.names n12489 n12491 n12492
00 1
.names n12482 n12492 n12493
00 1
.names asqrt[28] n12493 n12494
10 1
.names n11934 n11941 n12495
01 1
.names n11943 n12495 n12496
01 1
.names asqrt[19] n12496 n12497
11 1
.names n11934 n11943 n12498
00 1
.names asqrt[19] n12498 n12499
11 1
.names n11941 n12499 n12500
00 1
.names n12497 n12500 n12501
00 1
.names asqrt[28] n12482 n12502
00 1
.names n12492 n12502 n12503
01 1
.names n12501 n12503 n12504
00 1
.names n12494 n12504 n12505
00 1
.names asqrt[29] n12505 n12506
10 1
.names n11953 n11955 n12507
10 1
.names n11946 n12507 n12508
01 1
.names asqrt[19] n12508 n12509
11 1
.names n11946 n11955 n12510
00 1
.names asqrt[19] n12510 n12511
11 1
.names n11953 n12511 n12512
00 1
.names n12509 n12512 n12513
00 1
.names asqrt[29] n12494 n12514
00 1
.names n12504 n12514 n12515
01 1
.names n12513 n12515 n12516
00 1
.names n12506 n12516 n12517
00 1
.names asqrt[30] n12517 n12518
10 1
.names n11958 n11965 n12519
01 1
.names n11967 n12519 n12520
01 1
.names asqrt[19] n12520 n12521
11 1
.names n11958 n11967 n12522
00 1
.names asqrt[19] n12522 n12523
11 1
.names n11965 n12523 n12524
00 1
.names n12521 n12524 n12525
00 1
.names asqrt[30] n12506 n12526
00 1
.names n12516 n12526 n12527
01 1
.names n12525 n12527 n12528
00 1
.names n12518 n12528 n12529
00 1
.names asqrt[31] n12529 n12530
10 1
.names n11977 n11979 n12531
10 1
.names n11970 n12531 n12532
01 1
.names asqrt[19] n12532 n12533
11 1
.names n11970 n11979 n12534
00 1
.names asqrt[19] n12534 n12535
11 1
.names n11977 n12535 n12536
00 1
.names n12533 n12536 n12537
00 1
.names asqrt[31] n12518 n12538
00 1
.names n12528 n12538 n12539
01 1
.names n12537 n12539 n12540
00 1
.names n12530 n12540 n12541
00 1
.names asqrt[32] n12541 n12542
10 1
.names n11982 n11989 n12543
01 1
.names n11991 n12543 n12544
01 1
.names asqrt[19] n12544 n12545
11 1
.names n11982 n11991 n12546
00 1
.names asqrt[19] n12546 n12547
11 1
.names n11989 n12547 n12548
00 1
.names n12545 n12548 n12549
00 1
.names asqrt[32] n12530 n12550
00 1
.names n12540 n12550 n12551
01 1
.names n12549 n12551 n12552
00 1
.names n12542 n12552 n12553
00 1
.names asqrt[33] n12553 n12554
10 1
.names n12001 n12003 n12555
10 1
.names n11994 n12555 n12556
01 1
.names asqrt[19] n12556 n12557
11 1
.names n11994 n12003 n12558
00 1
.names asqrt[19] n12558 n12559
11 1
.names n12001 n12559 n12560
00 1
.names n12557 n12560 n12561
00 1
.names asqrt[33] n12542 n12562
00 1
.names n12552 n12562 n12563
01 1
.names n12561 n12563 n12564
00 1
.names n12554 n12564 n12565
00 1
.names asqrt[34] n12565 n12566
10 1
.names n12006 n12013 n12567
01 1
.names n12015 n12567 n12568
01 1
.names asqrt[19] n12568 n12569
11 1
.names n12006 n12015 n12570
00 1
.names asqrt[19] n12570 n12571
11 1
.names n12013 n12571 n12572
00 1
.names n12569 n12572 n12573
00 1
.names asqrt[34] n12554 n12574
00 1
.names n12564 n12574 n12575
01 1
.names n12573 n12575 n12576
00 1
.names n12566 n12576 n12577
00 1
.names asqrt[35] n12577 n12578
10 1
.names n12025 n12027 n12579
10 1
.names n12018 n12579 n12580
01 1
.names asqrt[19] n12580 n12581
11 1
.names n12018 n12027 n12582
00 1
.names asqrt[19] n12582 n12583
11 1
.names n12025 n12583 n12584
00 1
.names n12581 n12584 n12585
00 1
.names asqrt[35] n12566 n12586
00 1
.names n12576 n12586 n12587
01 1
.names n12585 n12587 n12588
00 1
.names n12578 n12588 n12589
00 1
.names asqrt[36] n12589 n12590
10 1
.names n12030 n12037 n12591
01 1
.names n12039 n12591 n12592
01 1
.names asqrt[19] n12592 n12593
11 1
.names n12030 n12039 n12594
00 1
.names asqrt[19] n12594 n12595
11 1
.names n12037 n12595 n12596
00 1
.names n12593 n12596 n12597
00 1
.names asqrt[36] n12578 n12598
00 1
.names n12588 n12598 n12599
01 1
.names n12597 n12599 n12600
00 1
.names n12590 n12600 n12601
00 1
.names asqrt[37] n12601 n12602
10 1
.names n12049 n12051 n12603
10 1
.names n12042 n12603 n12604
01 1
.names asqrt[19] n12604 n12605
11 1
.names n12042 n12051 n12606
00 1
.names asqrt[19] n12606 n12607
11 1
.names n12049 n12607 n12608
00 1
.names n12605 n12608 n12609
00 1
.names asqrt[37] n12590 n12610
00 1
.names n12600 n12610 n12611
01 1
.names n12609 n12611 n12612
00 1
.names n12602 n12612 n12613
00 1
.names asqrt[38] n12613 n12614
10 1
.names n12054 n12061 n12615
01 1
.names n12063 n12615 n12616
01 1
.names asqrt[19] n12616 n12617
11 1
.names n12054 n12063 n12618
00 1
.names asqrt[19] n12618 n12619
11 1
.names n12061 n12619 n12620
00 1
.names n12617 n12620 n12621
00 1
.names asqrt[38] n12602 n12622
00 1
.names n12612 n12622 n12623
01 1
.names n12621 n12623 n12624
00 1
.names n12614 n12624 n12625
00 1
.names asqrt[39] n12625 n12626
10 1
.names n12073 n12075 n12627
10 1
.names n12066 n12627 n12628
01 1
.names asqrt[19] n12628 n12629
11 1
.names n12066 n12075 n12630
00 1
.names asqrt[19] n12630 n12631
11 1
.names n12073 n12631 n12632
00 1
.names n12629 n12632 n12633
00 1
.names asqrt[39] n12614 n12634
00 1
.names n12624 n12634 n12635
01 1
.names n12633 n12635 n12636
00 1
.names n12626 n12636 n12637
00 1
.names asqrt[40] n12637 n12638
10 1
.names n12078 n12085 n12639
01 1
.names n12087 n12639 n12640
01 1
.names asqrt[19] n12640 n12641
11 1
.names n12078 n12087 n12642
00 1
.names asqrt[19] n12642 n12643
11 1
.names n12085 n12643 n12644
00 1
.names n12641 n12644 n12645
00 1
.names asqrt[40] n12626 n12646
00 1
.names n12636 n12646 n12647
01 1
.names n12645 n12647 n12648
00 1
.names n12638 n12648 n12649
00 1
.names asqrt[41] n12649 n12650
10 1
.names n12097 n12099 n12651
10 1
.names n12090 n12651 n12652
01 1
.names asqrt[19] n12652 n12653
11 1
.names n12090 n12099 n12654
00 1
.names asqrt[19] n12654 n12655
11 1
.names n12097 n12655 n12656
00 1
.names n12653 n12656 n12657
00 1
.names asqrt[41] n12638 n12658
00 1
.names n12648 n12658 n12659
01 1
.names n12657 n12659 n12660
00 1
.names n12650 n12660 n12661
00 1
.names asqrt[42] n12661 n12662
10 1
.names n12102 n12109 n12663
01 1
.names n12111 n12663 n12664
01 1
.names asqrt[19] n12664 n12665
11 1
.names n12102 n12111 n12666
00 1
.names asqrt[19] n12666 n12667
11 1
.names n12109 n12667 n12668
00 1
.names n12665 n12668 n12669
00 1
.names asqrt[42] n12650 n12670
00 1
.names n12660 n12670 n12671
01 1
.names n12669 n12671 n12672
00 1
.names n12662 n12672 n12673
00 1
.names asqrt[43] n12673 n12674
10 1
.names n12121 n12123 n12675
10 1
.names n12114 n12675 n12676
01 1
.names asqrt[19] n12676 n12677
11 1
.names n12114 n12123 n12678
00 1
.names asqrt[19] n12678 n12679
11 1
.names n12121 n12679 n12680
00 1
.names n12677 n12680 n12681
00 1
.names asqrt[43] n12662 n12682
00 1
.names n12672 n12682 n12683
01 1
.names n12681 n12683 n12684
00 1
.names n12674 n12684 n12685
00 1
.names asqrt[44] n12685 n12686
10 1
.names n12126 n12133 n12687
01 1
.names n12135 n12687 n12688
01 1
.names asqrt[19] n12688 n12689
11 1
.names n12126 n12135 n12690
00 1
.names asqrt[19] n12690 n12691
11 1
.names n12133 n12691 n12692
00 1
.names n12689 n12692 n12693
00 1
.names asqrt[44] n12674 n12694
00 1
.names n12684 n12694 n12695
01 1
.names n12693 n12695 n12696
00 1
.names n12686 n12696 n12697
00 1
.names asqrt[45] n12697 n12698
10 1
.names n12145 n12147 n12699
10 1
.names n12138 n12699 n12700
01 1
.names asqrt[19] n12700 n12701
11 1
.names n12138 n12147 n12702
00 1
.names asqrt[19] n12702 n12703
11 1
.names n12145 n12703 n12704
00 1
.names n12701 n12704 n12705
00 1
.names asqrt[45] n12686 n12706
00 1
.names n12696 n12706 n12707
01 1
.names n12705 n12707 n12708
00 1
.names n12698 n12708 n12709
00 1
.names asqrt[46] n12709 n12710
10 1
.names asqrt[46] n12698 n12711
00 1
.names n12708 n12711 n12712
01 1
.names n12150 n12159 n12713
01 1
.names n12152 n12713 n12714
01 1
.names asqrt[19] n12714 n12715
11 1
.names n12150 n12152 n12716
00 1
.names asqrt[19] n12716 n12717
11 1
.names n12159 n12717 n12718
00 1
.names n12715 n12718 n12719
00 1
.names n12712 n12719 n12720
00 1
.names n12710 n12720 n12721
00 1
.names asqrt[47] n12721 n12722
10 1
.names n12169 n12171 n12723
10 1
.names n12162 n12723 n12724
01 1
.names asqrt[19] n12724 n12725
11 1
.names n12162 n12171 n12726
00 1
.names asqrt[19] n12726 n12727
11 1
.names n12169 n12727 n12728
00 1
.names n12725 n12728 n12729
00 1
.names asqrt[47] n12710 n12730
00 1
.names n12720 n12730 n12731
01 1
.names n12729 n12731 n12732
00 1
.names n12722 n12732 n12733
00 1
.names asqrt[48] n12733 n12734
10 1
.names n12174 n12181 n12735
01 1
.names n12183 n12735 n12736
01 1
.names asqrt[19] n12736 n12737
11 1
.names n12174 n12183 n12738
00 1
.names asqrt[19] n12738 n12739
11 1
.names n12181 n12739 n12740
00 1
.names n12737 n12740 n12741
00 1
.names asqrt[48] n12722 n12742
00 1
.names n12732 n12742 n12743
01 1
.names n12741 n12743 n12744
00 1
.names n12734 n12744 n12745
00 1
.names asqrt[49] n12745 n12746
10 1
.names n12193 n12195 n12747
10 1
.names n12186 n12747 n12748
01 1
.names asqrt[19] n12748 n12749
11 1
.names n12186 n12195 n12750
00 1
.names asqrt[19] n12750 n12751
11 1
.names n12193 n12751 n12752
00 1
.names n12749 n12752 n12753
00 1
.names asqrt[49] n12734 n12754
00 1
.names n12744 n12754 n12755
01 1
.names n12753 n12755 n12756
00 1
.names n12746 n12756 n12757
00 1
.names asqrt[50] n12757 n12758
10 1
.names n12198 n12205 n12759
01 1
.names n12207 n12759 n12760
01 1
.names asqrt[19] n12760 n12761
11 1
.names n12198 n12207 n12762
00 1
.names asqrt[19] n12762 n12763
11 1
.names n12205 n12763 n12764
00 1
.names n12761 n12764 n12765
00 1
.names asqrt[50] n12746 n12766
00 1
.names n12756 n12766 n12767
01 1
.names n12765 n12767 n12768
00 1
.names n12758 n12768 n12769
00 1
.names asqrt[51] n12769 n12770
10 1
.names n12217 n12219 n12771
10 1
.names n12210 n12771 n12772
01 1
.names asqrt[19] n12772 n12773
11 1
.names n12210 n12219 n12774
00 1
.names asqrt[19] n12774 n12775
11 1
.names n12217 n12775 n12776
00 1
.names n12773 n12776 n12777
00 1
.names asqrt[51] n12758 n12778
00 1
.names n12768 n12778 n12779
01 1
.names n12777 n12779 n12780
00 1
.names n12770 n12780 n12781
00 1
.names asqrt[52] n12781 n12782
10 1
.names n12222 n12229 n12783
01 1
.names n12231 n12783 n12784
01 1
.names asqrt[19] n12784 n12785
11 1
.names n12222 n12231 n12786
00 1
.names asqrt[19] n12786 n12787
11 1
.names n12229 n12787 n12788
00 1
.names n12785 n12788 n12789
00 1
.names asqrt[52] n12770 n12790
00 1
.names n12780 n12790 n12791
01 1
.names n12789 n12791 n12792
00 1
.names n12782 n12792 n12793
00 1
.names asqrt[53] n12793 n12794
10 1
.names n12241 n12243 n12795
10 1
.names n12234 n12795 n12796
01 1
.names asqrt[19] n12796 n12797
11 1
.names n12234 n12243 n12798
00 1
.names asqrt[19] n12798 n12799
11 1
.names n12241 n12799 n12800
00 1
.names n12797 n12800 n12801
00 1
.names asqrt[53] n12782 n12802
00 1
.names n12792 n12802 n12803
01 1
.names n12801 n12803 n12804
00 1
.names n12794 n12804 n12805
00 1
.names asqrt[54] n12805 n12806
10 1
.names n12246 n12253 n12807
01 1
.names n12255 n12807 n12808
01 1
.names asqrt[19] n12808 n12809
11 1
.names n12246 n12255 n12810
00 1
.names asqrt[19] n12810 n12811
11 1
.names n12253 n12811 n12812
00 1
.names n12809 n12812 n12813
00 1
.names asqrt[54] n12794 n12814
00 1
.names n12804 n12814 n12815
01 1
.names n12813 n12815 n12816
00 1
.names n12806 n12816 n12817
00 1
.names asqrt[55] n12817 n12818
10 1
.names n12265 n12267 n12819
10 1
.names n12258 n12819 n12820
01 1
.names asqrt[19] n12820 n12821
11 1
.names n12258 n12267 n12822
00 1
.names asqrt[19] n12822 n12823
11 1
.names n12265 n12823 n12824
00 1
.names n12821 n12824 n12825
00 1
.names asqrt[55] n12806 n12826
00 1
.names n12816 n12826 n12827
01 1
.names n12825 n12827 n12828
00 1
.names n12818 n12828 n12829
00 1
.names asqrt[56] n12829 n12830
10 1
.names n12270 n12277 n12831
01 1
.names n12279 n12831 n12832
01 1
.names asqrt[19] n12832 n12833
11 1
.names n12270 n12279 n12834
00 1
.names asqrt[19] n12834 n12835
11 1
.names n12277 n12835 n12836
00 1
.names n12833 n12836 n12837
00 1
.names asqrt[56] n12818 n12838
00 1
.names n12828 n12838 n12839
01 1
.names n12837 n12839 n12840
00 1
.names n12830 n12840 n12841
00 1
.names asqrt[57] n12841 n12842
10 1
.names n12289 n12291 n12843
10 1
.names n12282 n12843 n12844
01 1
.names asqrt[19] n12844 n12845
11 1
.names n12282 n12291 n12846
00 1
.names asqrt[19] n12846 n12847
11 1
.names n12289 n12847 n12848
00 1
.names n12845 n12848 n12849
00 1
.names asqrt[57] n12830 n12850
00 1
.names n12840 n12850 n12851
01 1
.names n12849 n12851 n12852
00 1
.names n12842 n12852 n12853
00 1
.names asqrt[58] n12853 n12854
10 1
.names n12294 n12301 n12855
01 1
.names n12303 n12855 n12856
01 1
.names asqrt[19] n12856 n12857
11 1
.names n12294 n12303 n12858
00 1
.names asqrt[19] n12858 n12859
11 1
.names n12301 n12859 n12860
00 1
.names n12857 n12860 n12861
00 1
.names asqrt[58] n12842 n12862
00 1
.names n12852 n12862 n12863
01 1
.names n12861 n12863 n12864
00 1
.names n12854 n12864 n12865
00 1
.names asqrt[59] n12865 n12866
10 1
.names n12313 n12315 n12867
10 1
.names n12306 n12867 n12868
01 1
.names asqrt[19] n12868 n12869
11 1
.names n12306 n12315 n12870
00 1
.names asqrt[19] n12870 n12871
11 1
.names n12313 n12871 n12872
00 1
.names n12869 n12872 n12873
00 1
.names asqrt[59] n12854 n12874
00 1
.names n12864 n12874 n12875
01 1
.names n12873 n12875 n12876
00 1
.names n12866 n12876 n12877
00 1
.names asqrt[60] n12877 n12878
10 1
.names n12318 n12325 n12879
01 1
.names n12327 n12879 n12880
01 1
.names asqrt[19] n12880 n12881
11 1
.names n12318 n12327 n12882
00 1
.names asqrt[19] n12882 n12883
11 1
.names n12325 n12883 n12884
00 1
.names n12881 n12884 n12885
00 1
.names asqrt[60] n12866 n12886
00 1
.names n12876 n12886 n12887
01 1
.names n12885 n12887 n12888
00 1
.names n12878 n12888 n12889
00 1
.names asqrt[61] n12889 n12890
10 1
.names n12337 n12339 n12891
10 1
.names n12330 n12891 n12892
01 1
.names asqrt[19] n12892 n12893
11 1
.names n12330 n12339 n12894
00 1
.names asqrt[19] n12894 n12895
11 1
.names n12337 n12895 n12896
00 1
.names n12893 n12896 n12897
00 1
.names asqrt[61] n12878 n12898
00 1
.names n12888 n12898 n12899
01 1
.names n12897 n12899 n12900
00 1
.names n12890 n12900 n12901
00 1
.names asqrt[62] n12901 n12902
10 1
.names n12342 n12349 n12903
01 1
.names n12351 n12903 n12904
01 1
.names asqrt[19] n12904 n12905
11 1
.names n12342 n12351 n12906
00 1
.names asqrt[19] n12906 n12907
11 1
.names n12349 n12907 n12908
00 1
.names n12905 n12908 n12909
00 1
.names asqrt[62] n12890 n12910
00 1
.names n12900 n12910 n12911
01 1
.names n12909 n12911 n12912
00 1
.names n12902 n12912 n12913
00 1
.names n12361 n12363 n12914
10 1
.names n12354 n12914 n12915
01 1
.names asqrt[19] n12915 n12916
11 1
.names n12354 n12363 n12917
00 1
.names asqrt[19] n12917 n12918
11 1
.names n12361 n12918 n12919
00 1
.names n12916 n12919 n12920
00 1
.names n12365 n12372 n12921
00 1
.names asqrt[19] n12921 n12922
11 1
.names n12380 n12922 n12923
00 1
.names n12920 n12923 n12924
01 1
.names n12913 n12924 n12925
01 1
.names asqrt[63] n12925 n12926
00 1
.names n12902 n12920 n12927
01 1
.names n12912 n12927 n12928
01 1
.names n12372 asqrt[19] n12929
01 1
.names n12365 n12929 n12930
10 1
.names asqrt[63] n12921 n12931
10 1
.names n12930 n12931 n12932
01 1
.names n12368 n12389 n12933
00 1
.names n12371 n12933 n12934
01 1
.names n12384 n12934 n12935
01 1
.names n12380 n12935 n12936
01 1
.names n12378 n12936 n12937
01 1
.names n12932 n12937 n12938
00 1
.names n12928 n12938 n12939
01 1
.names n12926 n12939 asqrt[18]
01 0
.names a[36] asqrt[18] n12941
11 1
.names a[34] a[35] n12942
00 1
.names a[36] n12942 n12943
01 1
.names n12941 n12943 n12944
00 1
.names asqrt[19] n12944 n12945
10 1
.names n12389 n12943 n12946
00 1
.names n12384 n12946 n12947
01 1
.names n12380 n12947 n12948
01 1
.names n12378 n12948 n12949
01 1
.names n12941 n12949 n12950
01 1
.names a[36] asqrt[18] n12951
01 1
.names a[37] n12951 n12952
10 1
.names n12394 asqrt[18] n12953
11 1
.names n12952 n12953 n12954
00 1
.names n12950 n12954 n12955
01 1
.names n12945 n12955 n12956
00 1
.names asqrt[20] n12956 n12957
10 1
.names asqrt[20] n12945 n12958
00 1
.names n12955 n12958 n12959
01 1
.names asqrt[19] n12937 n12960
10 1
.names n12932 n12960 n12961
01 1
.names n12928 n12961 n12962
01 1
.names n12926 n12962 n12963
01 1
.names n12953 n12963 n12964
00 1
.names a[38] n12964 n12965
10 1
.names a[38] n12963 n12966
00 1
.names n12953 n12966 n12967
01 1
.names n12965 n12967 n12968
00 1
.names n12959 n12968 n12969
00 1
.names n12957 n12969 n12970
00 1
.names asqrt[21] n12970 n12971
10 1
.names n12397 n12402 n12972
00 1
.names n12406 n12972 n12973
01 1
.names asqrt[18] n12973 n12974
11 1
.names asqrt[18] n12972 n12975
11 1
.names n12406 n12975 n12976
10 1
.names n12974 n12976 n12977
00 1
.names asqrt[21] n12957 n12978
00 1
.names n12969 n12978 n12979
01 1
.names n12977 n12979 n12980
00 1
.names n12971 n12980 n12981
00 1
.names asqrt[22] n12981 n12982
10 1
.names n12411 n12420 n12983
01 1
.names n12409 n12983 n12984
01 1
.names asqrt[18] n12984 n12985
11 1
.names n12409 n12411 n12986
00 1
.names asqrt[18] n12986 n12987
11 1
.names n12420 n12987 n12988
00 1
.names n12985 n12988 n12989
00 1
.names asqrt[22] n12971 n12990
00 1
.names n12980 n12990 n12991
01 1
.names n12989 n12991 n12992
00 1
.names n12982 n12992 n12993
00 1
.names asqrt[23] n12993 n12994
10 1
.names n12423 n12429 n12995
01 1
.names n12431 n12995 n12996
01 1
.names asqrt[18] n12996 n12997
11 1
.names n12423 n12431 n12998
00 1
.names asqrt[18] n12998 n12999
11 1
.names n12429 n12999 n13000
00 1
.names n12997 n13000 n13001
00 1
.names asqrt[23] n12982 n13002
00 1
.names n12992 n13002 n13003
01 1
.names n13001 n13003 n13004
00 1
.names n12994 n13004 n13005
00 1
.names asqrt[24] n13005 n13006
10 1
.names n12441 n12443 n13007
10 1
.names n12434 n13007 n13008
01 1
.names asqrt[18] n13008 n13009
11 1
.names n12434 n12443 n13010
00 1
.names asqrt[18] n13010 n13011
11 1
.names n12441 n13011 n13012
00 1
.names n13009 n13012 n13013
00 1
.names asqrt[24] n12994 n13014
00 1
.names n13004 n13014 n13015
01 1
.names n13013 n13015 n13016
00 1
.names n13006 n13016 n13017
00 1
.names asqrt[25] n13017 n13018
10 1
.names n12446 n12453 n13019
01 1
.names n12455 n13019 n13020
01 1
.names asqrt[18] n13020 n13021
11 1
.names n12446 n12455 n13022
00 1
.names asqrt[18] n13022 n13023
11 1
.names n12453 n13023 n13024
00 1
.names n13021 n13024 n13025
00 1
.names asqrt[25] n13006 n13026
00 1
.names n13016 n13026 n13027
01 1
.names n13025 n13027 n13028
00 1
.names n13018 n13028 n13029
00 1
.names asqrt[26] n13029 n13030
10 1
.names n12465 n12467 n13031
10 1
.names n12458 n13031 n13032
01 1
.names asqrt[18] n13032 n13033
11 1
.names n12458 n12467 n13034
00 1
.names asqrt[18] n13034 n13035
11 1
.names n12465 n13035 n13036
00 1
.names n13033 n13036 n13037
00 1
.names asqrt[26] n13018 n13038
00 1
.names n13028 n13038 n13039
01 1
.names n13037 n13039 n13040
00 1
.names n13030 n13040 n13041
00 1
.names asqrt[27] n13041 n13042
10 1
.names n12470 n12477 n13043
01 1
.names n12479 n13043 n13044
01 1
.names asqrt[18] n13044 n13045
11 1
.names n12470 n12479 n13046
00 1
.names asqrt[18] n13046 n13047
11 1
.names n12477 n13047 n13048
00 1
.names n13045 n13048 n13049
00 1
.names asqrt[27] n13030 n13050
00 1
.names n13040 n13050 n13051
01 1
.names n13049 n13051 n13052
00 1
.names n13042 n13052 n13053
00 1
.names asqrt[28] n13053 n13054
10 1
.names n12489 n12491 n13055
10 1
.names n12482 n13055 n13056
01 1
.names asqrt[18] n13056 n13057
11 1
.names n12482 n12491 n13058
00 1
.names asqrt[18] n13058 n13059
11 1
.names n12489 n13059 n13060
00 1
.names n13057 n13060 n13061
00 1
.names asqrt[28] n13042 n13062
00 1
.names n13052 n13062 n13063
01 1
.names n13061 n13063 n13064
00 1
.names n13054 n13064 n13065
00 1
.names asqrt[29] n13065 n13066
10 1
.names n12494 n12501 n13067
01 1
.names n12503 n13067 n13068
01 1
.names asqrt[18] n13068 n13069
11 1
.names n12494 n12503 n13070
00 1
.names asqrt[18] n13070 n13071
11 1
.names n12501 n13071 n13072
00 1
.names n13069 n13072 n13073
00 1
.names asqrt[29] n13054 n13074
00 1
.names n13064 n13074 n13075
01 1
.names n13073 n13075 n13076
00 1
.names n13066 n13076 n13077
00 1
.names asqrt[30] n13077 n13078
10 1
.names n12513 n12515 n13079
10 1
.names n12506 n13079 n13080
01 1
.names asqrt[18] n13080 n13081
11 1
.names n12506 n12515 n13082
00 1
.names asqrt[18] n13082 n13083
11 1
.names n12513 n13083 n13084
00 1
.names n13081 n13084 n13085
00 1
.names asqrt[30] n13066 n13086
00 1
.names n13076 n13086 n13087
01 1
.names n13085 n13087 n13088
00 1
.names n13078 n13088 n13089
00 1
.names asqrt[31] n13089 n13090
10 1
.names n12518 n12525 n13091
01 1
.names n12527 n13091 n13092
01 1
.names asqrt[18] n13092 n13093
11 1
.names n12518 n12527 n13094
00 1
.names asqrt[18] n13094 n13095
11 1
.names n12525 n13095 n13096
00 1
.names n13093 n13096 n13097
00 1
.names asqrt[31] n13078 n13098
00 1
.names n13088 n13098 n13099
01 1
.names n13097 n13099 n13100
00 1
.names n13090 n13100 n13101
00 1
.names asqrt[32] n13101 n13102
10 1
.names n12537 n12539 n13103
10 1
.names n12530 n13103 n13104
01 1
.names asqrt[18] n13104 n13105
11 1
.names n12530 n12539 n13106
00 1
.names asqrt[18] n13106 n13107
11 1
.names n12537 n13107 n13108
00 1
.names n13105 n13108 n13109
00 1
.names asqrt[32] n13090 n13110
00 1
.names n13100 n13110 n13111
01 1
.names n13109 n13111 n13112
00 1
.names n13102 n13112 n13113
00 1
.names asqrt[33] n13113 n13114
10 1
.names n12542 n12549 n13115
01 1
.names n12551 n13115 n13116
01 1
.names asqrt[18] n13116 n13117
11 1
.names n12542 n12551 n13118
00 1
.names asqrt[18] n13118 n13119
11 1
.names n12549 n13119 n13120
00 1
.names n13117 n13120 n13121
00 1
.names asqrt[33] n13102 n13122
00 1
.names n13112 n13122 n13123
01 1
.names n13121 n13123 n13124
00 1
.names n13114 n13124 n13125
00 1
.names asqrt[34] n13125 n13126
10 1
.names n12561 n12563 n13127
10 1
.names n12554 n13127 n13128
01 1
.names asqrt[18] n13128 n13129
11 1
.names n12554 n12563 n13130
00 1
.names asqrt[18] n13130 n13131
11 1
.names n12561 n13131 n13132
00 1
.names n13129 n13132 n13133
00 1
.names asqrt[34] n13114 n13134
00 1
.names n13124 n13134 n13135
01 1
.names n13133 n13135 n13136
00 1
.names n13126 n13136 n13137
00 1
.names asqrt[35] n13137 n13138
10 1
.names n12566 n12573 n13139
01 1
.names n12575 n13139 n13140
01 1
.names asqrt[18] n13140 n13141
11 1
.names n12566 n12575 n13142
00 1
.names asqrt[18] n13142 n13143
11 1
.names n12573 n13143 n13144
00 1
.names n13141 n13144 n13145
00 1
.names asqrt[35] n13126 n13146
00 1
.names n13136 n13146 n13147
01 1
.names n13145 n13147 n13148
00 1
.names n13138 n13148 n13149
00 1
.names asqrt[36] n13149 n13150
10 1
.names n12585 n12587 n13151
10 1
.names n12578 n13151 n13152
01 1
.names asqrt[18] n13152 n13153
11 1
.names n12578 n12587 n13154
00 1
.names asqrt[18] n13154 n13155
11 1
.names n12585 n13155 n13156
00 1
.names n13153 n13156 n13157
00 1
.names asqrt[36] n13138 n13158
00 1
.names n13148 n13158 n13159
01 1
.names n13157 n13159 n13160
00 1
.names n13150 n13160 n13161
00 1
.names asqrt[37] n13161 n13162
10 1
.names n12590 n12597 n13163
01 1
.names n12599 n13163 n13164
01 1
.names asqrt[18] n13164 n13165
11 1
.names n12590 n12599 n13166
00 1
.names asqrt[18] n13166 n13167
11 1
.names n12597 n13167 n13168
00 1
.names n13165 n13168 n13169
00 1
.names asqrt[37] n13150 n13170
00 1
.names n13160 n13170 n13171
01 1
.names n13169 n13171 n13172
00 1
.names n13162 n13172 n13173
00 1
.names asqrt[38] n13173 n13174
10 1
.names n12609 n12611 n13175
10 1
.names n12602 n13175 n13176
01 1
.names asqrt[18] n13176 n13177
11 1
.names n12602 n12611 n13178
00 1
.names asqrt[18] n13178 n13179
11 1
.names n12609 n13179 n13180
00 1
.names n13177 n13180 n13181
00 1
.names asqrt[38] n13162 n13182
00 1
.names n13172 n13182 n13183
01 1
.names n13181 n13183 n13184
00 1
.names n13174 n13184 n13185
00 1
.names asqrt[39] n13185 n13186
10 1
.names n12614 n12621 n13187
01 1
.names n12623 n13187 n13188
01 1
.names asqrt[18] n13188 n13189
11 1
.names n12614 n12623 n13190
00 1
.names asqrt[18] n13190 n13191
11 1
.names n12621 n13191 n13192
00 1
.names n13189 n13192 n13193
00 1
.names asqrt[39] n13174 n13194
00 1
.names n13184 n13194 n13195
01 1
.names n13193 n13195 n13196
00 1
.names n13186 n13196 n13197
00 1
.names asqrt[40] n13197 n13198
10 1
.names n12633 n12635 n13199
10 1
.names n12626 n13199 n13200
01 1
.names asqrt[18] n13200 n13201
11 1
.names n12626 n12635 n13202
00 1
.names asqrt[18] n13202 n13203
11 1
.names n12633 n13203 n13204
00 1
.names n13201 n13204 n13205
00 1
.names asqrt[40] n13186 n13206
00 1
.names n13196 n13206 n13207
01 1
.names n13205 n13207 n13208
00 1
.names n13198 n13208 n13209
00 1
.names asqrt[41] n13209 n13210
10 1
.names n12638 n12645 n13211
01 1
.names n12647 n13211 n13212
01 1
.names asqrt[18] n13212 n13213
11 1
.names n12638 n12647 n13214
00 1
.names asqrt[18] n13214 n13215
11 1
.names n12645 n13215 n13216
00 1
.names n13213 n13216 n13217
00 1
.names asqrt[41] n13198 n13218
00 1
.names n13208 n13218 n13219
01 1
.names n13217 n13219 n13220
00 1
.names n13210 n13220 n13221
00 1
.names asqrt[42] n13221 n13222
10 1
.names n12657 n12659 n13223
10 1
.names n12650 n13223 n13224
01 1
.names asqrt[18] n13224 n13225
11 1
.names n12650 n12659 n13226
00 1
.names asqrt[18] n13226 n13227
11 1
.names n12657 n13227 n13228
00 1
.names n13225 n13228 n13229
00 1
.names asqrt[42] n13210 n13230
00 1
.names n13220 n13230 n13231
01 1
.names n13229 n13231 n13232
00 1
.names n13222 n13232 n13233
00 1
.names asqrt[43] n13233 n13234
10 1
.names n12662 n12669 n13235
01 1
.names n12671 n13235 n13236
01 1
.names asqrt[18] n13236 n13237
11 1
.names n12662 n12671 n13238
00 1
.names asqrt[18] n13238 n13239
11 1
.names n12669 n13239 n13240
00 1
.names n13237 n13240 n13241
00 1
.names asqrt[43] n13222 n13242
00 1
.names n13232 n13242 n13243
01 1
.names n13241 n13243 n13244
00 1
.names n13234 n13244 n13245
00 1
.names asqrt[44] n13245 n13246
10 1
.names n12681 n12683 n13247
10 1
.names n12674 n13247 n13248
01 1
.names asqrt[18] n13248 n13249
11 1
.names n12674 n12683 n13250
00 1
.names asqrt[18] n13250 n13251
11 1
.names n12681 n13251 n13252
00 1
.names n13249 n13252 n13253
00 1
.names asqrt[44] n13234 n13254
00 1
.names n13244 n13254 n13255
01 1
.names n13253 n13255 n13256
00 1
.names n13246 n13256 n13257
00 1
.names asqrt[45] n13257 n13258
10 1
.names n12686 n12693 n13259
01 1
.names n12695 n13259 n13260
01 1
.names asqrt[18] n13260 n13261
11 1
.names n12686 n12695 n13262
00 1
.names asqrt[18] n13262 n13263
11 1
.names n12693 n13263 n13264
00 1
.names n13261 n13264 n13265
00 1
.names asqrt[45] n13246 n13266
00 1
.names n13256 n13266 n13267
01 1
.names n13265 n13267 n13268
00 1
.names n13258 n13268 n13269
00 1
.names asqrt[46] n13269 n13270
10 1
.names n12705 n12707 n13271
10 1
.names n12698 n13271 n13272
01 1
.names asqrt[18] n13272 n13273
11 1
.names n12698 n12707 n13274
00 1
.names asqrt[18] n13274 n13275
11 1
.names n12705 n13275 n13276
00 1
.names n13273 n13276 n13277
00 1
.names asqrt[46] n13258 n13278
00 1
.names n13268 n13278 n13279
01 1
.names n13277 n13279 n13280
00 1
.names n13270 n13280 n13281
00 1
.names asqrt[47] n13281 n13282
10 1
.names asqrt[47] n13270 n13283
00 1
.names n13280 n13283 n13284
01 1
.names n12710 n12719 n13285
01 1
.names n12712 n13285 n13286
01 1
.names asqrt[18] n13286 n13287
11 1
.names n12710 n12712 n13288
00 1
.names asqrt[18] n13288 n13289
11 1
.names n12719 n13289 n13290
00 1
.names n13287 n13290 n13291
00 1
.names n13284 n13291 n13292
00 1
.names n13282 n13292 n13293
00 1
.names asqrt[48] n13293 n13294
10 1
.names n12729 n12731 n13295
10 1
.names n12722 n13295 n13296
01 1
.names asqrt[18] n13296 n13297
11 1
.names n12722 n12731 n13298
00 1
.names asqrt[18] n13298 n13299
11 1
.names n12729 n13299 n13300
00 1
.names n13297 n13300 n13301
00 1
.names asqrt[48] n13282 n13302
00 1
.names n13292 n13302 n13303
01 1
.names n13301 n13303 n13304
00 1
.names n13294 n13304 n13305
00 1
.names asqrt[49] n13305 n13306
10 1
.names n12734 n12741 n13307
01 1
.names n12743 n13307 n13308
01 1
.names asqrt[18] n13308 n13309
11 1
.names n12734 n12743 n13310
00 1
.names asqrt[18] n13310 n13311
11 1
.names n12741 n13311 n13312
00 1
.names n13309 n13312 n13313
00 1
.names asqrt[49] n13294 n13314
00 1
.names n13304 n13314 n13315
01 1
.names n13313 n13315 n13316
00 1
.names n13306 n13316 n13317
00 1
.names asqrt[50] n13317 n13318
10 1
.names n12753 n12755 n13319
10 1
.names n12746 n13319 n13320
01 1
.names asqrt[18] n13320 n13321
11 1
.names n12746 n12755 n13322
00 1
.names asqrt[18] n13322 n13323
11 1
.names n12753 n13323 n13324
00 1
.names n13321 n13324 n13325
00 1
.names asqrt[50] n13306 n13326
00 1
.names n13316 n13326 n13327
01 1
.names n13325 n13327 n13328
00 1
.names n13318 n13328 n13329
00 1
.names asqrt[51] n13329 n13330
10 1
.names n12758 n12765 n13331
01 1
.names n12767 n13331 n13332
01 1
.names asqrt[18] n13332 n13333
11 1
.names n12758 n12767 n13334
00 1
.names asqrt[18] n13334 n13335
11 1
.names n12765 n13335 n13336
00 1
.names n13333 n13336 n13337
00 1
.names asqrt[51] n13318 n13338
00 1
.names n13328 n13338 n13339
01 1
.names n13337 n13339 n13340
00 1
.names n13330 n13340 n13341
00 1
.names asqrt[52] n13341 n13342
10 1
.names n12777 n12779 n13343
10 1
.names n12770 n13343 n13344
01 1
.names asqrt[18] n13344 n13345
11 1
.names n12770 n12779 n13346
00 1
.names asqrt[18] n13346 n13347
11 1
.names n12777 n13347 n13348
00 1
.names n13345 n13348 n13349
00 1
.names asqrt[52] n13330 n13350
00 1
.names n13340 n13350 n13351
01 1
.names n13349 n13351 n13352
00 1
.names n13342 n13352 n13353
00 1
.names asqrt[53] n13353 n13354
10 1
.names n12782 n12789 n13355
01 1
.names n12791 n13355 n13356
01 1
.names asqrt[18] n13356 n13357
11 1
.names n12782 n12791 n13358
00 1
.names asqrt[18] n13358 n13359
11 1
.names n12789 n13359 n13360
00 1
.names n13357 n13360 n13361
00 1
.names asqrt[53] n13342 n13362
00 1
.names n13352 n13362 n13363
01 1
.names n13361 n13363 n13364
00 1
.names n13354 n13364 n13365
00 1
.names asqrt[54] n13365 n13366
10 1
.names n12801 n12803 n13367
10 1
.names n12794 n13367 n13368
01 1
.names asqrt[18] n13368 n13369
11 1
.names n12794 n12803 n13370
00 1
.names asqrt[18] n13370 n13371
11 1
.names n12801 n13371 n13372
00 1
.names n13369 n13372 n13373
00 1
.names asqrt[54] n13354 n13374
00 1
.names n13364 n13374 n13375
01 1
.names n13373 n13375 n13376
00 1
.names n13366 n13376 n13377
00 1
.names asqrt[55] n13377 n13378
10 1
.names n12806 n12813 n13379
01 1
.names n12815 n13379 n13380
01 1
.names asqrt[18] n13380 n13381
11 1
.names n12806 n12815 n13382
00 1
.names asqrt[18] n13382 n13383
11 1
.names n12813 n13383 n13384
00 1
.names n13381 n13384 n13385
00 1
.names asqrt[55] n13366 n13386
00 1
.names n13376 n13386 n13387
01 1
.names n13385 n13387 n13388
00 1
.names n13378 n13388 n13389
00 1
.names asqrt[56] n13389 n13390
10 1
.names n12825 n12827 n13391
10 1
.names n12818 n13391 n13392
01 1
.names asqrt[18] n13392 n13393
11 1
.names n12818 n12827 n13394
00 1
.names asqrt[18] n13394 n13395
11 1
.names n12825 n13395 n13396
00 1
.names n13393 n13396 n13397
00 1
.names asqrt[56] n13378 n13398
00 1
.names n13388 n13398 n13399
01 1
.names n13397 n13399 n13400
00 1
.names n13390 n13400 n13401
00 1
.names asqrt[57] n13401 n13402
10 1
.names n12830 n12837 n13403
01 1
.names n12839 n13403 n13404
01 1
.names asqrt[18] n13404 n13405
11 1
.names n12830 n12839 n13406
00 1
.names asqrt[18] n13406 n13407
11 1
.names n12837 n13407 n13408
00 1
.names n13405 n13408 n13409
00 1
.names asqrt[57] n13390 n13410
00 1
.names n13400 n13410 n13411
01 1
.names n13409 n13411 n13412
00 1
.names n13402 n13412 n13413
00 1
.names asqrt[58] n13413 n13414
10 1
.names n12849 n12851 n13415
10 1
.names n12842 n13415 n13416
01 1
.names asqrt[18] n13416 n13417
11 1
.names n12842 n12851 n13418
00 1
.names asqrt[18] n13418 n13419
11 1
.names n12849 n13419 n13420
00 1
.names n13417 n13420 n13421
00 1
.names asqrt[58] n13402 n13422
00 1
.names n13412 n13422 n13423
01 1
.names n13421 n13423 n13424
00 1
.names n13414 n13424 n13425
00 1
.names asqrt[59] n13425 n13426
10 1
.names n12854 n12861 n13427
01 1
.names n12863 n13427 n13428
01 1
.names asqrt[18] n13428 n13429
11 1
.names n12854 n12863 n13430
00 1
.names asqrt[18] n13430 n13431
11 1
.names n12861 n13431 n13432
00 1
.names n13429 n13432 n13433
00 1
.names asqrt[59] n13414 n13434
00 1
.names n13424 n13434 n13435
01 1
.names n13433 n13435 n13436
00 1
.names n13426 n13436 n13437
00 1
.names asqrt[60] n13437 n13438
10 1
.names n12873 n12875 n13439
10 1
.names n12866 n13439 n13440
01 1
.names asqrt[18] n13440 n13441
11 1
.names n12866 n12875 n13442
00 1
.names asqrt[18] n13442 n13443
11 1
.names n12873 n13443 n13444
00 1
.names n13441 n13444 n13445
00 1
.names asqrt[60] n13426 n13446
00 1
.names n13436 n13446 n13447
01 1
.names n13445 n13447 n13448
00 1
.names n13438 n13448 n13449
00 1
.names asqrt[61] n13449 n13450
10 1
.names n12878 n12885 n13451
01 1
.names n12887 n13451 n13452
01 1
.names asqrt[18] n13452 n13453
11 1
.names n12878 n12887 n13454
00 1
.names asqrt[18] n13454 n13455
11 1
.names n12885 n13455 n13456
00 1
.names n13453 n13456 n13457
00 1
.names asqrt[61] n13438 n13458
00 1
.names n13448 n13458 n13459
01 1
.names n13457 n13459 n13460
00 1
.names n13450 n13460 n13461
00 1
.names asqrt[62] n13461 n13462
10 1
.names n12897 n12899 n13463
10 1
.names n12890 n13463 n13464
01 1
.names asqrt[18] n13464 n13465
11 1
.names n12890 n12899 n13466
00 1
.names asqrt[18] n13466 n13467
11 1
.names n12897 n13467 n13468
00 1
.names n13465 n13468 n13469
00 1
.names asqrt[62] n13450 n13470
00 1
.names n13460 n13470 n13471
01 1
.names n13469 n13471 n13472
00 1
.names n13462 n13472 n13473
00 1
.names n12902 n12909 n13474
01 1
.names n12911 n13474 n13475
01 1
.names asqrt[18] n13475 n13476
11 1
.names n12902 n12911 n13477
00 1
.names asqrt[18] n13477 n13478
11 1
.names n12909 n13478 n13479
00 1
.names n13476 n13479 n13480
00 1
.names n12913 n12920 n13481
00 1
.names asqrt[18] n13481 n13482
11 1
.names n12928 n13482 n13483
00 1
.names n13480 n13483 n13484
01 1
.names n13473 n13484 n13485
01 1
.names asqrt[63] n13485 n13486
00 1
.names n13462 n13480 n13487
01 1
.names n13472 n13487 n13488
01 1
.names n12920 asqrt[18] n13489
01 1
.names n12913 n13489 n13490
10 1
.names asqrt[63] n13481 n13491
10 1
.names n13490 n13491 n13492
01 1
.names n12916 n12937 n13493
00 1
.names n12919 n13493 n13494
01 1
.names n12932 n13494 n13495
01 1
.names n12928 n13495 n13496
01 1
.names n12926 n13496 n13497
01 1
.names n13492 n13497 n13498
00 1
.names n13488 n13498 n13499
01 1
.names n13486 n13499 asqrt[17]
01 0
.names a[34] asqrt[17] n13501
11 1
.names a[32] a[33] n13502
00 1
.names a[34] n13502 n13503
01 1
.names n13501 n13503 n13504
00 1
.names asqrt[18] n13504 n13505
10 1
.names n12937 n13503 n13506
00 1
.names n12932 n13506 n13507
01 1
.names n12928 n13507 n13508
01 1
.names n12926 n13508 n13509
01 1
.names n13501 n13509 n13510
01 1
.names a[34] asqrt[17] n13511
01 1
.names a[35] n13511 n13512
10 1
.names n12942 asqrt[17] n13513
11 1
.names n13512 n13513 n13514
00 1
.names n13510 n13514 n13515
01 1
.names n13505 n13515 n13516
00 1
.names asqrt[19] n13516 n13517
10 1
.names asqrt[19] n13505 n13518
00 1
.names n13515 n13518 n13519
01 1
.names asqrt[18] n13497 n13520
10 1
.names n13492 n13520 n13521
01 1
.names n13488 n13521 n13522
01 1
.names n13486 n13522 n13523
01 1
.names n13513 n13523 n13524
00 1
.names a[36] n13524 n13525
10 1
.names a[36] n13523 n13526
00 1
.names n13513 n13526 n13527
01 1
.names n13525 n13527 n13528
00 1
.names n13519 n13528 n13529
00 1
.names n13517 n13529 n13530
00 1
.names asqrt[20] n13530 n13531
10 1
.names n12945 n12950 n13532
00 1
.names n12954 n13532 n13533
01 1
.names asqrt[17] n13533 n13534
11 1
.names asqrt[17] n13532 n13535
11 1
.names n12954 n13535 n13536
10 1
.names n13534 n13536 n13537
00 1
.names asqrt[20] n13517 n13538
00 1
.names n13529 n13538 n13539
01 1
.names n13537 n13539 n13540
00 1
.names n13531 n13540 n13541
00 1
.names asqrt[21] n13541 n13542
10 1
.names n12959 n12968 n13543
01 1
.names n12957 n13543 n13544
01 1
.names asqrt[17] n13544 n13545
11 1
.names n12957 n12959 n13546
00 1
.names asqrt[17] n13546 n13547
11 1
.names n12968 n13547 n13548
00 1
.names n13545 n13548 n13549
00 1
.names asqrt[21] n13531 n13550
00 1
.names n13540 n13550 n13551
01 1
.names n13549 n13551 n13552
00 1
.names n13542 n13552 n13553
00 1
.names asqrt[22] n13553 n13554
10 1
.names n12971 n12977 n13555
01 1
.names n12979 n13555 n13556
01 1
.names asqrt[17] n13556 n13557
11 1
.names n12971 n12979 n13558
00 1
.names asqrt[17] n13558 n13559
11 1
.names n12977 n13559 n13560
00 1
.names n13557 n13560 n13561
00 1
.names asqrt[22] n13542 n13562
00 1
.names n13552 n13562 n13563
01 1
.names n13561 n13563 n13564
00 1
.names n13554 n13564 n13565
00 1
.names asqrt[23] n13565 n13566
10 1
.names n12989 n12991 n13567
10 1
.names n12982 n13567 n13568
01 1
.names asqrt[17] n13568 n13569
11 1
.names n12982 n12991 n13570
00 1
.names asqrt[17] n13570 n13571
11 1
.names n12989 n13571 n13572
00 1
.names n13569 n13572 n13573
00 1
.names asqrt[23] n13554 n13574
00 1
.names n13564 n13574 n13575
01 1
.names n13573 n13575 n13576
00 1
.names n13566 n13576 n13577
00 1
.names asqrt[24] n13577 n13578
10 1
.names n12994 n13001 n13579
01 1
.names n13003 n13579 n13580
01 1
.names asqrt[17] n13580 n13581
11 1
.names n12994 n13003 n13582
00 1
.names asqrt[17] n13582 n13583
11 1
.names n13001 n13583 n13584
00 1
.names n13581 n13584 n13585
00 1
.names asqrt[24] n13566 n13586
00 1
.names n13576 n13586 n13587
01 1
.names n13585 n13587 n13588
00 1
.names n13578 n13588 n13589
00 1
.names asqrt[25] n13589 n13590
10 1
.names n13013 n13015 n13591
10 1
.names n13006 n13591 n13592
01 1
.names asqrt[17] n13592 n13593
11 1
.names n13006 n13015 n13594
00 1
.names asqrt[17] n13594 n13595
11 1
.names n13013 n13595 n13596
00 1
.names n13593 n13596 n13597
00 1
.names asqrt[25] n13578 n13598
00 1
.names n13588 n13598 n13599
01 1
.names n13597 n13599 n13600
00 1
.names n13590 n13600 n13601
00 1
.names asqrt[26] n13601 n13602
10 1
.names n13018 n13025 n13603
01 1
.names n13027 n13603 n13604
01 1
.names asqrt[17] n13604 n13605
11 1
.names n13018 n13027 n13606
00 1
.names asqrt[17] n13606 n13607
11 1
.names n13025 n13607 n13608
00 1
.names n13605 n13608 n13609
00 1
.names asqrt[26] n13590 n13610
00 1
.names n13600 n13610 n13611
01 1
.names n13609 n13611 n13612
00 1
.names n13602 n13612 n13613
00 1
.names asqrt[27] n13613 n13614
10 1
.names n13037 n13039 n13615
10 1
.names n13030 n13615 n13616
01 1
.names asqrt[17] n13616 n13617
11 1
.names n13030 n13039 n13618
00 1
.names asqrt[17] n13618 n13619
11 1
.names n13037 n13619 n13620
00 1
.names n13617 n13620 n13621
00 1
.names asqrt[27] n13602 n13622
00 1
.names n13612 n13622 n13623
01 1
.names n13621 n13623 n13624
00 1
.names n13614 n13624 n13625
00 1
.names asqrt[28] n13625 n13626
10 1
.names n13042 n13049 n13627
01 1
.names n13051 n13627 n13628
01 1
.names asqrt[17] n13628 n13629
11 1
.names n13042 n13051 n13630
00 1
.names asqrt[17] n13630 n13631
11 1
.names n13049 n13631 n13632
00 1
.names n13629 n13632 n13633
00 1
.names asqrt[28] n13614 n13634
00 1
.names n13624 n13634 n13635
01 1
.names n13633 n13635 n13636
00 1
.names n13626 n13636 n13637
00 1
.names asqrt[29] n13637 n13638
10 1
.names n13061 n13063 n13639
10 1
.names n13054 n13639 n13640
01 1
.names asqrt[17] n13640 n13641
11 1
.names n13054 n13063 n13642
00 1
.names asqrt[17] n13642 n13643
11 1
.names n13061 n13643 n13644
00 1
.names n13641 n13644 n13645
00 1
.names asqrt[29] n13626 n13646
00 1
.names n13636 n13646 n13647
01 1
.names n13645 n13647 n13648
00 1
.names n13638 n13648 n13649
00 1
.names asqrt[30] n13649 n13650
10 1
.names n13066 n13073 n13651
01 1
.names n13075 n13651 n13652
01 1
.names asqrt[17] n13652 n13653
11 1
.names n13066 n13075 n13654
00 1
.names asqrt[17] n13654 n13655
11 1
.names n13073 n13655 n13656
00 1
.names n13653 n13656 n13657
00 1
.names asqrt[30] n13638 n13658
00 1
.names n13648 n13658 n13659
01 1
.names n13657 n13659 n13660
00 1
.names n13650 n13660 n13661
00 1
.names asqrt[31] n13661 n13662
10 1
.names n13085 n13087 n13663
10 1
.names n13078 n13663 n13664
01 1
.names asqrt[17] n13664 n13665
11 1
.names n13078 n13087 n13666
00 1
.names asqrt[17] n13666 n13667
11 1
.names n13085 n13667 n13668
00 1
.names n13665 n13668 n13669
00 1
.names asqrt[31] n13650 n13670
00 1
.names n13660 n13670 n13671
01 1
.names n13669 n13671 n13672
00 1
.names n13662 n13672 n13673
00 1
.names asqrt[32] n13673 n13674
10 1
.names n13090 n13097 n13675
01 1
.names n13099 n13675 n13676
01 1
.names asqrt[17] n13676 n13677
11 1
.names n13090 n13099 n13678
00 1
.names asqrt[17] n13678 n13679
11 1
.names n13097 n13679 n13680
00 1
.names n13677 n13680 n13681
00 1
.names asqrt[32] n13662 n13682
00 1
.names n13672 n13682 n13683
01 1
.names n13681 n13683 n13684
00 1
.names n13674 n13684 n13685
00 1
.names asqrt[33] n13685 n13686
10 1
.names n13109 n13111 n13687
10 1
.names n13102 n13687 n13688
01 1
.names asqrt[17] n13688 n13689
11 1
.names n13102 n13111 n13690
00 1
.names asqrt[17] n13690 n13691
11 1
.names n13109 n13691 n13692
00 1
.names n13689 n13692 n13693
00 1
.names asqrt[33] n13674 n13694
00 1
.names n13684 n13694 n13695
01 1
.names n13693 n13695 n13696
00 1
.names n13686 n13696 n13697
00 1
.names asqrt[34] n13697 n13698
10 1
.names n13114 n13121 n13699
01 1
.names n13123 n13699 n13700
01 1
.names asqrt[17] n13700 n13701
11 1
.names n13114 n13123 n13702
00 1
.names asqrt[17] n13702 n13703
11 1
.names n13121 n13703 n13704
00 1
.names n13701 n13704 n13705
00 1
.names asqrt[34] n13686 n13706
00 1
.names n13696 n13706 n13707
01 1
.names n13705 n13707 n13708
00 1
.names n13698 n13708 n13709
00 1
.names asqrt[35] n13709 n13710
10 1
.names n13133 n13135 n13711
10 1
.names n13126 n13711 n13712
01 1
.names asqrt[17] n13712 n13713
11 1
.names n13126 n13135 n13714
00 1
.names asqrt[17] n13714 n13715
11 1
.names n13133 n13715 n13716
00 1
.names n13713 n13716 n13717
00 1
.names asqrt[35] n13698 n13718
00 1
.names n13708 n13718 n13719
01 1
.names n13717 n13719 n13720
00 1
.names n13710 n13720 n13721
00 1
.names asqrt[36] n13721 n13722
10 1
.names n13138 n13145 n13723
01 1
.names n13147 n13723 n13724
01 1
.names asqrt[17] n13724 n13725
11 1
.names n13138 n13147 n13726
00 1
.names asqrt[17] n13726 n13727
11 1
.names n13145 n13727 n13728
00 1
.names n13725 n13728 n13729
00 1
.names asqrt[36] n13710 n13730
00 1
.names n13720 n13730 n13731
01 1
.names n13729 n13731 n13732
00 1
.names n13722 n13732 n13733
00 1
.names asqrt[37] n13733 n13734
10 1
.names n13157 n13159 n13735
10 1
.names n13150 n13735 n13736
01 1
.names asqrt[17] n13736 n13737
11 1
.names n13150 n13159 n13738
00 1
.names asqrt[17] n13738 n13739
11 1
.names n13157 n13739 n13740
00 1
.names n13737 n13740 n13741
00 1
.names asqrt[37] n13722 n13742
00 1
.names n13732 n13742 n13743
01 1
.names n13741 n13743 n13744
00 1
.names n13734 n13744 n13745
00 1
.names asqrt[38] n13745 n13746
10 1
.names n13162 n13169 n13747
01 1
.names n13171 n13747 n13748
01 1
.names asqrt[17] n13748 n13749
11 1
.names n13162 n13171 n13750
00 1
.names asqrt[17] n13750 n13751
11 1
.names n13169 n13751 n13752
00 1
.names n13749 n13752 n13753
00 1
.names asqrt[38] n13734 n13754
00 1
.names n13744 n13754 n13755
01 1
.names n13753 n13755 n13756
00 1
.names n13746 n13756 n13757
00 1
.names asqrt[39] n13757 n13758
10 1
.names n13181 n13183 n13759
10 1
.names n13174 n13759 n13760
01 1
.names asqrt[17] n13760 n13761
11 1
.names n13174 n13183 n13762
00 1
.names asqrt[17] n13762 n13763
11 1
.names n13181 n13763 n13764
00 1
.names n13761 n13764 n13765
00 1
.names asqrt[39] n13746 n13766
00 1
.names n13756 n13766 n13767
01 1
.names n13765 n13767 n13768
00 1
.names n13758 n13768 n13769
00 1
.names asqrt[40] n13769 n13770
10 1
.names n13186 n13193 n13771
01 1
.names n13195 n13771 n13772
01 1
.names asqrt[17] n13772 n13773
11 1
.names n13186 n13195 n13774
00 1
.names asqrt[17] n13774 n13775
11 1
.names n13193 n13775 n13776
00 1
.names n13773 n13776 n13777
00 1
.names asqrt[40] n13758 n13778
00 1
.names n13768 n13778 n13779
01 1
.names n13777 n13779 n13780
00 1
.names n13770 n13780 n13781
00 1
.names asqrt[41] n13781 n13782
10 1
.names n13205 n13207 n13783
10 1
.names n13198 n13783 n13784
01 1
.names asqrt[17] n13784 n13785
11 1
.names n13198 n13207 n13786
00 1
.names asqrt[17] n13786 n13787
11 1
.names n13205 n13787 n13788
00 1
.names n13785 n13788 n13789
00 1
.names asqrt[41] n13770 n13790
00 1
.names n13780 n13790 n13791
01 1
.names n13789 n13791 n13792
00 1
.names n13782 n13792 n13793
00 1
.names asqrt[42] n13793 n13794
10 1
.names n13210 n13217 n13795
01 1
.names n13219 n13795 n13796
01 1
.names asqrt[17] n13796 n13797
11 1
.names n13210 n13219 n13798
00 1
.names asqrt[17] n13798 n13799
11 1
.names n13217 n13799 n13800
00 1
.names n13797 n13800 n13801
00 1
.names asqrt[42] n13782 n13802
00 1
.names n13792 n13802 n13803
01 1
.names n13801 n13803 n13804
00 1
.names n13794 n13804 n13805
00 1
.names asqrt[43] n13805 n13806
10 1
.names n13229 n13231 n13807
10 1
.names n13222 n13807 n13808
01 1
.names asqrt[17] n13808 n13809
11 1
.names n13222 n13231 n13810
00 1
.names asqrt[17] n13810 n13811
11 1
.names n13229 n13811 n13812
00 1
.names n13809 n13812 n13813
00 1
.names asqrt[43] n13794 n13814
00 1
.names n13804 n13814 n13815
01 1
.names n13813 n13815 n13816
00 1
.names n13806 n13816 n13817
00 1
.names asqrt[44] n13817 n13818
10 1
.names n13234 n13241 n13819
01 1
.names n13243 n13819 n13820
01 1
.names asqrt[17] n13820 n13821
11 1
.names n13234 n13243 n13822
00 1
.names asqrt[17] n13822 n13823
11 1
.names n13241 n13823 n13824
00 1
.names n13821 n13824 n13825
00 1
.names asqrt[44] n13806 n13826
00 1
.names n13816 n13826 n13827
01 1
.names n13825 n13827 n13828
00 1
.names n13818 n13828 n13829
00 1
.names asqrt[45] n13829 n13830
10 1
.names n13253 n13255 n13831
10 1
.names n13246 n13831 n13832
01 1
.names asqrt[17] n13832 n13833
11 1
.names n13246 n13255 n13834
00 1
.names asqrt[17] n13834 n13835
11 1
.names n13253 n13835 n13836
00 1
.names n13833 n13836 n13837
00 1
.names asqrt[45] n13818 n13838
00 1
.names n13828 n13838 n13839
01 1
.names n13837 n13839 n13840
00 1
.names n13830 n13840 n13841
00 1
.names asqrt[46] n13841 n13842
10 1
.names n13258 n13265 n13843
01 1
.names n13267 n13843 n13844
01 1
.names asqrt[17] n13844 n13845
11 1
.names n13258 n13267 n13846
00 1
.names asqrt[17] n13846 n13847
11 1
.names n13265 n13847 n13848
00 1
.names n13845 n13848 n13849
00 1
.names asqrt[46] n13830 n13850
00 1
.names n13840 n13850 n13851
01 1
.names n13849 n13851 n13852
00 1
.names n13842 n13852 n13853
00 1
.names asqrt[47] n13853 n13854
10 1
.names n13277 n13279 n13855
10 1
.names n13270 n13855 n13856
01 1
.names asqrt[17] n13856 n13857
11 1
.names n13270 n13279 n13858
00 1
.names asqrt[17] n13858 n13859
11 1
.names n13277 n13859 n13860
00 1
.names n13857 n13860 n13861
00 1
.names asqrt[47] n13842 n13862
00 1
.names n13852 n13862 n13863
01 1
.names n13861 n13863 n13864
00 1
.names n13854 n13864 n13865
00 1
.names asqrt[48] n13865 n13866
10 1
.names asqrt[48] n13854 n13867
00 1
.names n13864 n13867 n13868
01 1
.names n13282 n13291 n13869
01 1
.names n13284 n13869 n13870
01 1
.names asqrt[17] n13870 n13871
11 1
.names n13282 n13284 n13872
00 1
.names asqrt[17] n13872 n13873
11 1
.names n13291 n13873 n13874
00 1
.names n13871 n13874 n13875
00 1
.names n13868 n13875 n13876
00 1
.names n13866 n13876 n13877
00 1
.names asqrt[49] n13877 n13878
10 1
.names n13301 n13303 n13879
10 1
.names n13294 n13879 n13880
01 1
.names asqrt[17] n13880 n13881
11 1
.names n13294 n13303 n13882
00 1
.names asqrt[17] n13882 n13883
11 1
.names n13301 n13883 n13884
00 1
.names n13881 n13884 n13885
00 1
.names asqrt[49] n13866 n13886
00 1
.names n13876 n13886 n13887
01 1
.names n13885 n13887 n13888
00 1
.names n13878 n13888 n13889
00 1
.names asqrt[50] n13889 n13890
10 1
.names n13306 n13313 n13891
01 1
.names n13315 n13891 n13892
01 1
.names asqrt[17] n13892 n13893
11 1
.names n13306 n13315 n13894
00 1
.names asqrt[17] n13894 n13895
11 1
.names n13313 n13895 n13896
00 1
.names n13893 n13896 n13897
00 1
.names asqrt[50] n13878 n13898
00 1
.names n13888 n13898 n13899
01 1
.names n13897 n13899 n13900
00 1
.names n13890 n13900 n13901
00 1
.names asqrt[51] n13901 n13902
10 1
.names n13325 n13327 n13903
10 1
.names n13318 n13903 n13904
01 1
.names asqrt[17] n13904 n13905
11 1
.names n13318 n13327 n13906
00 1
.names asqrt[17] n13906 n13907
11 1
.names n13325 n13907 n13908
00 1
.names n13905 n13908 n13909
00 1
.names asqrt[51] n13890 n13910
00 1
.names n13900 n13910 n13911
01 1
.names n13909 n13911 n13912
00 1
.names n13902 n13912 n13913
00 1
.names asqrt[52] n13913 n13914
10 1
.names n13330 n13337 n13915
01 1
.names n13339 n13915 n13916
01 1
.names asqrt[17] n13916 n13917
11 1
.names n13330 n13339 n13918
00 1
.names asqrt[17] n13918 n13919
11 1
.names n13337 n13919 n13920
00 1
.names n13917 n13920 n13921
00 1
.names asqrt[52] n13902 n13922
00 1
.names n13912 n13922 n13923
01 1
.names n13921 n13923 n13924
00 1
.names n13914 n13924 n13925
00 1
.names asqrt[53] n13925 n13926
10 1
.names n13349 n13351 n13927
10 1
.names n13342 n13927 n13928
01 1
.names asqrt[17] n13928 n13929
11 1
.names n13342 n13351 n13930
00 1
.names asqrt[17] n13930 n13931
11 1
.names n13349 n13931 n13932
00 1
.names n13929 n13932 n13933
00 1
.names asqrt[53] n13914 n13934
00 1
.names n13924 n13934 n13935
01 1
.names n13933 n13935 n13936
00 1
.names n13926 n13936 n13937
00 1
.names asqrt[54] n13937 n13938
10 1
.names n13354 n13361 n13939
01 1
.names n13363 n13939 n13940
01 1
.names asqrt[17] n13940 n13941
11 1
.names n13354 n13363 n13942
00 1
.names asqrt[17] n13942 n13943
11 1
.names n13361 n13943 n13944
00 1
.names n13941 n13944 n13945
00 1
.names asqrt[54] n13926 n13946
00 1
.names n13936 n13946 n13947
01 1
.names n13945 n13947 n13948
00 1
.names n13938 n13948 n13949
00 1
.names asqrt[55] n13949 n13950
10 1
.names n13373 n13375 n13951
10 1
.names n13366 n13951 n13952
01 1
.names asqrt[17] n13952 n13953
11 1
.names n13366 n13375 n13954
00 1
.names asqrt[17] n13954 n13955
11 1
.names n13373 n13955 n13956
00 1
.names n13953 n13956 n13957
00 1
.names asqrt[55] n13938 n13958
00 1
.names n13948 n13958 n13959
01 1
.names n13957 n13959 n13960
00 1
.names n13950 n13960 n13961
00 1
.names asqrt[56] n13961 n13962
10 1
.names n13378 n13385 n13963
01 1
.names n13387 n13963 n13964
01 1
.names asqrt[17] n13964 n13965
11 1
.names n13378 n13387 n13966
00 1
.names asqrt[17] n13966 n13967
11 1
.names n13385 n13967 n13968
00 1
.names n13965 n13968 n13969
00 1
.names asqrt[56] n13950 n13970
00 1
.names n13960 n13970 n13971
01 1
.names n13969 n13971 n13972
00 1
.names n13962 n13972 n13973
00 1
.names asqrt[57] n13973 n13974
10 1
.names n13397 n13399 n13975
10 1
.names n13390 n13975 n13976
01 1
.names asqrt[17] n13976 n13977
11 1
.names n13390 n13399 n13978
00 1
.names asqrt[17] n13978 n13979
11 1
.names n13397 n13979 n13980
00 1
.names n13977 n13980 n13981
00 1
.names asqrt[57] n13962 n13982
00 1
.names n13972 n13982 n13983
01 1
.names n13981 n13983 n13984
00 1
.names n13974 n13984 n13985
00 1
.names asqrt[58] n13985 n13986
10 1
.names n13402 n13409 n13987
01 1
.names n13411 n13987 n13988
01 1
.names asqrt[17] n13988 n13989
11 1
.names n13402 n13411 n13990
00 1
.names asqrt[17] n13990 n13991
11 1
.names n13409 n13991 n13992
00 1
.names n13989 n13992 n13993
00 1
.names asqrt[58] n13974 n13994
00 1
.names n13984 n13994 n13995
01 1
.names n13993 n13995 n13996
00 1
.names n13986 n13996 n13997
00 1
.names asqrt[59] n13997 n13998
10 1
.names n13421 n13423 n13999
10 1
.names n13414 n13999 n14000
01 1
.names asqrt[17] n14000 n14001
11 1
.names n13414 n13423 n14002
00 1
.names asqrt[17] n14002 n14003
11 1
.names n13421 n14003 n14004
00 1
.names n14001 n14004 n14005
00 1
.names asqrt[59] n13986 n14006
00 1
.names n13996 n14006 n14007
01 1
.names n14005 n14007 n14008
00 1
.names n13998 n14008 n14009
00 1
.names asqrt[60] n14009 n14010
10 1
.names n13426 n13433 n14011
01 1
.names n13435 n14011 n14012
01 1
.names asqrt[17] n14012 n14013
11 1
.names n13426 n13435 n14014
00 1
.names asqrt[17] n14014 n14015
11 1
.names n13433 n14015 n14016
00 1
.names n14013 n14016 n14017
00 1
.names asqrt[60] n13998 n14018
00 1
.names n14008 n14018 n14019
01 1
.names n14017 n14019 n14020
00 1
.names n14010 n14020 n14021
00 1
.names asqrt[61] n14021 n14022
10 1
.names n13445 n13447 n14023
10 1
.names n13438 n14023 n14024
01 1
.names asqrt[17] n14024 n14025
11 1
.names n13438 n13447 n14026
00 1
.names asqrt[17] n14026 n14027
11 1
.names n13445 n14027 n14028
00 1
.names n14025 n14028 n14029
00 1
.names asqrt[61] n14010 n14030
00 1
.names n14020 n14030 n14031
01 1
.names n14029 n14031 n14032
00 1
.names n14022 n14032 n14033
00 1
.names asqrt[62] n14033 n14034
10 1
.names n13450 n13457 n14035
01 1
.names n13459 n14035 n14036
01 1
.names asqrt[17] n14036 n14037
11 1
.names n13450 n13459 n14038
00 1
.names asqrt[17] n14038 n14039
11 1
.names n13457 n14039 n14040
00 1
.names n14037 n14040 n14041
00 1
.names asqrt[62] n14022 n14042
00 1
.names n14032 n14042 n14043
01 1
.names n14041 n14043 n14044
00 1
.names n14034 n14044 n14045
00 1
.names n13469 n13471 n14046
10 1
.names n13462 n14046 n14047
01 1
.names asqrt[17] n14047 n14048
11 1
.names n13462 n13471 n14049
00 1
.names asqrt[17] n14049 n14050
11 1
.names n13469 n14050 n14051
00 1
.names n14048 n14051 n14052
00 1
.names n13473 n13480 n14053
00 1
.names asqrt[17] n14053 n14054
11 1
.names n13488 n14054 n14055
00 1
.names n14052 n14055 n14056
01 1
.names n14045 n14056 n14057
01 1
.names asqrt[63] n14057 n14058
00 1
.names n14034 n14052 n14059
01 1
.names n14044 n14059 n14060
01 1
.names n13480 asqrt[17] n14061
01 1
.names n13473 n14061 n14062
10 1
.names asqrt[63] n14053 n14063
10 1
.names n14062 n14063 n14064
01 1
.names n13476 n13497 n14065
00 1
.names n13479 n14065 n14066
01 1
.names n13492 n14066 n14067
01 1
.names n13488 n14067 n14068
01 1
.names n13486 n14068 n14069
01 1
.names n14064 n14069 n14070
00 1
.names n14060 n14070 n14071
01 1
.names n14058 n14071 asqrt[16]
01 0
.names a[32] asqrt[16] n14073
11 1
.names a[30] a[31] n14074
00 1
.names a[32] n14074 n14075
01 1
.names n14073 n14075 n14076
00 1
.names asqrt[17] n14076 n14077
10 1
.names n13497 n14075 n14078
00 1
.names n13492 n14078 n14079
01 1
.names n13488 n14079 n14080
01 1
.names n13486 n14080 n14081
01 1
.names n14073 n14081 n14082
01 1
.names a[32] asqrt[16] n14083
01 1
.names a[33] n14083 n14084
10 1
.names n13502 asqrt[16] n14085
11 1
.names n14084 n14085 n14086
00 1
.names n14082 n14086 n14087
01 1
.names n14077 n14087 n14088
00 1
.names asqrt[18] n14088 n14089
10 1
.names asqrt[18] n14077 n14090
00 1
.names n14087 n14090 n14091
01 1
.names asqrt[17] n14069 n14092
10 1
.names n14064 n14092 n14093
01 1
.names n14060 n14093 n14094
01 1
.names n14058 n14094 n14095
01 1
.names n14085 n14095 n14096
00 1
.names a[34] n14096 n14097
10 1
.names a[34] n14095 n14098
00 1
.names n14085 n14098 n14099
01 1
.names n14097 n14099 n14100
00 1
.names n14091 n14100 n14101
00 1
.names n14089 n14101 n14102
00 1
.names asqrt[19] n14102 n14103
10 1
.names n13505 n13510 n14104
00 1
.names n13514 n14104 n14105
01 1
.names asqrt[16] n14105 n14106
11 1
.names asqrt[16] n14104 n14107
11 1
.names n13514 n14107 n14108
10 1
.names n14106 n14108 n14109
00 1
.names asqrt[19] n14089 n14110
00 1
.names n14101 n14110 n14111
01 1
.names n14109 n14111 n14112
00 1
.names n14103 n14112 n14113
00 1
.names asqrt[20] n14113 n14114
10 1
.names n13519 n13528 n14115
01 1
.names n13517 n14115 n14116
01 1
.names asqrt[16] n14116 n14117
11 1
.names n13517 n13519 n14118
00 1
.names asqrt[16] n14118 n14119
11 1
.names n13528 n14119 n14120
00 1
.names n14117 n14120 n14121
00 1
.names asqrt[20] n14103 n14122
00 1
.names n14112 n14122 n14123
01 1
.names n14121 n14123 n14124
00 1
.names n14114 n14124 n14125
00 1
.names asqrt[21] n14125 n14126
10 1
.names n13531 n13537 n14127
01 1
.names n13539 n14127 n14128
01 1
.names asqrt[16] n14128 n14129
11 1
.names n13531 n13539 n14130
00 1
.names asqrt[16] n14130 n14131
11 1
.names n13537 n14131 n14132
00 1
.names n14129 n14132 n14133
00 1
.names asqrt[21] n14114 n14134
00 1
.names n14124 n14134 n14135
01 1
.names n14133 n14135 n14136
00 1
.names n14126 n14136 n14137
00 1
.names asqrt[22] n14137 n14138
10 1
.names n13549 n13551 n14139
10 1
.names n13542 n14139 n14140
01 1
.names asqrt[16] n14140 n14141
11 1
.names n13542 n13551 n14142
00 1
.names asqrt[16] n14142 n14143
11 1
.names n13549 n14143 n14144
00 1
.names n14141 n14144 n14145
00 1
.names asqrt[22] n14126 n14146
00 1
.names n14136 n14146 n14147
01 1
.names n14145 n14147 n14148
00 1
.names n14138 n14148 n14149
00 1
.names asqrt[23] n14149 n14150
10 1
.names n13554 n13561 n14151
01 1
.names n13563 n14151 n14152
01 1
.names asqrt[16] n14152 n14153
11 1
.names n13554 n13563 n14154
00 1
.names asqrt[16] n14154 n14155
11 1
.names n13561 n14155 n14156
00 1
.names n14153 n14156 n14157
00 1
.names asqrt[23] n14138 n14158
00 1
.names n14148 n14158 n14159
01 1
.names n14157 n14159 n14160
00 1
.names n14150 n14160 n14161
00 1
.names asqrt[24] n14161 n14162
10 1
.names n13573 n13575 n14163
10 1
.names n13566 n14163 n14164
01 1
.names asqrt[16] n14164 n14165
11 1
.names n13566 n13575 n14166
00 1
.names asqrt[16] n14166 n14167
11 1
.names n13573 n14167 n14168
00 1
.names n14165 n14168 n14169
00 1
.names asqrt[24] n14150 n14170
00 1
.names n14160 n14170 n14171
01 1
.names n14169 n14171 n14172
00 1
.names n14162 n14172 n14173
00 1
.names asqrt[25] n14173 n14174
10 1
.names n13578 n13585 n14175
01 1
.names n13587 n14175 n14176
01 1
.names asqrt[16] n14176 n14177
11 1
.names n13578 n13587 n14178
00 1
.names asqrt[16] n14178 n14179
11 1
.names n13585 n14179 n14180
00 1
.names n14177 n14180 n14181
00 1
.names asqrt[25] n14162 n14182
00 1
.names n14172 n14182 n14183
01 1
.names n14181 n14183 n14184
00 1
.names n14174 n14184 n14185
00 1
.names asqrt[26] n14185 n14186
10 1
.names n13597 n13599 n14187
10 1
.names n13590 n14187 n14188
01 1
.names asqrt[16] n14188 n14189
11 1
.names n13590 n13599 n14190
00 1
.names asqrt[16] n14190 n14191
11 1
.names n13597 n14191 n14192
00 1
.names n14189 n14192 n14193
00 1
.names asqrt[26] n14174 n14194
00 1
.names n14184 n14194 n14195
01 1
.names n14193 n14195 n14196
00 1
.names n14186 n14196 n14197
00 1
.names asqrt[27] n14197 n14198
10 1
.names n13602 n13609 n14199
01 1
.names n13611 n14199 n14200
01 1
.names asqrt[16] n14200 n14201
11 1
.names n13602 n13611 n14202
00 1
.names asqrt[16] n14202 n14203
11 1
.names n13609 n14203 n14204
00 1
.names n14201 n14204 n14205
00 1
.names asqrt[27] n14186 n14206
00 1
.names n14196 n14206 n14207
01 1
.names n14205 n14207 n14208
00 1
.names n14198 n14208 n14209
00 1
.names asqrt[28] n14209 n14210
10 1
.names n13621 n13623 n14211
10 1
.names n13614 n14211 n14212
01 1
.names asqrt[16] n14212 n14213
11 1
.names n13614 n13623 n14214
00 1
.names asqrt[16] n14214 n14215
11 1
.names n13621 n14215 n14216
00 1
.names n14213 n14216 n14217
00 1
.names asqrt[28] n14198 n14218
00 1
.names n14208 n14218 n14219
01 1
.names n14217 n14219 n14220
00 1
.names n14210 n14220 n14221
00 1
.names asqrt[29] n14221 n14222
10 1
.names n13626 n13633 n14223
01 1
.names n13635 n14223 n14224
01 1
.names asqrt[16] n14224 n14225
11 1
.names n13626 n13635 n14226
00 1
.names asqrt[16] n14226 n14227
11 1
.names n13633 n14227 n14228
00 1
.names n14225 n14228 n14229
00 1
.names asqrt[29] n14210 n14230
00 1
.names n14220 n14230 n14231
01 1
.names n14229 n14231 n14232
00 1
.names n14222 n14232 n14233
00 1
.names asqrt[30] n14233 n14234
10 1
.names n13645 n13647 n14235
10 1
.names n13638 n14235 n14236
01 1
.names asqrt[16] n14236 n14237
11 1
.names n13638 n13647 n14238
00 1
.names asqrt[16] n14238 n14239
11 1
.names n13645 n14239 n14240
00 1
.names n14237 n14240 n14241
00 1
.names asqrt[30] n14222 n14242
00 1
.names n14232 n14242 n14243
01 1
.names n14241 n14243 n14244
00 1
.names n14234 n14244 n14245
00 1
.names asqrt[31] n14245 n14246
10 1
.names n13650 n13657 n14247
01 1
.names n13659 n14247 n14248
01 1
.names asqrt[16] n14248 n14249
11 1
.names n13650 n13659 n14250
00 1
.names asqrt[16] n14250 n14251
11 1
.names n13657 n14251 n14252
00 1
.names n14249 n14252 n14253
00 1
.names asqrt[31] n14234 n14254
00 1
.names n14244 n14254 n14255
01 1
.names n14253 n14255 n14256
00 1
.names n14246 n14256 n14257
00 1
.names asqrt[32] n14257 n14258
10 1
.names n13669 n13671 n14259
10 1
.names n13662 n14259 n14260
01 1
.names asqrt[16] n14260 n14261
11 1
.names n13662 n13671 n14262
00 1
.names asqrt[16] n14262 n14263
11 1
.names n13669 n14263 n14264
00 1
.names n14261 n14264 n14265
00 1
.names asqrt[32] n14246 n14266
00 1
.names n14256 n14266 n14267
01 1
.names n14265 n14267 n14268
00 1
.names n14258 n14268 n14269
00 1
.names asqrt[33] n14269 n14270
10 1
.names n13674 n13681 n14271
01 1
.names n13683 n14271 n14272
01 1
.names asqrt[16] n14272 n14273
11 1
.names n13674 n13683 n14274
00 1
.names asqrt[16] n14274 n14275
11 1
.names n13681 n14275 n14276
00 1
.names n14273 n14276 n14277
00 1
.names asqrt[33] n14258 n14278
00 1
.names n14268 n14278 n14279
01 1
.names n14277 n14279 n14280
00 1
.names n14270 n14280 n14281
00 1
.names asqrt[34] n14281 n14282
10 1
.names n13693 n13695 n14283
10 1
.names n13686 n14283 n14284
01 1
.names asqrt[16] n14284 n14285
11 1
.names n13686 n13695 n14286
00 1
.names asqrt[16] n14286 n14287
11 1
.names n13693 n14287 n14288
00 1
.names n14285 n14288 n14289
00 1
.names asqrt[34] n14270 n14290
00 1
.names n14280 n14290 n14291
01 1
.names n14289 n14291 n14292
00 1
.names n14282 n14292 n14293
00 1
.names asqrt[35] n14293 n14294
10 1
.names n13698 n13705 n14295
01 1
.names n13707 n14295 n14296
01 1
.names asqrt[16] n14296 n14297
11 1
.names n13698 n13707 n14298
00 1
.names asqrt[16] n14298 n14299
11 1
.names n13705 n14299 n14300
00 1
.names n14297 n14300 n14301
00 1
.names asqrt[35] n14282 n14302
00 1
.names n14292 n14302 n14303
01 1
.names n14301 n14303 n14304
00 1
.names n14294 n14304 n14305
00 1
.names asqrt[36] n14305 n14306
10 1
.names n13717 n13719 n14307
10 1
.names n13710 n14307 n14308
01 1
.names asqrt[16] n14308 n14309
11 1
.names n13710 n13719 n14310
00 1
.names asqrt[16] n14310 n14311
11 1
.names n13717 n14311 n14312
00 1
.names n14309 n14312 n14313
00 1
.names asqrt[36] n14294 n14314
00 1
.names n14304 n14314 n14315
01 1
.names n14313 n14315 n14316
00 1
.names n14306 n14316 n14317
00 1
.names asqrt[37] n14317 n14318
10 1
.names n13722 n13729 n14319
01 1
.names n13731 n14319 n14320
01 1
.names asqrt[16] n14320 n14321
11 1
.names n13722 n13731 n14322
00 1
.names asqrt[16] n14322 n14323
11 1
.names n13729 n14323 n14324
00 1
.names n14321 n14324 n14325
00 1
.names asqrt[37] n14306 n14326
00 1
.names n14316 n14326 n14327
01 1
.names n14325 n14327 n14328
00 1
.names n14318 n14328 n14329
00 1
.names asqrt[38] n14329 n14330
10 1
.names n13741 n13743 n14331
10 1
.names n13734 n14331 n14332
01 1
.names asqrt[16] n14332 n14333
11 1
.names n13734 n13743 n14334
00 1
.names asqrt[16] n14334 n14335
11 1
.names n13741 n14335 n14336
00 1
.names n14333 n14336 n14337
00 1
.names asqrt[38] n14318 n14338
00 1
.names n14328 n14338 n14339
01 1
.names n14337 n14339 n14340
00 1
.names n14330 n14340 n14341
00 1
.names asqrt[39] n14341 n14342
10 1
.names n13746 n13753 n14343
01 1
.names n13755 n14343 n14344
01 1
.names asqrt[16] n14344 n14345
11 1
.names n13746 n13755 n14346
00 1
.names asqrt[16] n14346 n14347
11 1
.names n13753 n14347 n14348
00 1
.names n14345 n14348 n14349
00 1
.names asqrt[39] n14330 n14350
00 1
.names n14340 n14350 n14351
01 1
.names n14349 n14351 n14352
00 1
.names n14342 n14352 n14353
00 1
.names asqrt[40] n14353 n14354
10 1
.names n13765 n13767 n14355
10 1
.names n13758 n14355 n14356
01 1
.names asqrt[16] n14356 n14357
11 1
.names n13758 n13767 n14358
00 1
.names asqrt[16] n14358 n14359
11 1
.names n13765 n14359 n14360
00 1
.names n14357 n14360 n14361
00 1
.names asqrt[40] n14342 n14362
00 1
.names n14352 n14362 n14363
01 1
.names n14361 n14363 n14364
00 1
.names n14354 n14364 n14365
00 1
.names asqrt[41] n14365 n14366
10 1
.names n13770 n13777 n14367
01 1
.names n13779 n14367 n14368
01 1
.names asqrt[16] n14368 n14369
11 1
.names n13770 n13779 n14370
00 1
.names asqrt[16] n14370 n14371
11 1
.names n13777 n14371 n14372
00 1
.names n14369 n14372 n14373
00 1
.names asqrt[41] n14354 n14374
00 1
.names n14364 n14374 n14375
01 1
.names n14373 n14375 n14376
00 1
.names n14366 n14376 n14377
00 1
.names asqrt[42] n14377 n14378
10 1
.names n13789 n13791 n14379
10 1
.names n13782 n14379 n14380
01 1
.names asqrt[16] n14380 n14381
11 1
.names n13782 n13791 n14382
00 1
.names asqrt[16] n14382 n14383
11 1
.names n13789 n14383 n14384
00 1
.names n14381 n14384 n14385
00 1
.names asqrt[42] n14366 n14386
00 1
.names n14376 n14386 n14387
01 1
.names n14385 n14387 n14388
00 1
.names n14378 n14388 n14389
00 1
.names asqrt[43] n14389 n14390
10 1
.names n13794 n13801 n14391
01 1
.names n13803 n14391 n14392
01 1
.names asqrt[16] n14392 n14393
11 1
.names n13794 n13803 n14394
00 1
.names asqrt[16] n14394 n14395
11 1
.names n13801 n14395 n14396
00 1
.names n14393 n14396 n14397
00 1
.names asqrt[43] n14378 n14398
00 1
.names n14388 n14398 n14399
01 1
.names n14397 n14399 n14400
00 1
.names n14390 n14400 n14401
00 1
.names asqrt[44] n14401 n14402
10 1
.names n13813 n13815 n14403
10 1
.names n13806 n14403 n14404
01 1
.names asqrt[16] n14404 n14405
11 1
.names n13806 n13815 n14406
00 1
.names asqrt[16] n14406 n14407
11 1
.names n13813 n14407 n14408
00 1
.names n14405 n14408 n14409
00 1
.names asqrt[44] n14390 n14410
00 1
.names n14400 n14410 n14411
01 1
.names n14409 n14411 n14412
00 1
.names n14402 n14412 n14413
00 1
.names asqrt[45] n14413 n14414
10 1
.names n13818 n13825 n14415
01 1
.names n13827 n14415 n14416
01 1
.names asqrt[16] n14416 n14417
11 1
.names n13818 n13827 n14418
00 1
.names asqrt[16] n14418 n14419
11 1
.names n13825 n14419 n14420
00 1
.names n14417 n14420 n14421
00 1
.names asqrt[45] n14402 n14422
00 1
.names n14412 n14422 n14423
01 1
.names n14421 n14423 n14424
00 1
.names n14414 n14424 n14425
00 1
.names asqrt[46] n14425 n14426
10 1
.names n13837 n13839 n14427
10 1
.names n13830 n14427 n14428
01 1
.names asqrt[16] n14428 n14429
11 1
.names n13830 n13839 n14430
00 1
.names asqrt[16] n14430 n14431
11 1
.names n13837 n14431 n14432
00 1
.names n14429 n14432 n14433
00 1
.names asqrt[46] n14414 n14434
00 1
.names n14424 n14434 n14435
01 1
.names n14433 n14435 n14436
00 1
.names n14426 n14436 n14437
00 1
.names asqrt[47] n14437 n14438
10 1
.names n13842 n13849 n14439
01 1
.names n13851 n14439 n14440
01 1
.names asqrt[16] n14440 n14441
11 1
.names n13842 n13851 n14442
00 1
.names asqrt[16] n14442 n14443
11 1
.names n13849 n14443 n14444
00 1
.names n14441 n14444 n14445
00 1
.names asqrt[47] n14426 n14446
00 1
.names n14436 n14446 n14447
01 1
.names n14445 n14447 n14448
00 1
.names n14438 n14448 n14449
00 1
.names asqrt[48] n14449 n14450
10 1
.names n13861 n13863 n14451
10 1
.names n13854 n14451 n14452
01 1
.names asqrt[16] n14452 n14453
11 1
.names n13854 n13863 n14454
00 1
.names asqrt[16] n14454 n14455
11 1
.names n13861 n14455 n14456
00 1
.names n14453 n14456 n14457
00 1
.names asqrt[48] n14438 n14458
00 1
.names n14448 n14458 n14459
01 1
.names n14457 n14459 n14460
00 1
.names n14450 n14460 n14461
00 1
.names asqrt[49] n14461 n14462
10 1
.names asqrt[49] n14450 n14463
00 1
.names n14460 n14463 n14464
01 1
.names n13866 n13875 n14465
01 1
.names n13868 n14465 n14466
01 1
.names asqrt[16] n14466 n14467
11 1
.names n13866 n13868 n14468
00 1
.names asqrt[16] n14468 n14469
11 1
.names n13875 n14469 n14470
00 1
.names n14467 n14470 n14471
00 1
.names n14464 n14471 n14472
00 1
.names n14462 n14472 n14473
00 1
.names asqrt[50] n14473 n14474
10 1
.names n13885 n13887 n14475
10 1
.names n13878 n14475 n14476
01 1
.names asqrt[16] n14476 n14477
11 1
.names n13878 n13887 n14478
00 1
.names asqrt[16] n14478 n14479
11 1
.names n13885 n14479 n14480
00 1
.names n14477 n14480 n14481
00 1
.names asqrt[50] n14462 n14482
00 1
.names n14472 n14482 n14483
01 1
.names n14481 n14483 n14484
00 1
.names n14474 n14484 n14485
00 1
.names asqrt[51] n14485 n14486
10 1
.names n13890 n13897 n14487
01 1
.names n13899 n14487 n14488
01 1
.names asqrt[16] n14488 n14489
11 1
.names n13890 n13899 n14490
00 1
.names asqrt[16] n14490 n14491
11 1
.names n13897 n14491 n14492
00 1
.names n14489 n14492 n14493
00 1
.names asqrt[51] n14474 n14494
00 1
.names n14484 n14494 n14495
01 1
.names n14493 n14495 n14496
00 1
.names n14486 n14496 n14497
00 1
.names asqrt[52] n14497 n14498
10 1
.names n13909 n13911 n14499
10 1
.names n13902 n14499 n14500
01 1
.names asqrt[16] n14500 n14501
11 1
.names n13902 n13911 n14502
00 1
.names asqrt[16] n14502 n14503
11 1
.names n13909 n14503 n14504
00 1
.names n14501 n14504 n14505
00 1
.names asqrt[52] n14486 n14506
00 1
.names n14496 n14506 n14507
01 1
.names n14505 n14507 n14508
00 1
.names n14498 n14508 n14509
00 1
.names asqrt[53] n14509 n14510
10 1
.names n13914 n13921 n14511
01 1
.names n13923 n14511 n14512
01 1
.names asqrt[16] n14512 n14513
11 1
.names n13914 n13923 n14514
00 1
.names asqrt[16] n14514 n14515
11 1
.names n13921 n14515 n14516
00 1
.names n14513 n14516 n14517
00 1
.names asqrt[53] n14498 n14518
00 1
.names n14508 n14518 n14519
01 1
.names n14517 n14519 n14520
00 1
.names n14510 n14520 n14521
00 1
.names asqrt[54] n14521 n14522
10 1
.names n13933 n13935 n14523
10 1
.names n13926 n14523 n14524
01 1
.names asqrt[16] n14524 n14525
11 1
.names n13926 n13935 n14526
00 1
.names asqrt[16] n14526 n14527
11 1
.names n13933 n14527 n14528
00 1
.names n14525 n14528 n14529
00 1
.names asqrt[54] n14510 n14530
00 1
.names n14520 n14530 n14531
01 1
.names n14529 n14531 n14532
00 1
.names n14522 n14532 n14533
00 1
.names asqrt[55] n14533 n14534
10 1
.names n13938 n13945 n14535
01 1
.names n13947 n14535 n14536
01 1
.names asqrt[16] n14536 n14537
11 1
.names n13938 n13947 n14538
00 1
.names asqrt[16] n14538 n14539
11 1
.names n13945 n14539 n14540
00 1
.names n14537 n14540 n14541
00 1
.names asqrt[55] n14522 n14542
00 1
.names n14532 n14542 n14543
01 1
.names n14541 n14543 n14544
00 1
.names n14534 n14544 n14545
00 1
.names asqrt[56] n14545 n14546
10 1
.names n13957 n13959 n14547
10 1
.names n13950 n14547 n14548
01 1
.names asqrt[16] n14548 n14549
11 1
.names n13950 n13959 n14550
00 1
.names asqrt[16] n14550 n14551
11 1
.names n13957 n14551 n14552
00 1
.names n14549 n14552 n14553
00 1
.names asqrt[56] n14534 n14554
00 1
.names n14544 n14554 n14555
01 1
.names n14553 n14555 n14556
00 1
.names n14546 n14556 n14557
00 1
.names asqrt[57] n14557 n14558
10 1
.names n13962 n13969 n14559
01 1
.names n13971 n14559 n14560
01 1
.names asqrt[16] n14560 n14561
11 1
.names n13962 n13971 n14562
00 1
.names asqrt[16] n14562 n14563
11 1
.names n13969 n14563 n14564
00 1
.names n14561 n14564 n14565
00 1
.names asqrt[57] n14546 n14566
00 1
.names n14556 n14566 n14567
01 1
.names n14565 n14567 n14568
00 1
.names n14558 n14568 n14569
00 1
.names asqrt[58] n14569 n14570
10 1
.names n13981 n13983 n14571
10 1
.names n13974 n14571 n14572
01 1
.names asqrt[16] n14572 n14573
11 1
.names n13974 n13983 n14574
00 1
.names asqrt[16] n14574 n14575
11 1
.names n13981 n14575 n14576
00 1
.names n14573 n14576 n14577
00 1
.names asqrt[58] n14558 n14578
00 1
.names n14568 n14578 n14579
01 1
.names n14577 n14579 n14580
00 1
.names n14570 n14580 n14581
00 1
.names asqrt[59] n14581 n14582
10 1
.names n13986 n13993 n14583
01 1
.names n13995 n14583 n14584
01 1
.names asqrt[16] n14584 n14585
11 1
.names n13986 n13995 n14586
00 1
.names asqrt[16] n14586 n14587
11 1
.names n13993 n14587 n14588
00 1
.names n14585 n14588 n14589
00 1
.names asqrt[59] n14570 n14590
00 1
.names n14580 n14590 n14591
01 1
.names n14589 n14591 n14592
00 1
.names n14582 n14592 n14593
00 1
.names asqrt[60] n14593 n14594
10 1
.names n14005 n14007 n14595
10 1
.names n13998 n14595 n14596
01 1
.names asqrt[16] n14596 n14597
11 1
.names n13998 n14007 n14598
00 1
.names asqrt[16] n14598 n14599
11 1
.names n14005 n14599 n14600
00 1
.names n14597 n14600 n14601
00 1
.names asqrt[60] n14582 n14602
00 1
.names n14592 n14602 n14603
01 1
.names n14601 n14603 n14604
00 1
.names n14594 n14604 n14605
00 1
.names asqrt[61] n14605 n14606
10 1
.names n14010 n14017 n14607
01 1
.names n14019 n14607 n14608
01 1
.names asqrt[16] n14608 n14609
11 1
.names n14010 n14019 n14610
00 1
.names asqrt[16] n14610 n14611
11 1
.names n14017 n14611 n14612
00 1
.names n14609 n14612 n14613
00 1
.names asqrt[61] n14594 n14614
00 1
.names n14604 n14614 n14615
01 1
.names n14613 n14615 n14616
00 1
.names n14606 n14616 n14617
00 1
.names asqrt[62] n14617 n14618
10 1
.names n14029 n14031 n14619
10 1
.names n14022 n14619 n14620
01 1
.names asqrt[16] n14620 n14621
11 1
.names n14022 n14031 n14622
00 1
.names asqrt[16] n14622 n14623
11 1
.names n14029 n14623 n14624
00 1
.names n14621 n14624 n14625
00 1
.names asqrt[62] n14606 n14626
00 1
.names n14616 n14626 n14627
01 1
.names n14625 n14627 n14628
00 1
.names n14618 n14628 n14629
00 1
.names n14034 n14041 n14630
01 1
.names n14043 n14630 n14631
01 1
.names asqrt[16] n14631 n14632
11 1
.names n14034 n14043 n14633
00 1
.names asqrt[16] n14633 n14634
11 1
.names n14041 n14634 n14635
00 1
.names n14632 n14635 n14636
00 1
.names n14045 n14052 n14637
00 1
.names asqrt[16] n14637 n14638
11 1
.names n14060 n14638 n14639
00 1
.names n14636 n14639 n14640
01 1
.names n14629 n14640 n14641
01 1
.names asqrt[63] n14641 n14642
00 1
.names n14618 n14636 n14643
01 1
.names n14628 n14643 n14644
01 1
.names n14052 asqrt[16] n14645
01 1
.names n14045 n14645 n14646
10 1
.names asqrt[63] n14637 n14647
10 1
.names n14646 n14647 n14648
01 1
.names n14048 n14069 n14649
00 1
.names n14051 n14649 n14650
01 1
.names n14064 n14650 n14651
01 1
.names n14060 n14651 n14652
01 1
.names n14058 n14652 n14653
01 1
.names n14648 n14653 n14654
00 1
.names n14644 n14654 n14655
01 1
.names n14642 n14655 asqrt[15]
01 0
.names a[30] asqrt[15] n14657
11 1
.names a[28] a[29] n14658
00 1
.names a[30] n14658 n14659
01 1
.names n14657 n14659 n14660
00 1
.names asqrt[16] n14660 n14661
10 1
.names n14069 n14659 n14662
00 1
.names n14064 n14662 n14663
01 1
.names n14060 n14663 n14664
01 1
.names n14058 n14664 n14665
01 1
.names n14657 n14665 n14666
01 1
.names a[30] asqrt[15] n14667
01 1
.names a[31] n14667 n14668
10 1
.names n14074 asqrt[15] n14669
11 1
.names n14668 n14669 n14670
00 1
.names n14666 n14670 n14671
01 1
.names n14661 n14671 n14672
00 1
.names asqrt[17] n14672 n14673
10 1
.names asqrt[17] n14661 n14674
00 1
.names n14671 n14674 n14675
01 1
.names asqrt[16] n14653 n14676
10 1
.names n14648 n14676 n14677
01 1
.names n14644 n14677 n14678
01 1
.names n14642 n14678 n14679
01 1
.names n14669 n14679 n14680
00 1
.names a[32] n14680 n14681
10 1
.names a[32] n14679 n14682
00 1
.names n14669 n14682 n14683
01 1
.names n14681 n14683 n14684
00 1
.names n14675 n14684 n14685
00 1
.names n14673 n14685 n14686
00 1
.names asqrt[18] n14686 n14687
10 1
.names n14077 n14082 n14688
00 1
.names n14086 n14688 n14689
01 1
.names asqrt[15] n14689 n14690
11 1
.names asqrt[15] n14688 n14691
11 1
.names n14086 n14691 n14692
10 1
.names n14690 n14692 n14693
00 1
.names asqrt[18] n14673 n14694
00 1
.names n14685 n14694 n14695
01 1
.names n14693 n14695 n14696
00 1
.names n14687 n14696 n14697
00 1
.names asqrt[19] n14697 n14698
10 1
.names n14091 n14100 n14699
01 1
.names n14089 n14699 n14700
01 1
.names asqrt[15] n14700 n14701
11 1
.names n14089 n14091 n14702
00 1
.names asqrt[15] n14702 n14703
11 1
.names n14100 n14703 n14704
00 1
.names n14701 n14704 n14705
00 1
.names asqrt[19] n14687 n14706
00 1
.names n14696 n14706 n14707
01 1
.names n14705 n14707 n14708
00 1
.names n14698 n14708 n14709
00 1
.names asqrt[20] n14709 n14710
10 1
.names n14103 n14109 n14711
01 1
.names n14111 n14711 n14712
01 1
.names asqrt[15] n14712 n14713
11 1
.names n14103 n14111 n14714
00 1
.names asqrt[15] n14714 n14715
11 1
.names n14109 n14715 n14716
00 1
.names n14713 n14716 n14717
00 1
.names asqrt[20] n14698 n14718
00 1
.names n14708 n14718 n14719
01 1
.names n14717 n14719 n14720
00 1
.names n14710 n14720 n14721
00 1
.names asqrt[21] n14721 n14722
10 1
.names n14121 n14123 n14723
10 1
.names n14114 n14723 n14724
01 1
.names asqrt[15] n14724 n14725
11 1
.names n14114 n14123 n14726
00 1
.names asqrt[15] n14726 n14727
11 1
.names n14121 n14727 n14728
00 1
.names n14725 n14728 n14729
00 1
.names asqrt[21] n14710 n14730
00 1
.names n14720 n14730 n14731
01 1
.names n14729 n14731 n14732
00 1
.names n14722 n14732 n14733
00 1
.names asqrt[22] n14733 n14734
10 1
.names n14126 n14133 n14735
01 1
.names n14135 n14735 n14736
01 1
.names asqrt[15] n14736 n14737
11 1
.names n14126 n14135 n14738
00 1
.names asqrt[15] n14738 n14739
11 1
.names n14133 n14739 n14740
00 1
.names n14737 n14740 n14741
00 1
.names asqrt[22] n14722 n14742
00 1
.names n14732 n14742 n14743
01 1
.names n14741 n14743 n14744
00 1
.names n14734 n14744 n14745
00 1
.names asqrt[23] n14745 n14746
10 1
.names n14145 n14147 n14747
10 1
.names n14138 n14747 n14748
01 1
.names asqrt[15] n14748 n14749
11 1
.names n14138 n14147 n14750
00 1
.names asqrt[15] n14750 n14751
11 1
.names n14145 n14751 n14752
00 1
.names n14749 n14752 n14753
00 1
.names asqrt[23] n14734 n14754
00 1
.names n14744 n14754 n14755
01 1
.names n14753 n14755 n14756
00 1
.names n14746 n14756 n14757
00 1
.names asqrt[24] n14757 n14758
10 1
.names n14150 n14157 n14759
01 1
.names n14159 n14759 n14760
01 1
.names asqrt[15] n14760 n14761
11 1
.names n14150 n14159 n14762
00 1
.names asqrt[15] n14762 n14763
11 1
.names n14157 n14763 n14764
00 1
.names n14761 n14764 n14765
00 1
.names asqrt[24] n14746 n14766
00 1
.names n14756 n14766 n14767
01 1
.names n14765 n14767 n14768
00 1
.names n14758 n14768 n14769
00 1
.names asqrt[25] n14769 n14770
10 1
.names n14169 n14171 n14771
10 1
.names n14162 n14771 n14772
01 1
.names asqrt[15] n14772 n14773
11 1
.names n14162 n14171 n14774
00 1
.names asqrt[15] n14774 n14775
11 1
.names n14169 n14775 n14776
00 1
.names n14773 n14776 n14777
00 1
.names asqrt[25] n14758 n14778
00 1
.names n14768 n14778 n14779
01 1
.names n14777 n14779 n14780
00 1
.names n14770 n14780 n14781
00 1
.names asqrt[26] n14781 n14782
10 1
.names n14174 n14181 n14783
01 1
.names n14183 n14783 n14784
01 1
.names asqrt[15] n14784 n14785
11 1
.names n14174 n14183 n14786
00 1
.names asqrt[15] n14786 n14787
11 1
.names n14181 n14787 n14788
00 1
.names n14785 n14788 n14789
00 1
.names asqrt[26] n14770 n14790
00 1
.names n14780 n14790 n14791
01 1
.names n14789 n14791 n14792
00 1
.names n14782 n14792 n14793
00 1
.names asqrt[27] n14793 n14794
10 1
.names n14193 n14195 n14795
10 1
.names n14186 n14795 n14796
01 1
.names asqrt[15] n14796 n14797
11 1
.names n14186 n14195 n14798
00 1
.names asqrt[15] n14798 n14799
11 1
.names n14193 n14799 n14800
00 1
.names n14797 n14800 n14801
00 1
.names asqrt[27] n14782 n14802
00 1
.names n14792 n14802 n14803
01 1
.names n14801 n14803 n14804
00 1
.names n14794 n14804 n14805
00 1
.names asqrt[28] n14805 n14806
10 1
.names n14198 n14205 n14807
01 1
.names n14207 n14807 n14808
01 1
.names asqrt[15] n14808 n14809
11 1
.names n14198 n14207 n14810
00 1
.names asqrt[15] n14810 n14811
11 1
.names n14205 n14811 n14812
00 1
.names n14809 n14812 n14813
00 1
.names asqrt[28] n14794 n14814
00 1
.names n14804 n14814 n14815
01 1
.names n14813 n14815 n14816
00 1
.names n14806 n14816 n14817
00 1
.names asqrt[29] n14817 n14818
10 1
.names n14217 n14219 n14819
10 1
.names n14210 n14819 n14820
01 1
.names asqrt[15] n14820 n14821
11 1
.names n14210 n14219 n14822
00 1
.names asqrt[15] n14822 n14823
11 1
.names n14217 n14823 n14824
00 1
.names n14821 n14824 n14825
00 1
.names asqrt[29] n14806 n14826
00 1
.names n14816 n14826 n14827
01 1
.names n14825 n14827 n14828
00 1
.names n14818 n14828 n14829
00 1
.names asqrt[30] n14829 n14830
10 1
.names n14222 n14229 n14831
01 1
.names n14231 n14831 n14832
01 1
.names asqrt[15] n14832 n14833
11 1
.names n14222 n14231 n14834
00 1
.names asqrt[15] n14834 n14835
11 1
.names n14229 n14835 n14836
00 1
.names n14833 n14836 n14837
00 1
.names asqrt[30] n14818 n14838
00 1
.names n14828 n14838 n14839
01 1
.names n14837 n14839 n14840
00 1
.names n14830 n14840 n14841
00 1
.names asqrt[31] n14841 n14842
10 1
.names n14241 n14243 n14843
10 1
.names n14234 n14843 n14844
01 1
.names asqrt[15] n14844 n14845
11 1
.names n14234 n14243 n14846
00 1
.names asqrt[15] n14846 n14847
11 1
.names n14241 n14847 n14848
00 1
.names n14845 n14848 n14849
00 1
.names asqrt[31] n14830 n14850
00 1
.names n14840 n14850 n14851
01 1
.names n14849 n14851 n14852
00 1
.names n14842 n14852 n14853
00 1
.names asqrt[32] n14853 n14854
10 1
.names n14246 n14253 n14855
01 1
.names n14255 n14855 n14856
01 1
.names asqrt[15] n14856 n14857
11 1
.names n14246 n14255 n14858
00 1
.names asqrt[15] n14858 n14859
11 1
.names n14253 n14859 n14860
00 1
.names n14857 n14860 n14861
00 1
.names asqrt[32] n14842 n14862
00 1
.names n14852 n14862 n14863
01 1
.names n14861 n14863 n14864
00 1
.names n14854 n14864 n14865
00 1
.names asqrt[33] n14865 n14866
10 1
.names n14265 n14267 n14867
10 1
.names n14258 n14867 n14868
01 1
.names asqrt[15] n14868 n14869
11 1
.names n14258 n14267 n14870
00 1
.names asqrt[15] n14870 n14871
11 1
.names n14265 n14871 n14872
00 1
.names n14869 n14872 n14873
00 1
.names asqrt[33] n14854 n14874
00 1
.names n14864 n14874 n14875
01 1
.names n14873 n14875 n14876
00 1
.names n14866 n14876 n14877
00 1
.names asqrt[34] n14877 n14878
10 1
.names n14270 n14277 n14879
01 1
.names n14279 n14879 n14880
01 1
.names asqrt[15] n14880 n14881
11 1
.names n14270 n14279 n14882
00 1
.names asqrt[15] n14882 n14883
11 1
.names n14277 n14883 n14884
00 1
.names n14881 n14884 n14885
00 1
.names asqrt[34] n14866 n14886
00 1
.names n14876 n14886 n14887
01 1
.names n14885 n14887 n14888
00 1
.names n14878 n14888 n14889
00 1
.names asqrt[35] n14889 n14890
10 1
.names n14289 n14291 n14891
10 1
.names n14282 n14891 n14892
01 1
.names asqrt[15] n14892 n14893
11 1
.names n14282 n14291 n14894
00 1
.names asqrt[15] n14894 n14895
11 1
.names n14289 n14895 n14896
00 1
.names n14893 n14896 n14897
00 1
.names asqrt[35] n14878 n14898
00 1
.names n14888 n14898 n14899
01 1
.names n14897 n14899 n14900
00 1
.names n14890 n14900 n14901
00 1
.names asqrt[36] n14901 n14902
10 1
.names n14294 n14301 n14903
01 1
.names n14303 n14903 n14904
01 1
.names asqrt[15] n14904 n14905
11 1
.names n14294 n14303 n14906
00 1
.names asqrt[15] n14906 n14907
11 1
.names n14301 n14907 n14908
00 1
.names n14905 n14908 n14909
00 1
.names asqrt[36] n14890 n14910
00 1
.names n14900 n14910 n14911
01 1
.names n14909 n14911 n14912
00 1
.names n14902 n14912 n14913
00 1
.names asqrt[37] n14913 n14914
10 1
.names n14313 n14315 n14915
10 1
.names n14306 n14915 n14916
01 1
.names asqrt[15] n14916 n14917
11 1
.names n14306 n14315 n14918
00 1
.names asqrt[15] n14918 n14919
11 1
.names n14313 n14919 n14920
00 1
.names n14917 n14920 n14921
00 1
.names asqrt[37] n14902 n14922
00 1
.names n14912 n14922 n14923
01 1
.names n14921 n14923 n14924
00 1
.names n14914 n14924 n14925
00 1
.names asqrt[38] n14925 n14926
10 1
.names n14318 n14325 n14927
01 1
.names n14327 n14927 n14928
01 1
.names asqrt[15] n14928 n14929
11 1
.names n14318 n14327 n14930
00 1
.names asqrt[15] n14930 n14931
11 1
.names n14325 n14931 n14932
00 1
.names n14929 n14932 n14933
00 1
.names asqrt[38] n14914 n14934
00 1
.names n14924 n14934 n14935
01 1
.names n14933 n14935 n14936
00 1
.names n14926 n14936 n14937
00 1
.names asqrt[39] n14937 n14938
10 1
.names n14337 n14339 n14939
10 1
.names n14330 n14939 n14940
01 1
.names asqrt[15] n14940 n14941
11 1
.names n14330 n14339 n14942
00 1
.names asqrt[15] n14942 n14943
11 1
.names n14337 n14943 n14944
00 1
.names n14941 n14944 n14945
00 1
.names asqrt[39] n14926 n14946
00 1
.names n14936 n14946 n14947
01 1
.names n14945 n14947 n14948
00 1
.names n14938 n14948 n14949
00 1
.names asqrt[40] n14949 n14950
10 1
.names n14342 n14349 n14951
01 1
.names n14351 n14951 n14952
01 1
.names asqrt[15] n14952 n14953
11 1
.names n14342 n14351 n14954
00 1
.names asqrt[15] n14954 n14955
11 1
.names n14349 n14955 n14956
00 1
.names n14953 n14956 n14957
00 1
.names asqrt[40] n14938 n14958
00 1
.names n14948 n14958 n14959
01 1
.names n14957 n14959 n14960
00 1
.names n14950 n14960 n14961
00 1
.names asqrt[41] n14961 n14962
10 1
.names n14361 n14363 n14963
10 1
.names n14354 n14963 n14964
01 1
.names asqrt[15] n14964 n14965
11 1
.names n14354 n14363 n14966
00 1
.names asqrt[15] n14966 n14967
11 1
.names n14361 n14967 n14968
00 1
.names n14965 n14968 n14969
00 1
.names asqrt[41] n14950 n14970
00 1
.names n14960 n14970 n14971
01 1
.names n14969 n14971 n14972
00 1
.names n14962 n14972 n14973
00 1
.names asqrt[42] n14973 n14974
10 1
.names n14366 n14373 n14975
01 1
.names n14375 n14975 n14976
01 1
.names asqrt[15] n14976 n14977
11 1
.names n14366 n14375 n14978
00 1
.names asqrt[15] n14978 n14979
11 1
.names n14373 n14979 n14980
00 1
.names n14977 n14980 n14981
00 1
.names asqrt[42] n14962 n14982
00 1
.names n14972 n14982 n14983
01 1
.names n14981 n14983 n14984
00 1
.names n14974 n14984 n14985
00 1
.names asqrt[43] n14985 n14986
10 1
.names n14385 n14387 n14987
10 1
.names n14378 n14987 n14988
01 1
.names asqrt[15] n14988 n14989
11 1
.names n14378 n14387 n14990
00 1
.names asqrt[15] n14990 n14991
11 1
.names n14385 n14991 n14992
00 1
.names n14989 n14992 n14993
00 1
.names asqrt[43] n14974 n14994
00 1
.names n14984 n14994 n14995
01 1
.names n14993 n14995 n14996
00 1
.names n14986 n14996 n14997
00 1
.names asqrt[44] n14997 n14998
10 1
.names n14390 n14397 n14999
01 1
.names n14399 n14999 n15000
01 1
.names asqrt[15] n15000 n15001
11 1
.names n14390 n14399 n15002
00 1
.names asqrt[15] n15002 n15003
11 1
.names n14397 n15003 n15004
00 1
.names n15001 n15004 n15005
00 1
.names asqrt[44] n14986 n15006
00 1
.names n14996 n15006 n15007
01 1
.names n15005 n15007 n15008
00 1
.names n14998 n15008 n15009
00 1
.names asqrt[45] n15009 n15010
10 1
.names n14409 n14411 n15011
10 1
.names n14402 n15011 n15012
01 1
.names asqrt[15] n15012 n15013
11 1
.names n14402 n14411 n15014
00 1
.names asqrt[15] n15014 n15015
11 1
.names n14409 n15015 n15016
00 1
.names n15013 n15016 n15017
00 1
.names asqrt[45] n14998 n15018
00 1
.names n15008 n15018 n15019
01 1
.names n15017 n15019 n15020
00 1
.names n15010 n15020 n15021
00 1
.names asqrt[46] n15021 n15022
10 1
.names n14414 n14421 n15023
01 1
.names n14423 n15023 n15024
01 1
.names asqrt[15] n15024 n15025
11 1
.names n14414 n14423 n15026
00 1
.names asqrt[15] n15026 n15027
11 1
.names n14421 n15027 n15028
00 1
.names n15025 n15028 n15029
00 1
.names asqrt[46] n15010 n15030
00 1
.names n15020 n15030 n15031
01 1
.names n15029 n15031 n15032
00 1
.names n15022 n15032 n15033
00 1
.names asqrt[47] n15033 n15034
10 1
.names n14433 n14435 n15035
10 1
.names n14426 n15035 n15036
01 1
.names asqrt[15] n15036 n15037
11 1
.names n14426 n14435 n15038
00 1
.names asqrt[15] n15038 n15039
11 1
.names n14433 n15039 n15040
00 1
.names n15037 n15040 n15041
00 1
.names asqrt[47] n15022 n15042
00 1
.names n15032 n15042 n15043
01 1
.names n15041 n15043 n15044
00 1
.names n15034 n15044 n15045
00 1
.names asqrt[48] n15045 n15046
10 1
.names n14438 n14445 n15047
01 1
.names n14447 n15047 n15048
01 1
.names asqrt[15] n15048 n15049
11 1
.names n14438 n14447 n15050
00 1
.names asqrt[15] n15050 n15051
11 1
.names n14445 n15051 n15052
00 1
.names n15049 n15052 n15053
00 1
.names asqrt[48] n15034 n15054
00 1
.names n15044 n15054 n15055
01 1
.names n15053 n15055 n15056
00 1
.names n15046 n15056 n15057
00 1
.names asqrt[49] n15057 n15058
10 1
.names n14457 n14459 n15059
10 1
.names n14450 n15059 n15060
01 1
.names asqrt[15] n15060 n15061
11 1
.names n14450 n14459 n15062
00 1
.names asqrt[15] n15062 n15063
11 1
.names n14457 n15063 n15064
00 1
.names n15061 n15064 n15065
00 1
.names asqrt[49] n15046 n15066
00 1
.names n15056 n15066 n15067
01 1
.names n15065 n15067 n15068
00 1
.names n15058 n15068 n15069
00 1
.names asqrt[50] n15069 n15070
10 1
.names asqrt[50] n15058 n15071
00 1
.names n15068 n15071 n15072
01 1
.names n14462 n14471 n15073
01 1
.names n14464 n15073 n15074
01 1
.names asqrt[15] n15074 n15075
11 1
.names n14462 n14464 n15076
00 1
.names asqrt[15] n15076 n15077
11 1
.names n14471 n15077 n15078
00 1
.names n15075 n15078 n15079
00 1
.names n15072 n15079 n15080
00 1
.names n15070 n15080 n15081
00 1
.names asqrt[51] n15081 n15082
10 1
.names n14481 n14483 n15083
10 1
.names n14474 n15083 n15084
01 1
.names asqrt[15] n15084 n15085
11 1
.names n14474 n14483 n15086
00 1
.names asqrt[15] n15086 n15087
11 1
.names n14481 n15087 n15088
00 1
.names n15085 n15088 n15089
00 1
.names asqrt[51] n15070 n15090
00 1
.names n15080 n15090 n15091
01 1
.names n15089 n15091 n15092
00 1
.names n15082 n15092 n15093
00 1
.names asqrt[52] n15093 n15094
10 1
.names n14486 n14493 n15095
01 1
.names n14495 n15095 n15096
01 1
.names asqrt[15] n15096 n15097
11 1
.names n14486 n14495 n15098
00 1
.names asqrt[15] n15098 n15099
11 1
.names n14493 n15099 n15100
00 1
.names n15097 n15100 n15101
00 1
.names asqrt[52] n15082 n15102
00 1
.names n15092 n15102 n15103
01 1
.names n15101 n15103 n15104
00 1
.names n15094 n15104 n15105
00 1
.names asqrt[53] n15105 n15106
10 1
.names n14505 n14507 n15107
10 1
.names n14498 n15107 n15108
01 1
.names asqrt[15] n15108 n15109
11 1
.names n14498 n14507 n15110
00 1
.names asqrt[15] n15110 n15111
11 1
.names n14505 n15111 n15112
00 1
.names n15109 n15112 n15113
00 1
.names asqrt[53] n15094 n15114
00 1
.names n15104 n15114 n15115
01 1
.names n15113 n15115 n15116
00 1
.names n15106 n15116 n15117
00 1
.names asqrt[54] n15117 n15118
10 1
.names n14510 n14517 n15119
01 1
.names n14519 n15119 n15120
01 1
.names asqrt[15] n15120 n15121
11 1
.names n14510 n14519 n15122
00 1
.names asqrt[15] n15122 n15123
11 1
.names n14517 n15123 n15124
00 1
.names n15121 n15124 n15125
00 1
.names asqrt[54] n15106 n15126
00 1
.names n15116 n15126 n15127
01 1
.names n15125 n15127 n15128
00 1
.names n15118 n15128 n15129
00 1
.names asqrt[55] n15129 n15130
10 1
.names n14529 n14531 n15131
10 1
.names n14522 n15131 n15132
01 1
.names asqrt[15] n15132 n15133
11 1
.names n14522 n14531 n15134
00 1
.names asqrt[15] n15134 n15135
11 1
.names n14529 n15135 n15136
00 1
.names n15133 n15136 n15137
00 1
.names asqrt[55] n15118 n15138
00 1
.names n15128 n15138 n15139
01 1
.names n15137 n15139 n15140
00 1
.names n15130 n15140 n15141
00 1
.names asqrt[56] n15141 n15142
10 1
.names n14534 n14541 n15143
01 1
.names n14543 n15143 n15144
01 1
.names asqrt[15] n15144 n15145
11 1
.names n14534 n14543 n15146
00 1
.names asqrt[15] n15146 n15147
11 1
.names n14541 n15147 n15148
00 1
.names n15145 n15148 n15149
00 1
.names asqrt[56] n15130 n15150
00 1
.names n15140 n15150 n15151
01 1
.names n15149 n15151 n15152
00 1
.names n15142 n15152 n15153
00 1
.names asqrt[57] n15153 n15154
10 1
.names n14553 n14555 n15155
10 1
.names n14546 n15155 n15156
01 1
.names asqrt[15] n15156 n15157
11 1
.names n14546 n14555 n15158
00 1
.names asqrt[15] n15158 n15159
11 1
.names n14553 n15159 n15160
00 1
.names n15157 n15160 n15161
00 1
.names asqrt[57] n15142 n15162
00 1
.names n15152 n15162 n15163
01 1
.names n15161 n15163 n15164
00 1
.names n15154 n15164 n15165
00 1
.names asqrt[58] n15165 n15166
10 1
.names n14558 n14565 n15167
01 1
.names n14567 n15167 n15168
01 1
.names asqrt[15] n15168 n15169
11 1
.names n14558 n14567 n15170
00 1
.names asqrt[15] n15170 n15171
11 1
.names n14565 n15171 n15172
00 1
.names n15169 n15172 n15173
00 1
.names asqrt[58] n15154 n15174
00 1
.names n15164 n15174 n15175
01 1
.names n15173 n15175 n15176
00 1
.names n15166 n15176 n15177
00 1
.names asqrt[59] n15177 n15178
10 1
.names n14577 n14579 n15179
10 1
.names n14570 n15179 n15180
01 1
.names asqrt[15] n15180 n15181
11 1
.names n14570 n14579 n15182
00 1
.names asqrt[15] n15182 n15183
11 1
.names n14577 n15183 n15184
00 1
.names n15181 n15184 n15185
00 1
.names asqrt[59] n15166 n15186
00 1
.names n15176 n15186 n15187
01 1
.names n15185 n15187 n15188
00 1
.names n15178 n15188 n15189
00 1
.names asqrt[60] n15189 n15190
10 1
.names n14582 n14589 n15191
01 1
.names n14591 n15191 n15192
01 1
.names asqrt[15] n15192 n15193
11 1
.names n14582 n14591 n15194
00 1
.names asqrt[15] n15194 n15195
11 1
.names n14589 n15195 n15196
00 1
.names n15193 n15196 n15197
00 1
.names asqrt[60] n15178 n15198
00 1
.names n15188 n15198 n15199
01 1
.names n15197 n15199 n15200
00 1
.names n15190 n15200 n15201
00 1
.names asqrt[61] n15201 n15202
10 1
.names n14601 n14603 n15203
10 1
.names n14594 n15203 n15204
01 1
.names asqrt[15] n15204 n15205
11 1
.names n14594 n14603 n15206
00 1
.names asqrt[15] n15206 n15207
11 1
.names n14601 n15207 n15208
00 1
.names n15205 n15208 n15209
00 1
.names asqrt[61] n15190 n15210
00 1
.names n15200 n15210 n15211
01 1
.names n15209 n15211 n15212
00 1
.names n15202 n15212 n15213
00 1
.names asqrt[62] n15213 n15214
10 1
.names n14606 n14613 n15215
01 1
.names n14615 n15215 n15216
01 1
.names asqrt[15] n15216 n15217
11 1
.names n14606 n14615 n15218
00 1
.names asqrt[15] n15218 n15219
11 1
.names n14613 n15219 n15220
00 1
.names n15217 n15220 n15221
00 1
.names asqrt[62] n15202 n15222
00 1
.names n15212 n15222 n15223
01 1
.names n15221 n15223 n15224
00 1
.names n15214 n15224 n15225
00 1
.names n14625 n14627 n15226
10 1
.names n14618 n15226 n15227
01 1
.names asqrt[15] n15227 n15228
11 1
.names n14618 n14627 n15229
00 1
.names asqrt[15] n15229 n15230
11 1
.names n14625 n15230 n15231
00 1
.names n15228 n15231 n15232
00 1
.names n14629 n14636 n15233
00 1
.names asqrt[15] n15233 n15234
11 1
.names n14644 n15234 n15235
00 1
.names n15232 n15235 n15236
01 1
.names n15225 n15236 n15237
01 1
.names asqrt[63] n15237 n15238
00 1
.names n15214 n15232 n15239
01 1
.names n15224 n15239 n15240
01 1
.names n14636 asqrt[15] n15241
01 1
.names n14629 n15241 n15242
10 1
.names asqrt[63] n15233 n15243
10 1
.names n15242 n15243 n15244
01 1
.names n14632 n14653 n15245
00 1
.names n14635 n15245 n15246
01 1
.names n14648 n15246 n15247
01 1
.names n14644 n15247 n15248
01 1
.names n14642 n15248 n15249
01 1
.names n15244 n15249 n15250
00 1
.names n15240 n15250 n15251
01 1
.names n15238 n15251 asqrt[14]
01 0
.names a[28] asqrt[14] n15253
11 1
.names a[26] a[27] n15254
00 1
.names a[28] n15254 n15255
01 1
.names n15253 n15255 n15256
00 1
.names asqrt[15] n15256 n15257
10 1
.names n14653 n15255 n15258
00 1
.names n14648 n15258 n15259
01 1
.names n14644 n15259 n15260
01 1
.names n14642 n15260 n15261
01 1
.names n15253 n15261 n15262
01 1
.names a[28] asqrt[14] n15263
01 1
.names a[29] n15263 n15264
10 1
.names n14658 asqrt[14] n15265
11 1
.names n15264 n15265 n15266
00 1
.names n15262 n15266 n15267
01 1
.names n15257 n15267 n15268
00 1
.names asqrt[16] n15268 n15269
10 1
.names asqrt[16] n15257 n15270
00 1
.names n15267 n15270 n15271
01 1
.names asqrt[15] n15249 n15272
10 1
.names n15244 n15272 n15273
01 1
.names n15240 n15273 n15274
01 1
.names n15238 n15274 n15275
01 1
.names n15265 n15275 n15276
00 1
.names a[30] n15276 n15277
10 1
.names a[30] n15275 n15278
00 1
.names n15265 n15278 n15279
01 1
.names n15277 n15279 n15280
00 1
.names n15271 n15280 n15281
00 1
.names n15269 n15281 n15282
00 1
.names asqrt[17] n15282 n15283
10 1
.names n14661 n14666 n15284
00 1
.names n14670 n15284 n15285
01 1
.names asqrt[14] n15285 n15286
11 1
.names asqrt[14] n15284 n15287
11 1
.names n14670 n15287 n15288
10 1
.names n15286 n15288 n15289
00 1
.names asqrt[17] n15269 n15290
00 1
.names n15281 n15290 n15291
01 1
.names n15289 n15291 n15292
00 1
.names n15283 n15292 n15293
00 1
.names asqrt[18] n15293 n15294
10 1
.names n14675 n14684 n15295
01 1
.names n14673 n15295 n15296
01 1
.names asqrt[14] n15296 n15297
11 1
.names n14673 n14675 n15298
00 1
.names asqrt[14] n15298 n15299
11 1
.names n14684 n15299 n15300
00 1
.names n15297 n15300 n15301
00 1
.names asqrt[18] n15283 n15302
00 1
.names n15292 n15302 n15303
01 1
.names n15301 n15303 n15304
00 1
.names n15294 n15304 n15305
00 1
.names asqrt[19] n15305 n15306
10 1
.names n14687 n14693 n15307
01 1
.names n14695 n15307 n15308
01 1
.names asqrt[14] n15308 n15309
11 1
.names n14687 n14695 n15310
00 1
.names asqrt[14] n15310 n15311
11 1
.names n14693 n15311 n15312
00 1
.names n15309 n15312 n15313
00 1
.names asqrt[19] n15294 n15314
00 1
.names n15304 n15314 n15315
01 1
.names n15313 n15315 n15316
00 1
.names n15306 n15316 n15317
00 1
.names asqrt[20] n15317 n15318
10 1
.names n14705 n14707 n15319
10 1
.names n14698 n15319 n15320
01 1
.names asqrt[14] n15320 n15321
11 1
.names n14698 n14707 n15322
00 1
.names asqrt[14] n15322 n15323
11 1
.names n14705 n15323 n15324
00 1
.names n15321 n15324 n15325
00 1
.names asqrt[20] n15306 n15326
00 1
.names n15316 n15326 n15327
01 1
.names n15325 n15327 n15328
00 1
.names n15318 n15328 n15329
00 1
.names asqrt[21] n15329 n15330
10 1
.names n14710 n14717 n15331
01 1
.names n14719 n15331 n15332
01 1
.names asqrt[14] n15332 n15333
11 1
.names n14710 n14719 n15334
00 1
.names asqrt[14] n15334 n15335
11 1
.names n14717 n15335 n15336
00 1
.names n15333 n15336 n15337
00 1
.names asqrt[21] n15318 n15338
00 1
.names n15328 n15338 n15339
01 1
.names n15337 n15339 n15340
00 1
.names n15330 n15340 n15341
00 1
.names asqrt[22] n15341 n15342
10 1
.names n14729 n14731 n15343
10 1
.names n14722 n15343 n15344
01 1
.names asqrt[14] n15344 n15345
11 1
.names n14722 n14731 n15346
00 1
.names asqrt[14] n15346 n15347
11 1
.names n14729 n15347 n15348
00 1
.names n15345 n15348 n15349
00 1
.names asqrt[22] n15330 n15350
00 1
.names n15340 n15350 n15351
01 1
.names n15349 n15351 n15352
00 1
.names n15342 n15352 n15353
00 1
.names asqrt[23] n15353 n15354
10 1
.names n14734 n14741 n15355
01 1
.names n14743 n15355 n15356
01 1
.names asqrt[14] n15356 n15357
11 1
.names n14734 n14743 n15358
00 1
.names asqrt[14] n15358 n15359
11 1
.names n14741 n15359 n15360
00 1
.names n15357 n15360 n15361
00 1
.names asqrt[23] n15342 n15362
00 1
.names n15352 n15362 n15363
01 1
.names n15361 n15363 n15364
00 1
.names n15354 n15364 n15365
00 1
.names asqrt[24] n15365 n15366
10 1
.names n14753 n14755 n15367
10 1
.names n14746 n15367 n15368
01 1
.names asqrt[14] n15368 n15369
11 1
.names n14746 n14755 n15370
00 1
.names asqrt[14] n15370 n15371
11 1
.names n14753 n15371 n15372
00 1
.names n15369 n15372 n15373
00 1
.names asqrt[24] n15354 n15374
00 1
.names n15364 n15374 n15375
01 1
.names n15373 n15375 n15376
00 1
.names n15366 n15376 n15377
00 1
.names asqrt[25] n15377 n15378
10 1
.names n14758 n14765 n15379
01 1
.names n14767 n15379 n15380
01 1
.names asqrt[14] n15380 n15381
11 1
.names n14758 n14767 n15382
00 1
.names asqrt[14] n15382 n15383
11 1
.names n14765 n15383 n15384
00 1
.names n15381 n15384 n15385
00 1
.names asqrt[25] n15366 n15386
00 1
.names n15376 n15386 n15387
01 1
.names n15385 n15387 n15388
00 1
.names n15378 n15388 n15389
00 1
.names asqrt[26] n15389 n15390
10 1
.names n14777 n14779 n15391
10 1
.names n14770 n15391 n15392
01 1
.names asqrt[14] n15392 n15393
11 1
.names n14770 n14779 n15394
00 1
.names asqrt[14] n15394 n15395
11 1
.names n14777 n15395 n15396
00 1
.names n15393 n15396 n15397
00 1
.names asqrt[26] n15378 n15398
00 1
.names n15388 n15398 n15399
01 1
.names n15397 n15399 n15400
00 1
.names n15390 n15400 n15401
00 1
.names asqrt[27] n15401 n15402
10 1
.names n14782 n14789 n15403
01 1
.names n14791 n15403 n15404
01 1
.names asqrt[14] n15404 n15405
11 1
.names n14782 n14791 n15406
00 1
.names asqrt[14] n15406 n15407
11 1
.names n14789 n15407 n15408
00 1
.names n15405 n15408 n15409
00 1
.names asqrt[27] n15390 n15410
00 1
.names n15400 n15410 n15411
01 1
.names n15409 n15411 n15412
00 1
.names n15402 n15412 n15413
00 1
.names asqrt[28] n15413 n15414
10 1
.names n14801 n14803 n15415
10 1
.names n14794 n15415 n15416
01 1
.names asqrt[14] n15416 n15417
11 1
.names n14794 n14803 n15418
00 1
.names asqrt[14] n15418 n15419
11 1
.names n14801 n15419 n15420
00 1
.names n15417 n15420 n15421
00 1
.names asqrt[28] n15402 n15422
00 1
.names n15412 n15422 n15423
01 1
.names n15421 n15423 n15424
00 1
.names n15414 n15424 n15425
00 1
.names asqrt[29] n15425 n15426
10 1
.names n14806 n14813 n15427
01 1
.names n14815 n15427 n15428
01 1
.names asqrt[14] n15428 n15429
11 1
.names n14806 n14815 n15430
00 1
.names asqrt[14] n15430 n15431
11 1
.names n14813 n15431 n15432
00 1
.names n15429 n15432 n15433
00 1
.names asqrt[29] n15414 n15434
00 1
.names n15424 n15434 n15435
01 1
.names n15433 n15435 n15436
00 1
.names n15426 n15436 n15437
00 1
.names asqrt[30] n15437 n15438
10 1
.names n14825 n14827 n15439
10 1
.names n14818 n15439 n15440
01 1
.names asqrt[14] n15440 n15441
11 1
.names n14818 n14827 n15442
00 1
.names asqrt[14] n15442 n15443
11 1
.names n14825 n15443 n15444
00 1
.names n15441 n15444 n15445
00 1
.names asqrt[30] n15426 n15446
00 1
.names n15436 n15446 n15447
01 1
.names n15445 n15447 n15448
00 1
.names n15438 n15448 n15449
00 1
.names asqrt[31] n15449 n15450
10 1
.names n14830 n14837 n15451
01 1
.names n14839 n15451 n15452
01 1
.names asqrt[14] n15452 n15453
11 1
.names n14830 n14839 n15454
00 1
.names asqrt[14] n15454 n15455
11 1
.names n14837 n15455 n15456
00 1
.names n15453 n15456 n15457
00 1
.names asqrt[31] n15438 n15458
00 1
.names n15448 n15458 n15459
01 1
.names n15457 n15459 n15460
00 1
.names n15450 n15460 n15461
00 1
.names asqrt[32] n15461 n15462
10 1
.names n14849 n14851 n15463
10 1
.names n14842 n15463 n15464
01 1
.names asqrt[14] n15464 n15465
11 1
.names n14842 n14851 n15466
00 1
.names asqrt[14] n15466 n15467
11 1
.names n14849 n15467 n15468
00 1
.names n15465 n15468 n15469
00 1
.names asqrt[32] n15450 n15470
00 1
.names n15460 n15470 n15471
01 1
.names n15469 n15471 n15472
00 1
.names n15462 n15472 n15473
00 1
.names asqrt[33] n15473 n15474
10 1
.names n14854 n14861 n15475
01 1
.names n14863 n15475 n15476
01 1
.names asqrt[14] n15476 n15477
11 1
.names n14854 n14863 n15478
00 1
.names asqrt[14] n15478 n15479
11 1
.names n14861 n15479 n15480
00 1
.names n15477 n15480 n15481
00 1
.names asqrt[33] n15462 n15482
00 1
.names n15472 n15482 n15483
01 1
.names n15481 n15483 n15484
00 1
.names n15474 n15484 n15485
00 1
.names asqrt[34] n15485 n15486
10 1
.names n14873 n14875 n15487
10 1
.names n14866 n15487 n15488
01 1
.names asqrt[14] n15488 n15489
11 1
.names n14866 n14875 n15490
00 1
.names asqrt[14] n15490 n15491
11 1
.names n14873 n15491 n15492
00 1
.names n15489 n15492 n15493
00 1
.names asqrt[34] n15474 n15494
00 1
.names n15484 n15494 n15495
01 1
.names n15493 n15495 n15496
00 1
.names n15486 n15496 n15497
00 1
.names asqrt[35] n15497 n15498
10 1
.names n14878 n14885 n15499
01 1
.names n14887 n15499 n15500
01 1
.names asqrt[14] n15500 n15501
11 1
.names n14878 n14887 n15502
00 1
.names asqrt[14] n15502 n15503
11 1
.names n14885 n15503 n15504
00 1
.names n15501 n15504 n15505
00 1
.names asqrt[35] n15486 n15506
00 1
.names n15496 n15506 n15507
01 1
.names n15505 n15507 n15508
00 1
.names n15498 n15508 n15509
00 1
.names asqrt[36] n15509 n15510
10 1
.names n14897 n14899 n15511
10 1
.names n14890 n15511 n15512
01 1
.names asqrt[14] n15512 n15513
11 1
.names n14890 n14899 n15514
00 1
.names asqrt[14] n15514 n15515
11 1
.names n14897 n15515 n15516
00 1
.names n15513 n15516 n15517
00 1
.names asqrt[36] n15498 n15518
00 1
.names n15508 n15518 n15519
01 1
.names n15517 n15519 n15520
00 1
.names n15510 n15520 n15521
00 1
.names asqrt[37] n15521 n15522
10 1
.names n14902 n14909 n15523
01 1
.names n14911 n15523 n15524
01 1
.names asqrt[14] n15524 n15525
11 1
.names n14902 n14911 n15526
00 1
.names asqrt[14] n15526 n15527
11 1
.names n14909 n15527 n15528
00 1
.names n15525 n15528 n15529
00 1
.names asqrt[37] n15510 n15530
00 1
.names n15520 n15530 n15531
01 1
.names n15529 n15531 n15532
00 1
.names n15522 n15532 n15533
00 1
.names asqrt[38] n15533 n15534
10 1
.names n14921 n14923 n15535
10 1
.names n14914 n15535 n15536
01 1
.names asqrt[14] n15536 n15537
11 1
.names n14914 n14923 n15538
00 1
.names asqrt[14] n15538 n15539
11 1
.names n14921 n15539 n15540
00 1
.names n15537 n15540 n15541
00 1
.names asqrt[38] n15522 n15542
00 1
.names n15532 n15542 n15543
01 1
.names n15541 n15543 n15544
00 1
.names n15534 n15544 n15545
00 1
.names asqrt[39] n15545 n15546
10 1
.names n14926 n14933 n15547
01 1
.names n14935 n15547 n15548
01 1
.names asqrt[14] n15548 n15549
11 1
.names n14926 n14935 n15550
00 1
.names asqrt[14] n15550 n15551
11 1
.names n14933 n15551 n15552
00 1
.names n15549 n15552 n15553
00 1
.names asqrt[39] n15534 n15554
00 1
.names n15544 n15554 n15555
01 1
.names n15553 n15555 n15556
00 1
.names n15546 n15556 n15557
00 1
.names asqrt[40] n15557 n15558
10 1
.names n14945 n14947 n15559
10 1
.names n14938 n15559 n15560
01 1
.names asqrt[14] n15560 n15561
11 1
.names n14938 n14947 n15562
00 1
.names asqrt[14] n15562 n15563
11 1
.names n14945 n15563 n15564
00 1
.names n15561 n15564 n15565
00 1
.names asqrt[40] n15546 n15566
00 1
.names n15556 n15566 n15567
01 1
.names n15565 n15567 n15568
00 1
.names n15558 n15568 n15569
00 1
.names asqrt[41] n15569 n15570
10 1
.names n14950 n14957 n15571
01 1
.names n14959 n15571 n15572
01 1
.names asqrt[14] n15572 n15573
11 1
.names n14950 n14959 n15574
00 1
.names asqrt[14] n15574 n15575
11 1
.names n14957 n15575 n15576
00 1
.names n15573 n15576 n15577
00 1
.names asqrt[41] n15558 n15578
00 1
.names n15568 n15578 n15579
01 1
.names n15577 n15579 n15580
00 1
.names n15570 n15580 n15581
00 1
.names asqrt[42] n15581 n15582
10 1
.names n14969 n14971 n15583
10 1
.names n14962 n15583 n15584
01 1
.names asqrt[14] n15584 n15585
11 1
.names n14962 n14971 n15586
00 1
.names asqrt[14] n15586 n15587
11 1
.names n14969 n15587 n15588
00 1
.names n15585 n15588 n15589
00 1
.names asqrt[42] n15570 n15590
00 1
.names n15580 n15590 n15591
01 1
.names n15589 n15591 n15592
00 1
.names n15582 n15592 n15593
00 1
.names asqrt[43] n15593 n15594
10 1
.names n14974 n14981 n15595
01 1
.names n14983 n15595 n15596
01 1
.names asqrt[14] n15596 n15597
11 1
.names n14974 n14983 n15598
00 1
.names asqrt[14] n15598 n15599
11 1
.names n14981 n15599 n15600
00 1
.names n15597 n15600 n15601
00 1
.names asqrt[43] n15582 n15602
00 1
.names n15592 n15602 n15603
01 1
.names n15601 n15603 n15604
00 1
.names n15594 n15604 n15605
00 1
.names asqrt[44] n15605 n15606
10 1
.names n14993 n14995 n15607
10 1
.names n14986 n15607 n15608
01 1
.names asqrt[14] n15608 n15609
11 1
.names n14986 n14995 n15610
00 1
.names asqrt[14] n15610 n15611
11 1
.names n14993 n15611 n15612
00 1
.names n15609 n15612 n15613
00 1
.names asqrt[44] n15594 n15614
00 1
.names n15604 n15614 n15615
01 1
.names n15613 n15615 n15616
00 1
.names n15606 n15616 n15617
00 1
.names asqrt[45] n15617 n15618
10 1
.names n14998 n15005 n15619
01 1
.names n15007 n15619 n15620
01 1
.names asqrt[14] n15620 n15621
11 1
.names n14998 n15007 n15622
00 1
.names asqrt[14] n15622 n15623
11 1
.names n15005 n15623 n15624
00 1
.names n15621 n15624 n15625
00 1
.names asqrt[45] n15606 n15626
00 1
.names n15616 n15626 n15627
01 1
.names n15625 n15627 n15628
00 1
.names n15618 n15628 n15629
00 1
.names asqrt[46] n15629 n15630
10 1
.names n15017 n15019 n15631
10 1
.names n15010 n15631 n15632
01 1
.names asqrt[14] n15632 n15633
11 1
.names n15010 n15019 n15634
00 1
.names asqrt[14] n15634 n15635
11 1
.names n15017 n15635 n15636
00 1
.names n15633 n15636 n15637
00 1
.names asqrt[46] n15618 n15638
00 1
.names n15628 n15638 n15639
01 1
.names n15637 n15639 n15640
00 1
.names n15630 n15640 n15641
00 1
.names asqrt[47] n15641 n15642
10 1
.names n15022 n15029 n15643
01 1
.names n15031 n15643 n15644
01 1
.names asqrt[14] n15644 n15645
11 1
.names n15022 n15031 n15646
00 1
.names asqrt[14] n15646 n15647
11 1
.names n15029 n15647 n15648
00 1
.names n15645 n15648 n15649
00 1
.names asqrt[47] n15630 n15650
00 1
.names n15640 n15650 n15651
01 1
.names n15649 n15651 n15652
00 1
.names n15642 n15652 n15653
00 1
.names asqrt[48] n15653 n15654
10 1
.names n15041 n15043 n15655
10 1
.names n15034 n15655 n15656
01 1
.names asqrt[14] n15656 n15657
11 1
.names n15034 n15043 n15658
00 1
.names asqrt[14] n15658 n15659
11 1
.names n15041 n15659 n15660
00 1
.names n15657 n15660 n15661
00 1
.names asqrt[48] n15642 n15662
00 1
.names n15652 n15662 n15663
01 1
.names n15661 n15663 n15664
00 1
.names n15654 n15664 n15665
00 1
.names asqrt[49] n15665 n15666
10 1
.names n15046 n15053 n15667
01 1
.names n15055 n15667 n15668
01 1
.names asqrt[14] n15668 n15669
11 1
.names n15046 n15055 n15670
00 1
.names asqrt[14] n15670 n15671
11 1
.names n15053 n15671 n15672
00 1
.names n15669 n15672 n15673
00 1
.names asqrt[49] n15654 n15674
00 1
.names n15664 n15674 n15675
01 1
.names n15673 n15675 n15676
00 1
.names n15666 n15676 n15677
00 1
.names asqrt[50] n15677 n15678
10 1
.names n15065 n15067 n15679
10 1
.names n15058 n15679 n15680
01 1
.names asqrt[14] n15680 n15681
11 1
.names n15058 n15067 n15682
00 1
.names asqrt[14] n15682 n15683
11 1
.names n15065 n15683 n15684
00 1
.names n15681 n15684 n15685
00 1
.names asqrt[50] n15666 n15686
00 1
.names n15676 n15686 n15687
01 1
.names n15685 n15687 n15688
00 1
.names n15678 n15688 n15689
00 1
.names asqrt[51] n15689 n15690
10 1
.names asqrt[51] n15678 n15691
00 1
.names n15688 n15691 n15692
01 1
.names n15070 n15079 n15693
01 1
.names n15072 n15693 n15694
01 1
.names asqrt[14] n15694 n15695
11 1
.names n15070 n15072 n15696
00 1
.names asqrt[14] n15696 n15697
11 1
.names n15079 n15697 n15698
00 1
.names n15695 n15698 n15699
00 1
.names n15692 n15699 n15700
00 1
.names n15690 n15700 n15701
00 1
.names asqrt[52] n15701 n15702
10 1
.names n15089 n15091 n15703
10 1
.names n15082 n15703 n15704
01 1
.names asqrt[14] n15704 n15705
11 1
.names n15082 n15091 n15706
00 1
.names asqrt[14] n15706 n15707
11 1
.names n15089 n15707 n15708
00 1
.names n15705 n15708 n15709
00 1
.names asqrt[52] n15690 n15710
00 1
.names n15700 n15710 n15711
01 1
.names n15709 n15711 n15712
00 1
.names n15702 n15712 n15713
00 1
.names asqrt[53] n15713 n15714
10 1
.names n15094 n15101 n15715
01 1
.names n15103 n15715 n15716
01 1
.names asqrt[14] n15716 n15717
11 1
.names n15094 n15103 n15718
00 1
.names asqrt[14] n15718 n15719
11 1
.names n15101 n15719 n15720
00 1
.names n15717 n15720 n15721
00 1
.names asqrt[53] n15702 n15722
00 1
.names n15712 n15722 n15723
01 1
.names n15721 n15723 n15724
00 1
.names n15714 n15724 n15725
00 1
.names asqrt[54] n15725 n15726
10 1
.names n15113 n15115 n15727
10 1
.names n15106 n15727 n15728
01 1
.names asqrt[14] n15728 n15729
11 1
.names n15106 n15115 n15730
00 1
.names asqrt[14] n15730 n15731
11 1
.names n15113 n15731 n15732
00 1
.names n15729 n15732 n15733
00 1
.names asqrt[54] n15714 n15734
00 1
.names n15724 n15734 n15735
01 1
.names n15733 n15735 n15736
00 1
.names n15726 n15736 n15737
00 1
.names asqrt[55] n15737 n15738
10 1
.names n15118 n15125 n15739
01 1
.names n15127 n15739 n15740
01 1
.names asqrt[14] n15740 n15741
11 1
.names n15118 n15127 n15742
00 1
.names asqrt[14] n15742 n15743
11 1
.names n15125 n15743 n15744
00 1
.names n15741 n15744 n15745
00 1
.names asqrt[55] n15726 n15746
00 1
.names n15736 n15746 n15747
01 1
.names n15745 n15747 n15748
00 1
.names n15738 n15748 n15749
00 1
.names asqrt[56] n15749 n15750
10 1
.names n15137 n15139 n15751
10 1
.names n15130 n15751 n15752
01 1
.names asqrt[14] n15752 n15753
11 1
.names n15130 n15139 n15754
00 1
.names asqrt[14] n15754 n15755
11 1
.names n15137 n15755 n15756
00 1
.names n15753 n15756 n15757
00 1
.names asqrt[56] n15738 n15758
00 1
.names n15748 n15758 n15759
01 1
.names n15757 n15759 n15760
00 1
.names n15750 n15760 n15761
00 1
.names asqrt[57] n15761 n15762
10 1
.names n15142 n15149 n15763
01 1
.names n15151 n15763 n15764
01 1
.names asqrt[14] n15764 n15765
11 1
.names n15142 n15151 n15766
00 1
.names asqrt[14] n15766 n15767
11 1
.names n15149 n15767 n15768
00 1
.names n15765 n15768 n15769
00 1
.names asqrt[57] n15750 n15770
00 1
.names n15760 n15770 n15771
01 1
.names n15769 n15771 n15772
00 1
.names n15762 n15772 n15773
00 1
.names asqrt[58] n15773 n15774
10 1
.names n15161 n15163 n15775
10 1
.names n15154 n15775 n15776
01 1
.names asqrt[14] n15776 n15777
11 1
.names n15154 n15163 n15778
00 1
.names asqrt[14] n15778 n15779
11 1
.names n15161 n15779 n15780
00 1
.names n15777 n15780 n15781
00 1
.names asqrt[58] n15762 n15782
00 1
.names n15772 n15782 n15783
01 1
.names n15781 n15783 n15784
00 1
.names n15774 n15784 n15785
00 1
.names asqrt[59] n15785 n15786
10 1
.names n15166 n15173 n15787
01 1
.names n15175 n15787 n15788
01 1
.names asqrt[14] n15788 n15789
11 1
.names n15166 n15175 n15790
00 1
.names asqrt[14] n15790 n15791
11 1
.names n15173 n15791 n15792
00 1
.names n15789 n15792 n15793
00 1
.names asqrt[59] n15774 n15794
00 1
.names n15784 n15794 n15795
01 1
.names n15793 n15795 n15796
00 1
.names n15786 n15796 n15797
00 1
.names asqrt[60] n15797 n15798
10 1
.names n15185 n15187 n15799
10 1
.names n15178 n15799 n15800
01 1
.names asqrt[14] n15800 n15801
11 1
.names n15178 n15187 n15802
00 1
.names asqrt[14] n15802 n15803
11 1
.names n15185 n15803 n15804
00 1
.names n15801 n15804 n15805
00 1
.names asqrt[60] n15786 n15806
00 1
.names n15796 n15806 n15807
01 1
.names n15805 n15807 n15808
00 1
.names n15798 n15808 n15809
00 1
.names asqrt[61] n15809 n15810
10 1
.names n15190 n15197 n15811
01 1
.names n15199 n15811 n15812
01 1
.names asqrt[14] n15812 n15813
11 1
.names n15190 n15199 n15814
00 1
.names asqrt[14] n15814 n15815
11 1
.names n15197 n15815 n15816
00 1
.names n15813 n15816 n15817
00 1
.names asqrt[61] n15798 n15818
00 1
.names n15808 n15818 n15819
01 1
.names n15817 n15819 n15820
00 1
.names n15810 n15820 n15821
00 1
.names asqrt[62] n15821 n15822
10 1
.names n15209 n15211 n15823
10 1
.names n15202 n15823 n15824
01 1
.names asqrt[14] n15824 n15825
11 1
.names n15202 n15211 n15826
00 1
.names asqrt[14] n15826 n15827
11 1
.names n15209 n15827 n15828
00 1
.names n15825 n15828 n15829
00 1
.names asqrt[62] n15810 n15830
00 1
.names n15820 n15830 n15831
01 1
.names n15829 n15831 n15832
00 1
.names n15822 n15832 n15833
00 1
.names n15214 n15221 n15834
01 1
.names n15223 n15834 n15835
01 1
.names asqrt[14] n15835 n15836
11 1
.names n15214 n15223 n15837
00 1
.names asqrt[14] n15837 n15838
11 1
.names n15221 n15838 n15839
00 1
.names n15836 n15839 n15840
00 1
.names n15225 n15232 n15841
00 1
.names asqrt[14] n15841 n15842
11 1
.names n15240 n15842 n15843
00 1
.names n15840 n15843 n15844
01 1
.names n15833 n15844 n15845
01 1
.names asqrt[63] n15845 n15846
00 1
.names n15822 n15840 n15847
01 1
.names n15832 n15847 n15848
01 1
.names n15232 asqrt[14] n15849
01 1
.names n15225 n15849 n15850
10 1
.names asqrt[63] n15841 n15851
10 1
.names n15850 n15851 n15852
01 1
.names n15228 n15249 n15853
00 1
.names n15231 n15853 n15854
01 1
.names n15244 n15854 n15855
01 1
.names n15240 n15855 n15856
01 1
.names n15238 n15856 n15857
01 1
.names n15852 n15857 n15858
00 1
.names n15848 n15858 n15859
01 1
.names n15846 n15859 asqrt[13]
01 0
.names a[26] asqrt[13] n15861
11 1
.names a[24] a[25] n15862
00 1
.names a[26] n15862 n15863
01 1
.names n15861 n15863 n15864
00 1
.names asqrt[14] n15864 n15865
10 1
.names n15249 n15863 n15866
00 1
.names n15244 n15866 n15867
01 1
.names n15240 n15867 n15868
01 1
.names n15238 n15868 n15869
01 1
.names n15861 n15869 n15870
01 1
.names a[26] asqrt[13] n15871
01 1
.names a[27] n15871 n15872
10 1
.names n15254 asqrt[13] n15873
11 1
.names n15872 n15873 n15874
00 1
.names n15870 n15874 n15875
01 1
.names n15865 n15875 n15876
00 1
.names asqrt[15] n15876 n15877
10 1
.names asqrt[15] n15865 n15878
00 1
.names n15875 n15878 n15879
01 1
.names asqrt[14] n15857 n15880
10 1
.names n15852 n15880 n15881
01 1
.names n15848 n15881 n15882
01 1
.names n15846 n15882 n15883
01 1
.names n15873 n15883 n15884
00 1
.names a[28] n15884 n15885
10 1
.names a[28] n15883 n15886
00 1
.names n15873 n15886 n15887
01 1
.names n15885 n15887 n15888
00 1
.names n15879 n15888 n15889
00 1
.names n15877 n15889 n15890
00 1
.names asqrt[16] n15890 n15891
10 1
.names n15257 n15262 n15892
00 1
.names n15266 n15892 n15893
01 1
.names asqrt[13] n15893 n15894
11 1
.names asqrt[13] n15892 n15895
11 1
.names n15266 n15895 n15896
10 1
.names n15894 n15896 n15897
00 1
.names asqrt[16] n15877 n15898
00 1
.names n15889 n15898 n15899
01 1
.names n15897 n15899 n15900
00 1
.names n15891 n15900 n15901
00 1
.names asqrt[17] n15901 n15902
10 1
.names n15271 n15280 n15903
01 1
.names n15269 n15903 n15904
01 1
.names asqrt[13] n15904 n15905
11 1
.names n15269 n15271 n15906
00 1
.names asqrt[13] n15906 n15907
11 1
.names n15280 n15907 n15908
00 1
.names n15905 n15908 n15909
00 1
.names asqrt[17] n15891 n15910
00 1
.names n15900 n15910 n15911
01 1
.names n15909 n15911 n15912
00 1
.names n15902 n15912 n15913
00 1
.names asqrt[18] n15913 n15914
10 1
.names n15283 n15289 n15915
01 1
.names n15291 n15915 n15916
01 1
.names asqrt[13] n15916 n15917
11 1
.names n15283 n15291 n15918
00 1
.names asqrt[13] n15918 n15919
11 1
.names n15289 n15919 n15920
00 1
.names n15917 n15920 n15921
00 1
.names asqrt[18] n15902 n15922
00 1
.names n15912 n15922 n15923
01 1
.names n15921 n15923 n15924
00 1
.names n15914 n15924 n15925
00 1
.names asqrt[19] n15925 n15926
10 1
.names n15301 n15303 n15927
10 1
.names n15294 n15927 n15928
01 1
.names asqrt[13] n15928 n15929
11 1
.names n15294 n15303 n15930
00 1
.names asqrt[13] n15930 n15931
11 1
.names n15301 n15931 n15932
00 1
.names n15929 n15932 n15933
00 1
.names asqrt[19] n15914 n15934
00 1
.names n15924 n15934 n15935
01 1
.names n15933 n15935 n15936
00 1
.names n15926 n15936 n15937
00 1
.names asqrt[20] n15937 n15938
10 1
.names n15306 n15313 n15939
01 1
.names n15315 n15939 n15940
01 1
.names asqrt[13] n15940 n15941
11 1
.names n15306 n15315 n15942
00 1
.names asqrt[13] n15942 n15943
11 1
.names n15313 n15943 n15944
00 1
.names n15941 n15944 n15945
00 1
.names asqrt[20] n15926 n15946
00 1
.names n15936 n15946 n15947
01 1
.names n15945 n15947 n15948
00 1
.names n15938 n15948 n15949
00 1
.names asqrt[21] n15949 n15950
10 1
.names n15325 n15327 n15951
10 1
.names n15318 n15951 n15952
01 1
.names asqrt[13] n15952 n15953
11 1
.names n15318 n15327 n15954
00 1
.names asqrt[13] n15954 n15955
11 1
.names n15325 n15955 n15956
00 1
.names n15953 n15956 n15957
00 1
.names asqrt[21] n15938 n15958
00 1
.names n15948 n15958 n15959
01 1
.names n15957 n15959 n15960
00 1
.names n15950 n15960 n15961
00 1
.names asqrt[22] n15961 n15962
10 1
.names n15330 n15337 n15963
01 1
.names n15339 n15963 n15964
01 1
.names asqrt[13] n15964 n15965
11 1
.names n15330 n15339 n15966
00 1
.names asqrt[13] n15966 n15967
11 1
.names n15337 n15967 n15968
00 1
.names n15965 n15968 n15969
00 1
.names asqrt[22] n15950 n15970
00 1
.names n15960 n15970 n15971
01 1
.names n15969 n15971 n15972
00 1
.names n15962 n15972 n15973
00 1
.names asqrt[23] n15973 n15974
10 1
.names n15349 n15351 n15975
10 1
.names n15342 n15975 n15976
01 1
.names asqrt[13] n15976 n15977
11 1
.names n15342 n15351 n15978
00 1
.names asqrt[13] n15978 n15979
11 1
.names n15349 n15979 n15980
00 1
.names n15977 n15980 n15981
00 1
.names asqrt[23] n15962 n15982
00 1
.names n15972 n15982 n15983
01 1
.names n15981 n15983 n15984
00 1
.names n15974 n15984 n15985
00 1
.names asqrt[24] n15985 n15986
10 1
.names n15354 n15361 n15987
01 1
.names n15363 n15987 n15988
01 1
.names asqrt[13] n15988 n15989
11 1
.names n15354 n15363 n15990
00 1
.names asqrt[13] n15990 n15991
11 1
.names n15361 n15991 n15992
00 1
.names n15989 n15992 n15993
00 1
.names asqrt[24] n15974 n15994
00 1
.names n15984 n15994 n15995
01 1
.names n15993 n15995 n15996
00 1
.names n15986 n15996 n15997
00 1
.names asqrt[25] n15997 n15998
10 1
.names n15373 n15375 n15999
10 1
.names n15366 n15999 n16000
01 1
.names asqrt[13] n16000 n16001
11 1
.names n15366 n15375 n16002
00 1
.names asqrt[13] n16002 n16003
11 1
.names n15373 n16003 n16004
00 1
.names n16001 n16004 n16005
00 1
.names asqrt[25] n15986 n16006
00 1
.names n15996 n16006 n16007
01 1
.names n16005 n16007 n16008
00 1
.names n15998 n16008 n16009
00 1
.names asqrt[26] n16009 n16010
10 1
.names n15378 n15385 n16011
01 1
.names n15387 n16011 n16012
01 1
.names asqrt[13] n16012 n16013
11 1
.names n15378 n15387 n16014
00 1
.names asqrt[13] n16014 n16015
11 1
.names n15385 n16015 n16016
00 1
.names n16013 n16016 n16017
00 1
.names asqrt[26] n15998 n16018
00 1
.names n16008 n16018 n16019
01 1
.names n16017 n16019 n16020
00 1
.names n16010 n16020 n16021
00 1
.names asqrt[27] n16021 n16022
10 1
.names n15397 n15399 n16023
10 1
.names n15390 n16023 n16024
01 1
.names asqrt[13] n16024 n16025
11 1
.names n15390 n15399 n16026
00 1
.names asqrt[13] n16026 n16027
11 1
.names n15397 n16027 n16028
00 1
.names n16025 n16028 n16029
00 1
.names asqrt[27] n16010 n16030
00 1
.names n16020 n16030 n16031
01 1
.names n16029 n16031 n16032
00 1
.names n16022 n16032 n16033
00 1
.names asqrt[28] n16033 n16034
10 1
.names n15402 n15409 n16035
01 1
.names n15411 n16035 n16036
01 1
.names asqrt[13] n16036 n16037
11 1
.names n15402 n15411 n16038
00 1
.names asqrt[13] n16038 n16039
11 1
.names n15409 n16039 n16040
00 1
.names n16037 n16040 n16041
00 1
.names asqrt[28] n16022 n16042
00 1
.names n16032 n16042 n16043
01 1
.names n16041 n16043 n16044
00 1
.names n16034 n16044 n16045
00 1
.names asqrt[29] n16045 n16046
10 1
.names n15421 n15423 n16047
10 1
.names n15414 n16047 n16048
01 1
.names asqrt[13] n16048 n16049
11 1
.names n15414 n15423 n16050
00 1
.names asqrt[13] n16050 n16051
11 1
.names n15421 n16051 n16052
00 1
.names n16049 n16052 n16053
00 1
.names asqrt[29] n16034 n16054
00 1
.names n16044 n16054 n16055
01 1
.names n16053 n16055 n16056
00 1
.names n16046 n16056 n16057
00 1
.names asqrt[30] n16057 n16058
10 1
.names n15426 n15433 n16059
01 1
.names n15435 n16059 n16060
01 1
.names asqrt[13] n16060 n16061
11 1
.names n15426 n15435 n16062
00 1
.names asqrt[13] n16062 n16063
11 1
.names n15433 n16063 n16064
00 1
.names n16061 n16064 n16065
00 1
.names asqrt[30] n16046 n16066
00 1
.names n16056 n16066 n16067
01 1
.names n16065 n16067 n16068
00 1
.names n16058 n16068 n16069
00 1
.names asqrt[31] n16069 n16070
10 1
.names n15445 n15447 n16071
10 1
.names n15438 n16071 n16072
01 1
.names asqrt[13] n16072 n16073
11 1
.names n15438 n15447 n16074
00 1
.names asqrt[13] n16074 n16075
11 1
.names n15445 n16075 n16076
00 1
.names n16073 n16076 n16077
00 1
.names asqrt[31] n16058 n16078
00 1
.names n16068 n16078 n16079
01 1
.names n16077 n16079 n16080
00 1
.names n16070 n16080 n16081
00 1
.names asqrt[32] n16081 n16082
10 1
.names n15450 n15457 n16083
01 1
.names n15459 n16083 n16084
01 1
.names asqrt[13] n16084 n16085
11 1
.names n15450 n15459 n16086
00 1
.names asqrt[13] n16086 n16087
11 1
.names n15457 n16087 n16088
00 1
.names n16085 n16088 n16089
00 1
.names asqrt[32] n16070 n16090
00 1
.names n16080 n16090 n16091
01 1
.names n16089 n16091 n16092
00 1
.names n16082 n16092 n16093
00 1
.names asqrt[33] n16093 n16094
10 1
.names n15469 n15471 n16095
10 1
.names n15462 n16095 n16096
01 1
.names asqrt[13] n16096 n16097
11 1
.names n15462 n15471 n16098
00 1
.names asqrt[13] n16098 n16099
11 1
.names n15469 n16099 n16100
00 1
.names n16097 n16100 n16101
00 1
.names asqrt[33] n16082 n16102
00 1
.names n16092 n16102 n16103
01 1
.names n16101 n16103 n16104
00 1
.names n16094 n16104 n16105
00 1
.names asqrt[34] n16105 n16106
10 1
.names n15474 n15481 n16107
01 1
.names n15483 n16107 n16108
01 1
.names asqrt[13] n16108 n16109
11 1
.names n15474 n15483 n16110
00 1
.names asqrt[13] n16110 n16111
11 1
.names n15481 n16111 n16112
00 1
.names n16109 n16112 n16113
00 1
.names asqrt[34] n16094 n16114
00 1
.names n16104 n16114 n16115
01 1
.names n16113 n16115 n16116
00 1
.names n16106 n16116 n16117
00 1
.names asqrt[35] n16117 n16118
10 1
.names n15493 n15495 n16119
10 1
.names n15486 n16119 n16120
01 1
.names asqrt[13] n16120 n16121
11 1
.names n15486 n15495 n16122
00 1
.names asqrt[13] n16122 n16123
11 1
.names n15493 n16123 n16124
00 1
.names n16121 n16124 n16125
00 1
.names asqrt[35] n16106 n16126
00 1
.names n16116 n16126 n16127
01 1
.names n16125 n16127 n16128
00 1
.names n16118 n16128 n16129
00 1
.names asqrt[36] n16129 n16130
10 1
.names n15498 n15505 n16131
01 1
.names n15507 n16131 n16132
01 1
.names asqrt[13] n16132 n16133
11 1
.names n15498 n15507 n16134
00 1
.names asqrt[13] n16134 n16135
11 1
.names n15505 n16135 n16136
00 1
.names n16133 n16136 n16137
00 1
.names asqrt[36] n16118 n16138
00 1
.names n16128 n16138 n16139
01 1
.names n16137 n16139 n16140
00 1
.names n16130 n16140 n16141
00 1
.names asqrt[37] n16141 n16142
10 1
.names n15517 n15519 n16143
10 1
.names n15510 n16143 n16144
01 1
.names asqrt[13] n16144 n16145
11 1
.names n15510 n15519 n16146
00 1
.names asqrt[13] n16146 n16147
11 1
.names n15517 n16147 n16148
00 1
.names n16145 n16148 n16149
00 1
.names asqrt[37] n16130 n16150
00 1
.names n16140 n16150 n16151
01 1
.names n16149 n16151 n16152
00 1
.names n16142 n16152 n16153
00 1
.names asqrt[38] n16153 n16154
10 1
.names n15522 n15529 n16155
01 1
.names n15531 n16155 n16156
01 1
.names asqrt[13] n16156 n16157
11 1
.names n15522 n15531 n16158
00 1
.names asqrt[13] n16158 n16159
11 1
.names n15529 n16159 n16160
00 1
.names n16157 n16160 n16161
00 1
.names asqrt[38] n16142 n16162
00 1
.names n16152 n16162 n16163
01 1
.names n16161 n16163 n16164
00 1
.names n16154 n16164 n16165
00 1
.names asqrt[39] n16165 n16166
10 1
.names n15541 n15543 n16167
10 1
.names n15534 n16167 n16168
01 1
.names asqrt[13] n16168 n16169
11 1
.names n15534 n15543 n16170
00 1
.names asqrt[13] n16170 n16171
11 1
.names n15541 n16171 n16172
00 1
.names n16169 n16172 n16173
00 1
.names asqrt[39] n16154 n16174
00 1
.names n16164 n16174 n16175
01 1
.names n16173 n16175 n16176
00 1
.names n16166 n16176 n16177
00 1
.names asqrt[40] n16177 n16178
10 1
.names n15546 n15553 n16179
01 1
.names n15555 n16179 n16180
01 1
.names asqrt[13] n16180 n16181
11 1
.names n15546 n15555 n16182
00 1
.names asqrt[13] n16182 n16183
11 1
.names n15553 n16183 n16184
00 1
.names n16181 n16184 n16185
00 1
.names asqrt[40] n16166 n16186
00 1
.names n16176 n16186 n16187
01 1
.names n16185 n16187 n16188
00 1
.names n16178 n16188 n16189
00 1
.names asqrt[41] n16189 n16190
10 1
.names n15565 n15567 n16191
10 1
.names n15558 n16191 n16192
01 1
.names asqrt[13] n16192 n16193
11 1
.names n15558 n15567 n16194
00 1
.names asqrt[13] n16194 n16195
11 1
.names n15565 n16195 n16196
00 1
.names n16193 n16196 n16197
00 1
.names asqrt[41] n16178 n16198
00 1
.names n16188 n16198 n16199
01 1
.names n16197 n16199 n16200
00 1
.names n16190 n16200 n16201
00 1
.names asqrt[42] n16201 n16202
10 1
.names n15570 n15577 n16203
01 1
.names n15579 n16203 n16204
01 1
.names asqrt[13] n16204 n16205
11 1
.names n15570 n15579 n16206
00 1
.names asqrt[13] n16206 n16207
11 1
.names n15577 n16207 n16208
00 1
.names n16205 n16208 n16209
00 1
.names asqrt[42] n16190 n16210
00 1
.names n16200 n16210 n16211
01 1
.names n16209 n16211 n16212
00 1
.names n16202 n16212 n16213
00 1
.names asqrt[43] n16213 n16214
10 1
.names n15589 n15591 n16215
10 1
.names n15582 n16215 n16216
01 1
.names asqrt[13] n16216 n16217
11 1
.names n15582 n15591 n16218
00 1
.names asqrt[13] n16218 n16219
11 1
.names n15589 n16219 n16220
00 1
.names n16217 n16220 n16221
00 1
.names asqrt[43] n16202 n16222
00 1
.names n16212 n16222 n16223
01 1
.names n16221 n16223 n16224
00 1
.names n16214 n16224 n16225
00 1
.names asqrt[44] n16225 n16226
10 1
.names n15594 n15601 n16227
01 1
.names n15603 n16227 n16228
01 1
.names asqrt[13] n16228 n16229
11 1
.names n15594 n15603 n16230
00 1
.names asqrt[13] n16230 n16231
11 1
.names n15601 n16231 n16232
00 1
.names n16229 n16232 n16233
00 1
.names asqrt[44] n16214 n16234
00 1
.names n16224 n16234 n16235
01 1
.names n16233 n16235 n16236
00 1
.names n16226 n16236 n16237
00 1
.names asqrt[45] n16237 n16238
10 1
.names n15613 n15615 n16239
10 1
.names n15606 n16239 n16240
01 1
.names asqrt[13] n16240 n16241
11 1
.names n15606 n15615 n16242
00 1
.names asqrt[13] n16242 n16243
11 1
.names n15613 n16243 n16244
00 1
.names n16241 n16244 n16245
00 1
.names asqrt[45] n16226 n16246
00 1
.names n16236 n16246 n16247
01 1
.names n16245 n16247 n16248
00 1
.names n16238 n16248 n16249
00 1
.names asqrt[46] n16249 n16250
10 1
.names n15618 n15625 n16251
01 1
.names n15627 n16251 n16252
01 1
.names asqrt[13] n16252 n16253
11 1
.names n15618 n15627 n16254
00 1
.names asqrt[13] n16254 n16255
11 1
.names n15625 n16255 n16256
00 1
.names n16253 n16256 n16257
00 1
.names asqrt[46] n16238 n16258
00 1
.names n16248 n16258 n16259
01 1
.names n16257 n16259 n16260
00 1
.names n16250 n16260 n16261
00 1
.names asqrt[47] n16261 n16262
10 1
.names n15637 n15639 n16263
10 1
.names n15630 n16263 n16264
01 1
.names asqrt[13] n16264 n16265
11 1
.names n15630 n15639 n16266
00 1
.names asqrt[13] n16266 n16267
11 1
.names n15637 n16267 n16268
00 1
.names n16265 n16268 n16269
00 1
.names asqrt[47] n16250 n16270
00 1
.names n16260 n16270 n16271
01 1
.names n16269 n16271 n16272
00 1
.names n16262 n16272 n16273
00 1
.names asqrt[48] n16273 n16274
10 1
.names n15642 n15649 n16275
01 1
.names n15651 n16275 n16276
01 1
.names asqrt[13] n16276 n16277
11 1
.names n15642 n15651 n16278
00 1
.names asqrt[13] n16278 n16279
11 1
.names n15649 n16279 n16280
00 1
.names n16277 n16280 n16281
00 1
.names asqrt[48] n16262 n16282
00 1
.names n16272 n16282 n16283
01 1
.names n16281 n16283 n16284
00 1
.names n16274 n16284 n16285
00 1
.names asqrt[49] n16285 n16286
10 1
.names n15661 n15663 n16287
10 1
.names n15654 n16287 n16288
01 1
.names asqrt[13] n16288 n16289
11 1
.names n15654 n15663 n16290
00 1
.names asqrt[13] n16290 n16291
11 1
.names n15661 n16291 n16292
00 1
.names n16289 n16292 n16293
00 1
.names asqrt[49] n16274 n16294
00 1
.names n16284 n16294 n16295
01 1
.names n16293 n16295 n16296
00 1
.names n16286 n16296 n16297
00 1
.names asqrt[50] n16297 n16298
10 1
.names n15666 n15673 n16299
01 1
.names n15675 n16299 n16300
01 1
.names asqrt[13] n16300 n16301
11 1
.names n15666 n15675 n16302
00 1
.names asqrt[13] n16302 n16303
11 1
.names n15673 n16303 n16304
00 1
.names n16301 n16304 n16305
00 1
.names asqrt[50] n16286 n16306
00 1
.names n16296 n16306 n16307
01 1
.names n16305 n16307 n16308
00 1
.names n16298 n16308 n16309
00 1
.names asqrt[51] n16309 n16310
10 1
.names n15685 n15687 n16311
10 1
.names n15678 n16311 n16312
01 1
.names asqrt[13] n16312 n16313
11 1
.names n15678 n15687 n16314
00 1
.names asqrt[13] n16314 n16315
11 1
.names n15685 n16315 n16316
00 1
.names n16313 n16316 n16317
00 1
.names asqrt[51] n16298 n16318
00 1
.names n16308 n16318 n16319
01 1
.names n16317 n16319 n16320
00 1
.names n16310 n16320 n16321
00 1
.names asqrt[52] n16321 n16322
10 1
.names asqrt[52] n16310 n16323
00 1
.names n16320 n16323 n16324
01 1
.names n15690 n15699 n16325
01 1
.names n15692 n16325 n16326
01 1
.names asqrt[13] n16326 n16327
11 1
.names n15690 n15692 n16328
00 1
.names asqrt[13] n16328 n16329
11 1
.names n15699 n16329 n16330
00 1
.names n16327 n16330 n16331
00 1
.names n16324 n16331 n16332
00 1
.names n16322 n16332 n16333
00 1
.names asqrt[53] n16333 n16334
10 1
.names n15709 n15711 n16335
10 1
.names n15702 n16335 n16336
01 1
.names asqrt[13] n16336 n16337
11 1
.names n15702 n15711 n16338
00 1
.names asqrt[13] n16338 n16339
11 1
.names n15709 n16339 n16340
00 1
.names n16337 n16340 n16341
00 1
.names asqrt[53] n16322 n16342
00 1
.names n16332 n16342 n16343
01 1
.names n16341 n16343 n16344
00 1
.names n16334 n16344 n16345
00 1
.names asqrt[54] n16345 n16346
10 1
.names n15714 n15721 n16347
01 1
.names n15723 n16347 n16348
01 1
.names asqrt[13] n16348 n16349
11 1
.names n15714 n15723 n16350
00 1
.names asqrt[13] n16350 n16351
11 1
.names n15721 n16351 n16352
00 1
.names n16349 n16352 n16353
00 1
.names asqrt[54] n16334 n16354
00 1
.names n16344 n16354 n16355
01 1
.names n16353 n16355 n16356
00 1
.names n16346 n16356 n16357
00 1
.names asqrt[55] n16357 n16358
10 1
.names n15733 n15735 n16359
10 1
.names n15726 n16359 n16360
01 1
.names asqrt[13] n16360 n16361
11 1
.names n15726 n15735 n16362
00 1
.names asqrt[13] n16362 n16363
11 1
.names n15733 n16363 n16364
00 1
.names n16361 n16364 n16365
00 1
.names asqrt[55] n16346 n16366
00 1
.names n16356 n16366 n16367
01 1
.names n16365 n16367 n16368
00 1
.names n16358 n16368 n16369
00 1
.names asqrt[56] n16369 n16370
10 1
.names n15738 n15745 n16371
01 1
.names n15747 n16371 n16372
01 1
.names asqrt[13] n16372 n16373
11 1
.names n15738 n15747 n16374
00 1
.names asqrt[13] n16374 n16375
11 1
.names n15745 n16375 n16376
00 1
.names n16373 n16376 n16377
00 1
.names asqrt[56] n16358 n16378
00 1
.names n16368 n16378 n16379
01 1
.names n16377 n16379 n16380
00 1
.names n16370 n16380 n16381
00 1
.names asqrt[57] n16381 n16382
10 1
.names n15757 n15759 n16383
10 1
.names n15750 n16383 n16384
01 1
.names asqrt[13] n16384 n16385
11 1
.names n15750 n15759 n16386
00 1
.names asqrt[13] n16386 n16387
11 1
.names n15757 n16387 n16388
00 1
.names n16385 n16388 n16389
00 1
.names asqrt[57] n16370 n16390
00 1
.names n16380 n16390 n16391
01 1
.names n16389 n16391 n16392
00 1
.names n16382 n16392 n16393
00 1
.names asqrt[58] n16393 n16394
10 1
.names n15762 n15769 n16395
01 1
.names n15771 n16395 n16396
01 1
.names asqrt[13] n16396 n16397
11 1
.names n15762 n15771 n16398
00 1
.names asqrt[13] n16398 n16399
11 1
.names n15769 n16399 n16400
00 1
.names n16397 n16400 n16401
00 1
.names asqrt[58] n16382 n16402
00 1
.names n16392 n16402 n16403
01 1
.names n16401 n16403 n16404
00 1
.names n16394 n16404 n16405
00 1
.names asqrt[59] n16405 n16406
10 1
.names n15781 n15783 n16407
10 1
.names n15774 n16407 n16408
01 1
.names asqrt[13] n16408 n16409
11 1
.names n15774 n15783 n16410
00 1
.names asqrt[13] n16410 n16411
11 1
.names n15781 n16411 n16412
00 1
.names n16409 n16412 n16413
00 1
.names asqrt[59] n16394 n16414
00 1
.names n16404 n16414 n16415
01 1
.names n16413 n16415 n16416
00 1
.names n16406 n16416 n16417
00 1
.names asqrt[60] n16417 n16418
10 1
.names n15786 n15793 n16419
01 1
.names n15795 n16419 n16420
01 1
.names asqrt[13] n16420 n16421
11 1
.names n15786 n15795 n16422
00 1
.names asqrt[13] n16422 n16423
11 1
.names n15793 n16423 n16424
00 1
.names n16421 n16424 n16425
00 1
.names asqrt[60] n16406 n16426
00 1
.names n16416 n16426 n16427
01 1
.names n16425 n16427 n16428
00 1
.names n16418 n16428 n16429
00 1
.names asqrt[61] n16429 n16430
10 1
.names n15805 n15807 n16431
10 1
.names n15798 n16431 n16432
01 1
.names asqrt[13] n16432 n16433
11 1
.names n15798 n15807 n16434
00 1
.names asqrt[13] n16434 n16435
11 1
.names n15805 n16435 n16436
00 1
.names n16433 n16436 n16437
00 1
.names asqrt[61] n16418 n16438
00 1
.names n16428 n16438 n16439
01 1
.names n16437 n16439 n16440
00 1
.names n16430 n16440 n16441
00 1
.names asqrt[62] n16441 n16442
10 1
.names n15810 n15817 n16443
01 1
.names n15819 n16443 n16444
01 1
.names asqrt[13] n16444 n16445
11 1
.names n15810 n15819 n16446
00 1
.names asqrt[13] n16446 n16447
11 1
.names n15817 n16447 n16448
00 1
.names n16445 n16448 n16449
00 1
.names asqrt[62] n16430 n16450
00 1
.names n16440 n16450 n16451
01 1
.names n16449 n16451 n16452
00 1
.names n16442 n16452 n16453
00 1
.names n15829 n15831 n16454
10 1
.names n15822 n16454 n16455
01 1
.names asqrt[13] n16455 n16456
11 1
.names n15822 n15831 n16457
00 1
.names asqrt[13] n16457 n16458
11 1
.names n15829 n16458 n16459
00 1
.names n16456 n16459 n16460
00 1
.names n15833 n15840 n16461
00 1
.names asqrt[13] n16461 n16462
11 1
.names n15848 n16462 n16463
00 1
.names n16460 n16463 n16464
01 1
.names n16453 n16464 n16465
01 1
.names asqrt[63] n16465 n16466
00 1
.names n16442 n16460 n16467
01 1
.names n16452 n16467 n16468
01 1
.names n15840 asqrt[13] n16469
01 1
.names n15833 n16469 n16470
10 1
.names asqrt[63] n16461 n16471
10 1
.names n16470 n16471 n16472
01 1
.names n15836 n15857 n16473
00 1
.names n15839 n16473 n16474
01 1
.names n15852 n16474 n16475
01 1
.names n15848 n16475 n16476
01 1
.names n15846 n16476 n16477
01 1
.names n16472 n16477 n16478
00 1
.names n16468 n16478 n16479
01 1
.names n16466 n16479 asqrt[12]
01 0
.names a[24] asqrt[12] n16481
11 1
.names a[22] a[23] n16482
00 1
.names a[24] n16482 n16483
01 1
.names n16481 n16483 n16484
00 1
.names asqrt[13] n16484 n16485
10 1
.names n15857 n16483 n16486
00 1
.names n15852 n16486 n16487
01 1
.names n15848 n16487 n16488
01 1
.names n15846 n16488 n16489
01 1
.names n16481 n16489 n16490
01 1
.names a[24] asqrt[12] n16491
01 1
.names a[25] n16491 n16492
10 1
.names n15862 asqrt[12] n16493
11 1
.names n16492 n16493 n16494
00 1
.names n16490 n16494 n16495
01 1
.names n16485 n16495 n16496
00 1
.names asqrt[14] n16496 n16497
10 1
.names asqrt[14] n16485 n16498
00 1
.names n16495 n16498 n16499
01 1
.names asqrt[13] n16477 n16500
10 1
.names n16472 n16500 n16501
01 1
.names n16468 n16501 n16502
01 1
.names n16466 n16502 n16503
01 1
.names n16493 n16503 n16504
00 1
.names a[26] n16504 n16505
10 1
.names a[26] n16503 n16506
00 1
.names n16493 n16506 n16507
01 1
.names n16505 n16507 n16508
00 1
.names n16499 n16508 n16509
00 1
.names n16497 n16509 n16510
00 1
.names asqrt[15] n16510 n16511
10 1
.names n15865 n15870 n16512
00 1
.names n15874 n16512 n16513
01 1
.names asqrt[12] n16513 n16514
11 1
.names asqrt[12] n16512 n16515
11 1
.names n15874 n16515 n16516
10 1
.names n16514 n16516 n16517
00 1
.names asqrt[15] n16497 n16518
00 1
.names n16509 n16518 n16519
01 1
.names n16517 n16519 n16520
00 1
.names n16511 n16520 n16521
00 1
.names asqrt[16] n16521 n16522
10 1
.names n15879 n15888 n16523
01 1
.names n15877 n16523 n16524
01 1
.names asqrt[12] n16524 n16525
11 1
.names n15877 n15879 n16526
00 1
.names asqrt[12] n16526 n16527
11 1
.names n15888 n16527 n16528
00 1
.names n16525 n16528 n16529
00 1
.names asqrt[16] n16511 n16530
00 1
.names n16520 n16530 n16531
01 1
.names n16529 n16531 n16532
00 1
.names n16522 n16532 n16533
00 1
.names asqrt[17] n16533 n16534
10 1
.names n15891 n15897 n16535
01 1
.names n15899 n16535 n16536
01 1
.names asqrt[12] n16536 n16537
11 1
.names n15891 n15899 n16538
00 1
.names asqrt[12] n16538 n16539
11 1
.names n15897 n16539 n16540
00 1
.names n16537 n16540 n16541
00 1
.names asqrt[17] n16522 n16542
00 1
.names n16532 n16542 n16543
01 1
.names n16541 n16543 n16544
00 1
.names n16534 n16544 n16545
00 1
.names asqrt[18] n16545 n16546
10 1
.names n15909 n15911 n16547
10 1
.names n15902 n16547 n16548
01 1
.names asqrt[12] n16548 n16549
11 1
.names n15902 n15911 n16550
00 1
.names asqrt[12] n16550 n16551
11 1
.names n15909 n16551 n16552
00 1
.names n16549 n16552 n16553
00 1
.names asqrt[18] n16534 n16554
00 1
.names n16544 n16554 n16555
01 1
.names n16553 n16555 n16556
00 1
.names n16546 n16556 n16557
00 1
.names asqrt[19] n16557 n16558
10 1
.names n15914 n15921 n16559
01 1
.names n15923 n16559 n16560
01 1
.names asqrt[12] n16560 n16561
11 1
.names n15914 n15923 n16562
00 1
.names asqrt[12] n16562 n16563
11 1
.names n15921 n16563 n16564
00 1
.names n16561 n16564 n16565
00 1
.names asqrt[19] n16546 n16566
00 1
.names n16556 n16566 n16567
01 1
.names n16565 n16567 n16568
00 1
.names n16558 n16568 n16569
00 1
.names asqrt[20] n16569 n16570
10 1
.names n15933 n15935 n16571
10 1
.names n15926 n16571 n16572
01 1
.names asqrt[12] n16572 n16573
11 1
.names n15926 n15935 n16574
00 1
.names asqrt[12] n16574 n16575
11 1
.names n15933 n16575 n16576
00 1
.names n16573 n16576 n16577
00 1
.names asqrt[20] n16558 n16578
00 1
.names n16568 n16578 n16579
01 1
.names n16577 n16579 n16580
00 1
.names n16570 n16580 n16581
00 1
.names asqrt[21] n16581 n16582
10 1
.names n15938 n15945 n16583
01 1
.names n15947 n16583 n16584
01 1
.names asqrt[12] n16584 n16585
11 1
.names n15938 n15947 n16586
00 1
.names asqrt[12] n16586 n16587
11 1
.names n15945 n16587 n16588
00 1
.names n16585 n16588 n16589
00 1
.names asqrt[21] n16570 n16590
00 1
.names n16580 n16590 n16591
01 1
.names n16589 n16591 n16592
00 1
.names n16582 n16592 n16593
00 1
.names asqrt[22] n16593 n16594
10 1
.names n15957 n15959 n16595
10 1
.names n15950 n16595 n16596
01 1
.names asqrt[12] n16596 n16597
11 1
.names n15950 n15959 n16598
00 1
.names asqrt[12] n16598 n16599
11 1
.names n15957 n16599 n16600
00 1
.names n16597 n16600 n16601
00 1
.names asqrt[22] n16582 n16602
00 1
.names n16592 n16602 n16603
01 1
.names n16601 n16603 n16604
00 1
.names n16594 n16604 n16605
00 1
.names asqrt[23] n16605 n16606
10 1
.names n15962 n15969 n16607
01 1
.names n15971 n16607 n16608
01 1
.names asqrt[12] n16608 n16609
11 1
.names n15962 n15971 n16610
00 1
.names asqrt[12] n16610 n16611
11 1
.names n15969 n16611 n16612
00 1
.names n16609 n16612 n16613
00 1
.names asqrt[23] n16594 n16614
00 1
.names n16604 n16614 n16615
01 1
.names n16613 n16615 n16616
00 1
.names n16606 n16616 n16617
00 1
.names asqrt[24] n16617 n16618
10 1
.names n15981 n15983 n16619
10 1
.names n15974 n16619 n16620
01 1
.names asqrt[12] n16620 n16621
11 1
.names n15974 n15983 n16622
00 1
.names asqrt[12] n16622 n16623
11 1
.names n15981 n16623 n16624
00 1
.names n16621 n16624 n16625
00 1
.names asqrt[24] n16606 n16626
00 1
.names n16616 n16626 n16627
01 1
.names n16625 n16627 n16628
00 1
.names n16618 n16628 n16629
00 1
.names asqrt[25] n16629 n16630
10 1
.names n15986 n15993 n16631
01 1
.names n15995 n16631 n16632
01 1
.names asqrt[12] n16632 n16633
11 1
.names n15986 n15995 n16634
00 1
.names asqrt[12] n16634 n16635
11 1
.names n15993 n16635 n16636
00 1
.names n16633 n16636 n16637
00 1
.names asqrt[25] n16618 n16638
00 1
.names n16628 n16638 n16639
01 1
.names n16637 n16639 n16640
00 1
.names n16630 n16640 n16641
00 1
.names asqrt[26] n16641 n16642
10 1
.names n16005 n16007 n16643
10 1
.names n15998 n16643 n16644
01 1
.names asqrt[12] n16644 n16645
11 1
.names n15998 n16007 n16646
00 1
.names asqrt[12] n16646 n16647
11 1
.names n16005 n16647 n16648
00 1
.names n16645 n16648 n16649
00 1
.names asqrt[26] n16630 n16650
00 1
.names n16640 n16650 n16651
01 1
.names n16649 n16651 n16652
00 1
.names n16642 n16652 n16653
00 1
.names asqrt[27] n16653 n16654
10 1
.names n16010 n16017 n16655
01 1
.names n16019 n16655 n16656
01 1
.names asqrt[12] n16656 n16657
11 1
.names n16010 n16019 n16658
00 1
.names asqrt[12] n16658 n16659
11 1
.names n16017 n16659 n16660
00 1
.names n16657 n16660 n16661
00 1
.names asqrt[27] n16642 n16662
00 1
.names n16652 n16662 n16663
01 1
.names n16661 n16663 n16664
00 1
.names n16654 n16664 n16665
00 1
.names asqrt[28] n16665 n16666
10 1
.names n16029 n16031 n16667
10 1
.names n16022 n16667 n16668
01 1
.names asqrt[12] n16668 n16669
11 1
.names n16022 n16031 n16670
00 1
.names asqrt[12] n16670 n16671
11 1
.names n16029 n16671 n16672
00 1
.names n16669 n16672 n16673
00 1
.names asqrt[28] n16654 n16674
00 1
.names n16664 n16674 n16675
01 1
.names n16673 n16675 n16676
00 1
.names n16666 n16676 n16677
00 1
.names asqrt[29] n16677 n16678
10 1
.names n16034 n16041 n16679
01 1
.names n16043 n16679 n16680
01 1
.names asqrt[12] n16680 n16681
11 1
.names n16034 n16043 n16682
00 1
.names asqrt[12] n16682 n16683
11 1
.names n16041 n16683 n16684
00 1
.names n16681 n16684 n16685
00 1
.names asqrt[29] n16666 n16686
00 1
.names n16676 n16686 n16687
01 1
.names n16685 n16687 n16688
00 1
.names n16678 n16688 n16689
00 1
.names asqrt[30] n16689 n16690
10 1
.names n16053 n16055 n16691
10 1
.names n16046 n16691 n16692
01 1
.names asqrt[12] n16692 n16693
11 1
.names n16046 n16055 n16694
00 1
.names asqrt[12] n16694 n16695
11 1
.names n16053 n16695 n16696
00 1
.names n16693 n16696 n16697
00 1
.names asqrt[30] n16678 n16698
00 1
.names n16688 n16698 n16699
01 1
.names n16697 n16699 n16700
00 1
.names n16690 n16700 n16701
00 1
.names asqrt[31] n16701 n16702
10 1
.names n16058 n16065 n16703
01 1
.names n16067 n16703 n16704
01 1
.names asqrt[12] n16704 n16705
11 1
.names n16058 n16067 n16706
00 1
.names asqrt[12] n16706 n16707
11 1
.names n16065 n16707 n16708
00 1
.names n16705 n16708 n16709
00 1
.names asqrt[31] n16690 n16710
00 1
.names n16700 n16710 n16711
01 1
.names n16709 n16711 n16712
00 1
.names n16702 n16712 n16713
00 1
.names asqrt[32] n16713 n16714
10 1
.names n16077 n16079 n16715
10 1
.names n16070 n16715 n16716
01 1
.names asqrt[12] n16716 n16717
11 1
.names n16070 n16079 n16718
00 1
.names asqrt[12] n16718 n16719
11 1
.names n16077 n16719 n16720
00 1
.names n16717 n16720 n16721
00 1
.names asqrt[32] n16702 n16722
00 1
.names n16712 n16722 n16723
01 1
.names n16721 n16723 n16724
00 1
.names n16714 n16724 n16725
00 1
.names asqrt[33] n16725 n16726
10 1
.names n16082 n16089 n16727
01 1
.names n16091 n16727 n16728
01 1
.names asqrt[12] n16728 n16729
11 1
.names n16082 n16091 n16730
00 1
.names asqrt[12] n16730 n16731
11 1
.names n16089 n16731 n16732
00 1
.names n16729 n16732 n16733
00 1
.names asqrt[33] n16714 n16734
00 1
.names n16724 n16734 n16735
01 1
.names n16733 n16735 n16736
00 1
.names n16726 n16736 n16737
00 1
.names asqrt[34] n16737 n16738
10 1
.names n16101 n16103 n16739
10 1
.names n16094 n16739 n16740
01 1
.names asqrt[12] n16740 n16741
11 1
.names n16094 n16103 n16742
00 1
.names asqrt[12] n16742 n16743
11 1
.names n16101 n16743 n16744
00 1
.names n16741 n16744 n16745
00 1
.names asqrt[34] n16726 n16746
00 1
.names n16736 n16746 n16747
01 1
.names n16745 n16747 n16748
00 1
.names n16738 n16748 n16749
00 1
.names asqrt[35] n16749 n16750
10 1
.names n16106 n16113 n16751
01 1
.names n16115 n16751 n16752
01 1
.names asqrt[12] n16752 n16753
11 1
.names n16106 n16115 n16754
00 1
.names asqrt[12] n16754 n16755
11 1
.names n16113 n16755 n16756
00 1
.names n16753 n16756 n16757
00 1
.names asqrt[35] n16738 n16758
00 1
.names n16748 n16758 n16759
01 1
.names n16757 n16759 n16760
00 1
.names n16750 n16760 n16761
00 1
.names asqrt[36] n16761 n16762
10 1
.names n16125 n16127 n16763
10 1
.names n16118 n16763 n16764
01 1
.names asqrt[12] n16764 n16765
11 1
.names n16118 n16127 n16766
00 1
.names asqrt[12] n16766 n16767
11 1
.names n16125 n16767 n16768
00 1
.names n16765 n16768 n16769
00 1
.names asqrt[36] n16750 n16770
00 1
.names n16760 n16770 n16771
01 1
.names n16769 n16771 n16772
00 1
.names n16762 n16772 n16773
00 1
.names asqrt[37] n16773 n16774
10 1
.names n16130 n16137 n16775
01 1
.names n16139 n16775 n16776
01 1
.names asqrt[12] n16776 n16777
11 1
.names n16130 n16139 n16778
00 1
.names asqrt[12] n16778 n16779
11 1
.names n16137 n16779 n16780
00 1
.names n16777 n16780 n16781
00 1
.names asqrt[37] n16762 n16782
00 1
.names n16772 n16782 n16783
01 1
.names n16781 n16783 n16784
00 1
.names n16774 n16784 n16785
00 1
.names asqrt[38] n16785 n16786
10 1
.names n16149 n16151 n16787
10 1
.names n16142 n16787 n16788
01 1
.names asqrt[12] n16788 n16789
11 1
.names n16142 n16151 n16790
00 1
.names asqrt[12] n16790 n16791
11 1
.names n16149 n16791 n16792
00 1
.names n16789 n16792 n16793
00 1
.names asqrt[38] n16774 n16794
00 1
.names n16784 n16794 n16795
01 1
.names n16793 n16795 n16796
00 1
.names n16786 n16796 n16797
00 1
.names asqrt[39] n16797 n16798
10 1
.names n16154 n16161 n16799
01 1
.names n16163 n16799 n16800
01 1
.names asqrt[12] n16800 n16801
11 1
.names n16154 n16163 n16802
00 1
.names asqrt[12] n16802 n16803
11 1
.names n16161 n16803 n16804
00 1
.names n16801 n16804 n16805
00 1
.names asqrt[39] n16786 n16806
00 1
.names n16796 n16806 n16807
01 1
.names n16805 n16807 n16808
00 1
.names n16798 n16808 n16809
00 1
.names asqrt[40] n16809 n16810
10 1
.names n16173 n16175 n16811
10 1
.names n16166 n16811 n16812
01 1
.names asqrt[12] n16812 n16813
11 1
.names n16166 n16175 n16814
00 1
.names asqrt[12] n16814 n16815
11 1
.names n16173 n16815 n16816
00 1
.names n16813 n16816 n16817
00 1
.names asqrt[40] n16798 n16818
00 1
.names n16808 n16818 n16819
01 1
.names n16817 n16819 n16820
00 1
.names n16810 n16820 n16821
00 1
.names asqrt[41] n16821 n16822
10 1
.names n16178 n16185 n16823
01 1
.names n16187 n16823 n16824
01 1
.names asqrt[12] n16824 n16825
11 1
.names n16178 n16187 n16826
00 1
.names asqrt[12] n16826 n16827
11 1
.names n16185 n16827 n16828
00 1
.names n16825 n16828 n16829
00 1
.names asqrt[41] n16810 n16830
00 1
.names n16820 n16830 n16831
01 1
.names n16829 n16831 n16832
00 1
.names n16822 n16832 n16833
00 1
.names asqrt[42] n16833 n16834
10 1
.names n16197 n16199 n16835
10 1
.names n16190 n16835 n16836
01 1
.names asqrt[12] n16836 n16837
11 1
.names n16190 n16199 n16838
00 1
.names asqrt[12] n16838 n16839
11 1
.names n16197 n16839 n16840
00 1
.names n16837 n16840 n16841
00 1
.names asqrt[42] n16822 n16842
00 1
.names n16832 n16842 n16843
01 1
.names n16841 n16843 n16844
00 1
.names n16834 n16844 n16845
00 1
.names asqrt[43] n16845 n16846
10 1
.names n16202 n16209 n16847
01 1
.names n16211 n16847 n16848
01 1
.names asqrt[12] n16848 n16849
11 1
.names n16202 n16211 n16850
00 1
.names asqrt[12] n16850 n16851
11 1
.names n16209 n16851 n16852
00 1
.names n16849 n16852 n16853
00 1
.names asqrt[43] n16834 n16854
00 1
.names n16844 n16854 n16855
01 1
.names n16853 n16855 n16856
00 1
.names n16846 n16856 n16857
00 1
.names asqrt[44] n16857 n16858
10 1
.names n16221 n16223 n16859
10 1
.names n16214 n16859 n16860
01 1
.names asqrt[12] n16860 n16861
11 1
.names n16214 n16223 n16862
00 1
.names asqrt[12] n16862 n16863
11 1
.names n16221 n16863 n16864
00 1
.names n16861 n16864 n16865
00 1
.names asqrt[44] n16846 n16866
00 1
.names n16856 n16866 n16867
01 1
.names n16865 n16867 n16868
00 1
.names n16858 n16868 n16869
00 1
.names asqrt[45] n16869 n16870
10 1
.names n16226 n16233 n16871
01 1
.names n16235 n16871 n16872
01 1
.names asqrt[12] n16872 n16873
11 1
.names n16226 n16235 n16874
00 1
.names asqrt[12] n16874 n16875
11 1
.names n16233 n16875 n16876
00 1
.names n16873 n16876 n16877
00 1
.names asqrt[45] n16858 n16878
00 1
.names n16868 n16878 n16879
01 1
.names n16877 n16879 n16880
00 1
.names n16870 n16880 n16881
00 1
.names asqrt[46] n16881 n16882
10 1
.names n16245 n16247 n16883
10 1
.names n16238 n16883 n16884
01 1
.names asqrt[12] n16884 n16885
11 1
.names n16238 n16247 n16886
00 1
.names asqrt[12] n16886 n16887
11 1
.names n16245 n16887 n16888
00 1
.names n16885 n16888 n16889
00 1
.names asqrt[46] n16870 n16890
00 1
.names n16880 n16890 n16891
01 1
.names n16889 n16891 n16892
00 1
.names n16882 n16892 n16893
00 1
.names asqrt[47] n16893 n16894
10 1
.names n16250 n16257 n16895
01 1
.names n16259 n16895 n16896
01 1
.names asqrt[12] n16896 n16897
11 1
.names n16250 n16259 n16898
00 1
.names asqrt[12] n16898 n16899
11 1
.names n16257 n16899 n16900
00 1
.names n16897 n16900 n16901
00 1
.names asqrt[47] n16882 n16902
00 1
.names n16892 n16902 n16903
01 1
.names n16901 n16903 n16904
00 1
.names n16894 n16904 n16905
00 1
.names asqrt[48] n16905 n16906
10 1
.names n16269 n16271 n16907
10 1
.names n16262 n16907 n16908
01 1
.names asqrt[12] n16908 n16909
11 1
.names n16262 n16271 n16910
00 1
.names asqrt[12] n16910 n16911
11 1
.names n16269 n16911 n16912
00 1
.names n16909 n16912 n16913
00 1
.names asqrt[48] n16894 n16914
00 1
.names n16904 n16914 n16915
01 1
.names n16913 n16915 n16916
00 1
.names n16906 n16916 n16917
00 1
.names asqrt[49] n16917 n16918
10 1
.names n16274 n16281 n16919
01 1
.names n16283 n16919 n16920
01 1
.names asqrt[12] n16920 n16921
11 1
.names n16274 n16283 n16922
00 1
.names asqrt[12] n16922 n16923
11 1
.names n16281 n16923 n16924
00 1
.names n16921 n16924 n16925
00 1
.names asqrt[49] n16906 n16926
00 1
.names n16916 n16926 n16927
01 1
.names n16925 n16927 n16928
00 1
.names n16918 n16928 n16929
00 1
.names asqrt[50] n16929 n16930
10 1
.names n16293 n16295 n16931
10 1
.names n16286 n16931 n16932
01 1
.names asqrt[12] n16932 n16933
11 1
.names n16286 n16295 n16934
00 1
.names asqrt[12] n16934 n16935
11 1
.names n16293 n16935 n16936
00 1
.names n16933 n16936 n16937
00 1
.names asqrt[50] n16918 n16938
00 1
.names n16928 n16938 n16939
01 1
.names n16937 n16939 n16940
00 1
.names n16930 n16940 n16941
00 1
.names asqrt[51] n16941 n16942
10 1
.names n16298 n16305 n16943
01 1
.names n16307 n16943 n16944
01 1
.names asqrt[12] n16944 n16945
11 1
.names n16298 n16307 n16946
00 1
.names asqrt[12] n16946 n16947
11 1
.names n16305 n16947 n16948
00 1
.names n16945 n16948 n16949
00 1
.names asqrt[51] n16930 n16950
00 1
.names n16940 n16950 n16951
01 1
.names n16949 n16951 n16952
00 1
.names n16942 n16952 n16953
00 1
.names asqrt[52] n16953 n16954
10 1
.names n16317 n16319 n16955
10 1
.names n16310 n16955 n16956
01 1
.names asqrt[12] n16956 n16957
11 1
.names n16310 n16319 n16958
00 1
.names asqrt[12] n16958 n16959
11 1
.names n16317 n16959 n16960
00 1
.names n16957 n16960 n16961
00 1
.names asqrt[52] n16942 n16962
00 1
.names n16952 n16962 n16963
01 1
.names n16961 n16963 n16964
00 1
.names n16954 n16964 n16965
00 1
.names asqrt[53] n16965 n16966
10 1
.names asqrt[53] n16954 n16967
00 1
.names n16964 n16967 n16968
01 1
.names n16322 n16331 n16969
01 1
.names n16324 n16969 n16970
01 1
.names asqrt[12] n16970 n16971
11 1
.names n16322 n16324 n16972
00 1
.names asqrt[12] n16972 n16973
11 1
.names n16331 n16973 n16974
00 1
.names n16971 n16974 n16975
00 1
.names n16968 n16975 n16976
00 1
.names n16966 n16976 n16977
00 1
.names asqrt[54] n16977 n16978
10 1
.names n16341 n16343 n16979
10 1
.names n16334 n16979 n16980
01 1
.names asqrt[12] n16980 n16981
11 1
.names n16334 n16343 n16982
00 1
.names asqrt[12] n16982 n16983
11 1
.names n16341 n16983 n16984
00 1
.names n16981 n16984 n16985
00 1
.names asqrt[54] n16966 n16986
00 1
.names n16976 n16986 n16987
01 1
.names n16985 n16987 n16988
00 1
.names n16978 n16988 n16989
00 1
.names asqrt[55] n16989 n16990
10 1
.names n16346 n16353 n16991
01 1
.names n16355 n16991 n16992
01 1
.names asqrt[12] n16992 n16993
11 1
.names n16346 n16355 n16994
00 1
.names asqrt[12] n16994 n16995
11 1
.names n16353 n16995 n16996
00 1
.names n16993 n16996 n16997
00 1
.names asqrt[55] n16978 n16998
00 1
.names n16988 n16998 n16999
01 1
.names n16997 n16999 n17000
00 1
.names n16990 n17000 n17001
00 1
.names asqrt[56] n17001 n17002
10 1
.names n16365 n16367 n17003
10 1
.names n16358 n17003 n17004
01 1
.names asqrt[12] n17004 n17005
11 1
.names n16358 n16367 n17006
00 1
.names asqrt[12] n17006 n17007
11 1
.names n16365 n17007 n17008
00 1
.names n17005 n17008 n17009
00 1
.names asqrt[56] n16990 n17010
00 1
.names n17000 n17010 n17011
01 1
.names n17009 n17011 n17012
00 1
.names n17002 n17012 n17013
00 1
.names asqrt[57] n17013 n17014
10 1
.names n16370 n16377 n17015
01 1
.names n16379 n17015 n17016
01 1
.names asqrt[12] n17016 n17017
11 1
.names n16370 n16379 n17018
00 1
.names asqrt[12] n17018 n17019
11 1
.names n16377 n17019 n17020
00 1
.names n17017 n17020 n17021
00 1
.names asqrt[57] n17002 n17022
00 1
.names n17012 n17022 n17023
01 1
.names n17021 n17023 n17024
00 1
.names n17014 n17024 n17025
00 1
.names asqrt[58] n17025 n17026
10 1
.names n16389 n16391 n17027
10 1
.names n16382 n17027 n17028
01 1
.names asqrt[12] n17028 n17029
11 1
.names n16382 n16391 n17030
00 1
.names asqrt[12] n17030 n17031
11 1
.names n16389 n17031 n17032
00 1
.names n17029 n17032 n17033
00 1
.names asqrt[58] n17014 n17034
00 1
.names n17024 n17034 n17035
01 1
.names n17033 n17035 n17036
00 1
.names n17026 n17036 n17037
00 1
.names asqrt[59] n17037 n17038
10 1
.names n16394 n16401 n17039
01 1
.names n16403 n17039 n17040
01 1
.names asqrt[12] n17040 n17041
11 1
.names n16394 n16403 n17042
00 1
.names asqrt[12] n17042 n17043
11 1
.names n16401 n17043 n17044
00 1
.names n17041 n17044 n17045
00 1
.names asqrt[59] n17026 n17046
00 1
.names n17036 n17046 n17047
01 1
.names n17045 n17047 n17048
00 1
.names n17038 n17048 n17049
00 1
.names asqrt[60] n17049 n17050
10 1
.names n16413 n16415 n17051
10 1
.names n16406 n17051 n17052
01 1
.names asqrt[12] n17052 n17053
11 1
.names n16406 n16415 n17054
00 1
.names asqrt[12] n17054 n17055
11 1
.names n16413 n17055 n17056
00 1
.names n17053 n17056 n17057
00 1
.names asqrt[60] n17038 n17058
00 1
.names n17048 n17058 n17059
01 1
.names n17057 n17059 n17060
00 1
.names n17050 n17060 n17061
00 1
.names asqrt[61] n17061 n17062
10 1
.names n16418 n16425 n17063
01 1
.names n16427 n17063 n17064
01 1
.names asqrt[12] n17064 n17065
11 1
.names n16418 n16427 n17066
00 1
.names asqrt[12] n17066 n17067
11 1
.names n16425 n17067 n17068
00 1
.names n17065 n17068 n17069
00 1
.names asqrt[61] n17050 n17070
00 1
.names n17060 n17070 n17071
01 1
.names n17069 n17071 n17072
00 1
.names n17062 n17072 n17073
00 1
.names asqrt[62] n17073 n17074
10 1
.names n16437 n16439 n17075
10 1
.names n16430 n17075 n17076
01 1
.names asqrt[12] n17076 n17077
11 1
.names n16430 n16439 n17078
00 1
.names asqrt[12] n17078 n17079
11 1
.names n16437 n17079 n17080
00 1
.names n17077 n17080 n17081
00 1
.names asqrt[62] n17062 n17082
00 1
.names n17072 n17082 n17083
01 1
.names n17081 n17083 n17084
00 1
.names n17074 n17084 n17085
00 1
.names n16442 n16449 n17086
01 1
.names n16451 n17086 n17087
01 1
.names asqrt[12] n17087 n17088
11 1
.names n16442 n16451 n17089
00 1
.names asqrt[12] n17089 n17090
11 1
.names n16449 n17090 n17091
00 1
.names n17088 n17091 n17092
00 1
.names n16453 n16460 n17093
00 1
.names asqrt[12] n17093 n17094
11 1
.names n16468 n17094 n17095
00 1
.names n17092 n17095 n17096
01 1
.names n17085 n17096 n17097
01 1
.names asqrt[63] n17097 n17098
00 1
.names n17074 n17092 n17099
01 1
.names n17084 n17099 n17100
01 1
.names n16460 asqrt[12] n17101
01 1
.names n16453 n17101 n17102
10 1
.names asqrt[63] n17093 n17103
10 1
.names n17102 n17103 n17104
01 1
.names n16456 n16477 n17105
00 1
.names n16459 n17105 n17106
01 1
.names n16472 n17106 n17107
01 1
.names n16468 n17107 n17108
01 1
.names n16466 n17108 n17109
01 1
.names n17104 n17109 n17110
00 1
.names n17100 n17110 n17111
01 1
.names n17098 n17111 asqrt[11]
01 0
.names a[22] asqrt[11] n17113
11 1
.names a[20] a[21] n17114
00 1
.names a[22] n17114 n17115
01 1
.names n17113 n17115 n17116
00 1
.names asqrt[12] n17116 n17117
10 1
.names n16477 n17115 n17118
00 1
.names n16472 n17118 n17119
01 1
.names n16468 n17119 n17120
01 1
.names n16466 n17120 n17121
01 1
.names n17113 n17121 n17122
01 1
.names a[22] asqrt[11] n17123
01 1
.names a[23] n17123 n17124
10 1
.names n16482 asqrt[11] n17125
11 1
.names n17124 n17125 n17126
00 1
.names n17122 n17126 n17127
01 1
.names n17117 n17127 n17128
00 1
.names asqrt[13] n17128 n17129
10 1
.names asqrt[13] n17117 n17130
00 1
.names n17127 n17130 n17131
01 1
.names asqrt[12] n17109 n17132
10 1
.names n17104 n17132 n17133
01 1
.names n17100 n17133 n17134
01 1
.names n17098 n17134 n17135
01 1
.names n17125 n17135 n17136
00 1
.names a[24] n17136 n17137
10 1
.names a[24] n17135 n17138
00 1
.names n17125 n17138 n17139
01 1
.names n17137 n17139 n17140
00 1
.names n17131 n17140 n17141
00 1
.names n17129 n17141 n17142
00 1
.names asqrt[14] n17142 n17143
10 1
.names n16485 n16490 n17144
00 1
.names n16494 n17144 n17145
01 1
.names asqrt[11] n17145 n17146
11 1
.names asqrt[11] n17144 n17147
11 1
.names n16494 n17147 n17148
10 1
.names n17146 n17148 n17149
00 1
.names asqrt[14] n17129 n17150
00 1
.names n17141 n17150 n17151
01 1
.names n17149 n17151 n17152
00 1
.names n17143 n17152 n17153
00 1
.names asqrt[15] n17153 n17154
10 1
.names n16499 n16508 n17155
01 1
.names n16497 n17155 n17156
01 1
.names asqrt[11] n17156 n17157
11 1
.names n16497 n16499 n17158
00 1
.names asqrt[11] n17158 n17159
11 1
.names n16508 n17159 n17160
00 1
.names n17157 n17160 n17161
00 1
.names asqrt[15] n17143 n17162
00 1
.names n17152 n17162 n17163
01 1
.names n17161 n17163 n17164
00 1
.names n17154 n17164 n17165
00 1
.names asqrt[16] n17165 n17166
10 1
.names n16511 n16517 n17167
01 1
.names n16519 n17167 n17168
01 1
.names asqrt[11] n17168 n17169
11 1
.names n16511 n16519 n17170
00 1
.names asqrt[11] n17170 n17171
11 1
.names n16517 n17171 n17172
00 1
.names n17169 n17172 n17173
00 1
.names asqrt[16] n17154 n17174
00 1
.names n17164 n17174 n17175
01 1
.names n17173 n17175 n17176
00 1
.names n17166 n17176 n17177
00 1
.names asqrt[17] n17177 n17178
10 1
.names n16529 n16531 n17179
10 1
.names n16522 n17179 n17180
01 1
.names asqrt[11] n17180 n17181
11 1
.names n16522 n16531 n17182
00 1
.names asqrt[11] n17182 n17183
11 1
.names n16529 n17183 n17184
00 1
.names n17181 n17184 n17185
00 1
.names asqrt[17] n17166 n17186
00 1
.names n17176 n17186 n17187
01 1
.names n17185 n17187 n17188
00 1
.names n17178 n17188 n17189
00 1
.names asqrt[18] n17189 n17190
10 1
.names n16534 n16541 n17191
01 1
.names n16543 n17191 n17192
01 1
.names asqrt[11] n17192 n17193
11 1
.names n16534 n16543 n17194
00 1
.names asqrt[11] n17194 n17195
11 1
.names n16541 n17195 n17196
00 1
.names n17193 n17196 n17197
00 1
.names asqrt[18] n17178 n17198
00 1
.names n17188 n17198 n17199
01 1
.names n17197 n17199 n17200
00 1
.names n17190 n17200 n17201
00 1
.names asqrt[19] n17201 n17202
10 1
.names n16553 n16555 n17203
10 1
.names n16546 n17203 n17204
01 1
.names asqrt[11] n17204 n17205
11 1
.names n16546 n16555 n17206
00 1
.names asqrt[11] n17206 n17207
11 1
.names n16553 n17207 n17208
00 1
.names n17205 n17208 n17209
00 1
.names asqrt[19] n17190 n17210
00 1
.names n17200 n17210 n17211
01 1
.names n17209 n17211 n17212
00 1
.names n17202 n17212 n17213
00 1
.names asqrt[20] n17213 n17214
10 1
.names n16558 n16565 n17215
01 1
.names n16567 n17215 n17216
01 1
.names asqrt[11] n17216 n17217
11 1
.names n16558 n16567 n17218
00 1
.names asqrt[11] n17218 n17219
11 1
.names n16565 n17219 n17220
00 1
.names n17217 n17220 n17221
00 1
.names asqrt[20] n17202 n17222
00 1
.names n17212 n17222 n17223
01 1
.names n17221 n17223 n17224
00 1
.names n17214 n17224 n17225
00 1
.names asqrt[21] n17225 n17226
10 1
.names n16577 n16579 n17227
10 1
.names n16570 n17227 n17228
01 1
.names asqrt[11] n17228 n17229
11 1
.names n16570 n16579 n17230
00 1
.names asqrt[11] n17230 n17231
11 1
.names n16577 n17231 n17232
00 1
.names n17229 n17232 n17233
00 1
.names asqrt[21] n17214 n17234
00 1
.names n17224 n17234 n17235
01 1
.names n17233 n17235 n17236
00 1
.names n17226 n17236 n17237
00 1
.names asqrt[22] n17237 n17238
10 1
.names n16582 n16589 n17239
01 1
.names n16591 n17239 n17240
01 1
.names asqrt[11] n17240 n17241
11 1
.names n16582 n16591 n17242
00 1
.names asqrt[11] n17242 n17243
11 1
.names n16589 n17243 n17244
00 1
.names n17241 n17244 n17245
00 1
.names asqrt[22] n17226 n17246
00 1
.names n17236 n17246 n17247
01 1
.names n17245 n17247 n17248
00 1
.names n17238 n17248 n17249
00 1
.names asqrt[23] n17249 n17250
10 1
.names n16601 n16603 n17251
10 1
.names n16594 n17251 n17252
01 1
.names asqrt[11] n17252 n17253
11 1
.names n16594 n16603 n17254
00 1
.names asqrt[11] n17254 n17255
11 1
.names n16601 n17255 n17256
00 1
.names n17253 n17256 n17257
00 1
.names asqrt[23] n17238 n17258
00 1
.names n17248 n17258 n17259
01 1
.names n17257 n17259 n17260
00 1
.names n17250 n17260 n17261
00 1
.names asqrt[24] n17261 n17262
10 1
.names n16606 n16613 n17263
01 1
.names n16615 n17263 n17264
01 1
.names asqrt[11] n17264 n17265
11 1
.names n16606 n16615 n17266
00 1
.names asqrt[11] n17266 n17267
11 1
.names n16613 n17267 n17268
00 1
.names n17265 n17268 n17269
00 1
.names asqrt[24] n17250 n17270
00 1
.names n17260 n17270 n17271
01 1
.names n17269 n17271 n17272
00 1
.names n17262 n17272 n17273
00 1
.names asqrt[25] n17273 n17274
10 1
.names n16625 n16627 n17275
10 1
.names n16618 n17275 n17276
01 1
.names asqrt[11] n17276 n17277
11 1
.names n16618 n16627 n17278
00 1
.names asqrt[11] n17278 n17279
11 1
.names n16625 n17279 n17280
00 1
.names n17277 n17280 n17281
00 1
.names asqrt[25] n17262 n17282
00 1
.names n17272 n17282 n17283
01 1
.names n17281 n17283 n17284
00 1
.names n17274 n17284 n17285
00 1
.names asqrt[26] n17285 n17286
10 1
.names n16630 n16637 n17287
01 1
.names n16639 n17287 n17288
01 1
.names asqrt[11] n17288 n17289
11 1
.names n16630 n16639 n17290
00 1
.names asqrt[11] n17290 n17291
11 1
.names n16637 n17291 n17292
00 1
.names n17289 n17292 n17293
00 1
.names asqrt[26] n17274 n17294
00 1
.names n17284 n17294 n17295
01 1
.names n17293 n17295 n17296
00 1
.names n17286 n17296 n17297
00 1
.names asqrt[27] n17297 n17298
10 1
.names n16649 n16651 n17299
10 1
.names n16642 n17299 n17300
01 1
.names asqrt[11] n17300 n17301
11 1
.names n16642 n16651 n17302
00 1
.names asqrt[11] n17302 n17303
11 1
.names n16649 n17303 n17304
00 1
.names n17301 n17304 n17305
00 1
.names asqrt[27] n17286 n17306
00 1
.names n17296 n17306 n17307
01 1
.names n17305 n17307 n17308
00 1
.names n17298 n17308 n17309
00 1
.names asqrt[28] n17309 n17310
10 1
.names n16654 n16661 n17311
01 1
.names n16663 n17311 n17312
01 1
.names asqrt[11] n17312 n17313
11 1
.names n16654 n16663 n17314
00 1
.names asqrt[11] n17314 n17315
11 1
.names n16661 n17315 n17316
00 1
.names n17313 n17316 n17317
00 1
.names asqrt[28] n17298 n17318
00 1
.names n17308 n17318 n17319
01 1
.names n17317 n17319 n17320
00 1
.names n17310 n17320 n17321
00 1
.names asqrt[29] n17321 n17322
10 1
.names n16673 n16675 n17323
10 1
.names n16666 n17323 n17324
01 1
.names asqrt[11] n17324 n17325
11 1
.names n16666 n16675 n17326
00 1
.names asqrt[11] n17326 n17327
11 1
.names n16673 n17327 n17328
00 1
.names n17325 n17328 n17329
00 1
.names asqrt[29] n17310 n17330
00 1
.names n17320 n17330 n17331
01 1
.names n17329 n17331 n17332
00 1
.names n17322 n17332 n17333
00 1
.names asqrt[30] n17333 n17334
10 1
.names n16678 n16685 n17335
01 1
.names n16687 n17335 n17336
01 1
.names asqrt[11] n17336 n17337
11 1
.names n16678 n16687 n17338
00 1
.names asqrt[11] n17338 n17339
11 1
.names n16685 n17339 n17340
00 1
.names n17337 n17340 n17341
00 1
.names asqrt[30] n17322 n17342
00 1
.names n17332 n17342 n17343
01 1
.names n17341 n17343 n17344
00 1
.names n17334 n17344 n17345
00 1
.names asqrt[31] n17345 n17346
10 1
.names n16697 n16699 n17347
10 1
.names n16690 n17347 n17348
01 1
.names asqrt[11] n17348 n17349
11 1
.names n16690 n16699 n17350
00 1
.names asqrt[11] n17350 n17351
11 1
.names n16697 n17351 n17352
00 1
.names n17349 n17352 n17353
00 1
.names asqrt[31] n17334 n17354
00 1
.names n17344 n17354 n17355
01 1
.names n17353 n17355 n17356
00 1
.names n17346 n17356 n17357
00 1
.names asqrt[32] n17357 n17358
10 1
.names n16702 n16709 n17359
01 1
.names n16711 n17359 n17360
01 1
.names asqrt[11] n17360 n17361
11 1
.names n16702 n16711 n17362
00 1
.names asqrt[11] n17362 n17363
11 1
.names n16709 n17363 n17364
00 1
.names n17361 n17364 n17365
00 1
.names asqrt[32] n17346 n17366
00 1
.names n17356 n17366 n17367
01 1
.names n17365 n17367 n17368
00 1
.names n17358 n17368 n17369
00 1
.names asqrt[33] n17369 n17370
10 1
.names n16721 n16723 n17371
10 1
.names n16714 n17371 n17372
01 1
.names asqrt[11] n17372 n17373
11 1
.names n16714 n16723 n17374
00 1
.names asqrt[11] n17374 n17375
11 1
.names n16721 n17375 n17376
00 1
.names n17373 n17376 n17377
00 1
.names asqrt[33] n17358 n17378
00 1
.names n17368 n17378 n17379
01 1
.names n17377 n17379 n17380
00 1
.names n17370 n17380 n17381
00 1
.names asqrt[34] n17381 n17382
10 1
.names n16726 n16733 n17383
01 1
.names n16735 n17383 n17384
01 1
.names asqrt[11] n17384 n17385
11 1
.names n16726 n16735 n17386
00 1
.names asqrt[11] n17386 n17387
11 1
.names n16733 n17387 n17388
00 1
.names n17385 n17388 n17389
00 1
.names asqrt[34] n17370 n17390
00 1
.names n17380 n17390 n17391
01 1
.names n17389 n17391 n17392
00 1
.names n17382 n17392 n17393
00 1
.names asqrt[35] n17393 n17394
10 1
.names n16745 n16747 n17395
10 1
.names n16738 n17395 n17396
01 1
.names asqrt[11] n17396 n17397
11 1
.names n16738 n16747 n17398
00 1
.names asqrt[11] n17398 n17399
11 1
.names n16745 n17399 n17400
00 1
.names n17397 n17400 n17401
00 1
.names asqrt[35] n17382 n17402
00 1
.names n17392 n17402 n17403
01 1
.names n17401 n17403 n17404
00 1
.names n17394 n17404 n17405
00 1
.names asqrt[36] n17405 n17406
10 1
.names n16750 n16757 n17407
01 1
.names n16759 n17407 n17408
01 1
.names asqrt[11] n17408 n17409
11 1
.names n16750 n16759 n17410
00 1
.names asqrt[11] n17410 n17411
11 1
.names n16757 n17411 n17412
00 1
.names n17409 n17412 n17413
00 1
.names asqrt[36] n17394 n17414
00 1
.names n17404 n17414 n17415
01 1
.names n17413 n17415 n17416
00 1
.names n17406 n17416 n17417
00 1
.names asqrt[37] n17417 n17418
10 1
.names n16769 n16771 n17419
10 1
.names n16762 n17419 n17420
01 1
.names asqrt[11] n17420 n17421
11 1
.names n16762 n16771 n17422
00 1
.names asqrt[11] n17422 n17423
11 1
.names n16769 n17423 n17424
00 1
.names n17421 n17424 n17425
00 1
.names asqrt[37] n17406 n17426
00 1
.names n17416 n17426 n17427
01 1
.names n17425 n17427 n17428
00 1
.names n17418 n17428 n17429
00 1
.names asqrt[38] n17429 n17430
10 1
.names n16774 n16781 n17431
01 1
.names n16783 n17431 n17432
01 1
.names asqrt[11] n17432 n17433
11 1
.names n16774 n16783 n17434
00 1
.names asqrt[11] n17434 n17435
11 1
.names n16781 n17435 n17436
00 1
.names n17433 n17436 n17437
00 1
.names asqrt[38] n17418 n17438
00 1
.names n17428 n17438 n17439
01 1
.names n17437 n17439 n17440
00 1
.names n17430 n17440 n17441
00 1
.names asqrt[39] n17441 n17442
10 1
.names n16793 n16795 n17443
10 1
.names n16786 n17443 n17444
01 1
.names asqrt[11] n17444 n17445
11 1
.names n16786 n16795 n17446
00 1
.names asqrt[11] n17446 n17447
11 1
.names n16793 n17447 n17448
00 1
.names n17445 n17448 n17449
00 1
.names asqrt[39] n17430 n17450
00 1
.names n17440 n17450 n17451
01 1
.names n17449 n17451 n17452
00 1
.names n17442 n17452 n17453
00 1
.names asqrt[40] n17453 n17454
10 1
.names n16798 n16805 n17455
01 1
.names n16807 n17455 n17456
01 1
.names asqrt[11] n17456 n17457
11 1
.names n16798 n16807 n17458
00 1
.names asqrt[11] n17458 n17459
11 1
.names n16805 n17459 n17460
00 1
.names n17457 n17460 n17461
00 1
.names asqrt[40] n17442 n17462
00 1
.names n17452 n17462 n17463
01 1
.names n17461 n17463 n17464
00 1
.names n17454 n17464 n17465
00 1
.names asqrt[41] n17465 n17466
10 1
.names n16817 n16819 n17467
10 1
.names n16810 n17467 n17468
01 1
.names asqrt[11] n17468 n17469
11 1
.names n16810 n16819 n17470
00 1
.names asqrt[11] n17470 n17471
11 1
.names n16817 n17471 n17472
00 1
.names n17469 n17472 n17473
00 1
.names asqrt[41] n17454 n17474
00 1
.names n17464 n17474 n17475
01 1
.names n17473 n17475 n17476
00 1
.names n17466 n17476 n17477
00 1
.names asqrt[42] n17477 n17478
10 1
.names n16822 n16829 n17479
01 1
.names n16831 n17479 n17480
01 1
.names asqrt[11] n17480 n17481
11 1
.names n16822 n16831 n17482
00 1
.names asqrt[11] n17482 n17483
11 1
.names n16829 n17483 n17484
00 1
.names n17481 n17484 n17485
00 1
.names asqrt[42] n17466 n17486
00 1
.names n17476 n17486 n17487
01 1
.names n17485 n17487 n17488
00 1
.names n17478 n17488 n17489
00 1
.names asqrt[43] n17489 n17490
10 1
.names n16841 n16843 n17491
10 1
.names n16834 n17491 n17492
01 1
.names asqrt[11] n17492 n17493
11 1
.names n16834 n16843 n17494
00 1
.names asqrt[11] n17494 n17495
11 1
.names n16841 n17495 n17496
00 1
.names n17493 n17496 n17497
00 1
.names asqrt[43] n17478 n17498
00 1
.names n17488 n17498 n17499
01 1
.names n17497 n17499 n17500
00 1
.names n17490 n17500 n17501
00 1
.names asqrt[44] n17501 n17502
10 1
.names n16846 n16853 n17503
01 1
.names n16855 n17503 n17504
01 1
.names asqrt[11] n17504 n17505
11 1
.names n16846 n16855 n17506
00 1
.names asqrt[11] n17506 n17507
11 1
.names n16853 n17507 n17508
00 1
.names n17505 n17508 n17509
00 1
.names asqrt[44] n17490 n17510
00 1
.names n17500 n17510 n17511
01 1
.names n17509 n17511 n17512
00 1
.names n17502 n17512 n17513
00 1
.names asqrt[45] n17513 n17514
10 1
.names n16865 n16867 n17515
10 1
.names n16858 n17515 n17516
01 1
.names asqrt[11] n17516 n17517
11 1
.names n16858 n16867 n17518
00 1
.names asqrt[11] n17518 n17519
11 1
.names n16865 n17519 n17520
00 1
.names n17517 n17520 n17521
00 1
.names asqrt[45] n17502 n17522
00 1
.names n17512 n17522 n17523
01 1
.names n17521 n17523 n17524
00 1
.names n17514 n17524 n17525
00 1
.names asqrt[46] n17525 n17526
10 1
.names n16870 n16877 n17527
01 1
.names n16879 n17527 n17528
01 1
.names asqrt[11] n17528 n17529
11 1
.names n16870 n16879 n17530
00 1
.names asqrt[11] n17530 n17531
11 1
.names n16877 n17531 n17532
00 1
.names n17529 n17532 n17533
00 1
.names asqrt[46] n17514 n17534
00 1
.names n17524 n17534 n17535
01 1
.names n17533 n17535 n17536
00 1
.names n17526 n17536 n17537
00 1
.names asqrt[47] n17537 n17538
10 1
.names n16889 n16891 n17539
10 1
.names n16882 n17539 n17540
01 1
.names asqrt[11] n17540 n17541
11 1
.names n16882 n16891 n17542
00 1
.names asqrt[11] n17542 n17543
11 1
.names n16889 n17543 n17544
00 1
.names n17541 n17544 n17545
00 1
.names asqrt[47] n17526 n17546
00 1
.names n17536 n17546 n17547
01 1
.names n17545 n17547 n17548
00 1
.names n17538 n17548 n17549
00 1
.names asqrt[48] n17549 n17550
10 1
.names n16894 n16901 n17551
01 1
.names n16903 n17551 n17552
01 1
.names asqrt[11] n17552 n17553
11 1
.names n16894 n16903 n17554
00 1
.names asqrt[11] n17554 n17555
11 1
.names n16901 n17555 n17556
00 1
.names n17553 n17556 n17557
00 1
.names asqrt[48] n17538 n17558
00 1
.names n17548 n17558 n17559
01 1
.names n17557 n17559 n17560
00 1
.names n17550 n17560 n17561
00 1
.names asqrt[49] n17561 n17562
10 1
.names n16913 n16915 n17563
10 1
.names n16906 n17563 n17564
01 1
.names asqrt[11] n17564 n17565
11 1
.names n16906 n16915 n17566
00 1
.names asqrt[11] n17566 n17567
11 1
.names n16913 n17567 n17568
00 1
.names n17565 n17568 n17569
00 1
.names asqrt[49] n17550 n17570
00 1
.names n17560 n17570 n17571
01 1
.names n17569 n17571 n17572
00 1
.names n17562 n17572 n17573
00 1
.names asqrt[50] n17573 n17574
10 1
.names n16918 n16925 n17575
01 1
.names n16927 n17575 n17576
01 1
.names asqrt[11] n17576 n17577
11 1
.names n16918 n16927 n17578
00 1
.names asqrt[11] n17578 n17579
11 1
.names n16925 n17579 n17580
00 1
.names n17577 n17580 n17581
00 1
.names asqrt[50] n17562 n17582
00 1
.names n17572 n17582 n17583
01 1
.names n17581 n17583 n17584
00 1
.names n17574 n17584 n17585
00 1
.names asqrt[51] n17585 n17586
10 1
.names n16937 n16939 n17587
10 1
.names n16930 n17587 n17588
01 1
.names asqrt[11] n17588 n17589
11 1
.names n16930 n16939 n17590
00 1
.names asqrt[11] n17590 n17591
11 1
.names n16937 n17591 n17592
00 1
.names n17589 n17592 n17593
00 1
.names asqrt[51] n17574 n17594
00 1
.names n17584 n17594 n17595
01 1
.names n17593 n17595 n17596
00 1
.names n17586 n17596 n17597
00 1
.names asqrt[52] n17597 n17598
10 1
.names n16942 n16949 n17599
01 1
.names n16951 n17599 n17600
01 1
.names asqrt[11] n17600 n17601
11 1
.names n16942 n16951 n17602
00 1
.names asqrt[11] n17602 n17603
11 1
.names n16949 n17603 n17604
00 1
.names n17601 n17604 n17605
00 1
.names asqrt[52] n17586 n17606
00 1
.names n17596 n17606 n17607
01 1
.names n17605 n17607 n17608
00 1
.names n17598 n17608 n17609
00 1
.names asqrt[53] n17609 n17610
10 1
.names n16961 n16963 n17611
10 1
.names n16954 n17611 n17612
01 1
.names asqrt[11] n17612 n17613
11 1
.names n16954 n16963 n17614
00 1
.names asqrt[11] n17614 n17615
11 1
.names n16961 n17615 n17616
00 1
.names n17613 n17616 n17617
00 1
.names asqrt[53] n17598 n17618
00 1
.names n17608 n17618 n17619
01 1
.names n17617 n17619 n17620
00 1
.names n17610 n17620 n17621
00 1
.names asqrt[54] n17621 n17622
10 1
.names asqrt[54] n17610 n17623
00 1
.names n17620 n17623 n17624
01 1
.names n16966 n16975 n17625
01 1
.names n16968 n17625 n17626
01 1
.names asqrt[11] n17626 n17627
11 1
.names n16966 n16968 n17628
00 1
.names asqrt[11] n17628 n17629
11 1
.names n16975 n17629 n17630
00 1
.names n17627 n17630 n17631
00 1
.names n17624 n17631 n17632
00 1
.names n17622 n17632 n17633
00 1
.names asqrt[55] n17633 n17634
10 1
.names n16985 n16987 n17635
10 1
.names n16978 n17635 n17636
01 1
.names asqrt[11] n17636 n17637
11 1
.names n16978 n16987 n17638
00 1
.names asqrt[11] n17638 n17639
11 1
.names n16985 n17639 n17640
00 1
.names n17637 n17640 n17641
00 1
.names asqrt[55] n17622 n17642
00 1
.names n17632 n17642 n17643
01 1
.names n17641 n17643 n17644
00 1
.names n17634 n17644 n17645
00 1
.names asqrt[56] n17645 n17646
10 1
.names n16990 n16997 n17647
01 1
.names n16999 n17647 n17648
01 1
.names asqrt[11] n17648 n17649
11 1
.names n16990 n16999 n17650
00 1
.names asqrt[11] n17650 n17651
11 1
.names n16997 n17651 n17652
00 1
.names n17649 n17652 n17653
00 1
.names asqrt[56] n17634 n17654
00 1
.names n17644 n17654 n17655
01 1
.names n17653 n17655 n17656
00 1
.names n17646 n17656 n17657
00 1
.names asqrt[57] n17657 n17658
10 1
.names n17009 n17011 n17659
10 1
.names n17002 n17659 n17660
01 1
.names asqrt[11] n17660 n17661
11 1
.names n17002 n17011 n17662
00 1
.names asqrt[11] n17662 n17663
11 1
.names n17009 n17663 n17664
00 1
.names n17661 n17664 n17665
00 1
.names asqrt[57] n17646 n17666
00 1
.names n17656 n17666 n17667
01 1
.names n17665 n17667 n17668
00 1
.names n17658 n17668 n17669
00 1
.names asqrt[58] n17669 n17670
10 1
.names n17014 n17021 n17671
01 1
.names n17023 n17671 n17672
01 1
.names asqrt[11] n17672 n17673
11 1
.names n17014 n17023 n17674
00 1
.names asqrt[11] n17674 n17675
11 1
.names n17021 n17675 n17676
00 1
.names n17673 n17676 n17677
00 1
.names asqrt[58] n17658 n17678
00 1
.names n17668 n17678 n17679
01 1
.names n17677 n17679 n17680
00 1
.names n17670 n17680 n17681
00 1
.names asqrt[59] n17681 n17682
10 1
.names n17033 n17035 n17683
10 1
.names n17026 n17683 n17684
01 1
.names asqrt[11] n17684 n17685
11 1
.names n17026 n17035 n17686
00 1
.names asqrt[11] n17686 n17687
11 1
.names n17033 n17687 n17688
00 1
.names n17685 n17688 n17689
00 1
.names asqrt[59] n17670 n17690
00 1
.names n17680 n17690 n17691
01 1
.names n17689 n17691 n17692
00 1
.names n17682 n17692 n17693
00 1
.names asqrt[60] n17693 n17694
10 1
.names n17038 n17045 n17695
01 1
.names n17047 n17695 n17696
01 1
.names asqrt[11] n17696 n17697
11 1
.names n17038 n17047 n17698
00 1
.names asqrt[11] n17698 n17699
11 1
.names n17045 n17699 n17700
00 1
.names n17697 n17700 n17701
00 1
.names asqrt[60] n17682 n17702
00 1
.names n17692 n17702 n17703
01 1
.names n17701 n17703 n17704
00 1
.names n17694 n17704 n17705
00 1
.names asqrt[61] n17705 n17706
10 1
.names n17057 n17059 n17707
10 1
.names n17050 n17707 n17708
01 1
.names asqrt[11] n17708 n17709
11 1
.names n17050 n17059 n17710
00 1
.names asqrt[11] n17710 n17711
11 1
.names n17057 n17711 n17712
00 1
.names n17709 n17712 n17713
00 1
.names asqrt[61] n17694 n17714
00 1
.names n17704 n17714 n17715
01 1
.names n17713 n17715 n17716
00 1
.names n17706 n17716 n17717
00 1
.names asqrt[62] n17717 n17718
10 1
.names n17062 n17069 n17719
01 1
.names n17071 n17719 n17720
01 1
.names asqrt[11] n17720 n17721
11 1
.names n17062 n17071 n17722
00 1
.names asqrt[11] n17722 n17723
11 1
.names n17069 n17723 n17724
00 1
.names n17721 n17724 n17725
00 1
.names asqrt[62] n17706 n17726
00 1
.names n17716 n17726 n17727
01 1
.names n17725 n17727 n17728
00 1
.names n17718 n17728 n17729
00 1
.names n17081 n17083 n17730
10 1
.names n17074 n17730 n17731
01 1
.names asqrt[11] n17731 n17732
11 1
.names n17074 n17083 n17733
00 1
.names asqrt[11] n17733 n17734
11 1
.names n17081 n17734 n17735
00 1
.names n17732 n17735 n17736
00 1
.names n17085 n17092 n17737
00 1
.names asqrt[11] n17737 n17738
11 1
.names n17100 n17738 n17739
00 1
.names n17736 n17739 n17740
01 1
.names n17729 n17740 n17741
01 1
.names asqrt[63] n17741 n17742
00 1
.names n17718 n17736 n17743
01 1
.names n17728 n17743 n17744
01 1
.names n17092 asqrt[11] n17745
01 1
.names n17085 n17745 n17746
10 1
.names asqrt[63] n17737 n17747
10 1
.names n17746 n17747 n17748
01 1
.names n17088 n17109 n17749
00 1
.names n17091 n17749 n17750
01 1
.names n17104 n17750 n17751
01 1
.names n17100 n17751 n17752
01 1
.names n17098 n17752 n17753
01 1
.names n17748 n17753 n17754
00 1
.names n17744 n17754 n17755
01 1
.names n17742 n17755 asqrt[10]
01 0
.names a[20] asqrt[10] n17757
11 1
.names a[18] a[19] n17758
00 1
.names a[20] n17758 n17759
01 1
.names n17757 n17759 n17760
00 1
.names asqrt[11] n17760 n17761
10 1
.names n17109 n17759 n17762
00 1
.names n17104 n17762 n17763
01 1
.names n17100 n17763 n17764
01 1
.names n17098 n17764 n17765
01 1
.names n17757 n17765 n17766
01 1
.names a[20] asqrt[10] n17767
01 1
.names a[21] n17767 n17768
10 1
.names n17114 asqrt[10] n17769
11 1
.names n17768 n17769 n17770
00 1
.names n17766 n17770 n17771
01 1
.names n17761 n17771 n17772
00 1
.names asqrt[12] n17772 n17773
10 1
.names asqrt[12] n17761 n17774
00 1
.names n17771 n17774 n17775
01 1
.names asqrt[11] n17753 n17776
10 1
.names n17748 n17776 n17777
01 1
.names n17744 n17777 n17778
01 1
.names n17742 n17778 n17779
01 1
.names n17769 n17779 n17780
00 1
.names a[22] n17780 n17781
10 1
.names a[22] n17779 n17782
00 1
.names n17769 n17782 n17783
01 1
.names n17781 n17783 n17784
00 1
.names n17775 n17784 n17785
00 1
.names n17773 n17785 n17786
00 1
.names asqrt[13] n17786 n17787
10 1
.names n17117 n17122 n17788
00 1
.names n17126 n17788 n17789
01 1
.names asqrt[10] n17789 n17790
11 1
.names asqrt[10] n17788 n17791
11 1
.names n17126 n17791 n17792
10 1
.names n17790 n17792 n17793
00 1
.names asqrt[13] n17773 n17794
00 1
.names n17785 n17794 n17795
01 1
.names n17793 n17795 n17796
00 1
.names n17787 n17796 n17797
00 1
.names asqrt[14] n17797 n17798
10 1
.names n17131 n17140 n17799
01 1
.names n17129 n17799 n17800
01 1
.names asqrt[10] n17800 n17801
11 1
.names n17129 n17131 n17802
00 1
.names asqrt[10] n17802 n17803
11 1
.names n17140 n17803 n17804
00 1
.names n17801 n17804 n17805
00 1
.names asqrt[14] n17787 n17806
00 1
.names n17796 n17806 n17807
01 1
.names n17805 n17807 n17808
00 1
.names n17798 n17808 n17809
00 1
.names asqrt[15] n17809 n17810
10 1
.names n17143 n17149 n17811
01 1
.names n17151 n17811 n17812
01 1
.names asqrt[10] n17812 n17813
11 1
.names n17143 n17151 n17814
00 1
.names asqrt[10] n17814 n17815
11 1
.names n17149 n17815 n17816
00 1
.names n17813 n17816 n17817
00 1
.names asqrt[15] n17798 n17818
00 1
.names n17808 n17818 n17819
01 1
.names n17817 n17819 n17820
00 1
.names n17810 n17820 n17821
00 1
.names asqrt[16] n17821 n17822
10 1
.names n17161 n17163 n17823
10 1
.names n17154 n17823 n17824
01 1
.names asqrt[10] n17824 n17825
11 1
.names n17154 n17163 n17826
00 1
.names asqrt[10] n17826 n17827
11 1
.names n17161 n17827 n17828
00 1
.names n17825 n17828 n17829
00 1
.names asqrt[16] n17810 n17830
00 1
.names n17820 n17830 n17831
01 1
.names n17829 n17831 n17832
00 1
.names n17822 n17832 n17833
00 1
.names asqrt[17] n17833 n17834
10 1
.names n17166 n17173 n17835
01 1
.names n17175 n17835 n17836
01 1
.names asqrt[10] n17836 n17837
11 1
.names n17166 n17175 n17838
00 1
.names asqrt[10] n17838 n17839
11 1
.names n17173 n17839 n17840
00 1
.names n17837 n17840 n17841
00 1
.names asqrt[17] n17822 n17842
00 1
.names n17832 n17842 n17843
01 1
.names n17841 n17843 n17844
00 1
.names n17834 n17844 n17845
00 1
.names asqrt[18] n17845 n17846
10 1
.names n17185 n17187 n17847
10 1
.names n17178 n17847 n17848
01 1
.names asqrt[10] n17848 n17849
11 1
.names n17178 n17187 n17850
00 1
.names asqrt[10] n17850 n17851
11 1
.names n17185 n17851 n17852
00 1
.names n17849 n17852 n17853
00 1
.names asqrt[18] n17834 n17854
00 1
.names n17844 n17854 n17855
01 1
.names n17853 n17855 n17856
00 1
.names n17846 n17856 n17857
00 1
.names asqrt[19] n17857 n17858
10 1
.names n17190 n17197 n17859
01 1
.names n17199 n17859 n17860
01 1
.names asqrt[10] n17860 n17861
11 1
.names n17190 n17199 n17862
00 1
.names asqrt[10] n17862 n17863
11 1
.names n17197 n17863 n17864
00 1
.names n17861 n17864 n17865
00 1
.names asqrt[19] n17846 n17866
00 1
.names n17856 n17866 n17867
01 1
.names n17865 n17867 n17868
00 1
.names n17858 n17868 n17869
00 1
.names asqrt[20] n17869 n17870
10 1
.names n17209 n17211 n17871
10 1
.names n17202 n17871 n17872
01 1
.names asqrt[10] n17872 n17873
11 1
.names n17202 n17211 n17874
00 1
.names asqrt[10] n17874 n17875
11 1
.names n17209 n17875 n17876
00 1
.names n17873 n17876 n17877
00 1
.names asqrt[20] n17858 n17878
00 1
.names n17868 n17878 n17879
01 1
.names n17877 n17879 n17880
00 1
.names n17870 n17880 n17881
00 1
.names asqrt[21] n17881 n17882
10 1
.names n17214 n17221 n17883
01 1
.names n17223 n17883 n17884
01 1
.names asqrt[10] n17884 n17885
11 1
.names n17214 n17223 n17886
00 1
.names asqrt[10] n17886 n17887
11 1
.names n17221 n17887 n17888
00 1
.names n17885 n17888 n17889
00 1
.names asqrt[21] n17870 n17890
00 1
.names n17880 n17890 n17891
01 1
.names n17889 n17891 n17892
00 1
.names n17882 n17892 n17893
00 1
.names asqrt[22] n17893 n17894
10 1
.names n17233 n17235 n17895
10 1
.names n17226 n17895 n17896
01 1
.names asqrt[10] n17896 n17897
11 1
.names n17226 n17235 n17898
00 1
.names asqrt[10] n17898 n17899
11 1
.names n17233 n17899 n17900
00 1
.names n17897 n17900 n17901
00 1
.names asqrt[22] n17882 n17902
00 1
.names n17892 n17902 n17903
01 1
.names n17901 n17903 n17904
00 1
.names n17894 n17904 n17905
00 1
.names asqrt[23] n17905 n17906
10 1
.names n17238 n17245 n17907
01 1
.names n17247 n17907 n17908
01 1
.names asqrt[10] n17908 n17909
11 1
.names n17238 n17247 n17910
00 1
.names asqrt[10] n17910 n17911
11 1
.names n17245 n17911 n17912
00 1
.names n17909 n17912 n17913
00 1
.names asqrt[23] n17894 n17914
00 1
.names n17904 n17914 n17915
01 1
.names n17913 n17915 n17916
00 1
.names n17906 n17916 n17917
00 1
.names asqrt[24] n17917 n17918
10 1
.names n17257 n17259 n17919
10 1
.names n17250 n17919 n17920
01 1
.names asqrt[10] n17920 n17921
11 1
.names n17250 n17259 n17922
00 1
.names asqrt[10] n17922 n17923
11 1
.names n17257 n17923 n17924
00 1
.names n17921 n17924 n17925
00 1
.names asqrt[24] n17906 n17926
00 1
.names n17916 n17926 n17927
01 1
.names n17925 n17927 n17928
00 1
.names n17918 n17928 n17929
00 1
.names asqrt[25] n17929 n17930
10 1
.names n17262 n17269 n17931
01 1
.names n17271 n17931 n17932
01 1
.names asqrt[10] n17932 n17933
11 1
.names n17262 n17271 n17934
00 1
.names asqrt[10] n17934 n17935
11 1
.names n17269 n17935 n17936
00 1
.names n17933 n17936 n17937
00 1
.names asqrt[25] n17918 n17938
00 1
.names n17928 n17938 n17939
01 1
.names n17937 n17939 n17940
00 1
.names n17930 n17940 n17941
00 1
.names asqrt[26] n17941 n17942
10 1
.names n17281 n17283 n17943
10 1
.names n17274 n17943 n17944
01 1
.names asqrt[10] n17944 n17945
11 1
.names n17274 n17283 n17946
00 1
.names asqrt[10] n17946 n17947
11 1
.names n17281 n17947 n17948
00 1
.names n17945 n17948 n17949
00 1
.names asqrt[26] n17930 n17950
00 1
.names n17940 n17950 n17951
01 1
.names n17949 n17951 n17952
00 1
.names n17942 n17952 n17953
00 1
.names asqrt[27] n17953 n17954
10 1
.names n17286 n17293 n17955
01 1
.names n17295 n17955 n17956
01 1
.names asqrt[10] n17956 n17957
11 1
.names n17286 n17295 n17958
00 1
.names asqrt[10] n17958 n17959
11 1
.names n17293 n17959 n17960
00 1
.names n17957 n17960 n17961
00 1
.names asqrt[27] n17942 n17962
00 1
.names n17952 n17962 n17963
01 1
.names n17961 n17963 n17964
00 1
.names n17954 n17964 n17965
00 1
.names asqrt[28] n17965 n17966
10 1
.names n17305 n17307 n17967
10 1
.names n17298 n17967 n17968
01 1
.names asqrt[10] n17968 n17969
11 1
.names n17298 n17307 n17970
00 1
.names asqrt[10] n17970 n17971
11 1
.names n17305 n17971 n17972
00 1
.names n17969 n17972 n17973
00 1
.names asqrt[28] n17954 n17974
00 1
.names n17964 n17974 n17975
01 1
.names n17973 n17975 n17976
00 1
.names n17966 n17976 n17977
00 1
.names asqrt[29] n17977 n17978
10 1
.names n17310 n17317 n17979
01 1
.names n17319 n17979 n17980
01 1
.names asqrt[10] n17980 n17981
11 1
.names n17310 n17319 n17982
00 1
.names asqrt[10] n17982 n17983
11 1
.names n17317 n17983 n17984
00 1
.names n17981 n17984 n17985
00 1
.names asqrt[29] n17966 n17986
00 1
.names n17976 n17986 n17987
01 1
.names n17985 n17987 n17988
00 1
.names n17978 n17988 n17989
00 1
.names asqrt[30] n17989 n17990
10 1
.names n17329 n17331 n17991
10 1
.names n17322 n17991 n17992
01 1
.names asqrt[10] n17992 n17993
11 1
.names n17322 n17331 n17994
00 1
.names asqrt[10] n17994 n17995
11 1
.names n17329 n17995 n17996
00 1
.names n17993 n17996 n17997
00 1
.names asqrt[30] n17978 n17998
00 1
.names n17988 n17998 n17999
01 1
.names n17997 n17999 n18000
00 1
.names n17990 n18000 n18001
00 1
.names asqrt[31] n18001 n18002
10 1
.names n17334 n17341 n18003
01 1
.names n17343 n18003 n18004
01 1
.names asqrt[10] n18004 n18005
11 1
.names n17334 n17343 n18006
00 1
.names asqrt[10] n18006 n18007
11 1
.names n17341 n18007 n18008
00 1
.names n18005 n18008 n18009
00 1
.names asqrt[31] n17990 n18010
00 1
.names n18000 n18010 n18011
01 1
.names n18009 n18011 n18012
00 1
.names n18002 n18012 n18013
00 1
.names asqrt[32] n18013 n18014
10 1
.names n17353 n17355 n18015
10 1
.names n17346 n18015 n18016
01 1
.names asqrt[10] n18016 n18017
11 1
.names n17346 n17355 n18018
00 1
.names asqrt[10] n18018 n18019
11 1
.names n17353 n18019 n18020
00 1
.names n18017 n18020 n18021
00 1
.names asqrt[32] n18002 n18022
00 1
.names n18012 n18022 n18023
01 1
.names n18021 n18023 n18024
00 1
.names n18014 n18024 n18025
00 1
.names asqrt[33] n18025 n18026
10 1
.names n17358 n17365 n18027
01 1
.names n17367 n18027 n18028
01 1
.names asqrt[10] n18028 n18029
11 1
.names n17358 n17367 n18030
00 1
.names asqrt[10] n18030 n18031
11 1
.names n17365 n18031 n18032
00 1
.names n18029 n18032 n18033
00 1
.names asqrt[33] n18014 n18034
00 1
.names n18024 n18034 n18035
01 1
.names n18033 n18035 n18036
00 1
.names n18026 n18036 n18037
00 1
.names asqrt[34] n18037 n18038
10 1
.names n17377 n17379 n18039
10 1
.names n17370 n18039 n18040
01 1
.names asqrt[10] n18040 n18041
11 1
.names n17370 n17379 n18042
00 1
.names asqrt[10] n18042 n18043
11 1
.names n17377 n18043 n18044
00 1
.names n18041 n18044 n18045
00 1
.names asqrt[34] n18026 n18046
00 1
.names n18036 n18046 n18047
01 1
.names n18045 n18047 n18048
00 1
.names n18038 n18048 n18049
00 1
.names asqrt[35] n18049 n18050
10 1
.names n17382 n17389 n18051
01 1
.names n17391 n18051 n18052
01 1
.names asqrt[10] n18052 n18053
11 1
.names n17382 n17391 n18054
00 1
.names asqrt[10] n18054 n18055
11 1
.names n17389 n18055 n18056
00 1
.names n18053 n18056 n18057
00 1
.names asqrt[35] n18038 n18058
00 1
.names n18048 n18058 n18059
01 1
.names n18057 n18059 n18060
00 1
.names n18050 n18060 n18061
00 1
.names asqrt[36] n18061 n18062
10 1
.names n17401 n17403 n18063
10 1
.names n17394 n18063 n18064
01 1
.names asqrt[10] n18064 n18065
11 1
.names n17394 n17403 n18066
00 1
.names asqrt[10] n18066 n18067
11 1
.names n17401 n18067 n18068
00 1
.names n18065 n18068 n18069
00 1
.names asqrt[36] n18050 n18070
00 1
.names n18060 n18070 n18071
01 1
.names n18069 n18071 n18072
00 1
.names n18062 n18072 n18073
00 1
.names asqrt[37] n18073 n18074
10 1
.names n17406 n17413 n18075
01 1
.names n17415 n18075 n18076
01 1
.names asqrt[10] n18076 n18077
11 1
.names n17406 n17415 n18078
00 1
.names asqrt[10] n18078 n18079
11 1
.names n17413 n18079 n18080
00 1
.names n18077 n18080 n18081
00 1
.names asqrt[37] n18062 n18082
00 1
.names n18072 n18082 n18083
01 1
.names n18081 n18083 n18084
00 1
.names n18074 n18084 n18085
00 1
.names asqrt[38] n18085 n18086
10 1
.names n17425 n17427 n18087
10 1
.names n17418 n18087 n18088
01 1
.names asqrt[10] n18088 n18089
11 1
.names n17418 n17427 n18090
00 1
.names asqrt[10] n18090 n18091
11 1
.names n17425 n18091 n18092
00 1
.names n18089 n18092 n18093
00 1
.names asqrt[38] n18074 n18094
00 1
.names n18084 n18094 n18095
01 1
.names n18093 n18095 n18096
00 1
.names n18086 n18096 n18097
00 1
.names asqrt[39] n18097 n18098
10 1
.names n17430 n17437 n18099
01 1
.names n17439 n18099 n18100
01 1
.names asqrt[10] n18100 n18101
11 1
.names n17430 n17439 n18102
00 1
.names asqrt[10] n18102 n18103
11 1
.names n17437 n18103 n18104
00 1
.names n18101 n18104 n18105
00 1
.names asqrt[39] n18086 n18106
00 1
.names n18096 n18106 n18107
01 1
.names n18105 n18107 n18108
00 1
.names n18098 n18108 n18109
00 1
.names asqrt[40] n18109 n18110
10 1
.names n17449 n17451 n18111
10 1
.names n17442 n18111 n18112
01 1
.names asqrt[10] n18112 n18113
11 1
.names n17442 n17451 n18114
00 1
.names asqrt[10] n18114 n18115
11 1
.names n17449 n18115 n18116
00 1
.names n18113 n18116 n18117
00 1
.names asqrt[40] n18098 n18118
00 1
.names n18108 n18118 n18119
01 1
.names n18117 n18119 n18120
00 1
.names n18110 n18120 n18121
00 1
.names asqrt[41] n18121 n18122
10 1
.names n17454 n17461 n18123
01 1
.names n17463 n18123 n18124
01 1
.names asqrt[10] n18124 n18125
11 1
.names n17454 n17463 n18126
00 1
.names asqrt[10] n18126 n18127
11 1
.names n17461 n18127 n18128
00 1
.names n18125 n18128 n18129
00 1
.names asqrt[41] n18110 n18130
00 1
.names n18120 n18130 n18131
01 1
.names n18129 n18131 n18132
00 1
.names n18122 n18132 n18133
00 1
.names asqrt[42] n18133 n18134
10 1
.names n17473 n17475 n18135
10 1
.names n17466 n18135 n18136
01 1
.names asqrt[10] n18136 n18137
11 1
.names n17466 n17475 n18138
00 1
.names asqrt[10] n18138 n18139
11 1
.names n17473 n18139 n18140
00 1
.names n18137 n18140 n18141
00 1
.names asqrt[42] n18122 n18142
00 1
.names n18132 n18142 n18143
01 1
.names n18141 n18143 n18144
00 1
.names n18134 n18144 n18145
00 1
.names asqrt[43] n18145 n18146
10 1
.names n17478 n17485 n18147
01 1
.names n17487 n18147 n18148
01 1
.names asqrt[10] n18148 n18149
11 1
.names n17478 n17487 n18150
00 1
.names asqrt[10] n18150 n18151
11 1
.names n17485 n18151 n18152
00 1
.names n18149 n18152 n18153
00 1
.names asqrt[43] n18134 n18154
00 1
.names n18144 n18154 n18155
01 1
.names n18153 n18155 n18156
00 1
.names n18146 n18156 n18157
00 1
.names asqrt[44] n18157 n18158
10 1
.names n17497 n17499 n18159
10 1
.names n17490 n18159 n18160
01 1
.names asqrt[10] n18160 n18161
11 1
.names n17490 n17499 n18162
00 1
.names asqrt[10] n18162 n18163
11 1
.names n17497 n18163 n18164
00 1
.names n18161 n18164 n18165
00 1
.names asqrt[44] n18146 n18166
00 1
.names n18156 n18166 n18167
01 1
.names n18165 n18167 n18168
00 1
.names n18158 n18168 n18169
00 1
.names asqrt[45] n18169 n18170
10 1
.names n17502 n17509 n18171
01 1
.names n17511 n18171 n18172
01 1
.names asqrt[10] n18172 n18173
11 1
.names n17502 n17511 n18174
00 1
.names asqrt[10] n18174 n18175
11 1
.names n17509 n18175 n18176
00 1
.names n18173 n18176 n18177
00 1
.names asqrt[45] n18158 n18178
00 1
.names n18168 n18178 n18179
01 1
.names n18177 n18179 n18180
00 1
.names n18170 n18180 n18181
00 1
.names asqrt[46] n18181 n18182
10 1
.names n17521 n17523 n18183
10 1
.names n17514 n18183 n18184
01 1
.names asqrt[10] n18184 n18185
11 1
.names n17514 n17523 n18186
00 1
.names asqrt[10] n18186 n18187
11 1
.names n17521 n18187 n18188
00 1
.names n18185 n18188 n18189
00 1
.names asqrt[46] n18170 n18190
00 1
.names n18180 n18190 n18191
01 1
.names n18189 n18191 n18192
00 1
.names n18182 n18192 n18193
00 1
.names asqrt[47] n18193 n18194
10 1
.names n17526 n17533 n18195
01 1
.names n17535 n18195 n18196
01 1
.names asqrt[10] n18196 n18197
11 1
.names n17526 n17535 n18198
00 1
.names asqrt[10] n18198 n18199
11 1
.names n17533 n18199 n18200
00 1
.names n18197 n18200 n18201
00 1
.names asqrt[47] n18182 n18202
00 1
.names n18192 n18202 n18203
01 1
.names n18201 n18203 n18204
00 1
.names n18194 n18204 n18205
00 1
.names asqrt[48] n18205 n18206
10 1
.names n17545 n17547 n18207
10 1
.names n17538 n18207 n18208
01 1
.names asqrt[10] n18208 n18209
11 1
.names n17538 n17547 n18210
00 1
.names asqrt[10] n18210 n18211
11 1
.names n17545 n18211 n18212
00 1
.names n18209 n18212 n18213
00 1
.names asqrt[48] n18194 n18214
00 1
.names n18204 n18214 n18215
01 1
.names n18213 n18215 n18216
00 1
.names n18206 n18216 n18217
00 1
.names asqrt[49] n18217 n18218
10 1
.names n17550 n17557 n18219
01 1
.names n17559 n18219 n18220
01 1
.names asqrt[10] n18220 n18221
11 1
.names n17550 n17559 n18222
00 1
.names asqrt[10] n18222 n18223
11 1
.names n17557 n18223 n18224
00 1
.names n18221 n18224 n18225
00 1
.names asqrt[49] n18206 n18226
00 1
.names n18216 n18226 n18227
01 1
.names n18225 n18227 n18228
00 1
.names n18218 n18228 n18229
00 1
.names asqrt[50] n18229 n18230
10 1
.names n17569 n17571 n18231
10 1
.names n17562 n18231 n18232
01 1
.names asqrt[10] n18232 n18233
11 1
.names n17562 n17571 n18234
00 1
.names asqrt[10] n18234 n18235
11 1
.names n17569 n18235 n18236
00 1
.names n18233 n18236 n18237
00 1
.names asqrt[50] n18218 n18238
00 1
.names n18228 n18238 n18239
01 1
.names n18237 n18239 n18240
00 1
.names n18230 n18240 n18241
00 1
.names asqrt[51] n18241 n18242
10 1
.names n17574 n17581 n18243
01 1
.names n17583 n18243 n18244
01 1
.names asqrt[10] n18244 n18245
11 1
.names n17574 n17583 n18246
00 1
.names asqrt[10] n18246 n18247
11 1
.names n17581 n18247 n18248
00 1
.names n18245 n18248 n18249
00 1
.names asqrt[51] n18230 n18250
00 1
.names n18240 n18250 n18251
01 1
.names n18249 n18251 n18252
00 1
.names n18242 n18252 n18253
00 1
.names asqrt[52] n18253 n18254
10 1
.names n17593 n17595 n18255
10 1
.names n17586 n18255 n18256
01 1
.names asqrt[10] n18256 n18257
11 1
.names n17586 n17595 n18258
00 1
.names asqrt[10] n18258 n18259
11 1
.names n17593 n18259 n18260
00 1
.names n18257 n18260 n18261
00 1
.names asqrt[52] n18242 n18262
00 1
.names n18252 n18262 n18263
01 1
.names n18261 n18263 n18264
00 1
.names n18254 n18264 n18265
00 1
.names asqrt[53] n18265 n18266
10 1
.names n17598 n17605 n18267
01 1
.names n17607 n18267 n18268
01 1
.names asqrt[10] n18268 n18269
11 1
.names n17598 n17607 n18270
00 1
.names asqrt[10] n18270 n18271
11 1
.names n17605 n18271 n18272
00 1
.names n18269 n18272 n18273
00 1
.names asqrt[53] n18254 n18274
00 1
.names n18264 n18274 n18275
01 1
.names n18273 n18275 n18276
00 1
.names n18266 n18276 n18277
00 1
.names asqrt[54] n18277 n18278
10 1
.names n17617 n17619 n18279
10 1
.names n17610 n18279 n18280
01 1
.names asqrt[10] n18280 n18281
11 1
.names n17610 n17619 n18282
00 1
.names asqrt[10] n18282 n18283
11 1
.names n17617 n18283 n18284
00 1
.names n18281 n18284 n18285
00 1
.names asqrt[54] n18266 n18286
00 1
.names n18276 n18286 n18287
01 1
.names n18285 n18287 n18288
00 1
.names n18278 n18288 n18289
00 1
.names asqrt[55] n18289 n18290
10 1
.names asqrt[55] n18278 n18291
00 1
.names n18288 n18291 n18292
01 1
.names n17622 n17631 n18293
01 1
.names n17624 n18293 n18294
01 1
.names asqrt[10] n18294 n18295
11 1
.names n17622 n17624 n18296
00 1
.names asqrt[10] n18296 n18297
11 1
.names n17631 n18297 n18298
00 1
.names n18295 n18298 n18299
00 1
.names n18292 n18299 n18300
00 1
.names n18290 n18300 n18301
00 1
.names asqrt[56] n18301 n18302
10 1
.names n17641 n17643 n18303
10 1
.names n17634 n18303 n18304
01 1
.names asqrt[10] n18304 n18305
11 1
.names n17634 n17643 n18306
00 1
.names asqrt[10] n18306 n18307
11 1
.names n17641 n18307 n18308
00 1
.names n18305 n18308 n18309
00 1
.names asqrt[56] n18290 n18310
00 1
.names n18300 n18310 n18311
01 1
.names n18309 n18311 n18312
00 1
.names n18302 n18312 n18313
00 1
.names asqrt[57] n18313 n18314
10 1
.names n17646 n17653 n18315
01 1
.names n17655 n18315 n18316
01 1
.names asqrt[10] n18316 n18317
11 1
.names n17646 n17655 n18318
00 1
.names asqrt[10] n18318 n18319
11 1
.names n17653 n18319 n18320
00 1
.names n18317 n18320 n18321
00 1
.names asqrt[57] n18302 n18322
00 1
.names n18312 n18322 n18323
01 1
.names n18321 n18323 n18324
00 1
.names n18314 n18324 n18325
00 1
.names asqrt[58] n18325 n18326
10 1
.names n17665 n17667 n18327
10 1
.names n17658 n18327 n18328
01 1
.names asqrt[10] n18328 n18329
11 1
.names n17658 n17667 n18330
00 1
.names asqrt[10] n18330 n18331
11 1
.names n17665 n18331 n18332
00 1
.names n18329 n18332 n18333
00 1
.names asqrt[58] n18314 n18334
00 1
.names n18324 n18334 n18335
01 1
.names n18333 n18335 n18336
00 1
.names n18326 n18336 n18337
00 1
.names asqrt[59] n18337 n18338
10 1
.names n17670 n17677 n18339
01 1
.names n17679 n18339 n18340
01 1
.names asqrt[10] n18340 n18341
11 1
.names n17670 n17679 n18342
00 1
.names asqrt[10] n18342 n18343
11 1
.names n17677 n18343 n18344
00 1
.names n18341 n18344 n18345
00 1
.names asqrt[59] n18326 n18346
00 1
.names n18336 n18346 n18347
01 1
.names n18345 n18347 n18348
00 1
.names n18338 n18348 n18349
00 1
.names asqrt[60] n18349 n18350
10 1
.names n17689 n17691 n18351
10 1
.names n17682 n18351 n18352
01 1
.names asqrt[10] n18352 n18353
11 1
.names n17682 n17691 n18354
00 1
.names asqrt[10] n18354 n18355
11 1
.names n17689 n18355 n18356
00 1
.names n18353 n18356 n18357
00 1
.names asqrt[60] n18338 n18358
00 1
.names n18348 n18358 n18359
01 1
.names n18357 n18359 n18360
00 1
.names n18350 n18360 n18361
00 1
.names asqrt[61] n18361 n18362
10 1
.names n17694 n17701 n18363
01 1
.names n17703 n18363 n18364
01 1
.names asqrt[10] n18364 n18365
11 1
.names n17694 n17703 n18366
00 1
.names asqrt[10] n18366 n18367
11 1
.names n17701 n18367 n18368
00 1
.names n18365 n18368 n18369
00 1
.names asqrt[61] n18350 n18370
00 1
.names n18360 n18370 n18371
01 1
.names n18369 n18371 n18372
00 1
.names n18362 n18372 n18373
00 1
.names asqrt[62] n18373 n18374
10 1
.names n17713 n17715 n18375
10 1
.names n17706 n18375 n18376
01 1
.names asqrt[10] n18376 n18377
11 1
.names n17706 n17715 n18378
00 1
.names asqrt[10] n18378 n18379
11 1
.names n17713 n18379 n18380
00 1
.names n18377 n18380 n18381
00 1
.names asqrt[62] n18362 n18382
00 1
.names n18372 n18382 n18383
01 1
.names n18381 n18383 n18384
00 1
.names n18374 n18384 n18385
00 1
.names n17718 n17725 n18386
01 1
.names n17727 n18386 n18387
01 1
.names asqrt[10] n18387 n18388
11 1
.names n17718 n17727 n18389
00 1
.names asqrt[10] n18389 n18390
11 1
.names n17725 n18390 n18391
00 1
.names n18388 n18391 n18392
00 1
.names n17729 n17736 n18393
00 1
.names asqrt[10] n18393 n18394
11 1
.names n17744 n18394 n18395
00 1
.names n18392 n18395 n18396
01 1
.names n18385 n18396 n18397
01 1
.names asqrt[63] n18397 n18398
00 1
.names n18374 n18392 n18399
01 1
.names n18384 n18399 n18400
01 1
.names n17736 asqrt[10] n18401
01 1
.names n17729 n18401 n18402
10 1
.names asqrt[63] n18393 n18403
10 1
.names n18402 n18403 n18404
01 1
.names n17732 n17753 n18405
00 1
.names n17735 n18405 n18406
01 1
.names n17748 n18406 n18407
01 1
.names n17744 n18407 n18408
01 1
.names n17742 n18408 n18409
01 1
.names n18404 n18409 n18410
00 1
.names n18400 n18410 n18411
01 1
.names n18398 n18411 asqrt[9]
01 0
.names a[18] asqrt[9] n18413
11 1
.names a[16] a[17] n18414
00 1
.names a[18] n18414 n18415
01 1
.names n18413 n18415 n18416
00 1
.names asqrt[10] n18416 n18417
10 1
.names n17753 n18415 n18418
00 1
.names n17748 n18418 n18419
01 1
.names n17744 n18419 n18420
01 1
.names n17742 n18420 n18421
01 1
.names n18413 n18421 n18422
01 1
.names a[18] asqrt[9] n18423
01 1
.names a[19] n18423 n18424
10 1
.names n17758 asqrt[9] n18425
11 1
.names n18424 n18425 n18426
00 1
.names n18422 n18426 n18427
01 1
.names n18417 n18427 n18428
00 1
.names asqrt[11] n18428 n18429
10 1
.names asqrt[11] n18417 n18430
00 1
.names n18427 n18430 n18431
01 1
.names asqrt[10] n18409 n18432
10 1
.names n18404 n18432 n18433
01 1
.names n18400 n18433 n18434
01 1
.names n18398 n18434 n18435
01 1
.names n18425 n18435 n18436
00 1
.names a[20] n18436 n18437
10 1
.names a[20] n18435 n18438
00 1
.names n18425 n18438 n18439
01 1
.names n18437 n18439 n18440
00 1
.names n18431 n18440 n18441
00 1
.names n18429 n18441 n18442
00 1
.names asqrt[12] n18442 n18443
10 1
.names n17761 n17766 n18444
00 1
.names n17770 n18444 n18445
01 1
.names asqrt[9] n18445 n18446
11 1
.names asqrt[9] n18444 n18447
11 1
.names n17770 n18447 n18448
10 1
.names n18446 n18448 n18449
00 1
.names asqrt[12] n18429 n18450
00 1
.names n18441 n18450 n18451
01 1
.names n18449 n18451 n18452
00 1
.names n18443 n18452 n18453
00 1
.names asqrt[13] n18453 n18454
10 1
.names n17775 n17784 n18455
01 1
.names n17773 n18455 n18456
01 1
.names asqrt[9] n18456 n18457
11 1
.names n17773 n17775 n18458
00 1
.names asqrt[9] n18458 n18459
11 1
.names n17784 n18459 n18460
00 1
.names n18457 n18460 n18461
00 1
.names asqrt[13] n18443 n18462
00 1
.names n18452 n18462 n18463
01 1
.names n18461 n18463 n18464
00 1
.names n18454 n18464 n18465
00 1
.names asqrt[14] n18465 n18466
10 1
.names n17787 n17793 n18467
01 1
.names n17795 n18467 n18468
01 1
.names asqrt[9] n18468 n18469
11 1
.names n17787 n17795 n18470
00 1
.names asqrt[9] n18470 n18471
11 1
.names n17793 n18471 n18472
00 1
.names n18469 n18472 n18473
00 1
.names asqrt[14] n18454 n18474
00 1
.names n18464 n18474 n18475
01 1
.names n18473 n18475 n18476
00 1
.names n18466 n18476 n18477
00 1
.names asqrt[15] n18477 n18478
10 1
.names n17805 n17807 n18479
10 1
.names n17798 n18479 n18480
01 1
.names asqrt[9] n18480 n18481
11 1
.names n17798 n17807 n18482
00 1
.names asqrt[9] n18482 n18483
11 1
.names n17805 n18483 n18484
00 1
.names n18481 n18484 n18485
00 1
.names asqrt[15] n18466 n18486
00 1
.names n18476 n18486 n18487
01 1
.names n18485 n18487 n18488
00 1
.names n18478 n18488 n18489
00 1
.names asqrt[16] n18489 n18490
10 1
.names n17810 n17817 n18491
01 1
.names n17819 n18491 n18492
01 1
.names asqrt[9] n18492 n18493
11 1
.names n17810 n17819 n18494
00 1
.names asqrt[9] n18494 n18495
11 1
.names n17817 n18495 n18496
00 1
.names n18493 n18496 n18497
00 1
.names asqrt[16] n18478 n18498
00 1
.names n18488 n18498 n18499
01 1
.names n18497 n18499 n18500
00 1
.names n18490 n18500 n18501
00 1
.names asqrt[17] n18501 n18502
10 1
.names n17829 n17831 n18503
10 1
.names n17822 n18503 n18504
01 1
.names asqrt[9] n18504 n18505
11 1
.names n17822 n17831 n18506
00 1
.names asqrt[9] n18506 n18507
11 1
.names n17829 n18507 n18508
00 1
.names n18505 n18508 n18509
00 1
.names asqrt[17] n18490 n18510
00 1
.names n18500 n18510 n18511
01 1
.names n18509 n18511 n18512
00 1
.names n18502 n18512 n18513
00 1
.names asqrt[18] n18513 n18514
10 1
.names n17834 n17841 n18515
01 1
.names n17843 n18515 n18516
01 1
.names asqrt[9] n18516 n18517
11 1
.names n17834 n17843 n18518
00 1
.names asqrt[9] n18518 n18519
11 1
.names n17841 n18519 n18520
00 1
.names n18517 n18520 n18521
00 1
.names asqrt[18] n18502 n18522
00 1
.names n18512 n18522 n18523
01 1
.names n18521 n18523 n18524
00 1
.names n18514 n18524 n18525
00 1
.names asqrt[19] n18525 n18526
10 1
.names n17853 n17855 n18527
10 1
.names n17846 n18527 n18528
01 1
.names asqrt[9] n18528 n18529
11 1
.names n17846 n17855 n18530
00 1
.names asqrt[9] n18530 n18531
11 1
.names n17853 n18531 n18532
00 1
.names n18529 n18532 n18533
00 1
.names asqrt[19] n18514 n18534
00 1
.names n18524 n18534 n18535
01 1
.names n18533 n18535 n18536
00 1
.names n18526 n18536 n18537
00 1
.names asqrt[20] n18537 n18538
10 1
.names n17858 n17865 n18539
01 1
.names n17867 n18539 n18540
01 1
.names asqrt[9] n18540 n18541
11 1
.names n17858 n17867 n18542
00 1
.names asqrt[9] n18542 n18543
11 1
.names n17865 n18543 n18544
00 1
.names n18541 n18544 n18545
00 1
.names asqrt[20] n18526 n18546
00 1
.names n18536 n18546 n18547
01 1
.names n18545 n18547 n18548
00 1
.names n18538 n18548 n18549
00 1
.names asqrt[21] n18549 n18550
10 1
.names n17877 n17879 n18551
10 1
.names n17870 n18551 n18552
01 1
.names asqrt[9] n18552 n18553
11 1
.names n17870 n17879 n18554
00 1
.names asqrt[9] n18554 n18555
11 1
.names n17877 n18555 n18556
00 1
.names n18553 n18556 n18557
00 1
.names asqrt[21] n18538 n18558
00 1
.names n18548 n18558 n18559
01 1
.names n18557 n18559 n18560
00 1
.names n18550 n18560 n18561
00 1
.names asqrt[22] n18561 n18562
10 1
.names n17882 n17889 n18563
01 1
.names n17891 n18563 n18564
01 1
.names asqrt[9] n18564 n18565
11 1
.names n17882 n17891 n18566
00 1
.names asqrt[9] n18566 n18567
11 1
.names n17889 n18567 n18568
00 1
.names n18565 n18568 n18569
00 1
.names asqrt[22] n18550 n18570
00 1
.names n18560 n18570 n18571
01 1
.names n18569 n18571 n18572
00 1
.names n18562 n18572 n18573
00 1
.names asqrt[23] n18573 n18574
10 1
.names n17901 n17903 n18575
10 1
.names n17894 n18575 n18576
01 1
.names asqrt[9] n18576 n18577
11 1
.names n17894 n17903 n18578
00 1
.names asqrt[9] n18578 n18579
11 1
.names n17901 n18579 n18580
00 1
.names n18577 n18580 n18581
00 1
.names asqrt[23] n18562 n18582
00 1
.names n18572 n18582 n18583
01 1
.names n18581 n18583 n18584
00 1
.names n18574 n18584 n18585
00 1
.names asqrt[24] n18585 n18586
10 1
.names n17906 n17913 n18587
01 1
.names n17915 n18587 n18588
01 1
.names asqrt[9] n18588 n18589
11 1
.names n17906 n17915 n18590
00 1
.names asqrt[9] n18590 n18591
11 1
.names n17913 n18591 n18592
00 1
.names n18589 n18592 n18593
00 1
.names asqrt[24] n18574 n18594
00 1
.names n18584 n18594 n18595
01 1
.names n18593 n18595 n18596
00 1
.names n18586 n18596 n18597
00 1
.names asqrt[25] n18597 n18598
10 1
.names n17925 n17927 n18599
10 1
.names n17918 n18599 n18600
01 1
.names asqrt[9] n18600 n18601
11 1
.names n17918 n17927 n18602
00 1
.names asqrt[9] n18602 n18603
11 1
.names n17925 n18603 n18604
00 1
.names n18601 n18604 n18605
00 1
.names asqrt[25] n18586 n18606
00 1
.names n18596 n18606 n18607
01 1
.names n18605 n18607 n18608
00 1
.names n18598 n18608 n18609
00 1
.names asqrt[26] n18609 n18610
10 1
.names n17930 n17937 n18611
01 1
.names n17939 n18611 n18612
01 1
.names asqrt[9] n18612 n18613
11 1
.names n17930 n17939 n18614
00 1
.names asqrt[9] n18614 n18615
11 1
.names n17937 n18615 n18616
00 1
.names n18613 n18616 n18617
00 1
.names asqrt[26] n18598 n18618
00 1
.names n18608 n18618 n18619
01 1
.names n18617 n18619 n18620
00 1
.names n18610 n18620 n18621
00 1
.names asqrt[27] n18621 n18622
10 1
.names n17949 n17951 n18623
10 1
.names n17942 n18623 n18624
01 1
.names asqrt[9] n18624 n18625
11 1
.names n17942 n17951 n18626
00 1
.names asqrt[9] n18626 n18627
11 1
.names n17949 n18627 n18628
00 1
.names n18625 n18628 n18629
00 1
.names asqrt[27] n18610 n18630
00 1
.names n18620 n18630 n18631
01 1
.names n18629 n18631 n18632
00 1
.names n18622 n18632 n18633
00 1
.names asqrt[28] n18633 n18634
10 1
.names n17954 n17961 n18635
01 1
.names n17963 n18635 n18636
01 1
.names asqrt[9] n18636 n18637
11 1
.names n17954 n17963 n18638
00 1
.names asqrt[9] n18638 n18639
11 1
.names n17961 n18639 n18640
00 1
.names n18637 n18640 n18641
00 1
.names asqrt[28] n18622 n18642
00 1
.names n18632 n18642 n18643
01 1
.names n18641 n18643 n18644
00 1
.names n18634 n18644 n18645
00 1
.names asqrt[29] n18645 n18646
10 1
.names n17973 n17975 n18647
10 1
.names n17966 n18647 n18648
01 1
.names asqrt[9] n18648 n18649
11 1
.names n17966 n17975 n18650
00 1
.names asqrt[9] n18650 n18651
11 1
.names n17973 n18651 n18652
00 1
.names n18649 n18652 n18653
00 1
.names asqrt[29] n18634 n18654
00 1
.names n18644 n18654 n18655
01 1
.names n18653 n18655 n18656
00 1
.names n18646 n18656 n18657
00 1
.names asqrt[30] n18657 n18658
10 1
.names n17978 n17985 n18659
01 1
.names n17987 n18659 n18660
01 1
.names asqrt[9] n18660 n18661
11 1
.names n17978 n17987 n18662
00 1
.names asqrt[9] n18662 n18663
11 1
.names n17985 n18663 n18664
00 1
.names n18661 n18664 n18665
00 1
.names asqrt[30] n18646 n18666
00 1
.names n18656 n18666 n18667
01 1
.names n18665 n18667 n18668
00 1
.names n18658 n18668 n18669
00 1
.names asqrt[31] n18669 n18670
10 1
.names n17997 n17999 n18671
10 1
.names n17990 n18671 n18672
01 1
.names asqrt[9] n18672 n18673
11 1
.names n17990 n17999 n18674
00 1
.names asqrt[9] n18674 n18675
11 1
.names n17997 n18675 n18676
00 1
.names n18673 n18676 n18677
00 1
.names asqrt[31] n18658 n18678
00 1
.names n18668 n18678 n18679
01 1
.names n18677 n18679 n18680
00 1
.names n18670 n18680 n18681
00 1
.names asqrt[32] n18681 n18682
10 1
.names n18002 n18009 n18683
01 1
.names n18011 n18683 n18684
01 1
.names asqrt[9] n18684 n18685
11 1
.names n18002 n18011 n18686
00 1
.names asqrt[9] n18686 n18687
11 1
.names n18009 n18687 n18688
00 1
.names n18685 n18688 n18689
00 1
.names asqrt[32] n18670 n18690
00 1
.names n18680 n18690 n18691
01 1
.names n18689 n18691 n18692
00 1
.names n18682 n18692 n18693
00 1
.names asqrt[33] n18693 n18694
10 1
.names n18021 n18023 n18695
10 1
.names n18014 n18695 n18696
01 1
.names asqrt[9] n18696 n18697
11 1
.names n18014 n18023 n18698
00 1
.names asqrt[9] n18698 n18699
11 1
.names n18021 n18699 n18700
00 1
.names n18697 n18700 n18701
00 1
.names asqrt[33] n18682 n18702
00 1
.names n18692 n18702 n18703
01 1
.names n18701 n18703 n18704
00 1
.names n18694 n18704 n18705
00 1
.names asqrt[34] n18705 n18706
10 1
.names n18026 n18033 n18707
01 1
.names n18035 n18707 n18708
01 1
.names asqrt[9] n18708 n18709
11 1
.names n18026 n18035 n18710
00 1
.names asqrt[9] n18710 n18711
11 1
.names n18033 n18711 n18712
00 1
.names n18709 n18712 n18713
00 1
.names asqrt[34] n18694 n18714
00 1
.names n18704 n18714 n18715
01 1
.names n18713 n18715 n18716
00 1
.names n18706 n18716 n18717
00 1
.names asqrt[35] n18717 n18718
10 1
.names n18045 n18047 n18719
10 1
.names n18038 n18719 n18720
01 1
.names asqrt[9] n18720 n18721
11 1
.names n18038 n18047 n18722
00 1
.names asqrt[9] n18722 n18723
11 1
.names n18045 n18723 n18724
00 1
.names n18721 n18724 n18725
00 1
.names asqrt[35] n18706 n18726
00 1
.names n18716 n18726 n18727
01 1
.names n18725 n18727 n18728
00 1
.names n18718 n18728 n18729
00 1
.names asqrt[36] n18729 n18730
10 1
.names n18050 n18057 n18731
01 1
.names n18059 n18731 n18732
01 1
.names asqrt[9] n18732 n18733
11 1
.names n18050 n18059 n18734
00 1
.names asqrt[9] n18734 n18735
11 1
.names n18057 n18735 n18736
00 1
.names n18733 n18736 n18737
00 1
.names asqrt[36] n18718 n18738
00 1
.names n18728 n18738 n18739
01 1
.names n18737 n18739 n18740
00 1
.names n18730 n18740 n18741
00 1
.names asqrt[37] n18741 n18742
10 1
.names n18069 n18071 n18743
10 1
.names n18062 n18743 n18744
01 1
.names asqrt[9] n18744 n18745
11 1
.names n18062 n18071 n18746
00 1
.names asqrt[9] n18746 n18747
11 1
.names n18069 n18747 n18748
00 1
.names n18745 n18748 n18749
00 1
.names asqrt[37] n18730 n18750
00 1
.names n18740 n18750 n18751
01 1
.names n18749 n18751 n18752
00 1
.names n18742 n18752 n18753
00 1
.names asqrt[38] n18753 n18754
10 1
.names n18074 n18081 n18755
01 1
.names n18083 n18755 n18756
01 1
.names asqrt[9] n18756 n18757
11 1
.names n18074 n18083 n18758
00 1
.names asqrt[9] n18758 n18759
11 1
.names n18081 n18759 n18760
00 1
.names n18757 n18760 n18761
00 1
.names asqrt[38] n18742 n18762
00 1
.names n18752 n18762 n18763
01 1
.names n18761 n18763 n18764
00 1
.names n18754 n18764 n18765
00 1
.names asqrt[39] n18765 n18766
10 1
.names n18093 n18095 n18767
10 1
.names n18086 n18767 n18768
01 1
.names asqrt[9] n18768 n18769
11 1
.names n18086 n18095 n18770
00 1
.names asqrt[9] n18770 n18771
11 1
.names n18093 n18771 n18772
00 1
.names n18769 n18772 n18773
00 1
.names asqrt[39] n18754 n18774
00 1
.names n18764 n18774 n18775
01 1
.names n18773 n18775 n18776
00 1
.names n18766 n18776 n18777
00 1
.names asqrt[40] n18777 n18778
10 1
.names n18098 n18105 n18779
01 1
.names n18107 n18779 n18780
01 1
.names asqrt[9] n18780 n18781
11 1
.names n18098 n18107 n18782
00 1
.names asqrt[9] n18782 n18783
11 1
.names n18105 n18783 n18784
00 1
.names n18781 n18784 n18785
00 1
.names asqrt[40] n18766 n18786
00 1
.names n18776 n18786 n18787
01 1
.names n18785 n18787 n18788
00 1
.names n18778 n18788 n18789
00 1
.names asqrt[41] n18789 n18790
10 1
.names n18117 n18119 n18791
10 1
.names n18110 n18791 n18792
01 1
.names asqrt[9] n18792 n18793
11 1
.names n18110 n18119 n18794
00 1
.names asqrt[9] n18794 n18795
11 1
.names n18117 n18795 n18796
00 1
.names n18793 n18796 n18797
00 1
.names asqrt[41] n18778 n18798
00 1
.names n18788 n18798 n18799
01 1
.names n18797 n18799 n18800
00 1
.names n18790 n18800 n18801
00 1
.names asqrt[42] n18801 n18802
10 1
.names n18122 n18129 n18803
01 1
.names n18131 n18803 n18804
01 1
.names asqrt[9] n18804 n18805
11 1
.names n18122 n18131 n18806
00 1
.names asqrt[9] n18806 n18807
11 1
.names n18129 n18807 n18808
00 1
.names n18805 n18808 n18809
00 1
.names asqrt[42] n18790 n18810
00 1
.names n18800 n18810 n18811
01 1
.names n18809 n18811 n18812
00 1
.names n18802 n18812 n18813
00 1
.names asqrt[43] n18813 n18814
10 1
.names n18141 n18143 n18815
10 1
.names n18134 n18815 n18816
01 1
.names asqrt[9] n18816 n18817
11 1
.names n18134 n18143 n18818
00 1
.names asqrt[9] n18818 n18819
11 1
.names n18141 n18819 n18820
00 1
.names n18817 n18820 n18821
00 1
.names asqrt[43] n18802 n18822
00 1
.names n18812 n18822 n18823
01 1
.names n18821 n18823 n18824
00 1
.names n18814 n18824 n18825
00 1
.names asqrt[44] n18825 n18826
10 1
.names n18146 n18153 n18827
01 1
.names n18155 n18827 n18828
01 1
.names asqrt[9] n18828 n18829
11 1
.names n18146 n18155 n18830
00 1
.names asqrt[9] n18830 n18831
11 1
.names n18153 n18831 n18832
00 1
.names n18829 n18832 n18833
00 1
.names asqrt[44] n18814 n18834
00 1
.names n18824 n18834 n18835
01 1
.names n18833 n18835 n18836
00 1
.names n18826 n18836 n18837
00 1
.names asqrt[45] n18837 n18838
10 1
.names n18165 n18167 n18839
10 1
.names n18158 n18839 n18840
01 1
.names asqrt[9] n18840 n18841
11 1
.names n18158 n18167 n18842
00 1
.names asqrt[9] n18842 n18843
11 1
.names n18165 n18843 n18844
00 1
.names n18841 n18844 n18845
00 1
.names asqrt[45] n18826 n18846
00 1
.names n18836 n18846 n18847
01 1
.names n18845 n18847 n18848
00 1
.names n18838 n18848 n18849
00 1
.names asqrt[46] n18849 n18850
10 1
.names n18170 n18177 n18851
01 1
.names n18179 n18851 n18852
01 1
.names asqrt[9] n18852 n18853
11 1
.names n18170 n18179 n18854
00 1
.names asqrt[9] n18854 n18855
11 1
.names n18177 n18855 n18856
00 1
.names n18853 n18856 n18857
00 1
.names asqrt[46] n18838 n18858
00 1
.names n18848 n18858 n18859
01 1
.names n18857 n18859 n18860
00 1
.names n18850 n18860 n18861
00 1
.names asqrt[47] n18861 n18862
10 1
.names n18189 n18191 n18863
10 1
.names n18182 n18863 n18864
01 1
.names asqrt[9] n18864 n18865
11 1
.names n18182 n18191 n18866
00 1
.names asqrt[9] n18866 n18867
11 1
.names n18189 n18867 n18868
00 1
.names n18865 n18868 n18869
00 1
.names asqrt[47] n18850 n18870
00 1
.names n18860 n18870 n18871
01 1
.names n18869 n18871 n18872
00 1
.names n18862 n18872 n18873
00 1
.names asqrt[48] n18873 n18874
10 1
.names n18194 n18201 n18875
01 1
.names n18203 n18875 n18876
01 1
.names asqrt[9] n18876 n18877
11 1
.names n18194 n18203 n18878
00 1
.names asqrt[9] n18878 n18879
11 1
.names n18201 n18879 n18880
00 1
.names n18877 n18880 n18881
00 1
.names asqrt[48] n18862 n18882
00 1
.names n18872 n18882 n18883
01 1
.names n18881 n18883 n18884
00 1
.names n18874 n18884 n18885
00 1
.names asqrt[49] n18885 n18886
10 1
.names n18213 n18215 n18887
10 1
.names n18206 n18887 n18888
01 1
.names asqrt[9] n18888 n18889
11 1
.names n18206 n18215 n18890
00 1
.names asqrt[9] n18890 n18891
11 1
.names n18213 n18891 n18892
00 1
.names n18889 n18892 n18893
00 1
.names asqrt[49] n18874 n18894
00 1
.names n18884 n18894 n18895
01 1
.names n18893 n18895 n18896
00 1
.names n18886 n18896 n18897
00 1
.names asqrt[50] n18897 n18898
10 1
.names n18218 n18225 n18899
01 1
.names n18227 n18899 n18900
01 1
.names asqrt[9] n18900 n18901
11 1
.names n18218 n18227 n18902
00 1
.names asqrt[9] n18902 n18903
11 1
.names n18225 n18903 n18904
00 1
.names n18901 n18904 n18905
00 1
.names asqrt[50] n18886 n18906
00 1
.names n18896 n18906 n18907
01 1
.names n18905 n18907 n18908
00 1
.names n18898 n18908 n18909
00 1
.names asqrt[51] n18909 n18910
10 1
.names n18237 n18239 n18911
10 1
.names n18230 n18911 n18912
01 1
.names asqrt[9] n18912 n18913
11 1
.names n18230 n18239 n18914
00 1
.names asqrt[9] n18914 n18915
11 1
.names n18237 n18915 n18916
00 1
.names n18913 n18916 n18917
00 1
.names asqrt[51] n18898 n18918
00 1
.names n18908 n18918 n18919
01 1
.names n18917 n18919 n18920
00 1
.names n18910 n18920 n18921
00 1
.names asqrt[52] n18921 n18922
10 1
.names n18242 n18249 n18923
01 1
.names n18251 n18923 n18924
01 1
.names asqrt[9] n18924 n18925
11 1
.names n18242 n18251 n18926
00 1
.names asqrt[9] n18926 n18927
11 1
.names n18249 n18927 n18928
00 1
.names n18925 n18928 n18929
00 1
.names asqrt[52] n18910 n18930
00 1
.names n18920 n18930 n18931
01 1
.names n18929 n18931 n18932
00 1
.names n18922 n18932 n18933
00 1
.names asqrt[53] n18933 n18934
10 1
.names n18261 n18263 n18935
10 1
.names n18254 n18935 n18936
01 1
.names asqrt[9] n18936 n18937
11 1
.names n18254 n18263 n18938
00 1
.names asqrt[9] n18938 n18939
11 1
.names n18261 n18939 n18940
00 1
.names n18937 n18940 n18941
00 1
.names asqrt[53] n18922 n18942
00 1
.names n18932 n18942 n18943
01 1
.names n18941 n18943 n18944
00 1
.names n18934 n18944 n18945
00 1
.names asqrt[54] n18945 n18946
10 1
.names n18266 n18273 n18947
01 1
.names n18275 n18947 n18948
01 1
.names asqrt[9] n18948 n18949
11 1
.names n18266 n18275 n18950
00 1
.names asqrt[9] n18950 n18951
11 1
.names n18273 n18951 n18952
00 1
.names n18949 n18952 n18953
00 1
.names asqrt[54] n18934 n18954
00 1
.names n18944 n18954 n18955
01 1
.names n18953 n18955 n18956
00 1
.names n18946 n18956 n18957
00 1
.names asqrt[55] n18957 n18958
10 1
.names n18285 n18287 n18959
10 1
.names n18278 n18959 n18960
01 1
.names asqrt[9] n18960 n18961
11 1
.names n18278 n18287 n18962
00 1
.names asqrt[9] n18962 n18963
11 1
.names n18285 n18963 n18964
00 1
.names n18961 n18964 n18965
00 1
.names asqrt[55] n18946 n18966
00 1
.names n18956 n18966 n18967
01 1
.names n18965 n18967 n18968
00 1
.names n18958 n18968 n18969
00 1
.names asqrt[56] n18969 n18970
10 1
.names asqrt[56] n18958 n18971
00 1
.names n18968 n18971 n18972
01 1
.names n18290 n18299 n18973
01 1
.names n18292 n18973 n18974
01 1
.names asqrt[9] n18974 n18975
11 1
.names n18290 n18292 n18976
00 1
.names asqrt[9] n18976 n18977
11 1
.names n18299 n18977 n18978
00 1
.names n18975 n18978 n18979
00 1
.names n18972 n18979 n18980
00 1
.names n18970 n18980 n18981
00 1
.names asqrt[57] n18981 n18982
10 1
.names n18309 n18311 n18983
10 1
.names n18302 n18983 n18984
01 1
.names asqrt[9] n18984 n18985
11 1
.names n18302 n18311 n18986
00 1
.names asqrt[9] n18986 n18987
11 1
.names n18309 n18987 n18988
00 1
.names n18985 n18988 n18989
00 1
.names asqrt[57] n18970 n18990
00 1
.names n18980 n18990 n18991
01 1
.names n18989 n18991 n18992
00 1
.names n18982 n18992 n18993
00 1
.names asqrt[58] n18993 n18994
10 1
.names n18314 n18321 n18995
01 1
.names n18323 n18995 n18996
01 1
.names asqrt[9] n18996 n18997
11 1
.names n18314 n18323 n18998
00 1
.names asqrt[9] n18998 n18999
11 1
.names n18321 n18999 n19000
00 1
.names n18997 n19000 n19001
00 1
.names asqrt[58] n18982 n19002
00 1
.names n18992 n19002 n19003
01 1
.names n19001 n19003 n19004
00 1
.names n18994 n19004 n19005
00 1
.names asqrt[59] n19005 n19006
10 1
.names n18333 n18335 n19007
10 1
.names n18326 n19007 n19008
01 1
.names asqrt[9] n19008 n19009
11 1
.names n18326 n18335 n19010
00 1
.names asqrt[9] n19010 n19011
11 1
.names n18333 n19011 n19012
00 1
.names n19009 n19012 n19013
00 1
.names asqrt[59] n18994 n19014
00 1
.names n19004 n19014 n19015
01 1
.names n19013 n19015 n19016
00 1
.names n19006 n19016 n19017
00 1
.names asqrt[60] n19017 n19018
10 1
.names n18338 n18345 n19019
01 1
.names n18347 n19019 n19020
01 1
.names asqrt[9] n19020 n19021
11 1
.names n18338 n18347 n19022
00 1
.names asqrt[9] n19022 n19023
11 1
.names n18345 n19023 n19024
00 1
.names n19021 n19024 n19025
00 1
.names asqrt[60] n19006 n19026
00 1
.names n19016 n19026 n19027
01 1
.names n19025 n19027 n19028
00 1
.names n19018 n19028 n19029
00 1
.names asqrt[61] n19029 n19030
10 1
.names n18357 n18359 n19031
10 1
.names n18350 n19031 n19032
01 1
.names asqrt[9] n19032 n19033
11 1
.names n18350 n18359 n19034
00 1
.names asqrt[9] n19034 n19035
11 1
.names n18357 n19035 n19036
00 1
.names n19033 n19036 n19037
00 1
.names asqrt[61] n19018 n19038
00 1
.names n19028 n19038 n19039
01 1
.names n19037 n19039 n19040
00 1
.names n19030 n19040 n19041
00 1
.names asqrt[62] n19041 n19042
10 1
.names n18362 n18369 n19043
01 1
.names n18371 n19043 n19044
01 1
.names asqrt[9] n19044 n19045
11 1
.names n18362 n18371 n19046
00 1
.names asqrt[9] n19046 n19047
11 1
.names n18369 n19047 n19048
00 1
.names n19045 n19048 n19049
00 1
.names asqrt[62] n19030 n19050
00 1
.names n19040 n19050 n19051
01 1
.names n19049 n19051 n19052
00 1
.names n19042 n19052 n19053
00 1
.names n18381 n18383 n19054
10 1
.names n18374 n19054 n19055
01 1
.names asqrt[9] n19055 n19056
11 1
.names n18374 n18383 n19057
00 1
.names asqrt[9] n19057 n19058
11 1
.names n18381 n19058 n19059
00 1
.names n19056 n19059 n19060
00 1
.names n18385 n18392 n19061
00 1
.names asqrt[9] n19061 n19062
11 1
.names n18400 n19062 n19063
00 1
.names n19060 n19063 n19064
01 1
.names n19053 n19064 n19065
01 1
.names asqrt[63] n19065 n19066
00 1
.names n19042 n19060 n19067
01 1
.names n19052 n19067 n19068
01 1
.names n18392 asqrt[9] n19069
01 1
.names n18385 n19069 n19070
10 1
.names asqrt[63] n19061 n19071
10 1
.names n19070 n19071 n19072
01 1
.names n18388 n18409 n19073
00 1
.names n18391 n19073 n19074
01 1
.names n18404 n19074 n19075
01 1
.names n18400 n19075 n19076
01 1
.names n18398 n19076 n19077
01 1
.names n19072 n19077 n19078
00 1
.names n19068 n19078 n19079
01 1
.names n19066 n19079 asqrt[8]
01 0
.names a[16] asqrt[8] n19081
11 1
.names a[14] a[15] n19082
00 1
.names a[16] n19082 n19083
01 1
.names n19081 n19083 n19084
00 1
.names asqrt[9] n19084 n19085
10 1
.names n18409 n19083 n19086
00 1
.names n18404 n19086 n19087
01 1
.names n18400 n19087 n19088
01 1
.names n18398 n19088 n19089
01 1
.names n19081 n19089 n19090
01 1
.names a[16] asqrt[8] n19091
01 1
.names a[17] n19091 n19092
10 1
.names n18414 asqrt[8] n19093
11 1
.names n19092 n19093 n19094
00 1
.names n19090 n19094 n19095
01 1
.names n19085 n19095 n19096
00 1
.names asqrt[10] n19096 n19097
10 1
.names asqrt[10] n19085 n19098
00 1
.names n19095 n19098 n19099
01 1
.names asqrt[9] n19077 n19100
10 1
.names n19072 n19100 n19101
01 1
.names n19068 n19101 n19102
01 1
.names n19066 n19102 n19103
01 1
.names n19093 n19103 n19104
00 1
.names a[18] n19104 n19105
10 1
.names a[18] n19103 n19106
00 1
.names n19093 n19106 n19107
01 1
.names n19105 n19107 n19108
00 1
.names n19099 n19108 n19109
00 1
.names n19097 n19109 n19110
00 1
.names asqrt[11] n19110 n19111
10 1
.names n18417 n18422 n19112
00 1
.names n18426 n19112 n19113
01 1
.names asqrt[8] n19113 n19114
11 1
.names asqrt[8] n19112 n19115
11 1
.names n18426 n19115 n19116
10 1
.names n19114 n19116 n19117
00 1
.names asqrt[11] n19097 n19118
00 1
.names n19109 n19118 n19119
01 1
.names n19117 n19119 n19120
00 1
.names n19111 n19120 n19121
00 1
.names asqrt[12] n19121 n19122
10 1
.names n18431 n18440 n19123
01 1
.names n18429 n19123 n19124
01 1
.names asqrt[8] n19124 n19125
11 1
.names n18429 n18431 n19126
00 1
.names asqrt[8] n19126 n19127
11 1
.names n18440 n19127 n19128
00 1
.names n19125 n19128 n19129
00 1
.names asqrt[12] n19111 n19130
00 1
.names n19120 n19130 n19131
01 1
.names n19129 n19131 n19132
00 1
.names n19122 n19132 n19133
00 1
.names asqrt[13] n19133 n19134
10 1
.names n18443 n18449 n19135
01 1
.names n18451 n19135 n19136
01 1
.names asqrt[8] n19136 n19137
11 1
.names n18443 n18451 n19138
00 1
.names asqrt[8] n19138 n19139
11 1
.names n18449 n19139 n19140
00 1
.names n19137 n19140 n19141
00 1
.names asqrt[13] n19122 n19142
00 1
.names n19132 n19142 n19143
01 1
.names n19141 n19143 n19144
00 1
.names n19134 n19144 n19145
00 1
.names asqrt[14] n19145 n19146
10 1
.names n18461 n18463 n19147
10 1
.names n18454 n19147 n19148
01 1
.names asqrt[8] n19148 n19149
11 1
.names n18454 n18463 n19150
00 1
.names asqrt[8] n19150 n19151
11 1
.names n18461 n19151 n19152
00 1
.names n19149 n19152 n19153
00 1
.names asqrt[14] n19134 n19154
00 1
.names n19144 n19154 n19155
01 1
.names n19153 n19155 n19156
00 1
.names n19146 n19156 n19157
00 1
.names asqrt[15] n19157 n19158
10 1
.names n18466 n18473 n19159
01 1
.names n18475 n19159 n19160
01 1
.names asqrt[8] n19160 n19161
11 1
.names n18466 n18475 n19162
00 1
.names asqrt[8] n19162 n19163
11 1
.names n18473 n19163 n19164
00 1
.names n19161 n19164 n19165
00 1
.names asqrt[15] n19146 n19166
00 1
.names n19156 n19166 n19167
01 1
.names n19165 n19167 n19168
00 1
.names n19158 n19168 n19169
00 1
.names asqrt[16] n19169 n19170
10 1
.names n18485 n18487 n19171
10 1
.names n18478 n19171 n19172
01 1
.names asqrt[8] n19172 n19173
11 1
.names n18478 n18487 n19174
00 1
.names asqrt[8] n19174 n19175
11 1
.names n18485 n19175 n19176
00 1
.names n19173 n19176 n19177
00 1
.names asqrt[16] n19158 n19178
00 1
.names n19168 n19178 n19179
01 1
.names n19177 n19179 n19180
00 1
.names n19170 n19180 n19181
00 1
.names asqrt[17] n19181 n19182
10 1
.names n18490 n18497 n19183
01 1
.names n18499 n19183 n19184
01 1
.names asqrt[8] n19184 n19185
11 1
.names n18490 n18499 n19186
00 1
.names asqrt[8] n19186 n19187
11 1
.names n18497 n19187 n19188
00 1
.names n19185 n19188 n19189
00 1
.names asqrt[17] n19170 n19190
00 1
.names n19180 n19190 n19191
01 1
.names n19189 n19191 n19192
00 1
.names n19182 n19192 n19193
00 1
.names asqrt[18] n19193 n19194
10 1
.names n18509 n18511 n19195
10 1
.names n18502 n19195 n19196
01 1
.names asqrt[8] n19196 n19197
11 1
.names n18502 n18511 n19198
00 1
.names asqrt[8] n19198 n19199
11 1
.names n18509 n19199 n19200
00 1
.names n19197 n19200 n19201
00 1
.names asqrt[18] n19182 n19202
00 1
.names n19192 n19202 n19203
01 1
.names n19201 n19203 n19204
00 1
.names n19194 n19204 n19205
00 1
.names asqrt[19] n19205 n19206
10 1
.names n18514 n18521 n19207
01 1
.names n18523 n19207 n19208
01 1
.names asqrt[8] n19208 n19209
11 1
.names n18514 n18523 n19210
00 1
.names asqrt[8] n19210 n19211
11 1
.names n18521 n19211 n19212
00 1
.names n19209 n19212 n19213
00 1
.names asqrt[19] n19194 n19214
00 1
.names n19204 n19214 n19215
01 1
.names n19213 n19215 n19216
00 1
.names n19206 n19216 n19217
00 1
.names asqrt[20] n19217 n19218
10 1
.names n18533 n18535 n19219
10 1
.names n18526 n19219 n19220
01 1
.names asqrt[8] n19220 n19221
11 1
.names n18526 n18535 n19222
00 1
.names asqrt[8] n19222 n19223
11 1
.names n18533 n19223 n19224
00 1
.names n19221 n19224 n19225
00 1
.names asqrt[20] n19206 n19226
00 1
.names n19216 n19226 n19227
01 1
.names n19225 n19227 n19228
00 1
.names n19218 n19228 n19229
00 1
.names asqrt[21] n19229 n19230
10 1
.names n18538 n18545 n19231
01 1
.names n18547 n19231 n19232
01 1
.names asqrt[8] n19232 n19233
11 1
.names n18538 n18547 n19234
00 1
.names asqrt[8] n19234 n19235
11 1
.names n18545 n19235 n19236
00 1
.names n19233 n19236 n19237
00 1
.names asqrt[21] n19218 n19238
00 1
.names n19228 n19238 n19239
01 1
.names n19237 n19239 n19240
00 1
.names n19230 n19240 n19241
00 1
.names asqrt[22] n19241 n19242
10 1
.names n18557 n18559 n19243
10 1
.names n18550 n19243 n19244
01 1
.names asqrt[8] n19244 n19245
11 1
.names n18550 n18559 n19246
00 1
.names asqrt[8] n19246 n19247
11 1
.names n18557 n19247 n19248
00 1
.names n19245 n19248 n19249
00 1
.names asqrt[22] n19230 n19250
00 1
.names n19240 n19250 n19251
01 1
.names n19249 n19251 n19252
00 1
.names n19242 n19252 n19253
00 1
.names asqrt[23] n19253 n19254
10 1
.names n18562 n18569 n19255
01 1
.names n18571 n19255 n19256
01 1
.names asqrt[8] n19256 n19257
11 1
.names n18562 n18571 n19258
00 1
.names asqrt[8] n19258 n19259
11 1
.names n18569 n19259 n19260
00 1
.names n19257 n19260 n19261
00 1
.names asqrt[23] n19242 n19262
00 1
.names n19252 n19262 n19263
01 1
.names n19261 n19263 n19264
00 1
.names n19254 n19264 n19265
00 1
.names asqrt[24] n19265 n19266
10 1
.names n18581 n18583 n19267
10 1
.names n18574 n19267 n19268
01 1
.names asqrt[8] n19268 n19269
11 1
.names n18574 n18583 n19270
00 1
.names asqrt[8] n19270 n19271
11 1
.names n18581 n19271 n19272
00 1
.names n19269 n19272 n19273
00 1
.names asqrt[24] n19254 n19274
00 1
.names n19264 n19274 n19275
01 1
.names n19273 n19275 n19276
00 1
.names n19266 n19276 n19277
00 1
.names asqrt[25] n19277 n19278
10 1
.names n18586 n18593 n19279
01 1
.names n18595 n19279 n19280
01 1
.names asqrt[8] n19280 n19281
11 1
.names n18586 n18595 n19282
00 1
.names asqrt[8] n19282 n19283
11 1
.names n18593 n19283 n19284
00 1
.names n19281 n19284 n19285
00 1
.names asqrt[25] n19266 n19286
00 1
.names n19276 n19286 n19287
01 1
.names n19285 n19287 n19288
00 1
.names n19278 n19288 n19289
00 1
.names asqrt[26] n19289 n19290
10 1
.names n18605 n18607 n19291
10 1
.names n18598 n19291 n19292
01 1
.names asqrt[8] n19292 n19293
11 1
.names n18598 n18607 n19294
00 1
.names asqrt[8] n19294 n19295
11 1
.names n18605 n19295 n19296
00 1
.names n19293 n19296 n19297
00 1
.names asqrt[26] n19278 n19298
00 1
.names n19288 n19298 n19299
01 1
.names n19297 n19299 n19300
00 1
.names n19290 n19300 n19301
00 1
.names asqrt[27] n19301 n19302
10 1
.names n18610 n18617 n19303
01 1
.names n18619 n19303 n19304
01 1
.names asqrt[8] n19304 n19305
11 1
.names n18610 n18619 n19306
00 1
.names asqrt[8] n19306 n19307
11 1
.names n18617 n19307 n19308
00 1
.names n19305 n19308 n19309
00 1
.names asqrt[27] n19290 n19310
00 1
.names n19300 n19310 n19311
01 1
.names n19309 n19311 n19312
00 1
.names n19302 n19312 n19313
00 1
.names asqrt[28] n19313 n19314
10 1
.names n18629 n18631 n19315
10 1
.names n18622 n19315 n19316
01 1
.names asqrt[8] n19316 n19317
11 1
.names n18622 n18631 n19318
00 1
.names asqrt[8] n19318 n19319
11 1
.names n18629 n19319 n19320
00 1
.names n19317 n19320 n19321
00 1
.names asqrt[28] n19302 n19322
00 1
.names n19312 n19322 n19323
01 1
.names n19321 n19323 n19324
00 1
.names n19314 n19324 n19325
00 1
.names asqrt[29] n19325 n19326
10 1
.names n18634 n18641 n19327
01 1
.names n18643 n19327 n19328
01 1
.names asqrt[8] n19328 n19329
11 1
.names n18634 n18643 n19330
00 1
.names asqrt[8] n19330 n19331
11 1
.names n18641 n19331 n19332
00 1
.names n19329 n19332 n19333
00 1
.names asqrt[29] n19314 n19334
00 1
.names n19324 n19334 n19335
01 1
.names n19333 n19335 n19336
00 1
.names n19326 n19336 n19337
00 1
.names asqrt[30] n19337 n19338
10 1
.names n18653 n18655 n19339
10 1
.names n18646 n19339 n19340
01 1
.names asqrt[8] n19340 n19341
11 1
.names n18646 n18655 n19342
00 1
.names asqrt[8] n19342 n19343
11 1
.names n18653 n19343 n19344
00 1
.names n19341 n19344 n19345
00 1
.names asqrt[30] n19326 n19346
00 1
.names n19336 n19346 n19347
01 1
.names n19345 n19347 n19348
00 1
.names n19338 n19348 n19349
00 1
.names asqrt[31] n19349 n19350
10 1
.names n18658 n18665 n19351
01 1
.names n18667 n19351 n19352
01 1
.names asqrt[8] n19352 n19353
11 1
.names n18658 n18667 n19354
00 1
.names asqrt[8] n19354 n19355
11 1
.names n18665 n19355 n19356
00 1
.names n19353 n19356 n19357
00 1
.names asqrt[31] n19338 n19358
00 1
.names n19348 n19358 n19359
01 1
.names n19357 n19359 n19360
00 1
.names n19350 n19360 n19361
00 1
.names asqrt[32] n19361 n19362
10 1
.names n18677 n18679 n19363
10 1
.names n18670 n19363 n19364
01 1
.names asqrt[8] n19364 n19365
11 1
.names n18670 n18679 n19366
00 1
.names asqrt[8] n19366 n19367
11 1
.names n18677 n19367 n19368
00 1
.names n19365 n19368 n19369
00 1
.names asqrt[32] n19350 n19370
00 1
.names n19360 n19370 n19371
01 1
.names n19369 n19371 n19372
00 1
.names n19362 n19372 n19373
00 1
.names asqrt[33] n19373 n19374
10 1
.names n18682 n18689 n19375
01 1
.names n18691 n19375 n19376
01 1
.names asqrt[8] n19376 n19377
11 1
.names n18682 n18691 n19378
00 1
.names asqrt[8] n19378 n19379
11 1
.names n18689 n19379 n19380
00 1
.names n19377 n19380 n19381
00 1
.names asqrt[33] n19362 n19382
00 1
.names n19372 n19382 n19383
01 1
.names n19381 n19383 n19384
00 1
.names n19374 n19384 n19385
00 1
.names asqrt[34] n19385 n19386
10 1
.names n18701 n18703 n19387
10 1
.names n18694 n19387 n19388
01 1
.names asqrt[8] n19388 n19389
11 1
.names n18694 n18703 n19390
00 1
.names asqrt[8] n19390 n19391
11 1
.names n18701 n19391 n19392
00 1
.names n19389 n19392 n19393
00 1
.names asqrt[34] n19374 n19394
00 1
.names n19384 n19394 n19395
01 1
.names n19393 n19395 n19396
00 1
.names n19386 n19396 n19397
00 1
.names asqrt[35] n19397 n19398
10 1
.names n18706 n18713 n19399
01 1
.names n18715 n19399 n19400
01 1
.names asqrt[8] n19400 n19401
11 1
.names n18706 n18715 n19402
00 1
.names asqrt[8] n19402 n19403
11 1
.names n18713 n19403 n19404
00 1
.names n19401 n19404 n19405
00 1
.names asqrt[35] n19386 n19406
00 1
.names n19396 n19406 n19407
01 1
.names n19405 n19407 n19408
00 1
.names n19398 n19408 n19409
00 1
.names asqrt[36] n19409 n19410
10 1
.names n18725 n18727 n19411
10 1
.names n18718 n19411 n19412
01 1
.names asqrt[8] n19412 n19413
11 1
.names n18718 n18727 n19414
00 1
.names asqrt[8] n19414 n19415
11 1
.names n18725 n19415 n19416
00 1
.names n19413 n19416 n19417
00 1
.names asqrt[36] n19398 n19418
00 1
.names n19408 n19418 n19419
01 1
.names n19417 n19419 n19420
00 1
.names n19410 n19420 n19421
00 1
.names asqrt[37] n19421 n19422
10 1
.names n18730 n18737 n19423
01 1
.names n18739 n19423 n19424
01 1
.names asqrt[8] n19424 n19425
11 1
.names n18730 n18739 n19426
00 1
.names asqrt[8] n19426 n19427
11 1
.names n18737 n19427 n19428
00 1
.names n19425 n19428 n19429
00 1
.names asqrt[37] n19410 n19430
00 1
.names n19420 n19430 n19431
01 1
.names n19429 n19431 n19432
00 1
.names n19422 n19432 n19433
00 1
.names asqrt[38] n19433 n19434
10 1
.names n18749 n18751 n19435
10 1
.names n18742 n19435 n19436
01 1
.names asqrt[8] n19436 n19437
11 1
.names n18742 n18751 n19438
00 1
.names asqrt[8] n19438 n19439
11 1
.names n18749 n19439 n19440
00 1
.names n19437 n19440 n19441
00 1
.names asqrt[38] n19422 n19442
00 1
.names n19432 n19442 n19443
01 1
.names n19441 n19443 n19444
00 1
.names n19434 n19444 n19445
00 1
.names asqrt[39] n19445 n19446
10 1
.names n18754 n18761 n19447
01 1
.names n18763 n19447 n19448
01 1
.names asqrt[8] n19448 n19449
11 1
.names n18754 n18763 n19450
00 1
.names asqrt[8] n19450 n19451
11 1
.names n18761 n19451 n19452
00 1
.names n19449 n19452 n19453
00 1
.names asqrt[39] n19434 n19454
00 1
.names n19444 n19454 n19455
01 1
.names n19453 n19455 n19456
00 1
.names n19446 n19456 n19457
00 1
.names asqrt[40] n19457 n19458
10 1
.names n18773 n18775 n19459
10 1
.names n18766 n19459 n19460
01 1
.names asqrt[8] n19460 n19461
11 1
.names n18766 n18775 n19462
00 1
.names asqrt[8] n19462 n19463
11 1
.names n18773 n19463 n19464
00 1
.names n19461 n19464 n19465
00 1
.names asqrt[40] n19446 n19466
00 1
.names n19456 n19466 n19467
01 1
.names n19465 n19467 n19468
00 1
.names n19458 n19468 n19469
00 1
.names asqrt[41] n19469 n19470
10 1
.names n18778 n18785 n19471
01 1
.names n18787 n19471 n19472
01 1
.names asqrt[8] n19472 n19473
11 1
.names n18778 n18787 n19474
00 1
.names asqrt[8] n19474 n19475
11 1
.names n18785 n19475 n19476
00 1
.names n19473 n19476 n19477
00 1
.names asqrt[41] n19458 n19478
00 1
.names n19468 n19478 n19479
01 1
.names n19477 n19479 n19480
00 1
.names n19470 n19480 n19481
00 1
.names asqrt[42] n19481 n19482
10 1
.names n18797 n18799 n19483
10 1
.names n18790 n19483 n19484
01 1
.names asqrt[8] n19484 n19485
11 1
.names n18790 n18799 n19486
00 1
.names asqrt[8] n19486 n19487
11 1
.names n18797 n19487 n19488
00 1
.names n19485 n19488 n19489
00 1
.names asqrt[42] n19470 n19490
00 1
.names n19480 n19490 n19491
01 1
.names n19489 n19491 n19492
00 1
.names n19482 n19492 n19493
00 1
.names asqrt[43] n19493 n19494
10 1
.names n18802 n18809 n19495
01 1
.names n18811 n19495 n19496
01 1
.names asqrt[8] n19496 n19497
11 1
.names n18802 n18811 n19498
00 1
.names asqrt[8] n19498 n19499
11 1
.names n18809 n19499 n19500
00 1
.names n19497 n19500 n19501
00 1
.names asqrt[43] n19482 n19502
00 1
.names n19492 n19502 n19503
01 1
.names n19501 n19503 n19504
00 1
.names n19494 n19504 n19505
00 1
.names asqrt[44] n19505 n19506
10 1
.names n18821 n18823 n19507
10 1
.names n18814 n19507 n19508
01 1
.names asqrt[8] n19508 n19509
11 1
.names n18814 n18823 n19510
00 1
.names asqrt[8] n19510 n19511
11 1
.names n18821 n19511 n19512
00 1
.names n19509 n19512 n19513
00 1
.names asqrt[44] n19494 n19514
00 1
.names n19504 n19514 n19515
01 1
.names n19513 n19515 n19516
00 1
.names n19506 n19516 n19517
00 1
.names asqrt[45] n19517 n19518
10 1
.names n18826 n18833 n19519
01 1
.names n18835 n19519 n19520
01 1
.names asqrt[8] n19520 n19521
11 1
.names n18826 n18835 n19522
00 1
.names asqrt[8] n19522 n19523
11 1
.names n18833 n19523 n19524
00 1
.names n19521 n19524 n19525
00 1
.names asqrt[45] n19506 n19526
00 1
.names n19516 n19526 n19527
01 1
.names n19525 n19527 n19528
00 1
.names n19518 n19528 n19529
00 1
.names asqrt[46] n19529 n19530
10 1
.names n18845 n18847 n19531
10 1
.names n18838 n19531 n19532
01 1
.names asqrt[8] n19532 n19533
11 1
.names n18838 n18847 n19534
00 1
.names asqrt[8] n19534 n19535
11 1
.names n18845 n19535 n19536
00 1
.names n19533 n19536 n19537
00 1
.names asqrt[46] n19518 n19538
00 1
.names n19528 n19538 n19539
01 1
.names n19537 n19539 n19540
00 1
.names n19530 n19540 n19541
00 1
.names asqrt[47] n19541 n19542
10 1
.names n18850 n18857 n19543
01 1
.names n18859 n19543 n19544
01 1
.names asqrt[8] n19544 n19545
11 1
.names n18850 n18859 n19546
00 1
.names asqrt[8] n19546 n19547
11 1
.names n18857 n19547 n19548
00 1
.names n19545 n19548 n19549
00 1
.names asqrt[47] n19530 n19550
00 1
.names n19540 n19550 n19551
01 1
.names n19549 n19551 n19552
00 1
.names n19542 n19552 n19553
00 1
.names asqrt[48] n19553 n19554
10 1
.names n18869 n18871 n19555
10 1
.names n18862 n19555 n19556
01 1
.names asqrt[8] n19556 n19557
11 1
.names n18862 n18871 n19558
00 1
.names asqrt[8] n19558 n19559
11 1
.names n18869 n19559 n19560
00 1
.names n19557 n19560 n19561
00 1
.names asqrt[48] n19542 n19562
00 1
.names n19552 n19562 n19563
01 1
.names n19561 n19563 n19564
00 1
.names n19554 n19564 n19565
00 1
.names asqrt[49] n19565 n19566
10 1
.names n18874 n18881 n19567
01 1
.names n18883 n19567 n19568
01 1
.names asqrt[8] n19568 n19569
11 1
.names n18874 n18883 n19570
00 1
.names asqrt[8] n19570 n19571
11 1
.names n18881 n19571 n19572
00 1
.names n19569 n19572 n19573
00 1
.names asqrt[49] n19554 n19574
00 1
.names n19564 n19574 n19575
01 1
.names n19573 n19575 n19576
00 1
.names n19566 n19576 n19577
00 1
.names asqrt[50] n19577 n19578
10 1
.names n18893 n18895 n19579
10 1
.names n18886 n19579 n19580
01 1
.names asqrt[8] n19580 n19581
11 1
.names n18886 n18895 n19582
00 1
.names asqrt[8] n19582 n19583
11 1
.names n18893 n19583 n19584
00 1
.names n19581 n19584 n19585
00 1
.names asqrt[50] n19566 n19586
00 1
.names n19576 n19586 n19587
01 1
.names n19585 n19587 n19588
00 1
.names n19578 n19588 n19589
00 1
.names asqrt[51] n19589 n19590
10 1
.names n18898 n18905 n19591
01 1
.names n18907 n19591 n19592
01 1
.names asqrt[8] n19592 n19593
11 1
.names n18898 n18907 n19594
00 1
.names asqrt[8] n19594 n19595
11 1
.names n18905 n19595 n19596
00 1
.names n19593 n19596 n19597
00 1
.names asqrt[51] n19578 n19598
00 1
.names n19588 n19598 n19599
01 1
.names n19597 n19599 n19600
00 1
.names n19590 n19600 n19601
00 1
.names asqrt[52] n19601 n19602
10 1
.names n18917 n18919 n19603
10 1
.names n18910 n19603 n19604
01 1
.names asqrt[8] n19604 n19605
11 1
.names n18910 n18919 n19606
00 1
.names asqrt[8] n19606 n19607
11 1
.names n18917 n19607 n19608
00 1
.names n19605 n19608 n19609
00 1
.names asqrt[52] n19590 n19610
00 1
.names n19600 n19610 n19611
01 1
.names n19609 n19611 n19612
00 1
.names n19602 n19612 n19613
00 1
.names asqrt[53] n19613 n19614
10 1
.names n18922 n18929 n19615
01 1
.names n18931 n19615 n19616
01 1
.names asqrt[8] n19616 n19617
11 1
.names n18922 n18931 n19618
00 1
.names asqrt[8] n19618 n19619
11 1
.names n18929 n19619 n19620
00 1
.names n19617 n19620 n19621
00 1
.names asqrt[53] n19602 n19622
00 1
.names n19612 n19622 n19623
01 1
.names n19621 n19623 n19624
00 1
.names n19614 n19624 n19625
00 1
.names asqrt[54] n19625 n19626
10 1
.names n18941 n18943 n19627
10 1
.names n18934 n19627 n19628
01 1
.names asqrt[8] n19628 n19629
11 1
.names n18934 n18943 n19630
00 1
.names asqrt[8] n19630 n19631
11 1
.names n18941 n19631 n19632
00 1
.names n19629 n19632 n19633
00 1
.names asqrt[54] n19614 n19634
00 1
.names n19624 n19634 n19635
01 1
.names n19633 n19635 n19636
00 1
.names n19626 n19636 n19637
00 1
.names asqrt[55] n19637 n19638
10 1
.names n18946 n18953 n19639
01 1
.names n18955 n19639 n19640
01 1
.names asqrt[8] n19640 n19641
11 1
.names n18946 n18955 n19642
00 1
.names asqrt[8] n19642 n19643
11 1
.names n18953 n19643 n19644
00 1
.names n19641 n19644 n19645
00 1
.names asqrt[55] n19626 n19646
00 1
.names n19636 n19646 n19647
01 1
.names n19645 n19647 n19648
00 1
.names n19638 n19648 n19649
00 1
.names asqrt[56] n19649 n19650
10 1
.names n18965 n18967 n19651
10 1
.names n18958 n19651 n19652
01 1
.names asqrt[8] n19652 n19653
11 1
.names n18958 n18967 n19654
00 1
.names asqrt[8] n19654 n19655
11 1
.names n18965 n19655 n19656
00 1
.names n19653 n19656 n19657
00 1
.names asqrt[56] n19638 n19658
00 1
.names n19648 n19658 n19659
01 1
.names n19657 n19659 n19660
00 1
.names n19650 n19660 n19661
00 1
.names asqrt[57] n19661 n19662
10 1
.names asqrt[57] n19650 n19663
00 1
.names n19660 n19663 n19664
01 1
.names n18970 n18979 n19665
01 1
.names n18972 n19665 n19666
01 1
.names asqrt[8] n19666 n19667
11 1
.names n18970 n18972 n19668
00 1
.names asqrt[8] n19668 n19669
11 1
.names n18979 n19669 n19670
00 1
.names n19667 n19670 n19671
00 1
.names n19664 n19671 n19672
00 1
.names n19662 n19672 n19673
00 1
.names asqrt[58] n19673 n19674
10 1
.names n18989 n18991 n19675
10 1
.names n18982 n19675 n19676
01 1
.names asqrt[8] n19676 n19677
11 1
.names n18982 n18991 n19678
00 1
.names asqrt[8] n19678 n19679
11 1
.names n18989 n19679 n19680
00 1
.names n19677 n19680 n19681
00 1
.names asqrt[58] n19662 n19682
00 1
.names n19672 n19682 n19683
01 1
.names n19681 n19683 n19684
00 1
.names n19674 n19684 n19685
00 1
.names asqrt[59] n19685 n19686
10 1
.names n18994 n19001 n19687
01 1
.names n19003 n19687 n19688
01 1
.names asqrt[8] n19688 n19689
11 1
.names n18994 n19003 n19690
00 1
.names asqrt[8] n19690 n19691
11 1
.names n19001 n19691 n19692
00 1
.names n19689 n19692 n19693
00 1
.names asqrt[59] n19674 n19694
00 1
.names n19684 n19694 n19695
01 1
.names n19693 n19695 n19696
00 1
.names n19686 n19696 n19697
00 1
.names asqrt[60] n19697 n19698
10 1
.names n19013 n19015 n19699
10 1
.names n19006 n19699 n19700
01 1
.names asqrt[8] n19700 n19701
11 1
.names n19006 n19015 n19702
00 1
.names asqrt[8] n19702 n19703
11 1
.names n19013 n19703 n19704
00 1
.names n19701 n19704 n19705
00 1
.names asqrt[60] n19686 n19706
00 1
.names n19696 n19706 n19707
01 1
.names n19705 n19707 n19708
00 1
.names n19698 n19708 n19709
00 1
.names asqrt[61] n19709 n19710
10 1
.names n19018 n19025 n19711
01 1
.names n19027 n19711 n19712
01 1
.names asqrt[8] n19712 n19713
11 1
.names n19018 n19027 n19714
00 1
.names asqrt[8] n19714 n19715
11 1
.names n19025 n19715 n19716
00 1
.names n19713 n19716 n19717
00 1
.names asqrt[61] n19698 n19718
00 1
.names n19708 n19718 n19719
01 1
.names n19717 n19719 n19720
00 1
.names n19710 n19720 n19721
00 1
.names asqrt[62] n19721 n19722
10 1
.names n19037 n19039 n19723
10 1
.names n19030 n19723 n19724
01 1
.names asqrt[8] n19724 n19725
11 1
.names n19030 n19039 n19726
00 1
.names asqrt[8] n19726 n19727
11 1
.names n19037 n19727 n19728
00 1
.names n19725 n19728 n19729
00 1
.names asqrt[62] n19710 n19730
00 1
.names n19720 n19730 n19731
01 1
.names n19729 n19731 n19732
00 1
.names n19722 n19732 n19733
00 1
.names n19042 n19049 n19734
01 1
.names n19051 n19734 n19735
01 1
.names asqrt[8] n19735 n19736
11 1
.names n19042 n19051 n19737
00 1
.names asqrt[8] n19737 n19738
11 1
.names n19049 n19738 n19739
00 1
.names n19736 n19739 n19740
00 1
.names n19053 n19060 n19741
00 1
.names asqrt[8] n19741 n19742
11 1
.names n19068 n19742 n19743
00 1
.names n19740 n19743 n19744
01 1
.names n19733 n19744 n19745
01 1
.names asqrt[63] n19745 n19746
00 1
.names n19722 n19740 n19747
01 1
.names n19732 n19747 n19748
01 1
.names n19060 asqrt[8] n19749
01 1
.names n19053 n19749 n19750
10 1
.names asqrt[63] n19741 n19751
10 1
.names n19750 n19751 n19752
01 1
.names n19056 n19077 n19753
00 1
.names n19059 n19753 n19754
01 1
.names n19072 n19754 n19755
01 1
.names n19068 n19755 n19756
01 1
.names n19066 n19756 n19757
01 1
.names n19752 n19757 n19758
00 1
.names n19748 n19758 n19759
01 1
.names n19746 n19759 asqrt[7]
01 0
.names a[14] asqrt[7] n19761
11 1
.names a[12] a[13] n19762
00 1
.names a[14] n19762 n19763
01 1
.names n19761 n19763 n19764
00 1
.names asqrt[8] n19764 n19765
10 1
.names n19077 n19763 n19766
00 1
.names n19072 n19766 n19767
01 1
.names n19068 n19767 n19768
01 1
.names n19066 n19768 n19769
01 1
.names n19761 n19769 n19770
01 1
.names a[14] asqrt[7] n19771
01 1
.names a[15] n19771 n19772
10 1
.names n19082 asqrt[7] n19773
11 1
.names n19772 n19773 n19774
00 1
.names n19770 n19774 n19775
01 1
.names n19765 n19775 n19776
00 1
.names asqrt[9] n19776 n19777
10 1
.names asqrt[9] n19765 n19778
00 1
.names n19775 n19778 n19779
01 1
.names asqrt[8] n19757 n19780
10 1
.names n19752 n19780 n19781
01 1
.names n19748 n19781 n19782
01 1
.names n19746 n19782 n19783
01 1
.names n19773 n19783 n19784
00 1
.names a[16] n19784 n19785
10 1
.names a[16] n19783 n19786
00 1
.names n19773 n19786 n19787
01 1
.names n19785 n19787 n19788
00 1
.names n19779 n19788 n19789
00 1
.names n19777 n19789 n19790
00 1
.names asqrt[10] n19790 n19791
10 1
.names n19085 n19090 n19792
00 1
.names n19094 n19792 n19793
01 1
.names asqrt[7] n19793 n19794
11 1
.names asqrt[7] n19792 n19795
11 1
.names n19094 n19795 n19796
10 1
.names n19794 n19796 n19797
00 1
.names asqrt[10] n19777 n19798
00 1
.names n19789 n19798 n19799
01 1
.names n19797 n19799 n19800
00 1
.names n19791 n19800 n19801
00 1
.names asqrt[11] n19801 n19802
10 1
.names n19099 n19108 n19803
01 1
.names n19097 n19803 n19804
01 1
.names asqrt[7] n19804 n19805
11 1
.names n19097 n19099 n19806
00 1
.names asqrt[7] n19806 n19807
11 1
.names n19108 n19807 n19808
00 1
.names n19805 n19808 n19809
00 1
.names asqrt[11] n19791 n19810
00 1
.names n19800 n19810 n19811
01 1
.names n19809 n19811 n19812
00 1
.names n19802 n19812 n19813
00 1
.names asqrt[12] n19813 n19814
10 1
.names n19111 n19117 n19815
01 1
.names n19119 n19815 n19816
01 1
.names asqrt[7] n19816 n19817
11 1
.names n19111 n19119 n19818
00 1
.names asqrt[7] n19818 n19819
11 1
.names n19117 n19819 n19820
00 1
.names n19817 n19820 n19821
00 1
.names asqrt[12] n19802 n19822
00 1
.names n19812 n19822 n19823
01 1
.names n19821 n19823 n19824
00 1
.names n19814 n19824 n19825
00 1
.names asqrt[13] n19825 n19826
10 1
.names n19129 n19131 n19827
10 1
.names n19122 n19827 n19828
01 1
.names asqrt[7] n19828 n19829
11 1
.names n19122 n19131 n19830
00 1
.names asqrt[7] n19830 n19831
11 1
.names n19129 n19831 n19832
00 1
.names n19829 n19832 n19833
00 1
.names asqrt[13] n19814 n19834
00 1
.names n19824 n19834 n19835
01 1
.names n19833 n19835 n19836
00 1
.names n19826 n19836 n19837
00 1
.names asqrt[14] n19837 n19838
10 1
.names n19134 n19141 n19839
01 1
.names n19143 n19839 n19840
01 1
.names asqrt[7] n19840 n19841
11 1
.names n19134 n19143 n19842
00 1
.names asqrt[7] n19842 n19843
11 1
.names n19141 n19843 n19844
00 1
.names n19841 n19844 n19845
00 1
.names asqrt[14] n19826 n19846
00 1
.names n19836 n19846 n19847
01 1
.names n19845 n19847 n19848
00 1
.names n19838 n19848 n19849
00 1
.names asqrt[15] n19849 n19850
10 1
.names n19153 n19155 n19851
10 1
.names n19146 n19851 n19852
01 1
.names asqrt[7] n19852 n19853
11 1
.names n19146 n19155 n19854
00 1
.names asqrt[7] n19854 n19855
11 1
.names n19153 n19855 n19856
00 1
.names n19853 n19856 n19857
00 1
.names asqrt[15] n19838 n19858
00 1
.names n19848 n19858 n19859
01 1
.names n19857 n19859 n19860
00 1
.names n19850 n19860 n19861
00 1
.names asqrt[16] n19861 n19862
10 1
.names n19158 n19165 n19863
01 1
.names n19167 n19863 n19864
01 1
.names asqrt[7] n19864 n19865
11 1
.names n19158 n19167 n19866
00 1
.names asqrt[7] n19866 n19867
11 1
.names n19165 n19867 n19868
00 1
.names n19865 n19868 n19869
00 1
.names asqrt[16] n19850 n19870
00 1
.names n19860 n19870 n19871
01 1
.names n19869 n19871 n19872
00 1
.names n19862 n19872 n19873
00 1
.names asqrt[17] n19873 n19874
10 1
.names n19177 n19179 n19875
10 1
.names n19170 n19875 n19876
01 1
.names asqrt[7] n19876 n19877
11 1
.names n19170 n19179 n19878
00 1
.names asqrt[7] n19878 n19879
11 1
.names n19177 n19879 n19880
00 1
.names n19877 n19880 n19881
00 1
.names asqrt[17] n19862 n19882
00 1
.names n19872 n19882 n19883
01 1
.names n19881 n19883 n19884
00 1
.names n19874 n19884 n19885
00 1
.names asqrt[18] n19885 n19886
10 1
.names n19182 n19189 n19887
01 1
.names n19191 n19887 n19888
01 1
.names asqrt[7] n19888 n19889
11 1
.names n19182 n19191 n19890
00 1
.names asqrt[7] n19890 n19891
11 1
.names n19189 n19891 n19892
00 1
.names n19889 n19892 n19893
00 1
.names asqrt[18] n19874 n19894
00 1
.names n19884 n19894 n19895
01 1
.names n19893 n19895 n19896
00 1
.names n19886 n19896 n19897
00 1
.names asqrt[19] n19897 n19898
10 1
.names n19201 n19203 n19899
10 1
.names n19194 n19899 n19900
01 1
.names asqrt[7] n19900 n19901
11 1
.names n19194 n19203 n19902
00 1
.names asqrt[7] n19902 n19903
11 1
.names n19201 n19903 n19904
00 1
.names n19901 n19904 n19905
00 1
.names asqrt[19] n19886 n19906
00 1
.names n19896 n19906 n19907
01 1
.names n19905 n19907 n19908
00 1
.names n19898 n19908 n19909
00 1
.names asqrt[20] n19909 n19910
10 1
.names n19206 n19213 n19911
01 1
.names n19215 n19911 n19912
01 1
.names asqrt[7] n19912 n19913
11 1
.names n19206 n19215 n19914
00 1
.names asqrt[7] n19914 n19915
11 1
.names n19213 n19915 n19916
00 1
.names n19913 n19916 n19917
00 1
.names asqrt[20] n19898 n19918
00 1
.names n19908 n19918 n19919
01 1
.names n19917 n19919 n19920
00 1
.names n19910 n19920 n19921
00 1
.names asqrt[21] n19921 n19922
10 1
.names n19225 n19227 n19923
10 1
.names n19218 n19923 n19924
01 1
.names asqrt[7] n19924 n19925
11 1
.names n19218 n19227 n19926
00 1
.names asqrt[7] n19926 n19927
11 1
.names n19225 n19927 n19928
00 1
.names n19925 n19928 n19929
00 1
.names asqrt[21] n19910 n19930
00 1
.names n19920 n19930 n19931
01 1
.names n19929 n19931 n19932
00 1
.names n19922 n19932 n19933
00 1
.names asqrt[22] n19933 n19934
10 1
.names n19230 n19237 n19935
01 1
.names n19239 n19935 n19936
01 1
.names asqrt[7] n19936 n19937
11 1
.names n19230 n19239 n19938
00 1
.names asqrt[7] n19938 n19939
11 1
.names n19237 n19939 n19940
00 1
.names n19937 n19940 n19941
00 1
.names asqrt[22] n19922 n19942
00 1
.names n19932 n19942 n19943
01 1
.names n19941 n19943 n19944
00 1
.names n19934 n19944 n19945
00 1
.names asqrt[23] n19945 n19946
10 1
.names n19249 n19251 n19947
10 1
.names n19242 n19947 n19948
01 1
.names asqrt[7] n19948 n19949
11 1
.names n19242 n19251 n19950
00 1
.names asqrt[7] n19950 n19951
11 1
.names n19249 n19951 n19952
00 1
.names n19949 n19952 n19953
00 1
.names asqrt[23] n19934 n19954
00 1
.names n19944 n19954 n19955
01 1
.names n19953 n19955 n19956
00 1
.names n19946 n19956 n19957
00 1
.names asqrt[24] n19957 n19958
10 1
.names n19254 n19261 n19959
01 1
.names n19263 n19959 n19960
01 1
.names asqrt[7] n19960 n19961
11 1
.names n19254 n19263 n19962
00 1
.names asqrt[7] n19962 n19963
11 1
.names n19261 n19963 n19964
00 1
.names n19961 n19964 n19965
00 1
.names asqrt[24] n19946 n19966
00 1
.names n19956 n19966 n19967
01 1
.names n19965 n19967 n19968
00 1
.names n19958 n19968 n19969
00 1
.names asqrt[25] n19969 n19970
10 1
.names n19273 n19275 n19971
10 1
.names n19266 n19971 n19972
01 1
.names asqrt[7] n19972 n19973
11 1
.names n19266 n19275 n19974
00 1
.names asqrt[7] n19974 n19975
11 1
.names n19273 n19975 n19976
00 1
.names n19973 n19976 n19977
00 1
.names asqrt[25] n19958 n19978
00 1
.names n19968 n19978 n19979
01 1
.names n19977 n19979 n19980
00 1
.names n19970 n19980 n19981
00 1
.names asqrt[26] n19981 n19982
10 1
.names n19278 n19285 n19983
01 1
.names n19287 n19983 n19984
01 1
.names asqrt[7] n19984 n19985
11 1
.names n19278 n19287 n19986
00 1
.names asqrt[7] n19986 n19987
11 1
.names n19285 n19987 n19988
00 1
.names n19985 n19988 n19989
00 1
.names asqrt[26] n19970 n19990
00 1
.names n19980 n19990 n19991
01 1
.names n19989 n19991 n19992
00 1
.names n19982 n19992 n19993
00 1
.names asqrt[27] n19993 n19994
10 1
.names n19297 n19299 n19995
10 1
.names n19290 n19995 n19996
01 1
.names asqrt[7] n19996 n19997
11 1
.names n19290 n19299 n19998
00 1
.names asqrt[7] n19998 n19999
11 1
.names n19297 n19999 n20000
00 1
.names n19997 n20000 n20001
00 1
.names asqrt[27] n19982 n20002
00 1
.names n19992 n20002 n20003
01 1
.names n20001 n20003 n20004
00 1
.names n19994 n20004 n20005
00 1
.names asqrt[28] n20005 n20006
10 1
.names n19302 n19309 n20007
01 1
.names n19311 n20007 n20008
01 1
.names asqrt[7] n20008 n20009
11 1
.names n19302 n19311 n20010
00 1
.names asqrt[7] n20010 n20011
11 1
.names n19309 n20011 n20012
00 1
.names n20009 n20012 n20013
00 1
.names asqrt[28] n19994 n20014
00 1
.names n20004 n20014 n20015
01 1
.names n20013 n20015 n20016
00 1
.names n20006 n20016 n20017
00 1
.names asqrt[29] n20017 n20018
10 1
.names n19321 n19323 n20019
10 1
.names n19314 n20019 n20020
01 1
.names asqrt[7] n20020 n20021
11 1
.names n19314 n19323 n20022
00 1
.names asqrt[7] n20022 n20023
11 1
.names n19321 n20023 n20024
00 1
.names n20021 n20024 n20025
00 1
.names asqrt[29] n20006 n20026
00 1
.names n20016 n20026 n20027
01 1
.names n20025 n20027 n20028
00 1
.names n20018 n20028 n20029
00 1
.names asqrt[30] n20029 n20030
10 1
.names n19326 n19333 n20031
01 1
.names n19335 n20031 n20032
01 1
.names asqrt[7] n20032 n20033
11 1
.names n19326 n19335 n20034
00 1
.names asqrt[7] n20034 n20035
11 1
.names n19333 n20035 n20036
00 1
.names n20033 n20036 n20037
00 1
.names asqrt[30] n20018 n20038
00 1
.names n20028 n20038 n20039
01 1
.names n20037 n20039 n20040
00 1
.names n20030 n20040 n20041
00 1
.names asqrt[31] n20041 n20042
10 1
.names n19345 n19347 n20043
10 1
.names n19338 n20043 n20044
01 1
.names asqrt[7] n20044 n20045
11 1
.names n19338 n19347 n20046
00 1
.names asqrt[7] n20046 n20047
11 1
.names n19345 n20047 n20048
00 1
.names n20045 n20048 n20049
00 1
.names asqrt[31] n20030 n20050
00 1
.names n20040 n20050 n20051
01 1
.names n20049 n20051 n20052
00 1
.names n20042 n20052 n20053
00 1
.names asqrt[32] n20053 n20054
10 1
.names n19350 n19357 n20055
01 1
.names n19359 n20055 n20056
01 1
.names asqrt[7] n20056 n20057
11 1
.names n19350 n19359 n20058
00 1
.names asqrt[7] n20058 n20059
11 1
.names n19357 n20059 n20060
00 1
.names n20057 n20060 n20061
00 1
.names asqrt[32] n20042 n20062
00 1
.names n20052 n20062 n20063
01 1
.names n20061 n20063 n20064
00 1
.names n20054 n20064 n20065
00 1
.names asqrt[33] n20065 n20066
10 1
.names n19369 n19371 n20067
10 1
.names n19362 n20067 n20068
01 1
.names asqrt[7] n20068 n20069
11 1
.names n19362 n19371 n20070
00 1
.names asqrt[7] n20070 n20071
11 1
.names n19369 n20071 n20072
00 1
.names n20069 n20072 n20073
00 1
.names asqrt[33] n20054 n20074
00 1
.names n20064 n20074 n20075
01 1
.names n20073 n20075 n20076
00 1
.names n20066 n20076 n20077
00 1
.names asqrt[34] n20077 n20078
10 1
.names n19374 n19381 n20079
01 1
.names n19383 n20079 n20080
01 1
.names asqrt[7] n20080 n20081
11 1
.names n19374 n19383 n20082
00 1
.names asqrt[7] n20082 n20083
11 1
.names n19381 n20083 n20084
00 1
.names n20081 n20084 n20085
00 1
.names asqrt[34] n20066 n20086
00 1
.names n20076 n20086 n20087
01 1
.names n20085 n20087 n20088
00 1
.names n20078 n20088 n20089
00 1
.names asqrt[35] n20089 n20090
10 1
.names n19393 n19395 n20091
10 1
.names n19386 n20091 n20092
01 1
.names asqrt[7] n20092 n20093
11 1
.names n19386 n19395 n20094
00 1
.names asqrt[7] n20094 n20095
11 1
.names n19393 n20095 n20096
00 1
.names n20093 n20096 n20097
00 1
.names asqrt[35] n20078 n20098
00 1
.names n20088 n20098 n20099
01 1
.names n20097 n20099 n20100
00 1
.names n20090 n20100 n20101
00 1
.names asqrt[36] n20101 n20102
10 1
.names n19398 n19405 n20103
01 1
.names n19407 n20103 n20104
01 1
.names asqrt[7] n20104 n20105
11 1
.names n19398 n19407 n20106
00 1
.names asqrt[7] n20106 n20107
11 1
.names n19405 n20107 n20108
00 1
.names n20105 n20108 n20109
00 1
.names asqrt[36] n20090 n20110
00 1
.names n20100 n20110 n20111
01 1
.names n20109 n20111 n20112
00 1
.names n20102 n20112 n20113
00 1
.names asqrt[37] n20113 n20114
10 1
.names n19417 n19419 n20115
10 1
.names n19410 n20115 n20116
01 1
.names asqrt[7] n20116 n20117
11 1
.names n19410 n19419 n20118
00 1
.names asqrt[7] n20118 n20119
11 1
.names n19417 n20119 n20120
00 1
.names n20117 n20120 n20121
00 1
.names asqrt[37] n20102 n20122
00 1
.names n20112 n20122 n20123
01 1
.names n20121 n20123 n20124
00 1
.names n20114 n20124 n20125
00 1
.names asqrt[38] n20125 n20126
10 1
.names n19422 n19429 n20127
01 1
.names n19431 n20127 n20128
01 1
.names asqrt[7] n20128 n20129
11 1
.names n19422 n19431 n20130
00 1
.names asqrt[7] n20130 n20131
11 1
.names n19429 n20131 n20132
00 1
.names n20129 n20132 n20133
00 1
.names asqrt[38] n20114 n20134
00 1
.names n20124 n20134 n20135
01 1
.names n20133 n20135 n20136
00 1
.names n20126 n20136 n20137
00 1
.names asqrt[39] n20137 n20138
10 1
.names n19441 n19443 n20139
10 1
.names n19434 n20139 n20140
01 1
.names asqrt[7] n20140 n20141
11 1
.names n19434 n19443 n20142
00 1
.names asqrt[7] n20142 n20143
11 1
.names n19441 n20143 n20144
00 1
.names n20141 n20144 n20145
00 1
.names asqrt[39] n20126 n20146
00 1
.names n20136 n20146 n20147
01 1
.names n20145 n20147 n20148
00 1
.names n20138 n20148 n20149
00 1
.names asqrt[40] n20149 n20150
10 1
.names n19446 n19453 n20151
01 1
.names n19455 n20151 n20152
01 1
.names asqrt[7] n20152 n20153
11 1
.names n19446 n19455 n20154
00 1
.names asqrt[7] n20154 n20155
11 1
.names n19453 n20155 n20156
00 1
.names n20153 n20156 n20157
00 1
.names asqrt[40] n20138 n20158
00 1
.names n20148 n20158 n20159
01 1
.names n20157 n20159 n20160
00 1
.names n20150 n20160 n20161
00 1
.names asqrt[41] n20161 n20162
10 1
.names n19465 n19467 n20163
10 1
.names n19458 n20163 n20164
01 1
.names asqrt[7] n20164 n20165
11 1
.names n19458 n19467 n20166
00 1
.names asqrt[7] n20166 n20167
11 1
.names n19465 n20167 n20168
00 1
.names n20165 n20168 n20169
00 1
.names asqrt[41] n20150 n20170
00 1
.names n20160 n20170 n20171
01 1
.names n20169 n20171 n20172
00 1
.names n20162 n20172 n20173
00 1
.names asqrt[42] n20173 n20174
10 1
.names n19470 n19477 n20175
01 1
.names n19479 n20175 n20176
01 1
.names asqrt[7] n20176 n20177
11 1
.names n19470 n19479 n20178
00 1
.names asqrt[7] n20178 n20179
11 1
.names n19477 n20179 n20180
00 1
.names n20177 n20180 n20181
00 1
.names asqrt[42] n20162 n20182
00 1
.names n20172 n20182 n20183
01 1
.names n20181 n20183 n20184
00 1
.names n20174 n20184 n20185
00 1
.names asqrt[43] n20185 n20186
10 1
.names n19489 n19491 n20187
10 1
.names n19482 n20187 n20188
01 1
.names asqrt[7] n20188 n20189
11 1
.names n19482 n19491 n20190
00 1
.names asqrt[7] n20190 n20191
11 1
.names n19489 n20191 n20192
00 1
.names n20189 n20192 n20193
00 1
.names asqrt[43] n20174 n20194
00 1
.names n20184 n20194 n20195
01 1
.names n20193 n20195 n20196
00 1
.names n20186 n20196 n20197
00 1
.names asqrt[44] n20197 n20198
10 1
.names n19494 n19501 n20199
01 1
.names n19503 n20199 n20200
01 1
.names asqrt[7] n20200 n20201
11 1
.names n19494 n19503 n20202
00 1
.names asqrt[7] n20202 n20203
11 1
.names n19501 n20203 n20204
00 1
.names n20201 n20204 n20205
00 1
.names asqrt[44] n20186 n20206
00 1
.names n20196 n20206 n20207
01 1
.names n20205 n20207 n20208
00 1
.names n20198 n20208 n20209
00 1
.names asqrt[45] n20209 n20210
10 1
.names n19513 n19515 n20211
10 1
.names n19506 n20211 n20212
01 1
.names asqrt[7] n20212 n20213
11 1
.names n19506 n19515 n20214
00 1
.names asqrt[7] n20214 n20215
11 1
.names n19513 n20215 n20216
00 1
.names n20213 n20216 n20217
00 1
.names asqrt[45] n20198 n20218
00 1
.names n20208 n20218 n20219
01 1
.names n20217 n20219 n20220
00 1
.names n20210 n20220 n20221
00 1
.names asqrt[46] n20221 n20222
10 1
.names n19518 n19525 n20223
01 1
.names n19527 n20223 n20224
01 1
.names asqrt[7] n20224 n20225
11 1
.names n19518 n19527 n20226
00 1
.names asqrt[7] n20226 n20227
11 1
.names n19525 n20227 n20228
00 1
.names n20225 n20228 n20229
00 1
.names asqrt[46] n20210 n20230
00 1
.names n20220 n20230 n20231
01 1
.names n20229 n20231 n20232
00 1
.names n20222 n20232 n20233
00 1
.names asqrt[47] n20233 n20234
10 1
.names n19537 n19539 n20235
10 1
.names n19530 n20235 n20236
01 1
.names asqrt[7] n20236 n20237
11 1
.names n19530 n19539 n20238
00 1
.names asqrt[7] n20238 n20239
11 1
.names n19537 n20239 n20240
00 1
.names n20237 n20240 n20241
00 1
.names asqrt[47] n20222 n20242
00 1
.names n20232 n20242 n20243
01 1
.names n20241 n20243 n20244
00 1
.names n20234 n20244 n20245
00 1
.names asqrt[48] n20245 n20246
10 1
.names n19542 n19549 n20247
01 1
.names n19551 n20247 n20248
01 1
.names asqrt[7] n20248 n20249
11 1
.names n19542 n19551 n20250
00 1
.names asqrt[7] n20250 n20251
11 1
.names n19549 n20251 n20252
00 1
.names n20249 n20252 n20253
00 1
.names asqrt[48] n20234 n20254
00 1
.names n20244 n20254 n20255
01 1
.names n20253 n20255 n20256
00 1
.names n20246 n20256 n20257
00 1
.names asqrt[49] n20257 n20258
10 1
.names n19561 n19563 n20259
10 1
.names n19554 n20259 n20260
01 1
.names asqrt[7] n20260 n20261
11 1
.names n19554 n19563 n20262
00 1
.names asqrt[7] n20262 n20263
11 1
.names n19561 n20263 n20264
00 1
.names n20261 n20264 n20265
00 1
.names asqrt[49] n20246 n20266
00 1
.names n20256 n20266 n20267
01 1
.names n20265 n20267 n20268
00 1
.names n20258 n20268 n20269
00 1
.names asqrt[50] n20269 n20270
10 1
.names n19566 n19573 n20271
01 1
.names n19575 n20271 n20272
01 1
.names asqrt[7] n20272 n20273
11 1
.names n19566 n19575 n20274
00 1
.names asqrt[7] n20274 n20275
11 1
.names n19573 n20275 n20276
00 1
.names n20273 n20276 n20277
00 1
.names asqrt[50] n20258 n20278
00 1
.names n20268 n20278 n20279
01 1
.names n20277 n20279 n20280
00 1
.names n20270 n20280 n20281
00 1
.names asqrt[51] n20281 n20282
10 1
.names n19585 n19587 n20283
10 1
.names n19578 n20283 n20284
01 1
.names asqrt[7] n20284 n20285
11 1
.names n19578 n19587 n20286
00 1
.names asqrt[7] n20286 n20287
11 1
.names n19585 n20287 n20288
00 1
.names n20285 n20288 n20289
00 1
.names asqrt[51] n20270 n20290
00 1
.names n20280 n20290 n20291
01 1
.names n20289 n20291 n20292
00 1
.names n20282 n20292 n20293
00 1
.names asqrt[52] n20293 n20294
10 1
.names n19590 n19597 n20295
01 1
.names n19599 n20295 n20296
01 1
.names asqrt[7] n20296 n20297
11 1
.names n19590 n19599 n20298
00 1
.names asqrt[7] n20298 n20299
11 1
.names n19597 n20299 n20300
00 1
.names n20297 n20300 n20301
00 1
.names asqrt[52] n20282 n20302
00 1
.names n20292 n20302 n20303
01 1
.names n20301 n20303 n20304
00 1
.names n20294 n20304 n20305
00 1
.names asqrt[53] n20305 n20306
10 1
.names n19609 n19611 n20307
10 1
.names n19602 n20307 n20308
01 1
.names asqrt[7] n20308 n20309
11 1
.names n19602 n19611 n20310
00 1
.names asqrt[7] n20310 n20311
11 1
.names n19609 n20311 n20312
00 1
.names n20309 n20312 n20313
00 1
.names asqrt[53] n20294 n20314
00 1
.names n20304 n20314 n20315
01 1
.names n20313 n20315 n20316
00 1
.names n20306 n20316 n20317
00 1
.names asqrt[54] n20317 n20318
10 1
.names n19614 n19621 n20319
01 1
.names n19623 n20319 n20320
01 1
.names asqrt[7] n20320 n20321
11 1
.names n19614 n19623 n20322
00 1
.names asqrt[7] n20322 n20323
11 1
.names n19621 n20323 n20324
00 1
.names n20321 n20324 n20325
00 1
.names asqrt[54] n20306 n20326
00 1
.names n20316 n20326 n20327
01 1
.names n20325 n20327 n20328
00 1
.names n20318 n20328 n20329
00 1
.names asqrt[55] n20329 n20330
10 1
.names n19633 n19635 n20331
10 1
.names n19626 n20331 n20332
01 1
.names asqrt[7] n20332 n20333
11 1
.names n19626 n19635 n20334
00 1
.names asqrt[7] n20334 n20335
11 1
.names n19633 n20335 n20336
00 1
.names n20333 n20336 n20337
00 1
.names asqrt[55] n20318 n20338
00 1
.names n20328 n20338 n20339
01 1
.names n20337 n20339 n20340
00 1
.names n20330 n20340 n20341
00 1
.names asqrt[56] n20341 n20342
10 1
.names n19638 n19645 n20343
01 1
.names n19647 n20343 n20344
01 1
.names asqrt[7] n20344 n20345
11 1
.names n19638 n19647 n20346
00 1
.names asqrt[7] n20346 n20347
11 1
.names n19645 n20347 n20348
00 1
.names n20345 n20348 n20349
00 1
.names asqrt[56] n20330 n20350
00 1
.names n20340 n20350 n20351
01 1
.names n20349 n20351 n20352
00 1
.names n20342 n20352 n20353
00 1
.names asqrt[57] n20353 n20354
10 1
.names n19657 n19659 n20355
10 1
.names n19650 n20355 n20356
01 1
.names asqrt[7] n20356 n20357
11 1
.names n19650 n19659 n20358
00 1
.names asqrt[7] n20358 n20359
11 1
.names n19657 n20359 n20360
00 1
.names n20357 n20360 n20361
00 1
.names asqrt[57] n20342 n20362
00 1
.names n20352 n20362 n20363
01 1
.names n20361 n20363 n20364
00 1
.names n20354 n20364 n20365
00 1
.names asqrt[58] n20365 n20366
10 1
.names asqrt[58] n20354 n20367
00 1
.names n20364 n20367 n20368
01 1
.names n19662 n19671 n20369
01 1
.names n19664 n20369 n20370
01 1
.names asqrt[7] n20370 n20371
11 1
.names n19662 n19664 n20372
00 1
.names asqrt[7] n20372 n20373
11 1
.names n19671 n20373 n20374
00 1
.names n20371 n20374 n20375
00 1
.names n20368 n20375 n20376
00 1
.names n20366 n20376 n20377
00 1
.names asqrt[59] n20377 n20378
10 1
.names n19681 n19683 n20379
10 1
.names n19674 n20379 n20380
01 1
.names asqrt[7] n20380 n20381
11 1
.names n19674 n19683 n20382
00 1
.names asqrt[7] n20382 n20383
11 1
.names n19681 n20383 n20384
00 1
.names n20381 n20384 n20385
00 1
.names asqrt[59] n20366 n20386
00 1
.names n20376 n20386 n20387
01 1
.names n20385 n20387 n20388
00 1
.names n20378 n20388 n20389
00 1
.names asqrt[60] n20389 n20390
10 1
.names n19686 n19693 n20391
01 1
.names n19695 n20391 n20392
01 1
.names asqrt[7] n20392 n20393
11 1
.names n19686 n19695 n20394
00 1
.names asqrt[7] n20394 n20395
11 1
.names n19693 n20395 n20396
00 1
.names n20393 n20396 n20397
00 1
.names asqrt[60] n20378 n20398
00 1
.names n20388 n20398 n20399
01 1
.names n20397 n20399 n20400
00 1
.names n20390 n20400 n20401
00 1
.names asqrt[61] n20401 n20402
10 1
.names n19705 n19707 n20403
10 1
.names n19698 n20403 n20404
01 1
.names asqrt[7] n20404 n20405
11 1
.names n19698 n19707 n20406
00 1
.names asqrt[7] n20406 n20407
11 1
.names n19705 n20407 n20408
00 1
.names n20405 n20408 n20409
00 1
.names asqrt[61] n20390 n20410
00 1
.names n20400 n20410 n20411
01 1
.names n20409 n20411 n20412
00 1
.names n20402 n20412 n20413
00 1
.names asqrt[62] n20413 n20414
10 1
.names n19710 n19717 n20415
01 1
.names n19719 n20415 n20416
01 1
.names asqrt[7] n20416 n20417
11 1
.names n19710 n19719 n20418
00 1
.names asqrt[7] n20418 n20419
11 1
.names n19717 n20419 n20420
00 1
.names n20417 n20420 n20421
00 1
.names asqrt[62] n20402 n20422
00 1
.names n20412 n20422 n20423
01 1
.names n20421 n20423 n20424
00 1
.names n20414 n20424 n20425
00 1
.names n19729 n19731 n20426
10 1
.names n19722 n20426 n20427
01 1
.names asqrt[7] n20427 n20428
11 1
.names n19722 n19731 n20429
00 1
.names asqrt[7] n20429 n20430
11 1
.names n19729 n20430 n20431
00 1
.names n20428 n20431 n20432
00 1
.names n19733 n19740 n20433
00 1
.names asqrt[7] n20433 n20434
11 1
.names n19748 n20434 n20435
00 1
.names n20432 n20435 n20436
01 1
.names n20425 n20436 n20437
01 1
.names asqrt[63] n20437 n20438
00 1
.names n20414 n20432 n20439
01 1
.names n20424 n20439 n20440
01 1
.names n19740 asqrt[7] n20441
01 1
.names n19733 n20441 n20442
10 1
.names asqrt[63] n20433 n20443
10 1
.names n20442 n20443 n20444
01 1
.names n19736 n19757 n20445
00 1
.names n19739 n20445 n20446
01 1
.names n19752 n20446 n20447
01 1
.names n19748 n20447 n20448
01 1
.names n19746 n20448 n20449
01 1
.names n20444 n20449 n20450
00 1
.names n20440 n20450 n20451
01 1
.names n20438 n20451 asqrt[6]
01 0
.names a[12] asqrt[6] n20453
11 1
.names a[10] a[11] n20454
00 1
.names a[12] n20454 n20455
01 1
.names n20453 n20455 n20456
00 1
.names asqrt[7] n20456 n20457
10 1
.names n19757 n20455 n20458
00 1
.names n19752 n20458 n20459
01 1
.names n19748 n20459 n20460
01 1
.names n19746 n20460 n20461
01 1
.names n20453 n20461 n20462
01 1
.names a[12] asqrt[6] n20463
01 1
.names a[13] n20463 n20464
10 1
.names n19762 asqrt[6] n20465
11 1
.names n20464 n20465 n20466
00 1
.names n20462 n20466 n20467
01 1
.names n20457 n20467 n20468
00 1
.names asqrt[8] n20468 n20469
10 1
.names asqrt[8] n20457 n20470
00 1
.names n20467 n20470 n20471
01 1
.names asqrt[7] n20449 n20472
10 1
.names n20444 n20472 n20473
01 1
.names n20440 n20473 n20474
01 1
.names n20438 n20474 n20475
01 1
.names n20465 n20475 n20476
00 1
.names a[14] n20476 n20477
10 1
.names a[14] n20475 n20478
00 1
.names n20465 n20478 n20479
01 1
.names n20477 n20479 n20480
00 1
.names n20471 n20480 n20481
00 1
.names n20469 n20481 n20482
00 1
.names asqrt[9] n20482 n20483
10 1
.names n19765 n19770 n20484
00 1
.names n19774 n20484 n20485
01 1
.names asqrt[6] n20485 n20486
11 1
.names asqrt[6] n20484 n20487
11 1
.names n19774 n20487 n20488
10 1
.names n20486 n20488 n20489
00 1
.names asqrt[9] n20469 n20490
00 1
.names n20481 n20490 n20491
01 1
.names n20489 n20491 n20492
00 1
.names n20483 n20492 n20493
00 1
.names asqrt[10] n20493 n20494
10 1
.names n19779 n19788 n20495
01 1
.names n19777 n20495 n20496
01 1
.names asqrt[6] n20496 n20497
11 1
.names n19777 n19779 n20498
00 1
.names asqrt[6] n20498 n20499
11 1
.names n19788 n20499 n20500
00 1
.names n20497 n20500 n20501
00 1
.names asqrt[10] n20483 n20502
00 1
.names n20492 n20502 n20503
01 1
.names n20501 n20503 n20504
00 1
.names n20494 n20504 n20505
00 1
.names asqrt[11] n20505 n20506
10 1
.names n19791 n19797 n20507
01 1
.names n19799 n20507 n20508
01 1
.names asqrt[6] n20508 n20509
11 1
.names n19791 n19799 n20510
00 1
.names asqrt[6] n20510 n20511
11 1
.names n19797 n20511 n20512
00 1
.names n20509 n20512 n20513
00 1
.names asqrt[11] n20494 n20514
00 1
.names n20504 n20514 n20515
01 1
.names n20513 n20515 n20516
00 1
.names n20506 n20516 n20517
00 1
.names asqrt[12] n20517 n20518
10 1
.names n19809 n19811 n20519
10 1
.names n19802 n20519 n20520
01 1
.names asqrt[6] n20520 n20521
11 1
.names n19802 n19811 n20522
00 1
.names asqrt[6] n20522 n20523
11 1
.names n19809 n20523 n20524
00 1
.names n20521 n20524 n20525
00 1
.names asqrt[12] n20506 n20526
00 1
.names n20516 n20526 n20527
01 1
.names n20525 n20527 n20528
00 1
.names n20518 n20528 n20529
00 1
.names asqrt[13] n20529 n20530
10 1
.names n19814 n19821 n20531
01 1
.names n19823 n20531 n20532
01 1
.names asqrt[6] n20532 n20533
11 1
.names n19814 n19823 n20534
00 1
.names asqrt[6] n20534 n20535
11 1
.names n19821 n20535 n20536
00 1
.names n20533 n20536 n20537
00 1
.names asqrt[13] n20518 n20538
00 1
.names n20528 n20538 n20539
01 1
.names n20537 n20539 n20540
00 1
.names n20530 n20540 n20541
00 1
.names asqrt[14] n20541 n20542
10 1
.names n19833 n19835 n20543
10 1
.names n19826 n20543 n20544
01 1
.names asqrt[6] n20544 n20545
11 1
.names n19826 n19835 n20546
00 1
.names asqrt[6] n20546 n20547
11 1
.names n19833 n20547 n20548
00 1
.names n20545 n20548 n20549
00 1
.names asqrt[14] n20530 n20550
00 1
.names n20540 n20550 n20551
01 1
.names n20549 n20551 n20552
00 1
.names n20542 n20552 n20553
00 1
.names asqrt[15] n20553 n20554
10 1
.names n19838 n19845 n20555
01 1
.names n19847 n20555 n20556
01 1
.names asqrt[6] n20556 n20557
11 1
.names n19838 n19847 n20558
00 1
.names asqrt[6] n20558 n20559
11 1
.names n19845 n20559 n20560
00 1
.names n20557 n20560 n20561
00 1
.names asqrt[15] n20542 n20562
00 1
.names n20552 n20562 n20563
01 1
.names n20561 n20563 n20564
00 1
.names n20554 n20564 n20565
00 1
.names asqrt[16] n20565 n20566
10 1
.names n19857 n19859 n20567
10 1
.names n19850 n20567 n20568
01 1
.names asqrt[6] n20568 n20569
11 1
.names n19850 n19859 n20570
00 1
.names asqrt[6] n20570 n20571
11 1
.names n19857 n20571 n20572
00 1
.names n20569 n20572 n20573
00 1
.names asqrt[16] n20554 n20574
00 1
.names n20564 n20574 n20575
01 1
.names n20573 n20575 n20576
00 1
.names n20566 n20576 n20577
00 1
.names asqrt[17] n20577 n20578
10 1
.names n19862 n19869 n20579
01 1
.names n19871 n20579 n20580
01 1
.names asqrt[6] n20580 n20581
11 1
.names n19862 n19871 n20582
00 1
.names asqrt[6] n20582 n20583
11 1
.names n19869 n20583 n20584
00 1
.names n20581 n20584 n20585
00 1
.names asqrt[17] n20566 n20586
00 1
.names n20576 n20586 n20587
01 1
.names n20585 n20587 n20588
00 1
.names n20578 n20588 n20589
00 1
.names asqrt[18] n20589 n20590
10 1
.names n19881 n19883 n20591
10 1
.names n19874 n20591 n20592
01 1
.names asqrt[6] n20592 n20593
11 1
.names n19874 n19883 n20594
00 1
.names asqrt[6] n20594 n20595
11 1
.names n19881 n20595 n20596
00 1
.names n20593 n20596 n20597
00 1
.names asqrt[18] n20578 n20598
00 1
.names n20588 n20598 n20599
01 1
.names n20597 n20599 n20600
00 1
.names n20590 n20600 n20601
00 1
.names asqrt[19] n20601 n20602
10 1
.names n19886 n19893 n20603
01 1
.names n19895 n20603 n20604
01 1
.names asqrt[6] n20604 n20605
11 1
.names n19886 n19895 n20606
00 1
.names asqrt[6] n20606 n20607
11 1
.names n19893 n20607 n20608
00 1
.names n20605 n20608 n20609
00 1
.names asqrt[19] n20590 n20610
00 1
.names n20600 n20610 n20611
01 1
.names n20609 n20611 n20612
00 1
.names n20602 n20612 n20613
00 1
.names asqrt[20] n20613 n20614
10 1
.names n19905 n19907 n20615
10 1
.names n19898 n20615 n20616
01 1
.names asqrt[6] n20616 n20617
11 1
.names n19898 n19907 n20618
00 1
.names asqrt[6] n20618 n20619
11 1
.names n19905 n20619 n20620
00 1
.names n20617 n20620 n20621
00 1
.names asqrt[20] n20602 n20622
00 1
.names n20612 n20622 n20623
01 1
.names n20621 n20623 n20624
00 1
.names n20614 n20624 n20625
00 1
.names asqrt[21] n20625 n20626
10 1
.names n19910 n19917 n20627
01 1
.names n19919 n20627 n20628
01 1
.names asqrt[6] n20628 n20629
11 1
.names n19910 n19919 n20630
00 1
.names asqrt[6] n20630 n20631
11 1
.names n19917 n20631 n20632
00 1
.names n20629 n20632 n20633
00 1
.names asqrt[21] n20614 n20634
00 1
.names n20624 n20634 n20635
01 1
.names n20633 n20635 n20636
00 1
.names n20626 n20636 n20637
00 1
.names asqrt[22] n20637 n20638
10 1
.names n19929 n19931 n20639
10 1
.names n19922 n20639 n20640
01 1
.names asqrt[6] n20640 n20641
11 1
.names n19922 n19931 n20642
00 1
.names asqrt[6] n20642 n20643
11 1
.names n19929 n20643 n20644
00 1
.names n20641 n20644 n20645
00 1
.names asqrt[22] n20626 n20646
00 1
.names n20636 n20646 n20647
01 1
.names n20645 n20647 n20648
00 1
.names n20638 n20648 n20649
00 1
.names asqrt[23] n20649 n20650
10 1
.names n19934 n19941 n20651
01 1
.names n19943 n20651 n20652
01 1
.names asqrt[6] n20652 n20653
11 1
.names n19934 n19943 n20654
00 1
.names asqrt[6] n20654 n20655
11 1
.names n19941 n20655 n20656
00 1
.names n20653 n20656 n20657
00 1
.names asqrt[23] n20638 n20658
00 1
.names n20648 n20658 n20659
01 1
.names n20657 n20659 n20660
00 1
.names n20650 n20660 n20661
00 1
.names asqrt[24] n20661 n20662
10 1
.names n19953 n19955 n20663
10 1
.names n19946 n20663 n20664
01 1
.names asqrt[6] n20664 n20665
11 1
.names n19946 n19955 n20666
00 1
.names asqrt[6] n20666 n20667
11 1
.names n19953 n20667 n20668
00 1
.names n20665 n20668 n20669
00 1
.names asqrt[24] n20650 n20670
00 1
.names n20660 n20670 n20671
01 1
.names n20669 n20671 n20672
00 1
.names n20662 n20672 n20673
00 1
.names asqrt[25] n20673 n20674
10 1
.names n19958 n19965 n20675
01 1
.names n19967 n20675 n20676
01 1
.names asqrt[6] n20676 n20677
11 1
.names n19958 n19967 n20678
00 1
.names asqrt[6] n20678 n20679
11 1
.names n19965 n20679 n20680
00 1
.names n20677 n20680 n20681
00 1
.names asqrt[25] n20662 n20682
00 1
.names n20672 n20682 n20683
01 1
.names n20681 n20683 n20684
00 1
.names n20674 n20684 n20685
00 1
.names asqrt[26] n20685 n20686
10 1
.names n19977 n19979 n20687
10 1
.names n19970 n20687 n20688
01 1
.names asqrt[6] n20688 n20689
11 1
.names n19970 n19979 n20690
00 1
.names asqrt[6] n20690 n20691
11 1
.names n19977 n20691 n20692
00 1
.names n20689 n20692 n20693
00 1
.names asqrt[26] n20674 n20694
00 1
.names n20684 n20694 n20695
01 1
.names n20693 n20695 n20696
00 1
.names n20686 n20696 n20697
00 1
.names asqrt[27] n20697 n20698
10 1
.names n19982 n19989 n20699
01 1
.names n19991 n20699 n20700
01 1
.names asqrt[6] n20700 n20701
11 1
.names n19982 n19991 n20702
00 1
.names asqrt[6] n20702 n20703
11 1
.names n19989 n20703 n20704
00 1
.names n20701 n20704 n20705
00 1
.names asqrt[27] n20686 n20706
00 1
.names n20696 n20706 n20707
01 1
.names n20705 n20707 n20708
00 1
.names n20698 n20708 n20709
00 1
.names asqrt[28] n20709 n20710
10 1
.names n20001 n20003 n20711
10 1
.names n19994 n20711 n20712
01 1
.names asqrt[6] n20712 n20713
11 1
.names n19994 n20003 n20714
00 1
.names asqrt[6] n20714 n20715
11 1
.names n20001 n20715 n20716
00 1
.names n20713 n20716 n20717
00 1
.names asqrt[28] n20698 n20718
00 1
.names n20708 n20718 n20719
01 1
.names n20717 n20719 n20720
00 1
.names n20710 n20720 n20721
00 1
.names asqrt[29] n20721 n20722
10 1
.names n20006 n20013 n20723
01 1
.names n20015 n20723 n20724
01 1
.names asqrt[6] n20724 n20725
11 1
.names n20006 n20015 n20726
00 1
.names asqrt[6] n20726 n20727
11 1
.names n20013 n20727 n20728
00 1
.names n20725 n20728 n20729
00 1
.names asqrt[29] n20710 n20730
00 1
.names n20720 n20730 n20731
01 1
.names n20729 n20731 n20732
00 1
.names n20722 n20732 n20733
00 1
.names asqrt[30] n20733 n20734
10 1
.names n20025 n20027 n20735
10 1
.names n20018 n20735 n20736
01 1
.names asqrt[6] n20736 n20737
11 1
.names n20018 n20027 n20738
00 1
.names asqrt[6] n20738 n20739
11 1
.names n20025 n20739 n20740
00 1
.names n20737 n20740 n20741
00 1
.names asqrt[30] n20722 n20742
00 1
.names n20732 n20742 n20743
01 1
.names n20741 n20743 n20744
00 1
.names n20734 n20744 n20745
00 1
.names asqrt[31] n20745 n20746
10 1
.names n20030 n20037 n20747
01 1
.names n20039 n20747 n20748
01 1
.names asqrt[6] n20748 n20749
11 1
.names n20030 n20039 n20750
00 1
.names asqrt[6] n20750 n20751
11 1
.names n20037 n20751 n20752
00 1
.names n20749 n20752 n20753
00 1
.names asqrt[31] n20734 n20754
00 1
.names n20744 n20754 n20755
01 1
.names n20753 n20755 n20756
00 1
.names n20746 n20756 n20757
00 1
.names asqrt[32] n20757 n20758
10 1
.names n20049 n20051 n20759
10 1
.names n20042 n20759 n20760
01 1
.names asqrt[6] n20760 n20761
11 1
.names n20042 n20051 n20762
00 1
.names asqrt[6] n20762 n20763
11 1
.names n20049 n20763 n20764
00 1
.names n20761 n20764 n20765
00 1
.names asqrt[32] n20746 n20766
00 1
.names n20756 n20766 n20767
01 1
.names n20765 n20767 n20768
00 1
.names n20758 n20768 n20769
00 1
.names asqrt[33] n20769 n20770
10 1
.names n20054 n20061 n20771
01 1
.names n20063 n20771 n20772
01 1
.names asqrt[6] n20772 n20773
11 1
.names n20054 n20063 n20774
00 1
.names asqrt[6] n20774 n20775
11 1
.names n20061 n20775 n20776
00 1
.names n20773 n20776 n20777
00 1
.names asqrt[33] n20758 n20778
00 1
.names n20768 n20778 n20779
01 1
.names n20777 n20779 n20780
00 1
.names n20770 n20780 n20781
00 1
.names asqrt[34] n20781 n20782
10 1
.names n20073 n20075 n20783
10 1
.names n20066 n20783 n20784
01 1
.names asqrt[6] n20784 n20785
11 1
.names n20066 n20075 n20786
00 1
.names asqrt[6] n20786 n20787
11 1
.names n20073 n20787 n20788
00 1
.names n20785 n20788 n20789
00 1
.names asqrt[34] n20770 n20790
00 1
.names n20780 n20790 n20791
01 1
.names n20789 n20791 n20792
00 1
.names n20782 n20792 n20793
00 1
.names asqrt[35] n20793 n20794
10 1
.names n20078 n20085 n20795
01 1
.names n20087 n20795 n20796
01 1
.names asqrt[6] n20796 n20797
11 1
.names n20078 n20087 n20798
00 1
.names asqrt[6] n20798 n20799
11 1
.names n20085 n20799 n20800
00 1
.names n20797 n20800 n20801
00 1
.names asqrt[35] n20782 n20802
00 1
.names n20792 n20802 n20803
01 1
.names n20801 n20803 n20804
00 1
.names n20794 n20804 n20805
00 1
.names asqrt[36] n20805 n20806
10 1
.names n20097 n20099 n20807
10 1
.names n20090 n20807 n20808
01 1
.names asqrt[6] n20808 n20809
11 1
.names n20090 n20099 n20810
00 1
.names asqrt[6] n20810 n20811
11 1
.names n20097 n20811 n20812
00 1
.names n20809 n20812 n20813
00 1
.names asqrt[36] n20794 n20814
00 1
.names n20804 n20814 n20815
01 1
.names n20813 n20815 n20816
00 1
.names n20806 n20816 n20817
00 1
.names asqrt[37] n20817 n20818
10 1
.names n20102 n20109 n20819
01 1
.names n20111 n20819 n20820
01 1
.names asqrt[6] n20820 n20821
11 1
.names n20102 n20111 n20822
00 1
.names asqrt[6] n20822 n20823
11 1
.names n20109 n20823 n20824
00 1
.names n20821 n20824 n20825
00 1
.names asqrt[37] n20806 n20826
00 1
.names n20816 n20826 n20827
01 1
.names n20825 n20827 n20828
00 1
.names n20818 n20828 n20829
00 1
.names asqrt[38] n20829 n20830
10 1
.names n20121 n20123 n20831
10 1
.names n20114 n20831 n20832
01 1
.names asqrt[6] n20832 n20833
11 1
.names n20114 n20123 n20834
00 1
.names asqrt[6] n20834 n20835
11 1
.names n20121 n20835 n20836
00 1
.names n20833 n20836 n20837
00 1
.names asqrt[38] n20818 n20838
00 1
.names n20828 n20838 n20839
01 1
.names n20837 n20839 n20840
00 1
.names n20830 n20840 n20841
00 1
.names asqrt[39] n20841 n20842
10 1
.names n20126 n20133 n20843
01 1
.names n20135 n20843 n20844
01 1
.names asqrt[6] n20844 n20845
11 1
.names n20126 n20135 n20846
00 1
.names asqrt[6] n20846 n20847
11 1
.names n20133 n20847 n20848
00 1
.names n20845 n20848 n20849
00 1
.names asqrt[39] n20830 n20850
00 1
.names n20840 n20850 n20851
01 1
.names n20849 n20851 n20852
00 1
.names n20842 n20852 n20853
00 1
.names asqrt[40] n20853 n20854
10 1
.names n20145 n20147 n20855
10 1
.names n20138 n20855 n20856
01 1
.names asqrt[6] n20856 n20857
11 1
.names n20138 n20147 n20858
00 1
.names asqrt[6] n20858 n20859
11 1
.names n20145 n20859 n20860
00 1
.names n20857 n20860 n20861
00 1
.names asqrt[40] n20842 n20862
00 1
.names n20852 n20862 n20863
01 1
.names n20861 n20863 n20864
00 1
.names n20854 n20864 n20865
00 1
.names asqrt[41] n20865 n20866
10 1
.names n20150 n20157 n20867
01 1
.names n20159 n20867 n20868
01 1
.names asqrt[6] n20868 n20869
11 1
.names n20150 n20159 n20870
00 1
.names asqrt[6] n20870 n20871
11 1
.names n20157 n20871 n20872
00 1
.names n20869 n20872 n20873
00 1
.names asqrt[41] n20854 n20874
00 1
.names n20864 n20874 n20875
01 1
.names n20873 n20875 n20876
00 1
.names n20866 n20876 n20877
00 1
.names asqrt[42] n20877 n20878
10 1
.names n20169 n20171 n20879
10 1
.names n20162 n20879 n20880
01 1
.names asqrt[6] n20880 n20881
11 1
.names n20162 n20171 n20882
00 1
.names asqrt[6] n20882 n20883
11 1
.names n20169 n20883 n20884
00 1
.names n20881 n20884 n20885
00 1
.names asqrt[42] n20866 n20886
00 1
.names n20876 n20886 n20887
01 1
.names n20885 n20887 n20888
00 1
.names n20878 n20888 n20889
00 1
.names asqrt[43] n20889 n20890
10 1
.names n20174 n20181 n20891
01 1
.names n20183 n20891 n20892
01 1
.names asqrt[6] n20892 n20893
11 1
.names n20174 n20183 n20894
00 1
.names asqrt[6] n20894 n20895
11 1
.names n20181 n20895 n20896
00 1
.names n20893 n20896 n20897
00 1
.names asqrt[43] n20878 n20898
00 1
.names n20888 n20898 n20899
01 1
.names n20897 n20899 n20900
00 1
.names n20890 n20900 n20901
00 1
.names asqrt[44] n20901 n20902
10 1
.names n20193 n20195 n20903
10 1
.names n20186 n20903 n20904
01 1
.names asqrt[6] n20904 n20905
11 1
.names n20186 n20195 n20906
00 1
.names asqrt[6] n20906 n20907
11 1
.names n20193 n20907 n20908
00 1
.names n20905 n20908 n20909
00 1
.names asqrt[44] n20890 n20910
00 1
.names n20900 n20910 n20911
01 1
.names n20909 n20911 n20912
00 1
.names n20902 n20912 n20913
00 1
.names asqrt[45] n20913 n20914
10 1
.names n20198 n20205 n20915
01 1
.names n20207 n20915 n20916
01 1
.names asqrt[6] n20916 n20917
11 1
.names n20198 n20207 n20918
00 1
.names asqrt[6] n20918 n20919
11 1
.names n20205 n20919 n20920
00 1
.names n20917 n20920 n20921
00 1
.names asqrt[45] n20902 n20922
00 1
.names n20912 n20922 n20923
01 1
.names n20921 n20923 n20924
00 1
.names n20914 n20924 n20925
00 1
.names asqrt[46] n20925 n20926
10 1
.names n20217 n20219 n20927
10 1
.names n20210 n20927 n20928
01 1
.names asqrt[6] n20928 n20929
11 1
.names n20210 n20219 n20930
00 1
.names asqrt[6] n20930 n20931
11 1
.names n20217 n20931 n20932
00 1
.names n20929 n20932 n20933
00 1
.names asqrt[46] n20914 n20934
00 1
.names n20924 n20934 n20935
01 1
.names n20933 n20935 n20936
00 1
.names n20926 n20936 n20937
00 1
.names asqrt[47] n20937 n20938
10 1
.names n20222 n20229 n20939
01 1
.names n20231 n20939 n20940
01 1
.names asqrt[6] n20940 n20941
11 1
.names n20222 n20231 n20942
00 1
.names asqrt[6] n20942 n20943
11 1
.names n20229 n20943 n20944
00 1
.names n20941 n20944 n20945
00 1
.names asqrt[47] n20926 n20946
00 1
.names n20936 n20946 n20947
01 1
.names n20945 n20947 n20948
00 1
.names n20938 n20948 n20949
00 1
.names asqrt[48] n20949 n20950
10 1
.names n20241 n20243 n20951
10 1
.names n20234 n20951 n20952
01 1
.names asqrt[6] n20952 n20953
11 1
.names n20234 n20243 n20954
00 1
.names asqrt[6] n20954 n20955
11 1
.names n20241 n20955 n20956
00 1
.names n20953 n20956 n20957
00 1
.names asqrt[48] n20938 n20958
00 1
.names n20948 n20958 n20959
01 1
.names n20957 n20959 n20960
00 1
.names n20950 n20960 n20961
00 1
.names asqrt[49] n20961 n20962
10 1
.names n20246 n20253 n20963
01 1
.names n20255 n20963 n20964
01 1
.names asqrt[6] n20964 n20965
11 1
.names n20246 n20255 n20966
00 1
.names asqrt[6] n20966 n20967
11 1
.names n20253 n20967 n20968
00 1
.names n20965 n20968 n20969
00 1
.names asqrt[49] n20950 n20970
00 1
.names n20960 n20970 n20971
01 1
.names n20969 n20971 n20972
00 1
.names n20962 n20972 n20973
00 1
.names asqrt[50] n20973 n20974
10 1
.names n20265 n20267 n20975
10 1
.names n20258 n20975 n20976
01 1
.names asqrt[6] n20976 n20977
11 1
.names n20258 n20267 n20978
00 1
.names asqrt[6] n20978 n20979
11 1
.names n20265 n20979 n20980
00 1
.names n20977 n20980 n20981
00 1
.names asqrt[50] n20962 n20982
00 1
.names n20972 n20982 n20983
01 1
.names n20981 n20983 n20984
00 1
.names n20974 n20984 n20985
00 1
.names asqrt[51] n20985 n20986
10 1
.names n20270 n20277 n20987
01 1
.names n20279 n20987 n20988
01 1
.names asqrt[6] n20988 n20989
11 1
.names n20270 n20279 n20990
00 1
.names asqrt[6] n20990 n20991
11 1
.names n20277 n20991 n20992
00 1
.names n20989 n20992 n20993
00 1
.names asqrt[51] n20974 n20994
00 1
.names n20984 n20994 n20995
01 1
.names n20993 n20995 n20996
00 1
.names n20986 n20996 n20997
00 1
.names asqrt[52] n20997 n20998
10 1
.names n20289 n20291 n20999
10 1
.names n20282 n20999 n21000
01 1
.names asqrt[6] n21000 n21001
11 1
.names n20282 n20291 n21002
00 1
.names asqrt[6] n21002 n21003
11 1
.names n20289 n21003 n21004
00 1
.names n21001 n21004 n21005
00 1
.names asqrt[52] n20986 n21006
00 1
.names n20996 n21006 n21007
01 1
.names n21005 n21007 n21008
00 1
.names n20998 n21008 n21009
00 1
.names asqrt[53] n21009 n21010
10 1
.names n20294 n20301 n21011
01 1
.names n20303 n21011 n21012
01 1
.names asqrt[6] n21012 n21013
11 1
.names n20294 n20303 n21014
00 1
.names asqrt[6] n21014 n21015
11 1
.names n20301 n21015 n21016
00 1
.names n21013 n21016 n21017
00 1
.names asqrt[53] n20998 n21018
00 1
.names n21008 n21018 n21019
01 1
.names n21017 n21019 n21020
00 1
.names n21010 n21020 n21021
00 1
.names asqrt[54] n21021 n21022
10 1
.names n20313 n20315 n21023
10 1
.names n20306 n21023 n21024
01 1
.names asqrt[6] n21024 n21025
11 1
.names n20306 n20315 n21026
00 1
.names asqrt[6] n21026 n21027
11 1
.names n20313 n21027 n21028
00 1
.names n21025 n21028 n21029
00 1
.names asqrt[54] n21010 n21030
00 1
.names n21020 n21030 n21031
01 1
.names n21029 n21031 n21032
00 1
.names n21022 n21032 n21033
00 1
.names asqrt[55] n21033 n21034
10 1
.names n20318 n20325 n21035
01 1
.names n20327 n21035 n21036
01 1
.names asqrt[6] n21036 n21037
11 1
.names n20318 n20327 n21038
00 1
.names asqrt[6] n21038 n21039
11 1
.names n20325 n21039 n21040
00 1
.names n21037 n21040 n21041
00 1
.names asqrt[55] n21022 n21042
00 1
.names n21032 n21042 n21043
01 1
.names n21041 n21043 n21044
00 1
.names n21034 n21044 n21045
00 1
.names asqrt[56] n21045 n21046
10 1
.names n20337 n20339 n21047
10 1
.names n20330 n21047 n21048
01 1
.names asqrt[6] n21048 n21049
11 1
.names n20330 n20339 n21050
00 1
.names asqrt[6] n21050 n21051
11 1
.names n20337 n21051 n21052
00 1
.names n21049 n21052 n21053
00 1
.names asqrt[56] n21034 n21054
00 1
.names n21044 n21054 n21055
01 1
.names n21053 n21055 n21056
00 1
.names n21046 n21056 n21057
00 1
.names asqrt[57] n21057 n21058
10 1
.names n20342 n20349 n21059
01 1
.names n20351 n21059 n21060
01 1
.names asqrt[6] n21060 n21061
11 1
.names n20342 n20351 n21062
00 1
.names asqrt[6] n21062 n21063
11 1
.names n20349 n21063 n21064
00 1
.names n21061 n21064 n21065
00 1
.names asqrt[57] n21046 n21066
00 1
.names n21056 n21066 n21067
01 1
.names n21065 n21067 n21068
00 1
.names n21058 n21068 n21069
00 1
.names asqrt[58] n21069 n21070
10 1
.names n20361 n20363 n21071
10 1
.names n20354 n21071 n21072
01 1
.names asqrt[6] n21072 n21073
11 1
.names n20354 n20363 n21074
00 1
.names asqrt[6] n21074 n21075
11 1
.names n20361 n21075 n21076
00 1
.names n21073 n21076 n21077
00 1
.names asqrt[58] n21058 n21078
00 1
.names n21068 n21078 n21079
01 1
.names n21077 n21079 n21080
00 1
.names n21070 n21080 n21081
00 1
.names asqrt[59] n21081 n21082
10 1
.names asqrt[59] n21070 n21083
00 1
.names n21080 n21083 n21084
01 1
.names n20366 n20375 n21085
01 1
.names n20368 n21085 n21086
01 1
.names asqrt[6] n21086 n21087
11 1
.names n20366 n20368 n21088
00 1
.names asqrt[6] n21088 n21089
11 1
.names n20375 n21089 n21090
00 1
.names n21087 n21090 n21091
00 1
.names n21084 n21091 n21092
00 1
.names n21082 n21092 n21093
00 1
.names asqrt[60] n21093 n21094
10 1
.names n20385 n20387 n21095
10 1
.names n20378 n21095 n21096
01 1
.names asqrt[6] n21096 n21097
11 1
.names n20378 n20387 n21098
00 1
.names asqrt[6] n21098 n21099
11 1
.names n20385 n21099 n21100
00 1
.names n21097 n21100 n21101
00 1
.names asqrt[60] n21082 n21102
00 1
.names n21092 n21102 n21103
01 1
.names n21101 n21103 n21104
00 1
.names n21094 n21104 n21105
00 1
.names asqrt[61] n21105 n21106
10 1
.names n20390 n20397 n21107
01 1
.names n20399 n21107 n21108
01 1
.names asqrt[6] n21108 n21109
11 1
.names n20390 n20399 n21110
00 1
.names asqrt[6] n21110 n21111
11 1
.names n20397 n21111 n21112
00 1
.names n21109 n21112 n21113
00 1
.names asqrt[61] n21094 n21114
00 1
.names n21104 n21114 n21115
01 1
.names n21113 n21115 n21116
00 1
.names n21106 n21116 n21117
00 1
.names asqrt[62] n21117 n21118
10 1
.names n20409 n20411 n21119
10 1
.names n20402 n21119 n21120
01 1
.names asqrt[6] n21120 n21121
11 1
.names n20402 n20411 n21122
00 1
.names asqrt[6] n21122 n21123
11 1
.names n20409 n21123 n21124
00 1
.names n21121 n21124 n21125
00 1
.names asqrt[62] n21106 n21126
00 1
.names n21116 n21126 n21127
01 1
.names n21125 n21127 n21128
00 1
.names n21118 n21128 n21129
00 1
.names n20414 n20421 n21130
01 1
.names n20423 n21130 n21131
01 1
.names asqrt[6] n21131 n21132
11 1
.names n20414 n20423 n21133
00 1
.names asqrt[6] n21133 n21134
11 1
.names n20421 n21134 n21135
00 1
.names n21132 n21135 n21136
00 1
.names n20425 n20432 n21137
00 1
.names asqrt[6] n21137 n21138
11 1
.names n20440 n21138 n21139
00 1
.names n21136 n21139 n21140
01 1
.names n21129 n21140 n21141
01 1
.names asqrt[63] n21141 n21142
00 1
.names n21118 n21136 n21143
01 1
.names n21128 n21143 n21144
01 1
.names n20432 asqrt[6] n21145
01 1
.names n20425 n21145 n21146
10 1
.names asqrt[63] n21137 n21147
10 1
.names n21146 n21147 n21148
01 1
.names n21144 n21148 n21149
00 1
.names n21142 n21149 asqrt[5]
01 0
.names a[10] asqrt[5] n21151
11 1
.names a[8] a[9] n21152
00 1
.names a[10] n21152 n21153
01 1
.names n21151 n21153 n21154
00 1
.names asqrt[6] n21154 n21155
10 1
.names n20449 n21153 n21156
00 1
.names n20444 n21156 n21157
01 1
.names n20440 n21157 n21158
01 1
.names n20438 n21158 n21159
01 1
.names n21151 n21159 n21160
01 1
.names a[10] asqrt[5] n21161
01 1
.names a[11] n21161 n21162
10 1
.names n20454 asqrt[5] n21163
11 1
.names n21162 n21163 n21164
00 1
.names n21160 n21164 n21165
01 1
.names n21155 n21165 n21166
00 1
.names asqrt[7] n21166 n21167
10 1
.names asqrt[7] n21155 n21168
00 1
.names n21165 n21168 n21169
01 1
.names asqrt[6] n21148 n21170
10 1
.names n21144 n21170 n21171
01 1
.names n21142 n21171 n21172
01 1
.names n21163 n21172 n21173
00 1
.names a[12] n21173 n21174
10 1
.names a[12] n21172 n21175
00 1
.names n21163 n21175 n21176
01 1
.names n21174 n21176 n21177
00 1
.names n21169 n21177 n21178
00 1
.names n21167 n21178 n21179
00 1
.names asqrt[8] n21179 n21180
10 1
.names n20457 n20462 n21181
00 1
.names n20466 n21181 n21182
01 1
.names asqrt[5] n21182 n21183
11 1
.names asqrt[5] n21181 n21184
11 1
.names n20466 n21184 n21185
10 1
.names n21183 n21185 n21186
00 1
.names asqrt[8] n21167 n21187
00 1
.names n21178 n21187 n21188
01 1
.names n21186 n21188 n21189
00 1
.names n21180 n21189 n21190
00 1
.names asqrt[9] n21190 n21191
10 1
.names n20471 n20480 n21192
01 1
.names n20469 n21192 n21193
01 1
.names asqrt[5] n21193 n21194
11 1
.names n20469 n20471 n21195
00 1
.names asqrt[5] n21195 n21196
11 1
.names n20480 n21196 n21197
00 1
.names n21194 n21197 n21198
00 1
.names asqrt[9] n21180 n21199
00 1
.names n21189 n21199 n21200
01 1
.names n21198 n21200 n21201
00 1
.names n21191 n21201 n21202
00 1
.names asqrt[10] n21202 n21203
10 1
.names n20483 n20489 n21204
01 1
.names n20491 n21204 n21205
01 1
.names asqrt[5] n21205 n21206
11 1
.names n20483 n20491 n21207
00 1
.names asqrt[5] n21207 n21208
11 1
.names n20489 n21208 n21209
00 1
.names n21206 n21209 n21210
00 1
.names asqrt[10] n21191 n21211
00 1
.names n21201 n21211 n21212
01 1
.names n21210 n21212 n21213
00 1
.names n21203 n21213 n21214
00 1
.names asqrt[11] n21214 n21215
10 1
.names n20501 n20503 n21216
10 1
.names n20494 n21216 n21217
01 1
.names asqrt[5] n21217 n21218
11 1
.names n20494 n20503 n21219
00 1
.names asqrt[5] n21219 n21220
11 1
.names n20501 n21220 n21221
00 1
.names n21218 n21221 n21222
00 1
.names asqrt[11] n21203 n21223
00 1
.names n21213 n21223 n21224
01 1
.names n21222 n21224 n21225
00 1
.names n21215 n21225 n21226
00 1
.names asqrt[12] n21226 n21227
10 1
.names n20506 n20513 n21228
01 1
.names n20515 n21228 n21229
01 1
.names asqrt[5] n21229 n21230
11 1
.names n20506 n20515 n21231
00 1
.names asqrt[5] n21231 n21232
11 1
.names n20513 n21232 n21233
00 1
.names n21230 n21233 n21234
00 1
.names asqrt[12] n21215 n21235
00 1
.names n21225 n21235 n21236
01 1
.names n21234 n21236 n21237
00 1
.names n21227 n21237 n21238
00 1
.names asqrt[13] n21238 n21239
10 1
.names n20525 n20527 n21240
10 1
.names n20518 n21240 n21241
01 1
.names asqrt[5] n21241 n21242
11 1
.names n20518 n20527 n21243
00 1
.names asqrt[5] n21243 n21244
11 1
.names n20525 n21244 n21245
00 1
.names n21242 n21245 n21246
00 1
.names asqrt[13] n21227 n21247
00 1
.names n21237 n21247 n21248
01 1
.names n21246 n21248 n21249
00 1
.names n21239 n21249 n21250
00 1
.names asqrt[14] n21250 n21251
10 1
.names n20530 n20537 n21252
01 1
.names n20539 n21252 n21253
01 1
.names asqrt[5] n21253 n21254
11 1
.names n20530 n20539 n21255
00 1
.names asqrt[5] n21255 n21256
11 1
.names n20537 n21256 n21257
00 1
.names n21254 n21257 n21258
00 1
.names asqrt[14] n21239 n21259
00 1
.names n21249 n21259 n21260
01 1
.names n21258 n21260 n21261
00 1
.names n21251 n21261 n21262
00 1
.names asqrt[15] n21262 n21263
10 1
.names n20549 n20551 n21264
10 1
.names n20542 n21264 n21265
01 1
.names asqrt[5] n21265 n21266
11 1
.names n20542 n20551 n21267
00 1
.names asqrt[5] n21267 n21268
11 1
.names n20549 n21268 n21269
00 1
.names n21266 n21269 n21270
00 1
.names asqrt[15] n21251 n21271
00 1
.names n21261 n21271 n21272
01 1
.names n21270 n21272 n21273
00 1
.names n21263 n21273 n21274
00 1
.names asqrt[16] n21274 n21275
10 1
.names n20554 n20561 n21276
01 1
.names n20563 n21276 n21277
01 1
.names asqrt[5] n21277 n21278
11 1
.names n20554 n20563 n21279
00 1
.names asqrt[5] n21279 n21280
11 1
.names n20561 n21280 n21281
00 1
.names n21278 n21281 n21282
00 1
.names asqrt[16] n21263 n21283
00 1
.names n21273 n21283 n21284
01 1
.names n21282 n21284 n21285
00 1
.names n21275 n21285 n21286
00 1
.names asqrt[17] n21286 n21287
10 1
.names n20573 n20575 n21288
10 1
.names n20566 n21288 n21289
01 1
.names asqrt[5] n21289 n21290
11 1
.names n20566 n20575 n21291
00 1
.names asqrt[5] n21291 n21292
11 1
.names n20573 n21292 n21293
00 1
.names n21290 n21293 n21294
00 1
.names asqrt[17] n21275 n21295
00 1
.names n21285 n21295 n21296
01 1
.names n21294 n21296 n21297
00 1
.names n21287 n21297 n21298
00 1
.names asqrt[18] n21298 n21299
10 1
.names n20578 n20585 n21300
01 1
.names n20587 n21300 n21301
01 1
.names asqrt[5] n21301 n21302
11 1
.names n20578 n20587 n21303
00 1
.names asqrt[5] n21303 n21304
11 1
.names n20585 n21304 n21305
00 1
.names n21302 n21305 n21306
00 1
.names asqrt[18] n21287 n21307
00 1
.names n21297 n21307 n21308
01 1
.names n21306 n21308 n21309
00 1
.names n21299 n21309 n21310
00 1
.names asqrt[19] n21310 n21311
10 1
.names n20597 n20599 n21312
10 1
.names n20590 n21312 n21313
01 1
.names asqrt[5] n21313 n21314
11 1
.names n20590 n20599 n21315
00 1
.names asqrt[5] n21315 n21316
11 1
.names n20597 n21316 n21317
00 1
.names n21314 n21317 n21318
00 1
.names asqrt[19] n21299 n21319
00 1
.names n21309 n21319 n21320
01 1
.names n21318 n21320 n21321
00 1
.names n21311 n21321 n21322
00 1
.names asqrt[20] n21322 n21323
10 1
.names n20602 n20609 n21324
01 1
.names n20611 n21324 n21325
01 1
.names asqrt[5] n21325 n21326
11 1
.names n20602 n20611 n21327
00 1
.names asqrt[5] n21327 n21328
11 1
.names n20609 n21328 n21329
00 1
.names n21326 n21329 n21330
00 1
.names asqrt[20] n21311 n21331
00 1
.names n21321 n21331 n21332
01 1
.names n21330 n21332 n21333
00 1
.names n21323 n21333 n21334
00 1
.names asqrt[21] n21334 n21335
10 1
.names n20621 n20623 n21336
10 1
.names n20614 n21336 n21337
01 1
.names asqrt[5] n21337 n21338
11 1
.names n20614 n20623 n21339
00 1
.names asqrt[5] n21339 n21340
11 1
.names n20621 n21340 n21341
00 1
.names n21338 n21341 n21342
00 1
.names asqrt[21] n21323 n21343
00 1
.names n21333 n21343 n21344
01 1
.names n21342 n21344 n21345
00 1
.names n21335 n21345 n21346
00 1
.names asqrt[22] n21346 n21347
10 1
.names n20626 n20633 n21348
01 1
.names n20635 n21348 n21349
01 1
.names asqrt[5] n21349 n21350
11 1
.names n20626 n20635 n21351
00 1
.names asqrt[5] n21351 n21352
11 1
.names n20633 n21352 n21353
00 1
.names n21350 n21353 n21354
00 1
.names asqrt[22] n21335 n21355
00 1
.names n21345 n21355 n21356
01 1
.names n21354 n21356 n21357
00 1
.names n21347 n21357 n21358
00 1
.names asqrt[23] n21358 n21359
10 1
.names n20645 n20647 n21360
10 1
.names n20638 n21360 n21361
01 1
.names asqrt[5] n21361 n21362
11 1
.names n20638 n20647 n21363
00 1
.names asqrt[5] n21363 n21364
11 1
.names n20645 n21364 n21365
00 1
.names n21362 n21365 n21366
00 1
.names asqrt[23] n21347 n21367
00 1
.names n21357 n21367 n21368
01 1
.names n21366 n21368 n21369
00 1
.names n21359 n21369 n21370
00 1
.names asqrt[24] n21370 n21371
10 1
.names n20650 n20657 n21372
01 1
.names n20659 n21372 n21373
01 1
.names asqrt[5] n21373 n21374
11 1
.names n20650 n20659 n21375
00 1
.names asqrt[5] n21375 n21376
11 1
.names n20657 n21376 n21377
00 1
.names n21374 n21377 n21378
00 1
.names asqrt[24] n21359 n21379
00 1
.names n21369 n21379 n21380
01 1
.names n21378 n21380 n21381
00 1
.names n21371 n21381 n21382
00 1
.names asqrt[25] n21382 n21383
10 1
.names n20669 n20671 n21384
10 1
.names n20662 n21384 n21385
01 1
.names asqrt[5] n21385 n21386
11 1
.names n20662 n20671 n21387
00 1
.names asqrt[5] n21387 n21388
11 1
.names n20669 n21388 n21389
00 1
.names n21386 n21389 n21390
00 1
.names asqrt[25] n21371 n21391
00 1
.names n21381 n21391 n21392
01 1
.names n21390 n21392 n21393
00 1
.names n21383 n21393 n21394
00 1
.names asqrt[26] n21394 n21395
10 1
.names n20674 n20681 n21396
01 1
.names n20683 n21396 n21397
01 1
.names asqrt[5] n21397 n21398
11 1
.names n20674 n20683 n21399
00 1
.names asqrt[5] n21399 n21400
11 1
.names n20681 n21400 n21401
00 1
.names n21398 n21401 n21402
00 1
.names asqrt[26] n21383 n21403
00 1
.names n21393 n21403 n21404
01 1
.names n21402 n21404 n21405
00 1
.names n21395 n21405 n21406
00 1
.names asqrt[27] n21406 n21407
10 1
.names n20693 n20695 n21408
10 1
.names n20686 n21408 n21409
01 1
.names asqrt[5] n21409 n21410
11 1
.names n20686 n20695 n21411
00 1
.names asqrt[5] n21411 n21412
11 1
.names n20693 n21412 n21413
00 1
.names n21410 n21413 n21414
00 1
.names asqrt[27] n21395 n21415
00 1
.names n21405 n21415 n21416
01 1
.names n21414 n21416 n21417
00 1
.names n21407 n21417 n21418
00 1
.names asqrt[28] n21418 n21419
10 1
.names n20698 n20705 n21420
01 1
.names n20707 n21420 n21421
01 1
.names asqrt[5] n21421 n21422
11 1
.names n20698 n20707 n21423
00 1
.names asqrt[5] n21423 n21424
11 1
.names n20705 n21424 n21425
00 1
.names n21422 n21425 n21426
00 1
.names asqrt[28] n21407 n21427
00 1
.names n21417 n21427 n21428
01 1
.names n21426 n21428 n21429
00 1
.names n21419 n21429 n21430
00 1
.names asqrt[29] n21430 n21431
10 1
.names n20717 n20719 n21432
10 1
.names n20710 n21432 n21433
01 1
.names asqrt[5] n21433 n21434
11 1
.names n20710 n20719 n21435
00 1
.names asqrt[5] n21435 n21436
11 1
.names n20717 n21436 n21437
00 1
.names n21434 n21437 n21438
00 1
.names asqrt[29] n21419 n21439
00 1
.names n21429 n21439 n21440
01 1
.names n21438 n21440 n21441
00 1
.names n21431 n21441 n21442
00 1
.names asqrt[30] n21442 n21443
10 1
.names n20722 n20729 n21444
01 1
.names n20731 n21444 n21445
01 1
.names asqrt[5] n21445 n21446
11 1
.names n20722 n20731 n21447
00 1
.names asqrt[5] n21447 n21448
11 1
.names n20729 n21448 n21449
00 1
.names n21446 n21449 n21450
00 1
.names asqrt[30] n21431 n21451
00 1
.names n21441 n21451 n21452
01 1
.names n21450 n21452 n21453
00 1
.names n21443 n21453 n21454
00 1
.names asqrt[31] n21454 n21455
10 1
.names n20741 n20743 n21456
10 1
.names n20734 n21456 n21457
01 1
.names asqrt[5] n21457 n21458
11 1
.names n20734 n20743 n21459
00 1
.names asqrt[5] n21459 n21460
11 1
.names n20741 n21460 n21461
00 1
.names n21458 n21461 n21462
00 1
.names asqrt[31] n21443 n21463
00 1
.names n21453 n21463 n21464
01 1
.names n21462 n21464 n21465
00 1
.names n21455 n21465 n21466
00 1
.names asqrt[32] n21466 n21467
10 1
.names n20746 n20753 n21468
01 1
.names n20755 n21468 n21469
01 1
.names asqrt[5] n21469 n21470
11 1
.names n20746 n20755 n21471
00 1
.names asqrt[5] n21471 n21472
11 1
.names n20753 n21472 n21473
00 1
.names n21470 n21473 n21474
00 1
.names asqrt[32] n21455 n21475
00 1
.names n21465 n21475 n21476
01 1
.names n21474 n21476 n21477
00 1
.names n21467 n21477 n21478
00 1
.names asqrt[33] n21478 n21479
10 1
.names n20765 n20767 n21480
10 1
.names n20758 n21480 n21481
01 1
.names asqrt[5] n21481 n21482
11 1
.names n20758 n20767 n21483
00 1
.names asqrt[5] n21483 n21484
11 1
.names n20765 n21484 n21485
00 1
.names n21482 n21485 n21486
00 1
.names asqrt[33] n21467 n21487
00 1
.names n21477 n21487 n21488
01 1
.names n21486 n21488 n21489
00 1
.names n21479 n21489 n21490
00 1
.names asqrt[34] n21490 n21491
10 1
.names n20770 n20777 n21492
01 1
.names n20779 n21492 n21493
01 1
.names asqrt[5] n21493 n21494
11 1
.names n20770 n20779 n21495
00 1
.names asqrt[5] n21495 n21496
11 1
.names n20777 n21496 n21497
00 1
.names n21494 n21497 n21498
00 1
.names asqrt[34] n21479 n21499
00 1
.names n21489 n21499 n21500
01 1
.names n21498 n21500 n21501
00 1
.names n21491 n21501 n21502
00 1
.names asqrt[35] n21502 n21503
10 1
.names n20789 n20791 n21504
10 1
.names n20782 n21504 n21505
01 1
.names asqrt[5] n21505 n21506
11 1
.names n20782 n20791 n21507
00 1
.names asqrt[5] n21507 n21508
11 1
.names n20789 n21508 n21509
00 1
.names n21506 n21509 n21510
00 1
.names asqrt[35] n21491 n21511
00 1
.names n21501 n21511 n21512
01 1
.names n21510 n21512 n21513
00 1
.names n21503 n21513 n21514
00 1
.names asqrt[36] n21514 n21515
10 1
.names n20794 n20801 n21516
01 1
.names n20803 n21516 n21517
01 1
.names asqrt[5] n21517 n21518
11 1
.names n20794 n20803 n21519
00 1
.names asqrt[5] n21519 n21520
11 1
.names n20801 n21520 n21521
00 1
.names n21518 n21521 n21522
00 1
.names asqrt[36] n21503 n21523
00 1
.names n21513 n21523 n21524
01 1
.names n21522 n21524 n21525
00 1
.names n21515 n21525 n21526
00 1
.names asqrt[37] n21526 n21527
10 1
.names n20813 n20815 n21528
10 1
.names n20806 n21528 n21529
01 1
.names asqrt[5] n21529 n21530
11 1
.names n20806 n20815 n21531
00 1
.names asqrt[5] n21531 n21532
11 1
.names n20813 n21532 n21533
00 1
.names n21530 n21533 n21534
00 1
.names asqrt[37] n21515 n21535
00 1
.names n21525 n21535 n21536
01 1
.names n21534 n21536 n21537
00 1
.names n21527 n21537 n21538
00 1
.names asqrt[38] n21538 n21539
10 1
.names n20818 n20825 n21540
01 1
.names n20827 n21540 n21541
01 1
.names asqrt[5] n21541 n21542
11 1
.names n20818 n20827 n21543
00 1
.names asqrt[5] n21543 n21544
11 1
.names n20825 n21544 n21545
00 1
.names n21542 n21545 n21546
00 1
.names asqrt[38] n21527 n21547
00 1
.names n21537 n21547 n21548
01 1
.names n21546 n21548 n21549
00 1
.names n21539 n21549 n21550
00 1
.names asqrt[39] n21550 n21551
10 1
.names n20837 n20839 n21552
10 1
.names n20830 n21552 n21553
01 1
.names asqrt[5] n21553 n21554
11 1
.names n20830 n20839 n21555
00 1
.names asqrt[5] n21555 n21556
11 1
.names n20837 n21556 n21557
00 1
.names n21554 n21557 n21558
00 1
.names asqrt[39] n21539 n21559
00 1
.names n21549 n21559 n21560
01 1
.names n21558 n21560 n21561
00 1
.names n21551 n21561 n21562
00 1
.names asqrt[40] n21562 n21563
10 1
.names n20842 n20849 n21564
01 1
.names n20851 n21564 n21565
01 1
.names asqrt[5] n21565 n21566
11 1
.names n20842 n20851 n21567
00 1
.names asqrt[5] n21567 n21568
11 1
.names n20849 n21568 n21569
00 1
.names n21566 n21569 n21570
00 1
.names asqrt[40] n21551 n21571
00 1
.names n21561 n21571 n21572
01 1
.names n21570 n21572 n21573
00 1
.names n21563 n21573 n21574
00 1
.names asqrt[41] n21574 n21575
10 1
.names n20861 n20863 n21576
10 1
.names n20854 n21576 n21577
01 1
.names asqrt[5] n21577 n21578
11 1
.names n20854 n20863 n21579
00 1
.names asqrt[5] n21579 n21580
11 1
.names n20861 n21580 n21581
00 1
.names n21578 n21581 n21582
00 1
.names asqrt[41] n21563 n21583
00 1
.names n21573 n21583 n21584
01 1
.names n21582 n21584 n21585
00 1
.names n21575 n21585 n21586
00 1
.names asqrt[42] n21586 n21587
10 1
.names n20866 n20873 n21588
01 1
.names n20875 n21588 n21589
01 1
.names asqrt[5] n21589 n21590
11 1
.names n20866 n20875 n21591
00 1
.names asqrt[5] n21591 n21592
11 1
.names n20873 n21592 n21593
00 1
.names n21590 n21593 n21594
00 1
.names asqrt[42] n21575 n21595
00 1
.names n21585 n21595 n21596
01 1
.names n21594 n21596 n21597
00 1
.names n21587 n21597 n21598
00 1
.names asqrt[43] n21598 n21599
10 1
.names n20885 n20887 n21600
10 1
.names n20878 n21600 n21601
01 1
.names asqrt[5] n21601 n21602
11 1
.names n20878 n20887 n21603
00 1
.names asqrt[5] n21603 n21604
11 1
.names n20885 n21604 n21605
00 1
.names n21602 n21605 n21606
00 1
.names asqrt[43] n21587 n21607
00 1
.names n21597 n21607 n21608
01 1
.names n21606 n21608 n21609
00 1
.names n21599 n21609 n21610
00 1
.names asqrt[44] n21610 n21611
10 1
.names n20890 n20897 n21612
01 1
.names n20899 n21612 n21613
01 1
.names asqrt[5] n21613 n21614
11 1
.names n20890 n20899 n21615
00 1
.names asqrt[5] n21615 n21616
11 1
.names n20897 n21616 n21617
00 1
.names n21614 n21617 n21618
00 1
.names asqrt[44] n21599 n21619
00 1
.names n21609 n21619 n21620
01 1
.names n21618 n21620 n21621
00 1
.names n21611 n21621 n21622
00 1
.names asqrt[45] n21622 n21623
10 1
.names n20909 n20911 n21624
10 1
.names n20902 n21624 n21625
01 1
.names asqrt[5] n21625 n21626
11 1
.names n20902 n20911 n21627
00 1
.names asqrt[5] n21627 n21628
11 1
.names n20909 n21628 n21629
00 1
.names n21626 n21629 n21630
00 1
.names asqrt[45] n21611 n21631
00 1
.names n21621 n21631 n21632
01 1
.names n21630 n21632 n21633
00 1
.names n21623 n21633 n21634
00 1
.names asqrt[46] n21634 n21635
10 1
.names n20914 n20921 n21636
01 1
.names n20923 n21636 n21637
01 1
.names asqrt[5] n21637 n21638
11 1
.names n20914 n20923 n21639
00 1
.names asqrt[5] n21639 n21640
11 1
.names n20921 n21640 n21641
00 1
.names n21638 n21641 n21642
00 1
.names asqrt[46] n21623 n21643
00 1
.names n21633 n21643 n21644
01 1
.names n21642 n21644 n21645
00 1
.names n21635 n21645 n21646
00 1
.names asqrt[47] n21646 n21647
10 1
.names n20933 n20935 n21648
10 1
.names n20926 n21648 n21649
01 1
.names asqrt[5] n21649 n21650
11 1
.names n20926 n20935 n21651
00 1
.names asqrt[5] n21651 n21652
11 1
.names n20933 n21652 n21653
00 1
.names n21650 n21653 n21654
00 1
.names asqrt[47] n21635 n21655
00 1
.names n21645 n21655 n21656
01 1
.names n21654 n21656 n21657
00 1
.names n21647 n21657 n21658
00 1
.names asqrt[48] n21658 n21659
10 1
.names n20938 n20945 n21660
01 1
.names n20947 n21660 n21661
01 1
.names asqrt[5] n21661 n21662
11 1
.names n20938 n20947 n21663
00 1
.names asqrt[5] n21663 n21664
11 1
.names n20945 n21664 n21665
00 1
.names n21662 n21665 n21666
00 1
.names asqrt[48] n21647 n21667
00 1
.names n21657 n21667 n21668
01 1
.names n21666 n21668 n21669
00 1
.names n21659 n21669 n21670
00 1
.names asqrt[49] n21670 n21671
10 1
.names n20957 n20959 n21672
10 1
.names n20950 n21672 n21673
01 1
.names asqrt[5] n21673 n21674
11 1
.names n20950 n20959 n21675
00 1
.names asqrt[5] n21675 n21676
11 1
.names n20957 n21676 n21677
00 1
.names n21674 n21677 n21678
00 1
.names asqrt[49] n21659 n21679
00 1
.names n21669 n21679 n21680
01 1
.names n21678 n21680 n21681
00 1
.names n21671 n21681 n21682
00 1
.names asqrt[50] n21682 n21683
10 1
.names n20962 n20969 n21684
01 1
.names n20971 n21684 n21685
01 1
.names asqrt[5] n21685 n21686
11 1
.names n20962 n20971 n21687
00 1
.names asqrt[5] n21687 n21688
11 1
.names n20969 n21688 n21689
00 1
.names n21686 n21689 n21690
00 1
.names asqrt[50] n21671 n21691
00 1
.names n21681 n21691 n21692
01 1
.names n21690 n21692 n21693
00 1
.names n21683 n21693 n21694
00 1
.names asqrt[51] n21694 n21695
10 1
.names n20981 n20983 n21696
10 1
.names n20974 n21696 n21697
01 1
.names asqrt[5] n21697 n21698
11 1
.names n20974 n20983 n21699
00 1
.names asqrt[5] n21699 n21700
11 1
.names n20981 n21700 n21701
00 1
.names n21698 n21701 n21702
00 1
.names asqrt[51] n21683 n21703
00 1
.names n21693 n21703 n21704
01 1
.names n21702 n21704 n21705
00 1
.names n21695 n21705 n21706
00 1
.names asqrt[52] n21706 n21707
10 1
.names n20986 n20993 n21708
01 1
.names n20995 n21708 n21709
01 1
.names asqrt[5] n21709 n21710
11 1
.names n20986 n20995 n21711
00 1
.names asqrt[5] n21711 n21712
11 1
.names n20993 n21712 n21713
00 1
.names n21710 n21713 n21714
00 1
.names asqrt[52] n21695 n21715
00 1
.names n21705 n21715 n21716
01 1
.names n21714 n21716 n21717
00 1
.names n21707 n21717 n21718
00 1
.names asqrt[53] n21718 n21719
10 1
.names n21005 n21007 n21720
10 1
.names n20998 n21720 n21721
01 1
.names asqrt[5] n21721 n21722
11 1
.names n20998 n21007 n21723
00 1
.names asqrt[5] n21723 n21724
11 1
.names n21005 n21724 n21725
00 1
.names n21722 n21725 n21726
00 1
.names asqrt[53] n21707 n21727
00 1
.names n21717 n21727 n21728
01 1
.names n21726 n21728 n21729
00 1
.names n21719 n21729 n21730
00 1
.names asqrt[54] n21730 n21731
10 1
.names n21010 n21017 n21732
01 1
.names n21019 n21732 n21733
01 1
.names asqrt[5] n21733 n21734
11 1
.names n21010 n21019 n21735
00 1
.names asqrt[5] n21735 n21736
11 1
.names n21017 n21736 n21737
00 1
.names n21734 n21737 n21738
00 1
.names asqrt[54] n21719 n21739
00 1
.names n21729 n21739 n21740
01 1
.names n21738 n21740 n21741
00 1
.names n21731 n21741 n21742
00 1
.names asqrt[55] n21742 n21743
10 1
.names n21029 n21031 n21744
10 1
.names n21022 n21744 n21745
01 1
.names asqrt[5] n21745 n21746
11 1
.names n21022 n21031 n21747
00 1
.names asqrt[5] n21747 n21748
11 1
.names n21029 n21748 n21749
00 1
.names n21746 n21749 n21750
00 1
.names asqrt[55] n21731 n21751
00 1
.names n21741 n21751 n21752
01 1
.names n21750 n21752 n21753
00 1
.names n21743 n21753 n21754
00 1
.names asqrt[56] n21754 n21755
10 1
.names n21034 n21041 n21756
01 1
.names n21043 n21756 n21757
01 1
.names asqrt[5] n21757 n21758
11 1
.names n21034 n21043 n21759
00 1
.names asqrt[5] n21759 n21760
11 1
.names n21041 n21760 n21761
00 1
.names n21758 n21761 n21762
00 1
.names asqrt[56] n21743 n21763
00 1
.names n21753 n21763 n21764
01 1
.names n21762 n21764 n21765
00 1
.names n21755 n21765 n21766
00 1
.names asqrt[57] n21766 n21767
10 1
.names n21053 n21055 n21768
10 1
.names n21046 n21768 n21769
01 1
.names asqrt[5] n21769 n21770
11 1
.names n21046 n21055 n21771
00 1
.names asqrt[5] n21771 n21772
11 1
.names n21053 n21772 n21773
00 1
.names n21770 n21773 n21774
00 1
.names asqrt[57] n21755 n21775
00 1
.names n21765 n21775 n21776
01 1
.names n21774 n21776 n21777
00 1
.names n21767 n21777 n21778
00 1
.names asqrt[58] n21778 n21779
10 1
.names n21058 n21065 n21780
01 1
.names n21067 n21780 n21781
01 1
.names asqrt[5] n21781 n21782
11 1
.names n21058 n21067 n21783
00 1
.names asqrt[5] n21783 n21784
11 1
.names n21065 n21784 n21785
00 1
.names n21782 n21785 n21786
00 1
.names asqrt[58] n21767 n21787
00 1
.names n21777 n21787 n21788
01 1
.names n21786 n21788 n21789
00 1
.names n21779 n21789 n21790
00 1
.names asqrt[59] n21790 n21791
10 1
.names n21077 n21079 n21792
10 1
.names n21070 n21792 n21793
01 1
.names asqrt[5] n21793 n21794
11 1
.names n21070 n21079 n21795
00 1
.names asqrt[5] n21795 n21796
11 1
.names n21077 n21796 n21797
00 1
.names n21794 n21797 n21798
00 1
.names asqrt[59] n21779 n21799
00 1
.names n21789 n21799 n21800
01 1
.names n21798 n21800 n21801
00 1
.names n21791 n21801 n21802
00 1
.names asqrt[60] n21802 n21803
10 1
.names asqrt[60] n21791 n21804
00 1
.names n21801 n21804 n21805
01 1
.names n21082 n21091 n21806
01 1
.names n21084 n21806 n21807
01 1
.names asqrt[5] n21807 n21808
11 1
.names n21082 n21084 n21809
00 1
.names asqrt[5] n21809 n21810
11 1
.names n21091 n21810 n21811
00 1
.names n21808 n21811 n21812
00 1
.names n21805 n21812 n21813
00 1
.names n21803 n21813 n21814
00 1
.names asqrt[61] n21814 n21815
10 1
.names n21101 n21103 n21816
10 1
.names n21094 n21816 n21817
01 1
.names asqrt[5] n21817 n21818
11 1
.names n21094 n21103 n21819
00 1
.names asqrt[5] n21819 n21820
11 1
.names n21101 n21820 n21821
00 1
.names n21818 n21821 n21822
00 1
.names asqrt[61] n21803 n21823
00 1
.names n21813 n21823 n21824
01 1
.names n21822 n21824 n21825
00 1
.names n21815 n21825 n21826
00 1
.names asqrt[62] n21826 n21827
10 1
.names n21106 n21113 n21828
01 1
.names n21115 n21828 n21829
01 1
.names asqrt[5] n21829 n21830
11 1
.names n21106 n21115 n21831
00 1
.names asqrt[5] n21831 n21832
11 1
.names n21113 n21832 n21833
00 1
.names n21830 n21833 n21834
00 1
.names asqrt[62] n21815 n21835
00 1
.names n21825 n21835 n21836
01 1
.names n21834 n21836 n21837
00 1
.names n21827 n21837 n21838
00 1
.names n21125 n21127 n21839
10 1
.names n21118 n21839 n21840
01 1
.names asqrt[5] n21840 n21841
11 1
.names n21118 n21127 n21842
00 1
.names asqrt[5] n21842 n21843
11 1
.names n21125 n21843 n21844
00 1
.names n21841 n21844 n21845
00 1
.names n21129 n21136 n21846
00 1
.names asqrt[5] n21846 n21847
11 1
.names n21144 n21847 n21848
00 1
.names n21845 n21848 n21849
01 1
.names n21838 n21849 n21850
01 1
.names asqrt[63] n21850 n21851
00 1
.names n21827 n21845 n21852
01 1
.names n21837 n21852 n21853
01 1
.names n21136 asqrt[5] n21854
01 1
.names n21129 n21854 n21855
10 1
.names asqrt[63] n21846 n21856
10 1
.names n21855 n21856 n21857
01 1
.names n21853 n21857 n21858
00 1
.names n21851 n21858 asqrt[4]
01 0
.names a[8] asqrt[4] n21860
11 1
.names a[6] a[7] n21861
00 1
.names a[8] n21861 n21862
01 1
.names n21860 n21862 n21863
00 1
.names asqrt[5] n21863 n21864
10 1
.names n21148 n21862 n21865
00 1
.names n21144 n21865 n21866
01 1
.names n21142 n21866 n21867
01 1
.names n21860 n21867 n21868
01 1
.names a[8] asqrt[4] n21869
01 1
.names a[9] n21869 n21870
10 1
.names n21152 asqrt[4] n21871
11 1
.names n21870 n21871 n21872
00 1
.names n21868 n21872 n21873
01 1
.names n21864 n21873 n21874
00 1
.names asqrt[6] n21874 n21875
10 1
.names asqrt[6] n21864 n21876
00 1
.names n21873 n21876 n21877
01 1
.names asqrt[5] n21857 n21878
10 1
.names n21853 n21878 n21879
01 1
.names n21851 n21879 n21880
01 1
.names n21871 n21880 n21881
00 1
.names a[10] n21881 n21882
10 1
.names a[10] n21880 n21883
00 1
.names n21871 n21883 n21884
01 1
.names n21882 n21884 n21885
00 1
.names n21877 n21885 n21886
00 1
.names n21875 n21886 n21887
00 1
.names asqrt[7] n21887 n21888
10 1
.names n21155 n21160 n21889
00 1
.names n21164 n21889 n21890
01 1
.names asqrt[4] n21890 n21891
11 1
.names asqrt[4] n21889 n21892
11 1
.names n21164 n21892 n21893
10 1
.names n21891 n21893 n21894
00 1
.names asqrt[7] n21875 n21895
00 1
.names n21886 n21895 n21896
01 1
.names n21894 n21896 n21897
00 1
.names n21888 n21897 n21898
00 1
.names asqrt[8] n21898 n21899
10 1
.names n21169 n21177 n21900
01 1
.names n21167 n21900 n21901
01 1
.names asqrt[4] n21901 n21902
11 1
.names n21167 n21169 n21903
00 1
.names asqrt[4] n21903 n21904
11 1
.names n21177 n21904 n21905
00 1
.names n21902 n21905 n21906
00 1
.names asqrt[8] n21888 n21907
00 1
.names n21897 n21907 n21908
01 1
.names n21906 n21908 n21909
00 1
.names n21899 n21909 n21910
00 1
.names asqrt[9] n21910 n21911
10 1
.names n21180 n21186 n21912
01 1
.names n21188 n21912 n21913
01 1
.names asqrt[4] n21913 n21914
11 1
.names n21180 n21188 n21915
00 1
.names asqrt[4] n21915 n21916
11 1
.names n21186 n21916 n21917
00 1
.names n21914 n21917 n21918
00 1
.names asqrt[9] n21899 n21919
00 1
.names n21909 n21919 n21920
01 1
.names n21918 n21920 n21921
00 1
.names n21911 n21921 n21922
00 1
.names asqrt[10] n21922 n21923
10 1
.names n21198 n21200 n21924
10 1
.names n21191 n21924 n21925
01 1
.names asqrt[4] n21925 n21926
11 1
.names n21191 n21200 n21927
00 1
.names asqrt[4] n21927 n21928
11 1
.names n21198 n21928 n21929
00 1
.names n21926 n21929 n21930
00 1
.names asqrt[10] n21911 n21931
00 1
.names n21921 n21931 n21932
01 1
.names n21930 n21932 n21933
00 1
.names n21923 n21933 n21934
00 1
.names asqrt[11] n21934 n21935
10 1
.names n21203 n21210 n21936
01 1
.names n21212 n21936 n21937
01 1
.names asqrt[4] n21937 n21938
11 1
.names n21203 n21212 n21939
00 1
.names asqrt[4] n21939 n21940
11 1
.names n21210 n21940 n21941
00 1
.names n21938 n21941 n21942
00 1
.names asqrt[11] n21923 n21943
00 1
.names n21933 n21943 n21944
01 1
.names n21942 n21944 n21945
00 1
.names n21935 n21945 n21946
00 1
.names asqrt[12] n21946 n21947
10 1
.names n21222 n21224 n21948
10 1
.names n21215 n21948 n21949
01 1
.names asqrt[4] n21949 n21950
11 1
.names n21215 n21224 n21951
00 1
.names asqrt[4] n21951 n21952
11 1
.names n21222 n21952 n21953
00 1
.names n21950 n21953 n21954
00 1
.names asqrt[12] n21935 n21955
00 1
.names n21945 n21955 n21956
01 1
.names n21954 n21956 n21957
00 1
.names n21947 n21957 n21958
00 1
.names asqrt[13] n21958 n21959
10 1
.names n21227 n21234 n21960
01 1
.names n21236 n21960 n21961
01 1
.names asqrt[4] n21961 n21962
11 1
.names n21227 n21236 n21963
00 1
.names asqrt[4] n21963 n21964
11 1
.names n21234 n21964 n21965
00 1
.names n21962 n21965 n21966
00 1
.names asqrt[13] n21947 n21967
00 1
.names n21957 n21967 n21968
01 1
.names n21966 n21968 n21969
00 1
.names n21959 n21969 n21970
00 1
.names asqrt[14] n21970 n21971
10 1
.names n21246 n21248 n21972
10 1
.names n21239 n21972 n21973
01 1
.names asqrt[4] n21973 n21974
11 1
.names n21239 n21248 n21975
00 1
.names asqrt[4] n21975 n21976
11 1
.names n21246 n21976 n21977
00 1
.names n21974 n21977 n21978
00 1
.names asqrt[14] n21959 n21979
00 1
.names n21969 n21979 n21980
01 1
.names n21978 n21980 n21981
00 1
.names n21971 n21981 n21982
00 1
.names asqrt[15] n21982 n21983
10 1
.names n21251 n21258 n21984
01 1
.names n21260 n21984 n21985
01 1
.names asqrt[4] n21985 n21986
11 1
.names n21251 n21260 n21987
00 1
.names asqrt[4] n21987 n21988
11 1
.names n21258 n21988 n21989
00 1
.names n21986 n21989 n21990
00 1
.names asqrt[15] n21971 n21991
00 1
.names n21981 n21991 n21992
01 1
.names n21990 n21992 n21993
00 1
.names n21983 n21993 n21994
00 1
.names asqrt[16] n21994 n21995
10 1
.names n21270 n21272 n21996
10 1
.names n21263 n21996 n21997
01 1
.names asqrt[4] n21997 n21998
11 1
.names n21263 n21272 n21999
00 1
.names asqrt[4] n21999 n22000
11 1
.names n21270 n22000 n22001
00 1
.names n21998 n22001 n22002
00 1
.names asqrt[16] n21983 n22003
00 1
.names n21993 n22003 n22004
01 1
.names n22002 n22004 n22005
00 1
.names n21995 n22005 n22006
00 1
.names asqrt[17] n22006 n22007
10 1
.names n21275 n21282 n22008
01 1
.names n21284 n22008 n22009
01 1
.names asqrt[4] n22009 n22010
11 1
.names n21275 n21284 n22011
00 1
.names asqrt[4] n22011 n22012
11 1
.names n21282 n22012 n22013
00 1
.names n22010 n22013 n22014
00 1
.names asqrt[17] n21995 n22015
00 1
.names n22005 n22015 n22016
01 1
.names n22014 n22016 n22017
00 1
.names n22007 n22017 n22018
00 1
.names asqrt[18] n22018 n22019
10 1
.names n21294 n21296 n22020
10 1
.names n21287 n22020 n22021
01 1
.names asqrt[4] n22021 n22022
11 1
.names n21287 n21296 n22023
00 1
.names asqrt[4] n22023 n22024
11 1
.names n21294 n22024 n22025
00 1
.names n22022 n22025 n22026
00 1
.names asqrt[18] n22007 n22027
00 1
.names n22017 n22027 n22028
01 1
.names n22026 n22028 n22029
00 1
.names n22019 n22029 n22030
00 1
.names asqrt[19] n22030 n22031
10 1
.names n21299 n21306 n22032
01 1
.names n21308 n22032 n22033
01 1
.names asqrt[4] n22033 n22034
11 1
.names n21299 n21308 n22035
00 1
.names asqrt[4] n22035 n22036
11 1
.names n21306 n22036 n22037
00 1
.names n22034 n22037 n22038
00 1
.names asqrt[19] n22019 n22039
00 1
.names n22029 n22039 n22040
01 1
.names n22038 n22040 n22041
00 1
.names n22031 n22041 n22042
00 1
.names asqrt[20] n22042 n22043
10 1
.names n21318 n21320 n22044
10 1
.names n21311 n22044 n22045
01 1
.names asqrt[4] n22045 n22046
11 1
.names n21311 n21320 n22047
00 1
.names asqrt[4] n22047 n22048
11 1
.names n21318 n22048 n22049
00 1
.names n22046 n22049 n22050
00 1
.names asqrt[20] n22031 n22051
00 1
.names n22041 n22051 n22052
01 1
.names n22050 n22052 n22053
00 1
.names n22043 n22053 n22054
00 1
.names asqrt[21] n22054 n22055
10 1
.names n21323 n21330 n22056
01 1
.names n21332 n22056 n22057
01 1
.names asqrt[4] n22057 n22058
11 1
.names n21323 n21332 n22059
00 1
.names asqrt[4] n22059 n22060
11 1
.names n21330 n22060 n22061
00 1
.names n22058 n22061 n22062
00 1
.names asqrt[21] n22043 n22063
00 1
.names n22053 n22063 n22064
01 1
.names n22062 n22064 n22065
00 1
.names n22055 n22065 n22066
00 1
.names asqrt[22] n22066 n22067
10 1
.names n21342 n21344 n22068
10 1
.names n21335 n22068 n22069
01 1
.names asqrt[4] n22069 n22070
11 1
.names n21335 n21344 n22071
00 1
.names asqrt[4] n22071 n22072
11 1
.names n21342 n22072 n22073
00 1
.names n22070 n22073 n22074
00 1
.names asqrt[22] n22055 n22075
00 1
.names n22065 n22075 n22076
01 1
.names n22074 n22076 n22077
00 1
.names n22067 n22077 n22078
00 1
.names asqrt[23] n22078 n22079
10 1
.names n21347 n21354 n22080
01 1
.names n21356 n22080 n22081
01 1
.names asqrt[4] n22081 n22082
11 1
.names n21347 n21356 n22083
00 1
.names asqrt[4] n22083 n22084
11 1
.names n21354 n22084 n22085
00 1
.names n22082 n22085 n22086
00 1
.names asqrt[23] n22067 n22087
00 1
.names n22077 n22087 n22088
01 1
.names n22086 n22088 n22089
00 1
.names n22079 n22089 n22090
00 1
.names asqrt[24] n22090 n22091
10 1
.names n21366 n21368 n22092
10 1
.names n21359 n22092 n22093
01 1
.names asqrt[4] n22093 n22094
11 1
.names n21359 n21368 n22095
00 1
.names asqrt[4] n22095 n22096
11 1
.names n21366 n22096 n22097
00 1
.names n22094 n22097 n22098
00 1
.names asqrt[24] n22079 n22099
00 1
.names n22089 n22099 n22100
01 1
.names n22098 n22100 n22101
00 1
.names n22091 n22101 n22102
00 1
.names asqrt[25] n22102 n22103
10 1
.names n21371 n21378 n22104
01 1
.names n21380 n22104 n22105
01 1
.names asqrt[4] n22105 n22106
11 1
.names n21371 n21380 n22107
00 1
.names asqrt[4] n22107 n22108
11 1
.names n21378 n22108 n22109
00 1
.names n22106 n22109 n22110
00 1
.names asqrt[25] n22091 n22111
00 1
.names n22101 n22111 n22112
01 1
.names n22110 n22112 n22113
00 1
.names n22103 n22113 n22114
00 1
.names asqrt[26] n22114 n22115
10 1
.names n21390 n21392 n22116
10 1
.names n21383 n22116 n22117
01 1
.names asqrt[4] n22117 n22118
11 1
.names n21383 n21392 n22119
00 1
.names asqrt[4] n22119 n22120
11 1
.names n21390 n22120 n22121
00 1
.names n22118 n22121 n22122
00 1
.names asqrt[26] n22103 n22123
00 1
.names n22113 n22123 n22124
01 1
.names n22122 n22124 n22125
00 1
.names n22115 n22125 n22126
00 1
.names asqrt[27] n22126 n22127
10 1
.names n21395 n21402 n22128
01 1
.names n21404 n22128 n22129
01 1
.names asqrt[4] n22129 n22130
11 1
.names n21395 n21404 n22131
00 1
.names asqrt[4] n22131 n22132
11 1
.names n21402 n22132 n22133
00 1
.names n22130 n22133 n22134
00 1
.names asqrt[27] n22115 n22135
00 1
.names n22125 n22135 n22136
01 1
.names n22134 n22136 n22137
00 1
.names n22127 n22137 n22138
00 1
.names asqrt[28] n22138 n22139
10 1
.names n21414 n21416 n22140
10 1
.names n21407 n22140 n22141
01 1
.names asqrt[4] n22141 n22142
11 1
.names n21407 n21416 n22143
00 1
.names asqrt[4] n22143 n22144
11 1
.names n21414 n22144 n22145
00 1
.names n22142 n22145 n22146
00 1
.names asqrt[28] n22127 n22147
00 1
.names n22137 n22147 n22148
01 1
.names n22146 n22148 n22149
00 1
.names n22139 n22149 n22150
00 1
.names asqrt[29] n22150 n22151
10 1
.names n21419 n21426 n22152
01 1
.names n21428 n22152 n22153
01 1
.names asqrt[4] n22153 n22154
11 1
.names n21419 n21428 n22155
00 1
.names asqrt[4] n22155 n22156
11 1
.names n21426 n22156 n22157
00 1
.names n22154 n22157 n22158
00 1
.names asqrt[29] n22139 n22159
00 1
.names n22149 n22159 n22160
01 1
.names n22158 n22160 n22161
00 1
.names n22151 n22161 n22162
00 1
.names asqrt[30] n22162 n22163
10 1
.names n21438 n21440 n22164
10 1
.names n21431 n22164 n22165
01 1
.names asqrt[4] n22165 n22166
11 1
.names n21431 n21440 n22167
00 1
.names asqrt[4] n22167 n22168
11 1
.names n21438 n22168 n22169
00 1
.names n22166 n22169 n22170
00 1
.names asqrt[30] n22151 n22171
00 1
.names n22161 n22171 n22172
01 1
.names n22170 n22172 n22173
00 1
.names n22163 n22173 n22174
00 1
.names asqrt[31] n22174 n22175
10 1
.names n21443 n21450 n22176
01 1
.names n21452 n22176 n22177
01 1
.names asqrt[4] n22177 n22178
11 1
.names n21443 n21452 n22179
00 1
.names asqrt[4] n22179 n22180
11 1
.names n21450 n22180 n22181
00 1
.names n22178 n22181 n22182
00 1
.names asqrt[31] n22163 n22183
00 1
.names n22173 n22183 n22184
01 1
.names n22182 n22184 n22185
00 1
.names n22175 n22185 n22186
00 1
.names asqrt[32] n22186 n22187
10 1
.names n21462 n21464 n22188
10 1
.names n21455 n22188 n22189
01 1
.names asqrt[4] n22189 n22190
11 1
.names n21455 n21464 n22191
00 1
.names asqrt[4] n22191 n22192
11 1
.names n21462 n22192 n22193
00 1
.names n22190 n22193 n22194
00 1
.names asqrt[32] n22175 n22195
00 1
.names n22185 n22195 n22196
01 1
.names n22194 n22196 n22197
00 1
.names n22187 n22197 n22198
00 1
.names asqrt[33] n22198 n22199
10 1
.names n21467 n21474 n22200
01 1
.names n21476 n22200 n22201
01 1
.names asqrt[4] n22201 n22202
11 1
.names n21467 n21476 n22203
00 1
.names asqrt[4] n22203 n22204
11 1
.names n21474 n22204 n22205
00 1
.names n22202 n22205 n22206
00 1
.names asqrt[33] n22187 n22207
00 1
.names n22197 n22207 n22208
01 1
.names n22206 n22208 n22209
00 1
.names n22199 n22209 n22210
00 1
.names asqrt[34] n22210 n22211
10 1
.names n21486 n21488 n22212
10 1
.names n21479 n22212 n22213
01 1
.names asqrt[4] n22213 n22214
11 1
.names n21479 n21488 n22215
00 1
.names asqrt[4] n22215 n22216
11 1
.names n21486 n22216 n22217
00 1
.names n22214 n22217 n22218
00 1
.names asqrt[34] n22199 n22219
00 1
.names n22209 n22219 n22220
01 1
.names n22218 n22220 n22221
00 1
.names n22211 n22221 n22222
00 1
.names asqrt[35] n22222 n22223
10 1
.names n21491 n21498 n22224
01 1
.names n21500 n22224 n22225
01 1
.names asqrt[4] n22225 n22226
11 1
.names n21491 n21500 n22227
00 1
.names asqrt[4] n22227 n22228
11 1
.names n21498 n22228 n22229
00 1
.names n22226 n22229 n22230
00 1
.names asqrt[35] n22211 n22231
00 1
.names n22221 n22231 n22232
01 1
.names n22230 n22232 n22233
00 1
.names n22223 n22233 n22234
00 1
.names asqrt[36] n22234 n22235
10 1
.names n21510 n21512 n22236
10 1
.names n21503 n22236 n22237
01 1
.names asqrt[4] n22237 n22238
11 1
.names n21503 n21512 n22239
00 1
.names asqrt[4] n22239 n22240
11 1
.names n21510 n22240 n22241
00 1
.names n22238 n22241 n22242
00 1
.names asqrt[36] n22223 n22243
00 1
.names n22233 n22243 n22244
01 1
.names n22242 n22244 n22245
00 1
.names n22235 n22245 n22246
00 1
.names asqrt[37] n22246 n22247
10 1
.names n21515 n21522 n22248
01 1
.names n21524 n22248 n22249
01 1
.names asqrt[4] n22249 n22250
11 1
.names n21515 n21524 n22251
00 1
.names asqrt[4] n22251 n22252
11 1
.names n21522 n22252 n22253
00 1
.names n22250 n22253 n22254
00 1
.names asqrt[37] n22235 n22255
00 1
.names n22245 n22255 n22256
01 1
.names n22254 n22256 n22257
00 1
.names n22247 n22257 n22258
00 1
.names asqrt[38] n22258 n22259
10 1
.names n21534 n21536 n22260
10 1
.names n21527 n22260 n22261
01 1
.names asqrt[4] n22261 n22262
11 1
.names n21527 n21536 n22263
00 1
.names asqrt[4] n22263 n22264
11 1
.names n21534 n22264 n22265
00 1
.names n22262 n22265 n22266
00 1
.names asqrt[38] n22247 n22267
00 1
.names n22257 n22267 n22268
01 1
.names n22266 n22268 n22269
00 1
.names n22259 n22269 n22270
00 1
.names asqrt[39] n22270 n22271
10 1
.names n21539 n21546 n22272
01 1
.names n21548 n22272 n22273
01 1
.names asqrt[4] n22273 n22274
11 1
.names n21539 n21548 n22275
00 1
.names asqrt[4] n22275 n22276
11 1
.names n21546 n22276 n22277
00 1
.names n22274 n22277 n22278
00 1
.names asqrt[39] n22259 n22279
00 1
.names n22269 n22279 n22280
01 1
.names n22278 n22280 n22281
00 1
.names n22271 n22281 n22282
00 1
.names asqrt[40] n22282 n22283
10 1
.names n21558 n21560 n22284
10 1
.names n21551 n22284 n22285
01 1
.names asqrt[4] n22285 n22286
11 1
.names n21551 n21560 n22287
00 1
.names asqrt[4] n22287 n22288
11 1
.names n21558 n22288 n22289
00 1
.names n22286 n22289 n22290
00 1
.names asqrt[40] n22271 n22291
00 1
.names n22281 n22291 n22292
01 1
.names n22290 n22292 n22293
00 1
.names n22283 n22293 n22294
00 1
.names asqrt[41] n22294 n22295
10 1
.names n21563 n21570 n22296
01 1
.names n21572 n22296 n22297
01 1
.names asqrt[4] n22297 n22298
11 1
.names n21563 n21572 n22299
00 1
.names asqrt[4] n22299 n22300
11 1
.names n21570 n22300 n22301
00 1
.names n22298 n22301 n22302
00 1
.names asqrt[41] n22283 n22303
00 1
.names n22293 n22303 n22304
01 1
.names n22302 n22304 n22305
00 1
.names n22295 n22305 n22306
00 1
.names asqrt[42] n22306 n22307
10 1
.names n21582 n21584 n22308
10 1
.names n21575 n22308 n22309
01 1
.names asqrt[4] n22309 n22310
11 1
.names n21575 n21584 n22311
00 1
.names asqrt[4] n22311 n22312
11 1
.names n21582 n22312 n22313
00 1
.names n22310 n22313 n22314
00 1
.names asqrt[42] n22295 n22315
00 1
.names n22305 n22315 n22316
01 1
.names n22314 n22316 n22317
00 1
.names n22307 n22317 n22318
00 1
.names asqrt[43] n22318 n22319
10 1
.names n21587 n21594 n22320
01 1
.names n21596 n22320 n22321
01 1
.names asqrt[4] n22321 n22322
11 1
.names n21587 n21596 n22323
00 1
.names asqrt[4] n22323 n22324
11 1
.names n21594 n22324 n22325
00 1
.names n22322 n22325 n22326
00 1
.names asqrt[43] n22307 n22327
00 1
.names n22317 n22327 n22328
01 1
.names n22326 n22328 n22329
00 1
.names n22319 n22329 n22330
00 1
.names asqrt[44] n22330 n22331
10 1
.names n21606 n21608 n22332
10 1
.names n21599 n22332 n22333
01 1
.names asqrt[4] n22333 n22334
11 1
.names n21599 n21608 n22335
00 1
.names asqrt[4] n22335 n22336
11 1
.names n21606 n22336 n22337
00 1
.names n22334 n22337 n22338
00 1
.names asqrt[44] n22319 n22339
00 1
.names n22329 n22339 n22340
01 1
.names n22338 n22340 n22341
00 1
.names n22331 n22341 n22342
00 1
.names asqrt[45] n22342 n22343
10 1
.names n21611 n21618 n22344
01 1
.names n21620 n22344 n22345
01 1
.names asqrt[4] n22345 n22346
11 1
.names n21611 n21620 n22347
00 1
.names asqrt[4] n22347 n22348
11 1
.names n21618 n22348 n22349
00 1
.names n22346 n22349 n22350
00 1
.names asqrt[45] n22331 n22351
00 1
.names n22341 n22351 n22352
01 1
.names n22350 n22352 n22353
00 1
.names n22343 n22353 n22354
00 1
.names asqrt[46] n22354 n22355
10 1
.names n21630 n21632 n22356
10 1
.names n21623 n22356 n22357
01 1
.names asqrt[4] n22357 n22358
11 1
.names n21623 n21632 n22359
00 1
.names asqrt[4] n22359 n22360
11 1
.names n21630 n22360 n22361
00 1
.names n22358 n22361 n22362
00 1
.names asqrt[46] n22343 n22363
00 1
.names n22353 n22363 n22364
01 1
.names n22362 n22364 n22365
00 1
.names n22355 n22365 n22366
00 1
.names asqrt[47] n22366 n22367
10 1
.names n21635 n21642 n22368
01 1
.names n21644 n22368 n22369
01 1
.names asqrt[4] n22369 n22370
11 1
.names n21635 n21644 n22371
00 1
.names asqrt[4] n22371 n22372
11 1
.names n21642 n22372 n22373
00 1
.names n22370 n22373 n22374
00 1
.names asqrt[47] n22355 n22375
00 1
.names n22365 n22375 n22376
01 1
.names n22374 n22376 n22377
00 1
.names n22367 n22377 n22378
00 1
.names asqrt[48] n22378 n22379
10 1
.names n21654 n21656 n22380
10 1
.names n21647 n22380 n22381
01 1
.names asqrt[4] n22381 n22382
11 1
.names n21647 n21656 n22383
00 1
.names asqrt[4] n22383 n22384
11 1
.names n21654 n22384 n22385
00 1
.names n22382 n22385 n22386
00 1
.names asqrt[48] n22367 n22387
00 1
.names n22377 n22387 n22388
01 1
.names n22386 n22388 n22389
00 1
.names n22379 n22389 n22390
00 1
.names asqrt[49] n22390 n22391
10 1
.names n21659 n21666 n22392
01 1
.names n21668 n22392 n22393
01 1
.names asqrt[4] n22393 n22394
11 1
.names n21659 n21668 n22395
00 1
.names asqrt[4] n22395 n22396
11 1
.names n21666 n22396 n22397
00 1
.names n22394 n22397 n22398
00 1
.names asqrt[49] n22379 n22399
00 1
.names n22389 n22399 n22400
01 1
.names n22398 n22400 n22401
00 1
.names n22391 n22401 n22402
00 1
.names asqrt[50] n22402 n22403
10 1
.names n21678 n21680 n22404
10 1
.names n21671 n22404 n22405
01 1
.names asqrt[4] n22405 n22406
11 1
.names n21671 n21680 n22407
00 1
.names asqrt[4] n22407 n22408
11 1
.names n21678 n22408 n22409
00 1
.names n22406 n22409 n22410
00 1
.names asqrt[50] n22391 n22411
00 1
.names n22401 n22411 n22412
01 1
.names n22410 n22412 n22413
00 1
.names n22403 n22413 n22414
00 1
.names asqrt[51] n22414 n22415
10 1
.names n21683 n21690 n22416
01 1
.names n21692 n22416 n22417
01 1
.names asqrt[4] n22417 n22418
11 1
.names n21683 n21692 n22419
00 1
.names asqrt[4] n22419 n22420
11 1
.names n21690 n22420 n22421
00 1
.names n22418 n22421 n22422
00 1
.names asqrt[51] n22403 n22423
00 1
.names n22413 n22423 n22424
01 1
.names n22422 n22424 n22425
00 1
.names n22415 n22425 n22426
00 1
.names asqrt[52] n22426 n22427
10 1
.names n21702 n21704 n22428
10 1
.names n21695 n22428 n22429
01 1
.names asqrt[4] n22429 n22430
11 1
.names n21695 n21704 n22431
00 1
.names asqrt[4] n22431 n22432
11 1
.names n21702 n22432 n22433
00 1
.names n22430 n22433 n22434
00 1
.names asqrt[52] n22415 n22435
00 1
.names n22425 n22435 n22436
01 1
.names n22434 n22436 n22437
00 1
.names n22427 n22437 n22438
00 1
.names asqrt[53] n22438 n22439
10 1
.names n21707 n21714 n22440
01 1
.names n21716 n22440 n22441
01 1
.names asqrt[4] n22441 n22442
11 1
.names n21707 n21716 n22443
00 1
.names asqrt[4] n22443 n22444
11 1
.names n21714 n22444 n22445
00 1
.names n22442 n22445 n22446
00 1
.names asqrt[53] n22427 n22447
00 1
.names n22437 n22447 n22448
01 1
.names n22446 n22448 n22449
00 1
.names n22439 n22449 n22450
00 1
.names asqrt[54] n22450 n22451
10 1
.names n21726 n21728 n22452
10 1
.names n21719 n22452 n22453
01 1
.names asqrt[4] n22453 n22454
11 1
.names n21719 n21728 n22455
00 1
.names asqrt[4] n22455 n22456
11 1
.names n21726 n22456 n22457
00 1
.names n22454 n22457 n22458
00 1
.names asqrt[54] n22439 n22459
00 1
.names n22449 n22459 n22460
01 1
.names n22458 n22460 n22461
00 1
.names n22451 n22461 n22462
00 1
.names asqrt[55] n22462 n22463
10 1
.names n21731 n21738 n22464
01 1
.names n21740 n22464 n22465
01 1
.names asqrt[4] n22465 n22466
11 1
.names n21731 n21740 n22467
00 1
.names asqrt[4] n22467 n22468
11 1
.names n21738 n22468 n22469
00 1
.names n22466 n22469 n22470
00 1
.names asqrt[55] n22451 n22471
00 1
.names n22461 n22471 n22472
01 1
.names n22470 n22472 n22473
00 1
.names n22463 n22473 n22474
00 1
.names asqrt[56] n22474 n22475
10 1
.names n21750 n21752 n22476
10 1
.names n21743 n22476 n22477
01 1
.names asqrt[4] n22477 n22478
11 1
.names n21743 n21752 n22479
00 1
.names asqrt[4] n22479 n22480
11 1
.names n21750 n22480 n22481
00 1
.names n22478 n22481 n22482
00 1
.names asqrt[56] n22463 n22483
00 1
.names n22473 n22483 n22484
01 1
.names n22482 n22484 n22485
00 1
.names n22475 n22485 n22486
00 1
.names asqrt[57] n22486 n22487
10 1
.names n21755 n21762 n22488
01 1
.names n21764 n22488 n22489
01 1
.names asqrt[4] n22489 n22490
11 1
.names n21755 n21764 n22491
00 1
.names asqrt[4] n22491 n22492
11 1
.names n21762 n22492 n22493
00 1
.names n22490 n22493 n22494
00 1
.names asqrt[57] n22475 n22495
00 1
.names n22485 n22495 n22496
01 1
.names n22494 n22496 n22497
00 1
.names n22487 n22497 n22498
00 1
.names asqrt[58] n22498 n22499
10 1
.names n21774 n21776 n22500
10 1
.names n21767 n22500 n22501
01 1
.names asqrt[4] n22501 n22502
11 1
.names n21767 n21776 n22503
00 1
.names asqrt[4] n22503 n22504
11 1
.names n21774 n22504 n22505
00 1
.names n22502 n22505 n22506
00 1
.names asqrt[58] n22487 n22507
00 1
.names n22497 n22507 n22508
01 1
.names n22506 n22508 n22509
00 1
.names n22499 n22509 n22510
00 1
.names asqrt[59] n22510 n22511
10 1
.names n21779 n21786 n22512
01 1
.names n21788 n22512 n22513
01 1
.names asqrt[4] n22513 n22514
11 1
.names n21779 n21788 n22515
00 1
.names asqrt[4] n22515 n22516
11 1
.names n21786 n22516 n22517
00 1
.names n22514 n22517 n22518
00 1
.names asqrt[59] n22499 n22519
00 1
.names n22509 n22519 n22520
01 1
.names n22518 n22520 n22521
00 1
.names n22511 n22521 n22522
00 1
.names asqrt[60] n22522 n22523
10 1
.names n21798 n21800 n22524
10 1
.names n21791 n22524 n22525
01 1
.names asqrt[4] n22525 n22526
11 1
.names n21791 n21800 n22527
00 1
.names asqrt[4] n22527 n22528
11 1
.names n21798 n22528 n22529
00 1
.names n22526 n22529 n22530
00 1
.names asqrt[60] n22511 n22531
00 1
.names n22521 n22531 n22532
01 1
.names n22530 n22532 n22533
00 1
.names n22523 n22533 n22534
00 1
.names asqrt[61] n22534 n22535
10 1
.names asqrt[61] n22523 n22536
00 1
.names n22533 n22536 n22537
01 1
.names n21803 n21812 n22538
01 1
.names n21805 n22538 n22539
01 1
.names asqrt[4] n22539 n22540
11 1
.names n21803 n21805 n22541
00 1
.names asqrt[4] n22541 n22542
11 1
.names n21812 n22542 n22543
00 1
.names n22540 n22543 n22544
00 1
.names n22537 n22544 n22545
00 1
.names n22535 n22545 n22546
00 1
.names asqrt[62] n22546 n22547
10 1
.names n21822 n21824 n22548
10 1
.names n21815 n22548 n22549
01 1
.names asqrt[4] n22549 n22550
11 1
.names n21815 n21824 n22551
00 1
.names asqrt[4] n22551 n22552
11 1
.names n21822 n22552 n22553
00 1
.names n22550 n22553 n22554
00 1
.names asqrt[62] n22535 n22555
00 1
.names n22545 n22555 n22556
01 1
.names n22554 n22556 n22557
00 1
.names n22547 n22557 n22558
00 1
.names n21827 n21834 n22559
01 1
.names n21836 n22559 n22560
01 1
.names asqrt[4] n22560 n22561
11 1
.names n21827 n21836 n22562
00 1
.names asqrt[4] n22562 n22563
11 1
.names n21834 n22563 n22564
00 1
.names n22561 n22564 n22565
00 1
.names n21838 n21845 n22566
00 1
.names asqrt[4] n22566 n22567
11 1
.names n21853 n22567 n22568
00 1
.names n22565 n22568 n22569
01 1
.names n22558 n22569 n22570
01 1
.names asqrt[63] n22570 n22571
00 1
.names n22547 n22565 n22572
01 1
.names n22557 n22572 n22573
01 1
.names n21845 asqrt[4] n22574
01 1
.names n21838 n22574 n22575
10 1
.names asqrt[63] n22566 n22576
10 1
.names n22575 n22576 n22577
01 1
.names n22573 n22577 n22578
00 1
.names n22571 n22578 asqrt[3]
01 0
.names a[6] asqrt[3] n22580
11 1
.names a[4] a[5] n22581
00 1
.names a[6] n22581 n22582
01 1
.names n22580 n22582 n22583
00 1
.names asqrt[4] n22583 n22584
10 1
.names n21857 n22582 n22585
00 1
.names n21853 n22585 n22586
01 1
.names n21851 n22586 n22587
01 1
.names n22580 n22587 n22588
01 1
.names a[6] asqrt[3] n22589
01 1
.names a[7] n22589 n22590
10 1
.names n21861 asqrt[3] n22591
11 1
.names n22590 n22591 n22592
00 1
.names n22588 n22592 n22593
01 1
.names n22584 n22593 n22594
00 1
.names asqrt[5] n22594 n22595
10 1
.names asqrt[5] n22584 n22596
00 1
.names n22593 n22596 n22597
01 1
.names asqrt[4] n22577 n22598
10 1
.names n22573 n22598 n22599
01 1
.names n22571 n22599 n22600
01 1
.names n22591 n22600 n22601
00 1
.names a[8] n22601 n22602
10 1
.names a[8] n22600 n22603
00 1
.names n22591 n22603 n22604
01 1
.names n22602 n22604 n22605
00 1
.names n22597 n22605 n22606
00 1
.names n22595 n22606 n22607
00 1
.names asqrt[6] n22607 n22608
10 1
.names n21864 n21868 n22609
00 1
.names n21872 n22609 n22610
01 1
.names asqrt[3] n22610 n22611
11 1
.names asqrt[3] n22609 n22612
11 1
.names n21872 n22612 n22613
10 1
.names n22611 n22613 n22614
00 1
.names asqrt[6] n22595 n22615
00 1
.names n22606 n22615 n22616
01 1
.names n22614 n22616 n22617
00 1
.names n22608 n22617 n22618
00 1
.names asqrt[7] n22618 n22619
10 1
.names n21877 n21885 n22620
01 1
.names n21875 n22620 n22621
01 1
.names asqrt[3] n22621 n22622
11 1
.names n21875 n21877 n22623
00 1
.names asqrt[3] n22623 n22624
11 1
.names n21885 n22624 n22625
00 1
.names n22622 n22625 n22626
00 1
.names asqrt[7] n22608 n22627
00 1
.names n22617 n22627 n22628
01 1
.names n22626 n22628 n22629
00 1
.names n22619 n22629 n22630
00 1
.names asqrt[8] n22630 n22631
10 1
.names n21888 n21894 n22632
01 1
.names n21896 n22632 n22633
01 1
.names asqrt[3] n22633 n22634
11 1
.names n21888 n21896 n22635
00 1
.names asqrt[3] n22635 n22636
11 1
.names n21894 n22636 n22637
00 1
.names n22634 n22637 n22638
00 1
.names asqrt[8] n22619 n22639
00 1
.names n22629 n22639 n22640
01 1
.names n22638 n22640 n22641
00 1
.names n22631 n22641 n22642
00 1
.names asqrt[9] n22642 n22643
10 1
.names n21906 n21908 n22644
10 1
.names n21899 n22644 n22645
01 1
.names asqrt[3] n22645 n22646
11 1
.names n21899 n21908 n22647
00 1
.names asqrt[3] n22647 n22648
11 1
.names n21906 n22648 n22649
00 1
.names n22646 n22649 n22650
00 1
.names asqrt[9] n22631 n22651
00 1
.names n22641 n22651 n22652
01 1
.names n22650 n22652 n22653
00 1
.names n22643 n22653 n22654
00 1
.names asqrt[10] n22654 n22655
10 1
.names n21911 n21918 n22656
01 1
.names n21920 n22656 n22657
01 1
.names asqrt[3] n22657 n22658
11 1
.names n21911 n21920 n22659
00 1
.names asqrt[3] n22659 n22660
11 1
.names n21918 n22660 n22661
00 1
.names n22658 n22661 n22662
00 1
.names asqrt[10] n22643 n22663
00 1
.names n22653 n22663 n22664
01 1
.names n22662 n22664 n22665
00 1
.names n22655 n22665 n22666
00 1
.names asqrt[11] n22666 n22667
10 1
.names n21930 n21932 n22668
10 1
.names n21923 n22668 n22669
01 1
.names asqrt[3] n22669 n22670
11 1
.names n21923 n21932 n22671
00 1
.names asqrt[3] n22671 n22672
11 1
.names n21930 n22672 n22673
00 1
.names n22670 n22673 n22674
00 1
.names asqrt[11] n22655 n22675
00 1
.names n22665 n22675 n22676
01 1
.names n22674 n22676 n22677
00 1
.names n22667 n22677 n22678
00 1
.names asqrt[12] n22678 n22679
10 1
.names n21935 n21942 n22680
01 1
.names n21944 n22680 n22681
01 1
.names asqrt[3] n22681 n22682
11 1
.names n21935 n21944 n22683
00 1
.names asqrt[3] n22683 n22684
11 1
.names n21942 n22684 n22685
00 1
.names n22682 n22685 n22686
00 1
.names asqrt[12] n22667 n22687
00 1
.names n22677 n22687 n22688
01 1
.names n22686 n22688 n22689
00 1
.names n22679 n22689 n22690
00 1
.names asqrt[13] n22690 n22691
10 1
.names n21954 n21956 n22692
10 1
.names n21947 n22692 n22693
01 1
.names asqrt[3] n22693 n22694
11 1
.names n21947 n21956 n22695
00 1
.names asqrt[3] n22695 n22696
11 1
.names n21954 n22696 n22697
00 1
.names n22694 n22697 n22698
00 1
.names asqrt[13] n22679 n22699
00 1
.names n22689 n22699 n22700
01 1
.names n22698 n22700 n22701
00 1
.names n22691 n22701 n22702
00 1
.names asqrt[14] n22702 n22703
10 1
.names n21959 n21966 n22704
01 1
.names n21968 n22704 n22705
01 1
.names asqrt[3] n22705 n22706
11 1
.names n21959 n21968 n22707
00 1
.names asqrt[3] n22707 n22708
11 1
.names n21966 n22708 n22709
00 1
.names n22706 n22709 n22710
00 1
.names asqrt[14] n22691 n22711
00 1
.names n22701 n22711 n22712
01 1
.names n22710 n22712 n22713
00 1
.names n22703 n22713 n22714
00 1
.names asqrt[15] n22714 n22715
10 1
.names n21978 n21980 n22716
10 1
.names n21971 n22716 n22717
01 1
.names asqrt[3] n22717 n22718
11 1
.names n21971 n21980 n22719
00 1
.names asqrt[3] n22719 n22720
11 1
.names n21978 n22720 n22721
00 1
.names n22718 n22721 n22722
00 1
.names asqrt[15] n22703 n22723
00 1
.names n22713 n22723 n22724
01 1
.names n22722 n22724 n22725
00 1
.names n22715 n22725 n22726
00 1
.names asqrt[16] n22726 n22727
10 1
.names n21983 n21990 n22728
01 1
.names n21992 n22728 n22729
01 1
.names asqrt[3] n22729 n22730
11 1
.names n21983 n21992 n22731
00 1
.names asqrt[3] n22731 n22732
11 1
.names n21990 n22732 n22733
00 1
.names n22730 n22733 n22734
00 1
.names asqrt[16] n22715 n22735
00 1
.names n22725 n22735 n22736
01 1
.names n22734 n22736 n22737
00 1
.names n22727 n22737 n22738
00 1
.names asqrt[17] n22738 n22739
10 1
.names n22002 n22004 n22740
10 1
.names n21995 n22740 n22741
01 1
.names asqrt[3] n22741 n22742
11 1
.names n21995 n22004 n22743
00 1
.names asqrt[3] n22743 n22744
11 1
.names n22002 n22744 n22745
00 1
.names n22742 n22745 n22746
00 1
.names asqrt[17] n22727 n22747
00 1
.names n22737 n22747 n22748
01 1
.names n22746 n22748 n22749
00 1
.names n22739 n22749 n22750
00 1
.names asqrt[18] n22750 n22751
10 1
.names n22007 n22014 n22752
01 1
.names n22016 n22752 n22753
01 1
.names asqrt[3] n22753 n22754
11 1
.names n22007 n22016 n22755
00 1
.names asqrt[3] n22755 n22756
11 1
.names n22014 n22756 n22757
00 1
.names n22754 n22757 n22758
00 1
.names asqrt[18] n22739 n22759
00 1
.names n22749 n22759 n22760
01 1
.names n22758 n22760 n22761
00 1
.names n22751 n22761 n22762
00 1
.names asqrt[19] n22762 n22763
10 1
.names n22026 n22028 n22764
10 1
.names n22019 n22764 n22765
01 1
.names asqrt[3] n22765 n22766
11 1
.names n22019 n22028 n22767
00 1
.names asqrt[3] n22767 n22768
11 1
.names n22026 n22768 n22769
00 1
.names n22766 n22769 n22770
00 1
.names asqrt[19] n22751 n22771
00 1
.names n22761 n22771 n22772
01 1
.names n22770 n22772 n22773
00 1
.names n22763 n22773 n22774
00 1
.names asqrt[20] n22774 n22775
10 1
.names n22031 n22038 n22776
01 1
.names n22040 n22776 n22777
01 1
.names asqrt[3] n22777 n22778
11 1
.names n22031 n22040 n22779
00 1
.names asqrt[3] n22779 n22780
11 1
.names n22038 n22780 n22781
00 1
.names n22778 n22781 n22782
00 1
.names asqrt[20] n22763 n22783
00 1
.names n22773 n22783 n22784
01 1
.names n22782 n22784 n22785
00 1
.names n22775 n22785 n22786
00 1
.names asqrt[21] n22786 n22787
10 1
.names n22050 n22052 n22788
10 1
.names n22043 n22788 n22789
01 1
.names asqrt[3] n22789 n22790
11 1
.names n22043 n22052 n22791
00 1
.names asqrt[3] n22791 n22792
11 1
.names n22050 n22792 n22793
00 1
.names n22790 n22793 n22794
00 1
.names asqrt[21] n22775 n22795
00 1
.names n22785 n22795 n22796
01 1
.names n22794 n22796 n22797
00 1
.names n22787 n22797 n22798
00 1
.names asqrt[22] n22798 n22799
10 1
.names n22055 n22062 n22800
01 1
.names n22064 n22800 n22801
01 1
.names asqrt[3] n22801 n22802
11 1
.names n22055 n22064 n22803
00 1
.names asqrt[3] n22803 n22804
11 1
.names n22062 n22804 n22805
00 1
.names n22802 n22805 n22806
00 1
.names asqrt[22] n22787 n22807
00 1
.names n22797 n22807 n22808
01 1
.names n22806 n22808 n22809
00 1
.names n22799 n22809 n22810
00 1
.names asqrt[23] n22810 n22811
10 1
.names n22074 n22076 n22812
10 1
.names n22067 n22812 n22813
01 1
.names asqrt[3] n22813 n22814
11 1
.names n22067 n22076 n22815
00 1
.names asqrt[3] n22815 n22816
11 1
.names n22074 n22816 n22817
00 1
.names n22814 n22817 n22818
00 1
.names asqrt[23] n22799 n22819
00 1
.names n22809 n22819 n22820
01 1
.names n22818 n22820 n22821
00 1
.names n22811 n22821 n22822
00 1
.names asqrt[24] n22822 n22823
10 1
.names n22079 n22086 n22824
01 1
.names n22088 n22824 n22825
01 1
.names asqrt[3] n22825 n22826
11 1
.names n22079 n22088 n22827
00 1
.names asqrt[3] n22827 n22828
11 1
.names n22086 n22828 n22829
00 1
.names n22826 n22829 n22830
00 1
.names asqrt[24] n22811 n22831
00 1
.names n22821 n22831 n22832
01 1
.names n22830 n22832 n22833
00 1
.names n22823 n22833 n22834
00 1
.names asqrt[25] n22834 n22835
10 1
.names n22098 n22100 n22836
10 1
.names n22091 n22836 n22837
01 1
.names asqrt[3] n22837 n22838
11 1
.names n22091 n22100 n22839
00 1
.names asqrt[3] n22839 n22840
11 1
.names n22098 n22840 n22841
00 1
.names n22838 n22841 n22842
00 1
.names asqrt[25] n22823 n22843
00 1
.names n22833 n22843 n22844
01 1
.names n22842 n22844 n22845
00 1
.names n22835 n22845 n22846
00 1
.names asqrt[26] n22846 n22847
10 1
.names n22103 n22110 n22848
01 1
.names n22112 n22848 n22849
01 1
.names asqrt[3] n22849 n22850
11 1
.names n22103 n22112 n22851
00 1
.names asqrt[3] n22851 n22852
11 1
.names n22110 n22852 n22853
00 1
.names n22850 n22853 n22854
00 1
.names asqrt[26] n22835 n22855
00 1
.names n22845 n22855 n22856
01 1
.names n22854 n22856 n22857
00 1
.names n22847 n22857 n22858
00 1
.names asqrt[27] n22858 n22859
10 1
.names n22122 n22124 n22860
10 1
.names n22115 n22860 n22861
01 1
.names asqrt[3] n22861 n22862
11 1
.names n22115 n22124 n22863
00 1
.names asqrt[3] n22863 n22864
11 1
.names n22122 n22864 n22865
00 1
.names n22862 n22865 n22866
00 1
.names asqrt[27] n22847 n22867
00 1
.names n22857 n22867 n22868
01 1
.names n22866 n22868 n22869
00 1
.names n22859 n22869 n22870
00 1
.names asqrt[28] n22870 n22871
10 1
.names n22127 n22134 n22872
01 1
.names n22136 n22872 n22873
01 1
.names asqrt[3] n22873 n22874
11 1
.names n22127 n22136 n22875
00 1
.names asqrt[3] n22875 n22876
11 1
.names n22134 n22876 n22877
00 1
.names n22874 n22877 n22878
00 1
.names asqrt[28] n22859 n22879
00 1
.names n22869 n22879 n22880
01 1
.names n22878 n22880 n22881
00 1
.names n22871 n22881 n22882
00 1
.names asqrt[29] n22882 n22883
10 1
.names n22146 n22148 n22884
10 1
.names n22139 n22884 n22885
01 1
.names asqrt[3] n22885 n22886
11 1
.names n22139 n22148 n22887
00 1
.names asqrt[3] n22887 n22888
11 1
.names n22146 n22888 n22889
00 1
.names n22886 n22889 n22890
00 1
.names asqrt[29] n22871 n22891
00 1
.names n22881 n22891 n22892
01 1
.names n22890 n22892 n22893
00 1
.names n22883 n22893 n22894
00 1
.names asqrt[30] n22894 n22895
10 1
.names n22151 n22158 n22896
01 1
.names n22160 n22896 n22897
01 1
.names asqrt[3] n22897 n22898
11 1
.names n22151 n22160 n22899
00 1
.names asqrt[3] n22899 n22900
11 1
.names n22158 n22900 n22901
00 1
.names n22898 n22901 n22902
00 1
.names asqrt[30] n22883 n22903
00 1
.names n22893 n22903 n22904
01 1
.names n22902 n22904 n22905
00 1
.names n22895 n22905 n22906
00 1
.names asqrt[31] n22906 n22907
10 1
.names n22170 n22172 n22908
10 1
.names n22163 n22908 n22909
01 1
.names asqrt[3] n22909 n22910
11 1
.names n22163 n22172 n22911
00 1
.names asqrt[3] n22911 n22912
11 1
.names n22170 n22912 n22913
00 1
.names n22910 n22913 n22914
00 1
.names asqrt[31] n22895 n22915
00 1
.names n22905 n22915 n22916
01 1
.names n22914 n22916 n22917
00 1
.names n22907 n22917 n22918
00 1
.names asqrt[32] n22918 n22919
10 1
.names n22175 n22182 n22920
01 1
.names n22184 n22920 n22921
01 1
.names asqrt[3] n22921 n22922
11 1
.names n22175 n22184 n22923
00 1
.names asqrt[3] n22923 n22924
11 1
.names n22182 n22924 n22925
00 1
.names n22922 n22925 n22926
00 1
.names asqrt[32] n22907 n22927
00 1
.names n22917 n22927 n22928
01 1
.names n22926 n22928 n22929
00 1
.names n22919 n22929 n22930
00 1
.names asqrt[33] n22930 n22931
10 1
.names n22194 n22196 n22932
10 1
.names n22187 n22932 n22933
01 1
.names asqrt[3] n22933 n22934
11 1
.names n22187 n22196 n22935
00 1
.names asqrt[3] n22935 n22936
11 1
.names n22194 n22936 n22937
00 1
.names n22934 n22937 n22938
00 1
.names asqrt[33] n22919 n22939
00 1
.names n22929 n22939 n22940
01 1
.names n22938 n22940 n22941
00 1
.names n22931 n22941 n22942
00 1
.names asqrt[34] n22942 n22943
10 1
.names n22199 n22206 n22944
01 1
.names n22208 n22944 n22945
01 1
.names asqrt[3] n22945 n22946
11 1
.names n22199 n22208 n22947
00 1
.names asqrt[3] n22947 n22948
11 1
.names n22206 n22948 n22949
00 1
.names n22946 n22949 n22950
00 1
.names asqrt[34] n22931 n22951
00 1
.names n22941 n22951 n22952
01 1
.names n22950 n22952 n22953
00 1
.names n22943 n22953 n22954
00 1
.names asqrt[35] n22954 n22955
10 1
.names n22218 n22220 n22956
10 1
.names n22211 n22956 n22957
01 1
.names asqrt[3] n22957 n22958
11 1
.names n22211 n22220 n22959
00 1
.names asqrt[3] n22959 n22960
11 1
.names n22218 n22960 n22961
00 1
.names n22958 n22961 n22962
00 1
.names asqrt[35] n22943 n22963
00 1
.names n22953 n22963 n22964
01 1
.names n22962 n22964 n22965
00 1
.names n22955 n22965 n22966
00 1
.names asqrt[36] n22966 n22967
10 1
.names n22223 n22230 n22968
01 1
.names n22232 n22968 n22969
01 1
.names asqrt[3] n22969 n22970
11 1
.names n22223 n22232 n22971
00 1
.names asqrt[3] n22971 n22972
11 1
.names n22230 n22972 n22973
00 1
.names n22970 n22973 n22974
00 1
.names asqrt[36] n22955 n22975
00 1
.names n22965 n22975 n22976
01 1
.names n22974 n22976 n22977
00 1
.names n22967 n22977 n22978
00 1
.names asqrt[37] n22978 n22979
10 1
.names n22242 n22244 n22980
10 1
.names n22235 n22980 n22981
01 1
.names asqrt[3] n22981 n22982
11 1
.names n22235 n22244 n22983
00 1
.names asqrt[3] n22983 n22984
11 1
.names n22242 n22984 n22985
00 1
.names n22982 n22985 n22986
00 1
.names asqrt[37] n22967 n22987
00 1
.names n22977 n22987 n22988
01 1
.names n22986 n22988 n22989
00 1
.names n22979 n22989 n22990
00 1
.names asqrt[38] n22990 n22991
10 1
.names n22247 n22254 n22992
01 1
.names n22256 n22992 n22993
01 1
.names asqrt[3] n22993 n22994
11 1
.names n22247 n22256 n22995
00 1
.names asqrt[3] n22995 n22996
11 1
.names n22254 n22996 n22997
00 1
.names n22994 n22997 n22998
00 1
.names asqrt[38] n22979 n22999
00 1
.names n22989 n22999 n23000
01 1
.names n22998 n23000 n23001
00 1
.names n22991 n23001 n23002
00 1
.names asqrt[39] n23002 n23003
10 1
.names n22266 n22268 n23004
10 1
.names n22259 n23004 n23005
01 1
.names asqrt[3] n23005 n23006
11 1
.names n22259 n22268 n23007
00 1
.names asqrt[3] n23007 n23008
11 1
.names n22266 n23008 n23009
00 1
.names n23006 n23009 n23010
00 1
.names asqrt[39] n22991 n23011
00 1
.names n23001 n23011 n23012
01 1
.names n23010 n23012 n23013
00 1
.names n23003 n23013 n23014
00 1
.names asqrt[40] n23014 n23015
10 1
.names n22271 n22278 n23016
01 1
.names n22280 n23016 n23017
01 1
.names asqrt[3] n23017 n23018
11 1
.names n22271 n22280 n23019
00 1
.names asqrt[3] n23019 n23020
11 1
.names n22278 n23020 n23021
00 1
.names n23018 n23021 n23022
00 1
.names asqrt[40] n23003 n23023
00 1
.names n23013 n23023 n23024
01 1
.names n23022 n23024 n23025
00 1
.names n23015 n23025 n23026
00 1
.names asqrt[41] n23026 n23027
10 1
.names n22290 n22292 n23028
10 1
.names n22283 n23028 n23029
01 1
.names asqrt[3] n23029 n23030
11 1
.names n22283 n22292 n23031
00 1
.names asqrt[3] n23031 n23032
11 1
.names n22290 n23032 n23033
00 1
.names n23030 n23033 n23034
00 1
.names asqrt[41] n23015 n23035
00 1
.names n23025 n23035 n23036
01 1
.names n23034 n23036 n23037
00 1
.names n23027 n23037 n23038
00 1
.names asqrt[42] n23038 n23039
10 1
.names n22295 n22302 n23040
01 1
.names n22304 n23040 n23041
01 1
.names asqrt[3] n23041 n23042
11 1
.names n22295 n22304 n23043
00 1
.names asqrt[3] n23043 n23044
11 1
.names n22302 n23044 n23045
00 1
.names n23042 n23045 n23046
00 1
.names asqrt[42] n23027 n23047
00 1
.names n23037 n23047 n23048
01 1
.names n23046 n23048 n23049
00 1
.names n23039 n23049 n23050
00 1
.names asqrt[43] n23050 n23051
10 1
.names n22314 n22316 n23052
10 1
.names n22307 n23052 n23053
01 1
.names asqrt[3] n23053 n23054
11 1
.names n22307 n22316 n23055
00 1
.names asqrt[3] n23055 n23056
11 1
.names n22314 n23056 n23057
00 1
.names n23054 n23057 n23058
00 1
.names asqrt[43] n23039 n23059
00 1
.names n23049 n23059 n23060
01 1
.names n23058 n23060 n23061
00 1
.names n23051 n23061 n23062
00 1
.names asqrt[44] n23062 n23063
10 1
.names n22319 n22326 n23064
01 1
.names n22328 n23064 n23065
01 1
.names asqrt[3] n23065 n23066
11 1
.names n22319 n22328 n23067
00 1
.names asqrt[3] n23067 n23068
11 1
.names n22326 n23068 n23069
00 1
.names n23066 n23069 n23070
00 1
.names asqrt[44] n23051 n23071
00 1
.names n23061 n23071 n23072
01 1
.names n23070 n23072 n23073
00 1
.names n23063 n23073 n23074
00 1
.names asqrt[45] n23074 n23075
10 1
.names n22338 n22340 n23076
10 1
.names n22331 n23076 n23077
01 1
.names asqrt[3] n23077 n23078
11 1
.names n22331 n22340 n23079
00 1
.names asqrt[3] n23079 n23080
11 1
.names n22338 n23080 n23081
00 1
.names n23078 n23081 n23082
00 1
.names asqrt[45] n23063 n23083
00 1
.names n23073 n23083 n23084
01 1
.names n23082 n23084 n23085
00 1
.names n23075 n23085 n23086
00 1
.names asqrt[46] n23086 n23087
10 1
.names n22343 n22350 n23088
01 1
.names n22352 n23088 n23089
01 1
.names asqrt[3] n23089 n23090
11 1
.names n22343 n22352 n23091
00 1
.names asqrt[3] n23091 n23092
11 1
.names n22350 n23092 n23093
00 1
.names n23090 n23093 n23094
00 1
.names asqrt[46] n23075 n23095
00 1
.names n23085 n23095 n23096
01 1
.names n23094 n23096 n23097
00 1
.names n23087 n23097 n23098
00 1
.names asqrt[47] n23098 n23099
10 1
.names n22362 n22364 n23100
10 1
.names n22355 n23100 n23101
01 1
.names asqrt[3] n23101 n23102
11 1
.names n22355 n22364 n23103
00 1
.names asqrt[3] n23103 n23104
11 1
.names n22362 n23104 n23105
00 1
.names n23102 n23105 n23106
00 1
.names asqrt[47] n23087 n23107
00 1
.names n23097 n23107 n23108
01 1
.names n23106 n23108 n23109
00 1
.names n23099 n23109 n23110
00 1
.names asqrt[48] n23110 n23111
10 1
.names n22367 n22374 n23112
01 1
.names n22376 n23112 n23113
01 1
.names asqrt[3] n23113 n23114
11 1
.names n22367 n22376 n23115
00 1
.names asqrt[3] n23115 n23116
11 1
.names n22374 n23116 n23117
00 1
.names n23114 n23117 n23118
00 1
.names asqrt[48] n23099 n23119
00 1
.names n23109 n23119 n23120
01 1
.names n23118 n23120 n23121
00 1
.names n23111 n23121 n23122
00 1
.names asqrt[49] n23122 n23123
10 1
.names n22386 n22388 n23124
10 1
.names n22379 n23124 n23125
01 1
.names asqrt[3] n23125 n23126
11 1
.names n22379 n22388 n23127
00 1
.names asqrt[3] n23127 n23128
11 1
.names n22386 n23128 n23129
00 1
.names n23126 n23129 n23130
00 1
.names asqrt[49] n23111 n23131
00 1
.names n23121 n23131 n23132
01 1
.names n23130 n23132 n23133
00 1
.names n23123 n23133 n23134
00 1
.names asqrt[50] n23134 n23135
10 1
.names n22391 n22398 n23136
01 1
.names n22400 n23136 n23137
01 1
.names asqrt[3] n23137 n23138
11 1
.names n22391 n22400 n23139
00 1
.names asqrt[3] n23139 n23140
11 1
.names n22398 n23140 n23141
00 1
.names n23138 n23141 n23142
00 1
.names asqrt[50] n23123 n23143
00 1
.names n23133 n23143 n23144
01 1
.names n23142 n23144 n23145
00 1
.names n23135 n23145 n23146
00 1
.names asqrt[51] n23146 n23147
10 1
.names n22410 n22412 n23148
10 1
.names n22403 n23148 n23149
01 1
.names asqrt[3] n23149 n23150
11 1
.names n22403 n22412 n23151
00 1
.names asqrt[3] n23151 n23152
11 1
.names n22410 n23152 n23153
00 1
.names n23150 n23153 n23154
00 1
.names asqrt[51] n23135 n23155
00 1
.names n23145 n23155 n23156
01 1
.names n23154 n23156 n23157
00 1
.names n23147 n23157 n23158
00 1
.names asqrt[52] n23158 n23159
10 1
.names n22415 n22422 n23160
01 1
.names n22424 n23160 n23161
01 1
.names asqrt[3] n23161 n23162
11 1
.names n22415 n22424 n23163
00 1
.names asqrt[3] n23163 n23164
11 1
.names n22422 n23164 n23165
00 1
.names n23162 n23165 n23166
00 1
.names asqrt[52] n23147 n23167
00 1
.names n23157 n23167 n23168
01 1
.names n23166 n23168 n23169
00 1
.names n23159 n23169 n23170
00 1
.names asqrt[53] n23170 n23171
10 1
.names n22434 n22436 n23172
10 1
.names n22427 n23172 n23173
01 1
.names asqrt[3] n23173 n23174
11 1
.names n22427 n22436 n23175
00 1
.names asqrt[3] n23175 n23176
11 1
.names n22434 n23176 n23177
00 1
.names n23174 n23177 n23178
00 1
.names asqrt[53] n23159 n23179
00 1
.names n23169 n23179 n23180
01 1
.names n23178 n23180 n23181
00 1
.names n23171 n23181 n23182
00 1
.names asqrt[54] n23182 n23183
10 1
.names n22439 n22446 n23184
01 1
.names n22448 n23184 n23185
01 1
.names asqrt[3] n23185 n23186
11 1
.names n22439 n22448 n23187
00 1
.names asqrt[3] n23187 n23188
11 1
.names n22446 n23188 n23189
00 1
.names n23186 n23189 n23190
00 1
.names asqrt[54] n23171 n23191
00 1
.names n23181 n23191 n23192
01 1
.names n23190 n23192 n23193
00 1
.names n23183 n23193 n23194
00 1
.names asqrt[55] n23194 n23195
10 1
.names n22458 n22460 n23196
10 1
.names n22451 n23196 n23197
01 1
.names asqrt[3] n23197 n23198
11 1
.names n22451 n22460 n23199
00 1
.names asqrt[3] n23199 n23200
11 1
.names n22458 n23200 n23201
00 1
.names n23198 n23201 n23202
00 1
.names asqrt[55] n23183 n23203
00 1
.names n23193 n23203 n23204
01 1
.names n23202 n23204 n23205
00 1
.names n23195 n23205 n23206
00 1
.names asqrt[56] n23206 n23207
10 1
.names n22463 n22470 n23208
01 1
.names n22472 n23208 n23209
01 1
.names asqrt[3] n23209 n23210
11 1
.names n22463 n22472 n23211
00 1
.names asqrt[3] n23211 n23212
11 1
.names n22470 n23212 n23213
00 1
.names n23210 n23213 n23214
00 1
.names asqrt[56] n23195 n23215
00 1
.names n23205 n23215 n23216
01 1
.names n23214 n23216 n23217
00 1
.names n23207 n23217 n23218
00 1
.names asqrt[57] n23218 n23219
10 1
.names n22482 n22484 n23220
10 1
.names n22475 n23220 n23221
01 1
.names asqrt[3] n23221 n23222
11 1
.names n22475 n22484 n23223
00 1
.names asqrt[3] n23223 n23224
11 1
.names n22482 n23224 n23225
00 1
.names n23222 n23225 n23226
00 1
.names asqrt[57] n23207 n23227
00 1
.names n23217 n23227 n23228
01 1
.names n23226 n23228 n23229
00 1
.names n23219 n23229 n23230
00 1
.names asqrt[58] n23230 n23231
10 1
.names n22487 n22494 n23232
01 1
.names n22496 n23232 n23233
01 1
.names asqrt[3] n23233 n23234
11 1
.names n22487 n22496 n23235
00 1
.names asqrt[3] n23235 n23236
11 1
.names n22494 n23236 n23237
00 1
.names n23234 n23237 n23238
00 1
.names asqrt[58] n23219 n23239
00 1
.names n23229 n23239 n23240
01 1
.names n23238 n23240 n23241
00 1
.names n23231 n23241 n23242
00 1
.names asqrt[59] n23242 n23243
10 1
.names n22506 n22508 n23244
10 1
.names n22499 n23244 n23245
01 1
.names asqrt[3] n23245 n23246
11 1
.names n22499 n22508 n23247
00 1
.names asqrt[3] n23247 n23248
11 1
.names n22506 n23248 n23249
00 1
.names n23246 n23249 n23250
00 1
.names asqrt[59] n23231 n23251
00 1
.names n23241 n23251 n23252
01 1
.names n23250 n23252 n23253
00 1
.names n23243 n23253 n23254
00 1
.names asqrt[60] n23254 n23255
10 1
.names n22511 n22518 n23256
01 1
.names n22520 n23256 n23257
01 1
.names asqrt[3] n23257 n23258
11 1
.names n22511 n22520 n23259
00 1
.names asqrt[3] n23259 n23260
11 1
.names n22518 n23260 n23261
00 1
.names n23258 n23261 n23262
00 1
.names asqrt[60] n23243 n23263
00 1
.names n23253 n23263 n23264
01 1
.names n23262 n23264 n23265
00 1
.names n23255 n23265 n23266
00 1
.names asqrt[61] n23266 n23267
10 1
.names n22530 n22532 n23268
10 1
.names n22523 n23268 n23269
01 1
.names asqrt[3] n23269 n23270
11 1
.names n22523 n22532 n23271
00 1
.names asqrt[3] n23271 n23272
11 1
.names n22530 n23272 n23273
00 1
.names n23270 n23273 n23274
00 1
.names asqrt[61] n23255 n23275
00 1
.names n23265 n23275 n23276
01 1
.names n23274 n23276 n23277
00 1
.names n23267 n23277 n23278
00 1
.names asqrt[62] n23278 n23279
10 1
.names asqrt[62] n23267 n23280
00 1
.names n23277 n23280 n23281
01 1
.names n22535 n22544 n23282
01 1
.names n22537 n23282 n23283
01 1
.names asqrt[3] n23283 n23284
11 1
.names n22535 n22537 n23285
00 1
.names asqrt[3] n23285 n23286
11 1
.names n22544 n23286 n23287
00 1
.names n23284 n23287 n23288
00 1
.names n23281 n23288 n23289
00 1
.names n23279 n23289 n23290
00 1
.names n22554 n22556 n23291
10 1
.names n22547 n23291 n23292
01 1
.names asqrt[3] n23292 n23293
11 1
.names n22547 n22556 n23294
00 1
.names asqrt[3] n23294 n23295
11 1
.names n22554 n23295 n23296
00 1
.names n23293 n23296 n23297
00 1
.names n22558 n22565 n23298
00 1
.names asqrt[3] n23298 n23299
11 1
.names n22573 n23299 n23300
00 1
.names n23297 n23300 n23301
01 1
.names n23290 n23301 n23302
01 1
.names asqrt[63] n23302 n23303
00 1
.names n23279 n23297 n23304
01 1
.names n23289 n23304 n23305
01 1
.names n22565 asqrt[3] n23306
01 1
.names n22558 n23306 n23307
10 1
.names asqrt[63] n23298 n23308
10 1
.names n23307 n23308 n23309
01 1
.names n23305 n23309 n23310
00 1
.names n23303 n23310 asqrt[2]
01 0
.names n23255 n23262 n23312
01 1
.names n23264 n23312 n23313
01 1
.names asqrt[2] n23313 n23314
11 1
.names n23255 n23264 n23315
00 1
.names asqrt[2] n23315 n23316
11 1
.names n23262 n23316 n23317
00 1
.names n23314 n23317 n23318
00 1
.names a[4] asqrt[2] n23319
11 1
.names a[2] a[3] n23320
00 1
.names a[4] n23320 n23321
01 1
.names n23319 n23321 n23322
00 1
.names asqrt[3] n23322 n23323
10 1
.names n22577 n23321 n23324
00 1
.names n22573 n23324 n23325
01 1
.names n22571 n23325 n23326
01 1
.names n23319 n23326 n23327
01 1
.names a[4] asqrt[2] n23328
01 1
.names a[5] n23328 n23329
10 1
.names n22581 asqrt[2] n23330
11 1
.names n23329 n23330 n23331
00 1
.names n23327 n23331 n23332
01 1
.names n23323 n23332 n23333
00 1
.names asqrt[4] n23333 n23334
10 1
.names asqrt[4] n23323 n23335
00 1
.names n23332 n23335 n23336
01 1
.names asqrt[3] n23309 n23337
10 1
.names n23305 n23337 n23338
01 1
.names n23303 n23338 n23339
01 1
.names n23330 n23339 n23340
00 1
.names a[6] n23340 n23341
10 1
.names a[6] n23339 n23342
00 1
.names n23330 n23342 n23343
01 1
.names n23341 n23343 n23344
00 1
.names n23336 n23344 n23345
00 1
.names n23334 n23345 n23346
00 1
.names asqrt[5] n23346 n23347
10 1
.names n22584 n22588 n23348
00 1
.names n22592 n23348 n23349
01 1
.names asqrt[2] n23349 n23350
11 1
.names asqrt[2] n23348 n23351
11 1
.names n22592 n23351 n23352
10 1
.names n23350 n23352 n23353
00 1
.names asqrt[5] n23334 n23354
00 1
.names n23345 n23354 n23355
01 1
.names n23353 n23355 n23356
00 1
.names n23347 n23356 n23357
00 1
.names asqrt[6] n23357 n23358
10 1
.names n22597 n22605 n23359
01 1
.names n22595 n23359 n23360
01 1
.names asqrt[2] n23360 n23361
11 1
.names n22595 n22597 n23362
00 1
.names asqrt[2] n23362 n23363
11 1
.names n22605 n23363 n23364
00 1
.names n23361 n23364 n23365
00 1
.names asqrt[6] n23347 n23366
00 1
.names n23356 n23366 n23367
01 1
.names n23365 n23367 n23368
00 1
.names n23358 n23368 n23369
00 1
.names asqrt[7] n23369 n23370
10 1
.names n22608 n22614 n23371
01 1
.names n22616 n23371 n23372
01 1
.names asqrt[2] n23372 n23373
11 1
.names n22608 n22616 n23374
00 1
.names asqrt[2] n23374 n23375
11 1
.names n22614 n23375 n23376
00 1
.names n23373 n23376 n23377
00 1
.names asqrt[7] n23358 n23378
00 1
.names n23368 n23378 n23379
01 1
.names n23377 n23379 n23380
00 1
.names n23370 n23380 n23381
00 1
.names asqrt[8] n23381 n23382
10 1
.names n22626 n22628 n23383
10 1
.names n22619 n23383 n23384
01 1
.names asqrt[2] n23384 n23385
11 1
.names n22619 n22628 n23386
00 1
.names asqrt[2] n23386 n23387
11 1
.names n22626 n23387 n23388
00 1
.names n23385 n23388 n23389
00 1
.names asqrt[8] n23370 n23390
00 1
.names n23380 n23390 n23391
01 1
.names n23389 n23391 n23392
00 1
.names n23382 n23392 n23393
00 1
.names asqrt[9] n23393 n23394
10 1
.names n22631 n22638 n23395
01 1
.names n22640 n23395 n23396
01 1
.names asqrt[2] n23396 n23397
11 1
.names n22631 n22640 n23398
00 1
.names asqrt[2] n23398 n23399
11 1
.names n22638 n23399 n23400
00 1
.names n23397 n23400 n23401
00 1
.names asqrt[9] n23382 n23402
00 1
.names n23392 n23402 n23403
01 1
.names n23401 n23403 n23404
00 1
.names n23394 n23404 n23405
00 1
.names asqrt[10] n23405 n23406
10 1
.names n22650 n22652 n23407
10 1
.names n22643 n23407 n23408
01 1
.names asqrt[2] n23408 n23409
11 1
.names n22643 n22652 n23410
00 1
.names asqrt[2] n23410 n23411
11 1
.names n22650 n23411 n23412
00 1
.names n23409 n23412 n23413
00 1
.names asqrt[10] n23394 n23414
00 1
.names n23404 n23414 n23415
01 1
.names n23413 n23415 n23416
00 1
.names n23406 n23416 n23417
00 1
.names asqrt[11] n23417 n23418
10 1
.names n22655 n22662 n23419
01 1
.names n22664 n23419 n23420
01 1
.names asqrt[2] n23420 n23421
11 1
.names n22655 n22664 n23422
00 1
.names asqrt[2] n23422 n23423
11 1
.names n22662 n23423 n23424
00 1
.names n23421 n23424 n23425
00 1
.names asqrt[11] n23406 n23426
00 1
.names n23416 n23426 n23427
01 1
.names n23425 n23427 n23428
00 1
.names n23418 n23428 n23429
00 1
.names asqrt[12] n23429 n23430
10 1
.names n22674 n22676 n23431
10 1
.names n22667 n23431 n23432
01 1
.names asqrt[2] n23432 n23433
11 1
.names n22667 n22676 n23434
00 1
.names asqrt[2] n23434 n23435
11 1
.names n22674 n23435 n23436
00 1
.names n23433 n23436 n23437
00 1
.names asqrt[12] n23418 n23438
00 1
.names n23428 n23438 n23439
01 1
.names n23437 n23439 n23440
00 1
.names n23430 n23440 n23441
00 1
.names asqrt[13] n23441 n23442
10 1
.names n22679 n22686 n23443
01 1
.names n22688 n23443 n23444
01 1
.names asqrt[2] n23444 n23445
11 1
.names n22679 n22688 n23446
00 1
.names asqrt[2] n23446 n23447
11 1
.names n22686 n23447 n23448
00 1
.names n23445 n23448 n23449
00 1
.names asqrt[13] n23430 n23450
00 1
.names n23440 n23450 n23451
01 1
.names n23449 n23451 n23452
00 1
.names n23442 n23452 n23453
00 1
.names asqrt[14] n23453 n23454
10 1
.names n22698 n22700 n23455
10 1
.names n22691 n23455 n23456
01 1
.names asqrt[2] n23456 n23457
11 1
.names n22691 n22700 n23458
00 1
.names asqrt[2] n23458 n23459
11 1
.names n22698 n23459 n23460
00 1
.names n23457 n23460 n23461
00 1
.names asqrt[14] n23442 n23462
00 1
.names n23452 n23462 n23463
01 1
.names n23461 n23463 n23464
00 1
.names n23454 n23464 n23465
00 1
.names asqrt[15] n23465 n23466
10 1
.names n22703 n22710 n23467
01 1
.names n22712 n23467 n23468
01 1
.names asqrt[2] n23468 n23469
11 1
.names n22703 n22712 n23470
00 1
.names asqrt[2] n23470 n23471
11 1
.names n22710 n23471 n23472
00 1
.names n23469 n23472 n23473
00 1
.names asqrt[15] n23454 n23474
00 1
.names n23464 n23474 n23475
01 1
.names n23473 n23475 n23476
00 1
.names n23466 n23476 n23477
00 1
.names asqrt[16] n23477 n23478
10 1
.names n22722 n22724 n23479
10 1
.names n22715 n23479 n23480
01 1
.names asqrt[2] n23480 n23481
11 1
.names n22715 n22724 n23482
00 1
.names asqrt[2] n23482 n23483
11 1
.names n22722 n23483 n23484
00 1
.names n23481 n23484 n23485
00 1
.names asqrt[16] n23466 n23486
00 1
.names n23476 n23486 n23487
01 1
.names n23485 n23487 n23488
00 1
.names n23478 n23488 n23489
00 1
.names asqrt[17] n23489 n23490
10 1
.names n22727 n22734 n23491
01 1
.names n22736 n23491 n23492
01 1
.names asqrt[2] n23492 n23493
11 1
.names n22727 n22736 n23494
00 1
.names asqrt[2] n23494 n23495
11 1
.names n22734 n23495 n23496
00 1
.names n23493 n23496 n23497
00 1
.names asqrt[17] n23478 n23498
00 1
.names n23488 n23498 n23499
01 1
.names n23497 n23499 n23500
00 1
.names n23490 n23500 n23501
00 1
.names asqrt[18] n23501 n23502
10 1
.names n22746 n22748 n23503
10 1
.names n22739 n23503 n23504
01 1
.names asqrt[2] n23504 n23505
11 1
.names n22739 n22748 n23506
00 1
.names asqrt[2] n23506 n23507
11 1
.names n22746 n23507 n23508
00 1
.names n23505 n23508 n23509
00 1
.names asqrt[18] n23490 n23510
00 1
.names n23500 n23510 n23511
01 1
.names n23509 n23511 n23512
00 1
.names n23502 n23512 n23513
00 1
.names asqrt[19] n23513 n23514
10 1
.names n22751 n22758 n23515
01 1
.names n22760 n23515 n23516
01 1
.names asqrt[2] n23516 n23517
11 1
.names n22751 n22760 n23518
00 1
.names asqrt[2] n23518 n23519
11 1
.names n22758 n23519 n23520
00 1
.names n23517 n23520 n23521
00 1
.names asqrt[19] n23502 n23522
00 1
.names n23512 n23522 n23523
01 1
.names n23521 n23523 n23524
00 1
.names n23514 n23524 n23525
00 1
.names asqrt[20] n23525 n23526
10 1
.names n22770 n22772 n23527
10 1
.names n22763 n23527 n23528
01 1
.names asqrt[2] n23528 n23529
11 1
.names n22763 n22772 n23530
00 1
.names asqrt[2] n23530 n23531
11 1
.names n22770 n23531 n23532
00 1
.names n23529 n23532 n23533
00 1
.names asqrt[20] n23514 n23534
00 1
.names n23524 n23534 n23535
01 1
.names n23533 n23535 n23536
00 1
.names n23526 n23536 n23537
00 1
.names asqrt[21] n23537 n23538
10 1
.names n22775 n22782 n23539
01 1
.names n22784 n23539 n23540
01 1
.names asqrt[2] n23540 n23541
11 1
.names n22775 n22784 n23542
00 1
.names asqrt[2] n23542 n23543
11 1
.names n22782 n23543 n23544
00 1
.names n23541 n23544 n23545
00 1
.names asqrt[21] n23526 n23546
00 1
.names n23536 n23546 n23547
01 1
.names n23545 n23547 n23548
00 1
.names n23538 n23548 n23549
00 1
.names asqrt[22] n23549 n23550
10 1
.names n22794 n22796 n23551
10 1
.names n22787 n23551 n23552
01 1
.names asqrt[2] n23552 n23553
11 1
.names n22787 n22796 n23554
00 1
.names asqrt[2] n23554 n23555
11 1
.names n22794 n23555 n23556
00 1
.names n23553 n23556 n23557
00 1
.names asqrt[22] n23538 n23558
00 1
.names n23548 n23558 n23559
01 1
.names n23557 n23559 n23560
00 1
.names n23550 n23560 n23561
00 1
.names asqrt[23] n23561 n23562
10 1
.names n22799 n22806 n23563
01 1
.names n22808 n23563 n23564
01 1
.names asqrt[2] n23564 n23565
11 1
.names n22799 n22808 n23566
00 1
.names asqrt[2] n23566 n23567
11 1
.names n22806 n23567 n23568
00 1
.names n23565 n23568 n23569
00 1
.names asqrt[23] n23550 n23570
00 1
.names n23560 n23570 n23571
01 1
.names n23569 n23571 n23572
00 1
.names n23562 n23572 n23573
00 1
.names asqrt[24] n23573 n23574
10 1
.names n22818 n22820 n23575
10 1
.names n22811 n23575 n23576
01 1
.names asqrt[2] n23576 n23577
11 1
.names n22811 n22820 n23578
00 1
.names asqrt[2] n23578 n23579
11 1
.names n22818 n23579 n23580
00 1
.names n23577 n23580 n23581
00 1
.names asqrt[24] n23562 n23582
00 1
.names n23572 n23582 n23583
01 1
.names n23581 n23583 n23584
00 1
.names n23574 n23584 n23585
00 1
.names asqrt[25] n23585 n23586
10 1
.names n22823 n22830 n23587
01 1
.names n22832 n23587 n23588
01 1
.names asqrt[2] n23588 n23589
11 1
.names n22823 n22832 n23590
00 1
.names asqrt[2] n23590 n23591
11 1
.names n22830 n23591 n23592
00 1
.names n23589 n23592 n23593
00 1
.names asqrt[25] n23574 n23594
00 1
.names n23584 n23594 n23595
01 1
.names n23593 n23595 n23596
00 1
.names n23586 n23596 n23597
00 1
.names asqrt[26] n23597 n23598
10 1
.names n22842 n22844 n23599
10 1
.names n22835 n23599 n23600
01 1
.names asqrt[2] n23600 n23601
11 1
.names n22835 n22844 n23602
00 1
.names asqrt[2] n23602 n23603
11 1
.names n22842 n23603 n23604
00 1
.names n23601 n23604 n23605
00 1
.names asqrt[26] n23586 n23606
00 1
.names n23596 n23606 n23607
01 1
.names n23605 n23607 n23608
00 1
.names n23598 n23608 n23609
00 1
.names asqrt[27] n23609 n23610
10 1
.names n22847 n22854 n23611
01 1
.names n22856 n23611 n23612
01 1
.names asqrt[2] n23612 n23613
11 1
.names n22847 n22856 n23614
00 1
.names asqrt[2] n23614 n23615
11 1
.names n22854 n23615 n23616
00 1
.names n23613 n23616 n23617
00 1
.names asqrt[27] n23598 n23618
00 1
.names n23608 n23618 n23619
01 1
.names n23617 n23619 n23620
00 1
.names n23610 n23620 n23621
00 1
.names asqrt[28] n23621 n23622
10 1
.names n22866 n22868 n23623
10 1
.names n22859 n23623 n23624
01 1
.names asqrt[2] n23624 n23625
11 1
.names n22859 n22868 n23626
00 1
.names asqrt[2] n23626 n23627
11 1
.names n22866 n23627 n23628
00 1
.names n23625 n23628 n23629
00 1
.names asqrt[28] n23610 n23630
00 1
.names n23620 n23630 n23631
01 1
.names n23629 n23631 n23632
00 1
.names n23622 n23632 n23633
00 1
.names asqrt[29] n23633 n23634
10 1
.names n22871 n22878 n23635
01 1
.names n22880 n23635 n23636
01 1
.names asqrt[2] n23636 n23637
11 1
.names n22871 n22880 n23638
00 1
.names asqrt[2] n23638 n23639
11 1
.names n22878 n23639 n23640
00 1
.names n23637 n23640 n23641
00 1
.names asqrt[29] n23622 n23642
00 1
.names n23632 n23642 n23643
01 1
.names n23641 n23643 n23644
00 1
.names n23634 n23644 n23645
00 1
.names asqrt[30] n23645 n23646
10 1
.names n22890 n22892 n23647
10 1
.names n22883 n23647 n23648
01 1
.names asqrt[2] n23648 n23649
11 1
.names n22883 n22892 n23650
00 1
.names asqrt[2] n23650 n23651
11 1
.names n22890 n23651 n23652
00 1
.names n23649 n23652 n23653
00 1
.names asqrt[30] n23634 n23654
00 1
.names n23644 n23654 n23655
01 1
.names n23653 n23655 n23656
00 1
.names n23646 n23656 n23657
00 1
.names asqrt[31] n23657 n23658
10 1
.names n22895 n22902 n23659
01 1
.names n22904 n23659 n23660
01 1
.names asqrt[2] n23660 n23661
11 1
.names n22895 n22904 n23662
00 1
.names asqrt[2] n23662 n23663
11 1
.names n22902 n23663 n23664
00 1
.names n23661 n23664 n23665
00 1
.names asqrt[31] n23646 n23666
00 1
.names n23656 n23666 n23667
01 1
.names n23665 n23667 n23668
00 1
.names n23658 n23668 n23669
00 1
.names asqrt[32] n23669 n23670
10 1
.names n22914 n22916 n23671
10 1
.names n22907 n23671 n23672
01 1
.names asqrt[2] n23672 n23673
11 1
.names n22907 n22916 n23674
00 1
.names asqrt[2] n23674 n23675
11 1
.names n22914 n23675 n23676
00 1
.names n23673 n23676 n23677
00 1
.names asqrt[32] n23658 n23678
00 1
.names n23668 n23678 n23679
01 1
.names n23677 n23679 n23680
00 1
.names n23670 n23680 n23681
00 1
.names asqrt[33] n23681 n23682
10 1
.names n22919 n22926 n23683
01 1
.names n22928 n23683 n23684
01 1
.names asqrt[2] n23684 n23685
11 1
.names n22919 n22928 n23686
00 1
.names asqrt[2] n23686 n23687
11 1
.names n22926 n23687 n23688
00 1
.names n23685 n23688 n23689
00 1
.names asqrt[33] n23670 n23690
00 1
.names n23680 n23690 n23691
01 1
.names n23689 n23691 n23692
00 1
.names n23682 n23692 n23693
00 1
.names asqrt[34] n23693 n23694
10 1
.names n22938 n22940 n23695
10 1
.names n22931 n23695 n23696
01 1
.names asqrt[2] n23696 n23697
11 1
.names n22931 n22940 n23698
00 1
.names asqrt[2] n23698 n23699
11 1
.names n22938 n23699 n23700
00 1
.names n23697 n23700 n23701
00 1
.names asqrt[34] n23682 n23702
00 1
.names n23692 n23702 n23703
01 1
.names n23701 n23703 n23704
00 1
.names n23694 n23704 n23705
00 1
.names asqrt[35] n23705 n23706
10 1
.names n22943 n22950 n23707
01 1
.names n22952 n23707 n23708
01 1
.names asqrt[2] n23708 n23709
11 1
.names n22943 n22952 n23710
00 1
.names asqrt[2] n23710 n23711
11 1
.names n22950 n23711 n23712
00 1
.names n23709 n23712 n23713
00 1
.names asqrt[35] n23694 n23714
00 1
.names n23704 n23714 n23715
01 1
.names n23713 n23715 n23716
00 1
.names n23706 n23716 n23717
00 1
.names asqrt[36] n23717 n23718
10 1
.names n22962 n22964 n23719
10 1
.names n22955 n23719 n23720
01 1
.names asqrt[2] n23720 n23721
11 1
.names n22955 n22964 n23722
00 1
.names asqrt[2] n23722 n23723
11 1
.names n22962 n23723 n23724
00 1
.names n23721 n23724 n23725
00 1
.names asqrt[36] n23706 n23726
00 1
.names n23716 n23726 n23727
01 1
.names n23725 n23727 n23728
00 1
.names n23718 n23728 n23729
00 1
.names asqrt[37] n23729 n23730
10 1
.names n22967 n22974 n23731
01 1
.names n22976 n23731 n23732
01 1
.names asqrt[2] n23732 n23733
11 1
.names n22967 n22976 n23734
00 1
.names asqrt[2] n23734 n23735
11 1
.names n22974 n23735 n23736
00 1
.names n23733 n23736 n23737
00 1
.names asqrt[37] n23718 n23738
00 1
.names n23728 n23738 n23739
01 1
.names n23737 n23739 n23740
00 1
.names n23730 n23740 n23741
00 1
.names asqrt[38] n23741 n23742
10 1
.names n22986 n22988 n23743
10 1
.names n22979 n23743 n23744
01 1
.names asqrt[2] n23744 n23745
11 1
.names n22979 n22988 n23746
00 1
.names asqrt[2] n23746 n23747
11 1
.names n22986 n23747 n23748
00 1
.names n23745 n23748 n23749
00 1
.names asqrt[38] n23730 n23750
00 1
.names n23740 n23750 n23751
01 1
.names n23749 n23751 n23752
00 1
.names n23742 n23752 n23753
00 1
.names asqrt[39] n23753 n23754
10 1
.names n22991 n22998 n23755
01 1
.names n23000 n23755 n23756
01 1
.names asqrt[2] n23756 n23757
11 1
.names n22991 n23000 n23758
00 1
.names asqrt[2] n23758 n23759
11 1
.names n22998 n23759 n23760
00 1
.names n23757 n23760 n23761
00 1
.names asqrt[39] n23742 n23762
00 1
.names n23752 n23762 n23763
01 1
.names n23761 n23763 n23764
00 1
.names n23754 n23764 n23765
00 1
.names asqrt[40] n23765 n23766
10 1
.names n23010 n23012 n23767
10 1
.names n23003 n23767 n23768
01 1
.names asqrt[2] n23768 n23769
11 1
.names n23003 n23012 n23770
00 1
.names asqrt[2] n23770 n23771
11 1
.names n23010 n23771 n23772
00 1
.names n23769 n23772 n23773
00 1
.names asqrt[40] n23754 n23774
00 1
.names n23764 n23774 n23775
01 1
.names n23773 n23775 n23776
00 1
.names n23766 n23776 n23777
00 1
.names asqrt[41] n23777 n23778
10 1
.names n23015 n23022 n23779
01 1
.names n23024 n23779 n23780
01 1
.names asqrt[2] n23780 n23781
11 1
.names n23015 n23024 n23782
00 1
.names asqrt[2] n23782 n23783
11 1
.names n23022 n23783 n23784
00 1
.names n23781 n23784 n23785
00 1
.names asqrt[41] n23766 n23786
00 1
.names n23776 n23786 n23787
01 1
.names n23785 n23787 n23788
00 1
.names n23778 n23788 n23789
00 1
.names asqrt[42] n23789 n23790
10 1
.names n23034 n23036 n23791
10 1
.names n23027 n23791 n23792
01 1
.names asqrt[2] n23792 n23793
11 1
.names n23027 n23036 n23794
00 1
.names asqrt[2] n23794 n23795
11 1
.names n23034 n23795 n23796
00 1
.names n23793 n23796 n23797
00 1
.names asqrt[42] n23778 n23798
00 1
.names n23788 n23798 n23799
01 1
.names n23797 n23799 n23800
00 1
.names n23790 n23800 n23801
00 1
.names asqrt[43] n23801 n23802
10 1
.names n23039 n23046 n23803
01 1
.names n23048 n23803 n23804
01 1
.names asqrt[2] n23804 n23805
11 1
.names n23039 n23048 n23806
00 1
.names asqrt[2] n23806 n23807
11 1
.names n23046 n23807 n23808
00 1
.names n23805 n23808 n23809
00 1
.names asqrt[43] n23790 n23810
00 1
.names n23800 n23810 n23811
01 1
.names n23809 n23811 n23812
00 1
.names n23802 n23812 n23813
00 1
.names asqrt[44] n23813 n23814
10 1
.names n23058 n23060 n23815
10 1
.names n23051 n23815 n23816
01 1
.names asqrt[2] n23816 n23817
11 1
.names n23051 n23060 n23818
00 1
.names asqrt[2] n23818 n23819
11 1
.names n23058 n23819 n23820
00 1
.names n23817 n23820 n23821
00 1
.names asqrt[44] n23802 n23822
00 1
.names n23812 n23822 n23823
01 1
.names n23821 n23823 n23824
00 1
.names n23814 n23824 n23825
00 1
.names asqrt[45] n23825 n23826
10 1
.names n23063 n23070 n23827
01 1
.names n23072 n23827 n23828
01 1
.names asqrt[2] n23828 n23829
11 1
.names n23063 n23072 n23830
00 1
.names asqrt[2] n23830 n23831
11 1
.names n23070 n23831 n23832
00 1
.names n23829 n23832 n23833
00 1
.names asqrt[45] n23814 n23834
00 1
.names n23824 n23834 n23835
01 1
.names n23833 n23835 n23836
00 1
.names n23826 n23836 n23837
00 1
.names asqrt[46] n23837 n23838
10 1
.names n23082 n23084 n23839
10 1
.names n23075 n23839 n23840
01 1
.names asqrt[2] n23840 n23841
11 1
.names n23075 n23084 n23842
00 1
.names asqrt[2] n23842 n23843
11 1
.names n23082 n23843 n23844
00 1
.names n23841 n23844 n23845
00 1
.names asqrt[46] n23826 n23846
00 1
.names n23836 n23846 n23847
01 1
.names n23845 n23847 n23848
00 1
.names n23838 n23848 n23849
00 1
.names asqrt[47] n23849 n23850
10 1
.names n23087 n23094 n23851
01 1
.names n23096 n23851 n23852
01 1
.names asqrt[2] n23852 n23853
11 1
.names n23087 n23096 n23854
00 1
.names asqrt[2] n23854 n23855
11 1
.names n23094 n23855 n23856
00 1
.names n23853 n23856 n23857
00 1
.names asqrt[47] n23838 n23858
00 1
.names n23848 n23858 n23859
01 1
.names n23857 n23859 n23860
00 1
.names n23850 n23860 n23861
00 1
.names asqrt[48] n23861 n23862
10 1
.names n23106 n23108 n23863
10 1
.names n23099 n23863 n23864
01 1
.names asqrt[2] n23864 n23865
11 1
.names n23099 n23108 n23866
00 1
.names asqrt[2] n23866 n23867
11 1
.names n23106 n23867 n23868
00 1
.names n23865 n23868 n23869
00 1
.names asqrt[48] n23850 n23870
00 1
.names n23860 n23870 n23871
01 1
.names n23869 n23871 n23872
00 1
.names n23862 n23872 n23873
00 1
.names asqrt[49] n23873 n23874
10 1
.names n23111 n23118 n23875
01 1
.names n23120 n23875 n23876
01 1
.names asqrt[2] n23876 n23877
11 1
.names n23111 n23120 n23878
00 1
.names asqrt[2] n23878 n23879
11 1
.names n23118 n23879 n23880
00 1
.names n23877 n23880 n23881
00 1
.names asqrt[49] n23862 n23882
00 1
.names n23872 n23882 n23883
01 1
.names n23881 n23883 n23884
00 1
.names n23874 n23884 n23885
00 1
.names asqrt[50] n23885 n23886
10 1
.names n23130 n23132 n23887
10 1
.names n23123 n23887 n23888
01 1
.names asqrt[2] n23888 n23889
11 1
.names n23123 n23132 n23890
00 1
.names asqrt[2] n23890 n23891
11 1
.names n23130 n23891 n23892
00 1
.names n23889 n23892 n23893
00 1
.names asqrt[50] n23874 n23894
00 1
.names n23884 n23894 n23895
01 1
.names n23893 n23895 n23896
00 1
.names n23886 n23896 n23897
00 1
.names asqrt[51] n23897 n23898
10 1
.names n23135 n23142 n23899
01 1
.names n23144 n23899 n23900
01 1
.names asqrt[2] n23900 n23901
11 1
.names n23135 n23144 n23902
00 1
.names asqrt[2] n23902 n23903
11 1
.names n23142 n23903 n23904
00 1
.names n23901 n23904 n23905
00 1
.names asqrt[51] n23886 n23906
00 1
.names n23896 n23906 n23907
01 1
.names n23905 n23907 n23908
00 1
.names n23898 n23908 n23909
00 1
.names asqrt[52] n23909 n23910
10 1
.names n23154 n23156 n23911
10 1
.names n23147 n23911 n23912
01 1
.names asqrt[2] n23912 n23913
11 1
.names n23147 n23156 n23914
00 1
.names asqrt[2] n23914 n23915
11 1
.names n23154 n23915 n23916
00 1
.names n23913 n23916 n23917
00 1
.names asqrt[52] n23898 n23918
00 1
.names n23908 n23918 n23919
01 1
.names n23917 n23919 n23920
00 1
.names n23910 n23920 n23921
00 1
.names asqrt[53] n23921 n23922
10 1
.names n23159 n23166 n23923
01 1
.names n23168 n23923 n23924
01 1
.names asqrt[2] n23924 n23925
11 1
.names n23159 n23168 n23926
00 1
.names asqrt[2] n23926 n23927
11 1
.names n23166 n23927 n23928
00 1
.names n23925 n23928 n23929
00 1
.names asqrt[53] n23910 n23930
00 1
.names n23920 n23930 n23931
01 1
.names n23929 n23931 n23932
00 1
.names n23922 n23932 n23933
00 1
.names asqrt[54] n23933 n23934
10 1
.names n23178 n23180 n23935
10 1
.names n23171 n23935 n23936
01 1
.names asqrt[2] n23936 n23937
11 1
.names n23171 n23180 n23938
00 1
.names asqrt[2] n23938 n23939
11 1
.names n23178 n23939 n23940
00 1
.names n23937 n23940 n23941
00 1
.names asqrt[54] n23922 n23942
00 1
.names n23932 n23942 n23943
01 1
.names n23941 n23943 n23944
00 1
.names n23934 n23944 n23945
00 1
.names asqrt[55] n23945 n23946
10 1
.names n23183 n23190 n23947
01 1
.names n23192 n23947 n23948
01 1
.names asqrt[2] n23948 n23949
11 1
.names n23183 n23192 n23950
00 1
.names asqrt[2] n23950 n23951
11 1
.names n23190 n23951 n23952
00 1
.names n23949 n23952 n23953
00 1
.names asqrt[55] n23934 n23954
00 1
.names n23944 n23954 n23955
01 1
.names n23953 n23955 n23956
00 1
.names n23946 n23956 n23957
00 1
.names asqrt[56] n23957 n23958
10 1
.names n23202 n23204 n23959
10 1
.names n23195 n23959 n23960
01 1
.names asqrt[2] n23960 n23961
11 1
.names n23195 n23204 n23962
00 1
.names asqrt[2] n23962 n23963
11 1
.names n23202 n23963 n23964
00 1
.names n23961 n23964 n23965
00 1
.names asqrt[56] n23946 n23966
00 1
.names n23956 n23966 n23967
01 1
.names n23965 n23967 n23968
00 1
.names n23958 n23968 n23969
00 1
.names asqrt[57] n23969 n23970
10 1
.names n23207 n23214 n23971
01 1
.names n23216 n23971 n23972
01 1
.names asqrt[2] n23972 n23973
11 1
.names n23207 n23216 n23974
00 1
.names asqrt[2] n23974 n23975
11 1
.names n23214 n23975 n23976
00 1
.names n23973 n23976 n23977
00 1
.names asqrt[57] n23958 n23978
00 1
.names n23968 n23978 n23979
01 1
.names n23977 n23979 n23980
00 1
.names n23970 n23980 n23981
00 1
.names asqrt[58] n23981 n23982
10 1
.names n23226 n23228 n23983
10 1
.names n23219 n23983 n23984
01 1
.names asqrt[2] n23984 n23985
11 1
.names n23219 n23228 n23986
00 1
.names asqrt[2] n23986 n23987
11 1
.names n23226 n23987 n23988
00 1
.names n23985 n23988 n23989
00 1
.names asqrt[58] n23970 n23990
00 1
.names n23980 n23990 n23991
01 1
.names n23989 n23991 n23992
00 1
.names n23982 n23992 n23993
00 1
.names asqrt[59] n23993 n23994
10 1
.names n23231 n23238 n23995
01 1
.names n23240 n23995 n23996
01 1
.names asqrt[2] n23996 n23997
11 1
.names n23231 n23240 n23998
00 1
.names asqrt[2] n23998 n23999
11 1
.names n23238 n23999 n24000
00 1
.names n23997 n24000 n24001
00 1
.names asqrt[59] n23982 n24002
00 1
.names n23992 n24002 n24003
01 1
.names n24001 n24003 n24004
00 1
.names n23994 n24004 n24005
00 1
.names asqrt[60] n24005 n24006
10 1
.names n23250 n23252 n24007
10 1
.names n23243 n24007 n24008
01 1
.names asqrt[2] n24008 n24009
11 1
.names n23243 n23252 n24010
00 1
.names asqrt[2] n24010 n24011
11 1
.names n23250 n24011 n24012
00 1
.names n24009 n24012 n24013
00 1
.names asqrt[60] n23994 n24014
00 1
.names n24004 n24014 n24015
01 1
.names n24013 n24015 n24016
00 1
.names n24006 n24016 n24017
00 1
.names asqrt[61] n24017 n24018
10 1
.names asqrt[61] n24006 n24019
00 1
.names n24016 n24019 n24020
01 1
.names n23318 n24020 n24021
00 1
.names n24018 n24021 n24022
00 1
.names asqrt[62] n24022 n24023
10 1
.names n23274 n23276 n24024
10 1
.names n23267 n24024 n24025
01 1
.names asqrt[2] n24025 n24026
11 1
.names n23267 n23276 n24027
00 1
.names asqrt[2] n24027 n24028
11 1
.names n23274 n24028 n24029
00 1
.names n24026 n24029 n24030
00 1
.names asqrt[62] n24018 n24031
00 1
.names n24021 n24031 n24032
01 1
.names n24030 n24032 n24033
00 1
.names n24023 n24033 n24034
00 1
.names n23279 n23288 n24035
01 1
.names n23281 n24035 n24036
01 1
.names asqrt[2] n24036 n24037
11 1
.names n23279 n23281 n24038
00 1
.names asqrt[2] n24038 n24039
11 1
.names n23288 n24039 n24040
00 1
.names n24037 n24040 n24041
00 1
.names n23290 n23297 n24042
00 1
.names asqrt[2] n24042 n24043
11 1
.names n23305 n24043 n24044
00 1
.names n24041 n24044 n24045
01 1
.names n24034 n24045 n24046
01 1
.names asqrt[63] n24046 n24047
00 1
.names n24023 n24041 n24048
01 1
.names n24033 n24048 n24049
01 1
.names n23297 asqrt[2] n24050
01 1
.names n23290 n24050 n24051
10 1
.names asqrt[63] n24042 n24052
10 1
.names n24051 n24052 n24053
01 1
.names n24049 n24053 n24054
00 1
.names n24047 n24054 asqrt[1]
01 0
.names n24018 n24020 n24056
00 1
.names asqrt[1] n24056 n24057
11 1
.names n23318 n24057 n24058
00 1
.names n23318 n24018 n24059
10 1
.names n24020 n24059 n24060
01 1
.names asqrt[1] n24060 n24061
11 1
.names n24058 n24061 n24062
00 1
.names n23994 n24003 n24063
00 1
.names asqrt[1] n24063 n24064
11 1
.names n24001 n24064 n24065
00 1
.names n23994 n24001 n24066
01 1
.names n24003 n24066 n24067
01 1
.names asqrt[1] n24067 n24068
11 1
.names n24065 n24068 n24069
00 1
.names n23970 n23979 n24070
00 1
.names asqrt[1] n24070 n24071
11 1
.names n23977 n24071 n24072
00 1
.names n23970 n23977 n24073
01 1
.names n23979 n24073 n24074
01 1
.names asqrt[1] n24074 n24075
11 1
.names n24072 n24075 n24076
00 1
.names n23946 n23955 n24077
00 1
.names asqrt[1] n24077 n24078
11 1
.names n23953 n24078 n24079
00 1
.names n23946 n23953 n24080
01 1
.names n23955 n24080 n24081
01 1
.names asqrt[1] n24081 n24082
11 1
.names n24079 n24082 n24083
00 1
.names n23922 n23931 n24084
00 1
.names asqrt[1] n24084 n24085
11 1
.names n23929 n24085 n24086
00 1
.names n23922 n23929 n24087
01 1
.names n23931 n24087 n24088
01 1
.names asqrt[1] n24088 n24089
11 1
.names n24086 n24089 n24090
00 1
.names n23898 n23907 n24091
00 1
.names asqrt[1] n24091 n24092
11 1
.names n23905 n24092 n24093
00 1
.names n23898 n23905 n24094
01 1
.names n23907 n24094 n24095
01 1
.names asqrt[1] n24095 n24096
11 1
.names n24093 n24096 n24097
00 1
.names n23874 n23883 n24098
00 1
.names asqrt[1] n24098 n24099
11 1
.names n23881 n24099 n24100
00 1
.names n23874 n23881 n24101
01 1
.names n23883 n24101 n24102
01 1
.names asqrt[1] n24102 n24103
11 1
.names n24100 n24103 n24104
00 1
.names n23850 n23859 n24105
00 1
.names asqrt[1] n24105 n24106
11 1
.names n23857 n24106 n24107
00 1
.names n23850 n23857 n24108
01 1
.names n23859 n24108 n24109
01 1
.names asqrt[1] n24109 n24110
11 1
.names n24107 n24110 n24111
00 1
.names n23826 n23835 n24112
00 1
.names asqrt[1] n24112 n24113
11 1
.names n23833 n24113 n24114
00 1
.names n23826 n23833 n24115
01 1
.names n23835 n24115 n24116
01 1
.names asqrt[1] n24116 n24117
11 1
.names n24114 n24117 n24118
00 1
.names n23802 n23811 n24119
00 1
.names asqrt[1] n24119 n24120
11 1
.names n23809 n24120 n24121
00 1
.names n23802 n23809 n24122
01 1
.names n23811 n24122 n24123
01 1
.names asqrt[1] n24123 n24124
11 1
.names n24121 n24124 n24125
00 1
.names n23778 n23787 n24126
00 1
.names asqrt[1] n24126 n24127
11 1
.names n23785 n24127 n24128
00 1
.names n23778 n23785 n24129
01 1
.names n23787 n24129 n24130
01 1
.names asqrt[1] n24130 n24131
11 1
.names n24128 n24131 n24132
00 1
.names n23754 n23763 n24133
00 1
.names asqrt[1] n24133 n24134
11 1
.names n23761 n24134 n24135
00 1
.names n23754 n23761 n24136
01 1
.names n23763 n24136 n24137
01 1
.names asqrt[1] n24137 n24138
11 1
.names n24135 n24138 n24139
00 1
.names n23730 n23739 n24140
00 1
.names asqrt[1] n24140 n24141
11 1
.names n23737 n24141 n24142
00 1
.names n23730 n23737 n24143
01 1
.names n23739 n24143 n24144
01 1
.names asqrt[1] n24144 n24145
11 1
.names n24142 n24145 n24146
00 1
.names n23706 n23715 n24147
00 1
.names asqrt[1] n24147 n24148
11 1
.names n23713 n24148 n24149
00 1
.names n23706 n23713 n24150
01 1
.names n23715 n24150 n24151
01 1
.names asqrt[1] n24151 n24152
11 1
.names n24149 n24152 n24153
00 1
.names n23682 n23691 n24154
00 1
.names asqrt[1] n24154 n24155
11 1
.names n23689 n24155 n24156
00 1
.names n23682 n23689 n24157
01 1
.names n23691 n24157 n24158
01 1
.names asqrt[1] n24158 n24159
11 1
.names n24156 n24159 n24160
00 1
.names n23658 n23667 n24161
00 1
.names asqrt[1] n24161 n24162
11 1
.names n23665 n24162 n24163
00 1
.names n23658 n23665 n24164
01 1
.names n23667 n24164 n24165
01 1
.names asqrt[1] n24165 n24166
11 1
.names n24163 n24166 n24167
00 1
.names n23634 n23643 n24168
00 1
.names asqrt[1] n24168 n24169
11 1
.names n23641 n24169 n24170
00 1
.names n23634 n23641 n24171
01 1
.names n23643 n24171 n24172
01 1
.names asqrt[1] n24172 n24173
11 1
.names n24170 n24173 n24174
00 1
.names n23610 n23619 n24175
00 1
.names asqrt[1] n24175 n24176
11 1
.names n23617 n24176 n24177
00 1
.names n23610 n23617 n24178
01 1
.names n23619 n24178 n24179
01 1
.names asqrt[1] n24179 n24180
11 1
.names n24177 n24180 n24181
00 1
.names n23586 n23595 n24182
00 1
.names asqrt[1] n24182 n24183
11 1
.names n23593 n24183 n24184
00 1
.names n23586 n23593 n24185
01 1
.names n23595 n24185 n24186
01 1
.names asqrt[1] n24186 n24187
11 1
.names n24184 n24187 n24188
00 1
.names n23562 n23571 n24189
00 1
.names asqrt[1] n24189 n24190
11 1
.names n23569 n24190 n24191
00 1
.names n23562 n23569 n24192
01 1
.names n23571 n24192 n24193
01 1
.names asqrt[1] n24193 n24194
11 1
.names n24191 n24194 n24195
00 1
.names n23538 n23547 n24196
00 1
.names asqrt[1] n24196 n24197
11 1
.names n23545 n24197 n24198
00 1
.names n23538 n23545 n24199
01 1
.names n23547 n24199 n24200
01 1
.names asqrt[1] n24200 n24201
11 1
.names n24198 n24201 n24202
00 1
.names n23514 n23523 n24203
00 1
.names asqrt[1] n24203 n24204
11 1
.names n23521 n24204 n24205
00 1
.names n23514 n23521 n24206
01 1
.names n23523 n24206 n24207
01 1
.names asqrt[1] n24207 n24208
11 1
.names n24205 n24208 n24209
00 1
.names n23490 n23499 n24210
00 1
.names asqrt[1] n24210 n24211
11 1
.names n23497 n24211 n24212
00 1
.names n23490 n23497 n24213
01 1
.names n23499 n24213 n24214
01 1
.names asqrt[1] n24214 n24215
11 1
.names n24212 n24215 n24216
00 1
.names n23466 n23475 n24217
00 1
.names asqrt[1] n24217 n24218
11 1
.names n23473 n24218 n24219
00 1
.names n23466 n23473 n24220
01 1
.names n23475 n24220 n24221
01 1
.names asqrt[1] n24221 n24222
11 1
.names n24219 n24222 n24223
00 1
.names n23442 n23451 n24224
00 1
.names asqrt[1] n24224 n24225
11 1
.names n23449 n24225 n24226
00 1
.names n23442 n23449 n24227
01 1
.names n23451 n24227 n24228
01 1
.names asqrt[1] n24228 n24229
11 1
.names n24226 n24229 n24230
00 1
.names n23418 n23427 n24231
00 1
.names asqrt[1] n24231 n24232
11 1
.names n23425 n24232 n24233
00 1
.names n23418 n23425 n24234
01 1
.names n23427 n24234 n24235
01 1
.names asqrt[1] n24235 n24236
11 1
.names n24233 n24236 n24237
00 1
.names n23394 n23403 n24238
00 1
.names asqrt[1] n24238 n24239
11 1
.names n23401 n24239 n24240
00 1
.names n23394 n23401 n24241
01 1
.names n23403 n24241 n24242
01 1
.names asqrt[1] n24242 n24243
11 1
.names n24240 n24243 n24244
00 1
.names n23370 n23379 n24245
00 1
.names asqrt[1] n24245 n24246
11 1
.names n23377 n24246 n24247
00 1
.names n23370 n23377 n24248
01 1
.names n23379 n24248 n24249
01 1
.names asqrt[1] n24249 n24250
11 1
.names n24247 n24250 n24251
00 1
.names n23347 n23353 n24252
01 1
.names n23355 n24252 n24253
01 1
.names asqrt[1] n24253 n24254
11 1
.names n23347 n23355 n24255
00 1
.names asqrt[1] n24255 n24256
11 1
.names n23353 n24256 n24257
00 1
.names n24254 n24257 n24258
00 1
.names n23323 n23327 n24259
00 1
.names n23331 n24259 n24260
01 1
.names asqrt[1] n24260 n24261
11 1
.names asqrt[1] n24259 n24262
11 1
.names n23331 n24262 n24263
10 1
.names n24261 n24263 n24264
00 1
.names n23320 asqrt[1] n24265
11 1
.names asqrt[2] n24053 n24266
10 1
.names n24049 n24266 n24267
01 1
.names n24047 n24267 n24268
01 1
.names n24265 n24268 n24269
00 1
.names a[4] n24269 n24270
10 1
.names a[4] n24268 n24271
00 1
.names n24265 n24271 n24272
01 1
.names n24270 n24272 n24273
00 1
.names a[2] asqrt[1] n24274
01 1
.names a[3] n24274 n24275
10 1
.names a[0] a[1] n24276
00 1
.names a[2] n24276 n24277
00 1
.names a[2] n24053 n24278
10 1
.names n24049 n24278 n24279
01 1
.names n24047 n24279 n24280
01 1
.names n24277 n24280 n24281
00 1
.names n24265 n24281 n24282
01 1
.names n24275 n24282 n24283
01 1
.names asqrt[2] n24283 n24284
00 1
.names n24265 n24275 n24285
00 1
.names n24281 n24285 n24286
00 1
.names n24284 n24286 n24287
00 1
.names n24273 n24287 n24288
01 1
.names asqrt[3] n24288 n24289
00 1
.names n24273 n24287 n24290
10 1
.names n24289 n24290 n24291
00 1
.names n24264 n24291 n24292
10 1
.names n24264 n24290 n24293
00 1
.names n24289 n24293 n24294
01 1
.names asqrt[4] n24294 n24295
00 1
.names n23334 n23336 n24296
00 1
.names asqrt[1] n24296 n24297
11 1
.names n23344 n24297 n24298
00 1
.names n23336 n23344 n24299
01 1
.names n23334 n24299 n24300
01 1
.names asqrt[1] n24300 n24301
11 1
.names n24298 n24301 n24302
00 1
.names n24295 n24302 n24303
00 1
.names n24292 n24303 n24304
01 1
.names asqrt[5] n24304 n24305
00 1
.names n24292 n24295 n24306
00 1
.names n24302 n24306 n24307
10 1
.names n24305 n24307 n24308
00 1
.names n24258 n24308 n24309
10 1
.names n24258 n24307 n24310
00 1
.names n24305 n24310 n24311
01 1
.names asqrt[6] n24311 n24312
00 1
.names n23358 n23367 n24313
00 1
.names asqrt[1] n24313 n24314
11 1
.names n23365 n24314 n24315
00 1
.names n23365 n23367 n24316
10 1
.names n23358 n24316 n24317
01 1
.names asqrt[1] n24317 n24318
11 1
.names n24315 n24318 n24319
00 1
.names n24312 n24319 n24320
00 1
.names n24309 n24320 n24321
01 1
.names asqrt[7] n24321 n24322
00 1
.names n24309 n24312 n24323
00 1
.names n24319 n24323 n24324
10 1
.names n24322 n24324 n24325
00 1
.names n24251 n24325 n24326
10 1
.names n24251 n24324 n24327
00 1
.names n24322 n24327 n24328
01 1
.names asqrt[8] n24328 n24329
00 1
.names n23382 n23391 n24330
00 1
.names asqrt[1] n24330 n24331
11 1
.names n23389 n24331 n24332
00 1
.names n23389 n23391 n24333
10 1
.names n23382 n24333 n24334
01 1
.names asqrt[1] n24334 n24335
11 1
.names n24332 n24335 n24336
00 1
.names n24329 n24336 n24337
00 1
.names n24326 n24337 n24338
01 1
.names asqrt[9] n24338 n24339
00 1
.names n24326 n24329 n24340
00 1
.names n24336 n24340 n24341
10 1
.names n24339 n24341 n24342
00 1
.names n24244 n24342 n24343
10 1
.names n24244 n24341 n24344
00 1
.names n24339 n24344 n24345
01 1
.names asqrt[10] n24345 n24346
00 1
.names n23406 n23415 n24347
00 1
.names asqrt[1] n24347 n24348
11 1
.names n23413 n24348 n24349
00 1
.names n23413 n23415 n24350
10 1
.names n23406 n24350 n24351
01 1
.names asqrt[1] n24351 n24352
11 1
.names n24349 n24352 n24353
00 1
.names n24346 n24353 n24354
00 1
.names n24343 n24354 n24355
01 1
.names asqrt[11] n24355 n24356
00 1
.names n24343 n24346 n24357
00 1
.names n24353 n24357 n24358
10 1
.names n24356 n24358 n24359
00 1
.names n24237 n24359 n24360
10 1
.names n24237 n24358 n24361
00 1
.names n24356 n24361 n24362
01 1
.names asqrt[12] n24362 n24363
00 1
.names n23430 n23439 n24364
00 1
.names asqrt[1] n24364 n24365
11 1
.names n23437 n24365 n24366
00 1
.names n23437 n23439 n24367
10 1
.names n23430 n24367 n24368
01 1
.names asqrt[1] n24368 n24369
11 1
.names n24366 n24369 n24370
00 1
.names n24363 n24370 n24371
00 1
.names n24360 n24371 n24372
01 1
.names asqrt[13] n24372 n24373
00 1
.names n24360 n24363 n24374
00 1
.names n24370 n24374 n24375
10 1
.names n24373 n24375 n24376
00 1
.names n24230 n24376 n24377
10 1
.names n24230 n24375 n24378
00 1
.names n24373 n24378 n24379
01 1
.names asqrt[14] n24379 n24380
00 1
.names n23454 n23463 n24381
00 1
.names asqrt[1] n24381 n24382
11 1
.names n23461 n24382 n24383
00 1
.names n23461 n23463 n24384
10 1
.names n23454 n24384 n24385
01 1
.names asqrt[1] n24385 n24386
11 1
.names n24383 n24386 n24387
00 1
.names n24380 n24387 n24388
00 1
.names n24377 n24388 n24389
01 1
.names asqrt[15] n24389 n24390
00 1
.names n24377 n24380 n24391
00 1
.names n24387 n24391 n24392
10 1
.names n24390 n24392 n24393
00 1
.names n24223 n24393 n24394
10 1
.names n24223 n24392 n24395
00 1
.names n24390 n24395 n24396
01 1
.names asqrt[16] n24396 n24397
00 1
.names n23478 n23487 n24398
00 1
.names asqrt[1] n24398 n24399
11 1
.names n23485 n24399 n24400
00 1
.names n23485 n23487 n24401
10 1
.names n23478 n24401 n24402
01 1
.names asqrt[1] n24402 n24403
11 1
.names n24400 n24403 n24404
00 1
.names n24397 n24404 n24405
00 1
.names n24394 n24405 n24406
01 1
.names asqrt[17] n24406 n24407
00 1
.names n24394 n24397 n24408
00 1
.names n24404 n24408 n24409
10 1
.names n24407 n24409 n24410
00 1
.names n24216 n24410 n24411
10 1
.names n24216 n24409 n24412
00 1
.names n24407 n24412 n24413
01 1
.names asqrt[18] n24413 n24414
00 1
.names n23502 n23511 n24415
00 1
.names asqrt[1] n24415 n24416
11 1
.names n23509 n24416 n24417
00 1
.names n23509 n23511 n24418
10 1
.names n23502 n24418 n24419
01 1
.names asqrt[1] n24419 n24420
11 1
.names n24417 n24420 n24421
00 1
.names n24414 n24421 n24422
00 1
.names n24411 n24422 n24423
01 1
.names asqrt[19] n24423 n24424
00 1
.names n24411 n24414 n24425
00 1
.names n24421 n24425 n24426
10 1
.names n24424 n24426 n24427
00 1
.names n24209 n24427 n24428
10 1
.names n24209 n24426 n24429
00 1
.names n24424 n24429 n24430
01 1
.names asqrt[20] n24430 n24431
00 1
.names n23526 n23535 n24432
00 1
.names asqrt[1] n24432 n24433
11 1
.names n23533 n24433 n24434
00 1
.names n23533 n23535 n24435
10 1
.names n23526 n24435 n24436
01 1
.names asqrt[1] n24436 n24437
11 1
.names n24434 n24437 n24438
00 1
.names n24431 n24438 n24439
00 1
.names n24428 n24439 n24440
01 1
.names asqrt[21] n24440 n24441
00 1
.names n24428 n24431 n24442
00 1
.names n24438 n24442 n24443
10 1
.names n24441 n24443 n24444
00 1
.names n24202 n24444 n24445
10 1
.names n24202 n24443 n24446
00 1
.names n24441 n24446 n24447
01 1
.names asqrt[22] n24447 n24448
00 1
.names n23550 n23559 n24449
00 1
.names asqrt[1] n24449 n24450
11 1
.names n23557 n24450 n24451
00 1
.names n23557 n23559 n24452
10 1
.names n23550 n24452 n24453
01 1
.names asqrt[1] n24453 n24454
11 1
.names n24451 n24454 n24455
00 1
.names n24448 n24455 n24456
00 1
.names n24445 n24456 n24457
01 1
.names asqrt[23] n24457 n24458
00 1
.names n24445 n24448 n24459
00 1
.names n24455 n24459 n24460
10 1
.names n24458 n24460 n24461
00 1
.names n24195 n24461 n24462
10 1
.names n24195 n24460 n24463
00 1
.names n24458 n24463 n24464
01 1
.names asqrt[24] n24464 n24465
00 1
.names n23574 n23583 n24466
00 1
.names asqrt[1] n24466 n24467
11 1
.names n23581 n24467 n24468
00 1
.names n23581 n23583 n24469
10 1
.names n23574 n24469 n24470
01 1
.names asqrt[1] n24470 n24471
11 1
.names n24468 n24471 n24472
00 1
.names n24465 n24472 n24473
00 1
.names n24462 n24473 n24474
01 1
.names asqrt[25] n24474 n24475
00 1
.names n24462 n24465 n24476
00 1
.names n24472 n24476 n24477
10 1
.names n24475 n24477 n24478
00 1
.names n24188 n24478 n24479
10 1
.names n24188 n24477 n24480
00 1
.names n24475 n24480 n24481
01 1
.names asqrt[26] n24481 n24482
00 1
.names n23598 n23607 n24483
00 1
.names asqrt[1] n24483 n24484
11 1
.names n23605 n24484 n24485
00 1
.names n23605 n23607 n24486
10 1
.names n23598 n24486 n24487
01 1
.names asqrt[1] n24487 n24488
11 1
.names n24485 n24488 n24489
00 1
.names n24482 n24489 n24490
00 1
.names n24479 n24490 n24491
01 1
.names asqrt[27] n24491 n24492
00 1
.names n24479 n24482 n24493
00 1
.names n24489 n24493 n24494
10 1
.names n24492 n24494 n24495
00 1
.names n24181 n24495 n24496
10 1
.names n24181 n24494 n24497
00 1
.names n24492 n24497 n24498
01 1
.names asqrt[28] n24498 n24499
00 1
.names n23622 n23631 n24500
00 1
.names asqrt[1] n24500 n24501
11 1
.names n23629 n24501 n24502
00 1
.names n23629 n23631 n24503
10 1
.names n23622 n24503 n24504
01 1
.names asqrt[1] n24504 n24505
11 1
.names n24502 n24505 n24506
00 1
.names n24499 n24506 n24507
00 1
.names n24496 n24507 n24508
01 1
.names asqrt[29] n24508 n24509
00 1
.names n24496 n24499 n24510
00 1
.names n24506 n24510 n24511
10 1
.names n24509 n24511 n24512
00 1
.names n24174 n24512 n24513
10 1
.names n24174 n24511 n24514
00 1
.names n24509 n24514 n24515
01 1
.names asqrt[30] n24515 n24516
00 1
.names n23646 n23655 n24517
00 1
.names asqrt[1] n24517 n24518
11 1
.names n23653 n24518 n24519
00 1
.names n23653 n23655 n24520
10 1
.names n23646 n24520 n24521
01 1
.names asqrt[1] n24521 n24522
11 1
.names n24519 n24522 n24523
00 1
.names n24516 n24523 n24524
00 1
.names n24513 n24524 n24525
01 1
.names asqrt[31] n24525 n24526
00 1
.names n24513 n24516 n24527
00 1
.names n24523 n24527 n24528
10 1
.names n24526 n24528 n24529
00 1
.names n24167 n24529 n24530
10 1
.names n24167 n24528 n24531
00 1
.names n24526 n24531 n24532
01 1
.names asqrt[32] n24532 n24533
00 1
.names n23670 n23679 n24534
00 1
.names asqrt[1] n24534 n24535
11 1
.names n23677 n24535 n24536
00 1
.names n23677 n23679 n24537
10 1
.names n23670 n24537 n24538
01 1
.names asqrt[1] n24538 n24539
11 1
.names n24536 n24539 n24540
00 1
.names n24533 n24540 n24541
00 1
.names n24530 n24541 n24542
01 1
.names asqrt[33] n24542 n24543
00 1
.names n24530 n24533 n24544
00 1
.names n24540 n24544 n24545
10 1
.names n24543 n24545 n24546
00 1
.names n24160 n24546 n24547
10 1
.names n24160 n24545 n24548
00 1
.names n24543 n24548 n24549
01 1
.names asqrt[34] n24549 n24550
00 1
.names n23694 n23703 n24551
00 1
.names asqrt[1] n24551 n24552
11 1
.names n23701 n24552 n24553
00 1
.names n23701 n23703 n24554
10 1
.names n23694 n24554 n24555
01 1
.names asqrt[1] n24555 n24556
11 1
.names n24553 n24556 n24557
00 1
.names n24550 n24557 n24558
00 1
.names n24547 n24558 n24559
01 1
.names asqrt[35] n24559 n24560
00 1
.names n24547 n24550 n24561
00 1
.names n24557 n24561 n24562
10 1
.names n24560 n24562 n24563
00 1
.names n24153 n24563 n24564
10 1
.names n24153 n24562 n24565
00 1
.names n24560 n24565 n24566
01 1
.names asqrt[36] n24566 n24567
00 1
.names n23718 n23727 n24568
00 1
.names asqrt[1] n24568 n24569
11 1
.names n23725 n24569 n24570
00 1
.names n23725 n23727 n24571
10 1
.names n23718 n24571 n24572
01 1
.names asqrt[1] n24572 n24573
11 1
.names n24570 n24573 n24574
00 1
.names n24567 n24574 n24575
00 1
.names n24564 n24575 n24576
01 1
.names asqrt[37] n24576 n24577
00 1
.names n24564 n24567 n24578
00 1
.names n24574 n24578 n24579
10 1
.names n24577 n24579 n24580
00 1
.names n24146 n24580 n24581
10 1
.names n24146 n24579 n24582
00 1
.names n24577 n24582 n24583
01 1
.names asqrt[38] n24583 n24584
00 1
.names n23742 n23751 n24585
00 1
.names asqrt[1] n24585 n24586
11 1
.names n23749 n24586 n24587
00 1
.names n23749 n23751 n24588
10 1
.names n23742 n24588 n24589
01 1
.names asqrt[1] n24589 n24590
11 1
.names n24587 n24590 n24591
00 1
.names n24584 n24591 n24592
00 1
.names n24581 n24592 n24593
01 1
.names asqrt[39] n24593 n24594
00 1
.names n24581 n24584 n24595
00 1
.names n24591 n24595 n24596
10 1
.names n24594 n24596 n24597
00 1
.names n24139 n24597 n24598
10 1
.names n24139 n24596 n24599
00 1
.names n24594 n24599 n24600
01 1
.names asqrt[40] n24600 n24601
00 1
.names n23766 n23775 n24602
00 1
.names asqrt[1] n24602 n24603
11 1
.names n23773 n24603 n24604
00 1
.names n23773 n23775 n24605
10 1
.names n23766 n24605 n24606
01 1
.names asqrt[1] n24606 n24607
11 1
.names n24604 n24607 n24608
00 1
.names n24601 n24608 n24609
00 1
.names n24598 n24609 n24610
01 1
.names asqrt[41] n24610 n24611
00 1
.names n24598 n24601 n24612
00 1
.names n24608 n24612 n24613
10 1
.names n24611 n24613 n24614
00 1
.names n24132 n24614 n24615
10 1
.names n24132 n24613 n24616
00 1
.names n24611 n24616 n24617
01 1
.names asqrt[42] n24617 n24618
00 1
.names n23790 n23799 n24619
00 1
.names asqrt[1] n24619 n24620
11 1
.names n23797 n24620 n24621
00 1
.names n23797 n23799 n24622
10 1
.names n23790 n24622 n24623
01 1
.names asqrt[1] n24623 n24624
11 1
.names n24621 n24624 n24625
00 1
.names n24618 n24625 n24626
00 1
.names n24615 n24626 n24627
01 1
.names asqrt[43] n24627 n24628
00 1
.names n24615 n24618 n24629
00 1
.names n24625 n24629 n24630
10 1
.names n24628 n24630 n24631
00 1
.names n24125 n24631 n24632
10 1
.names n24125 n24630 n24633
00 1
.names n24628 n24633 n24634
01 1
.names asqrt[44] n24634 n24635
00 1
.names n23814 n23823 n24636
00 1
.names asqrt[1] n24636 n24637
11 1
.names n23821 n24637 n24638
00 1
.names n23821 n23823 n24639
10 1
.names n23814 n24639 n24640
01 1
.names asqrt[1] n24640 n24641
11 1
.names n24638 n24641 n24642
00 1
.names n24635 n24642 n24643
00 1
.names n24632 n24643 n24644
01 1
.names asqrt[45] n24644 n24645
00 1
.names n24632 n24635 n24646
00 1
.names n24642 n24646 n24647
10 1
.names n24645 n24647 n24648
00 1
.names n24118 n24648 n24649
10 1
.names n24118 n24647 n24650
00 1
.names n24645 n24650 n24651
01 1
.names asqrt[46] n24651 n24652
00 1
.names n23838 n23847 n24653
00 1
.names asqrt[1] n24653 n24654
11 1
.names n23845 n24654 n24655
00 1
.names n23845 n23847 n24656
10 1
.names n23838 n24656 n24657
01 1
.names asqrt[1] n24657 n24658
11 1
.names n24655 n24658 n24659
00 1
.names n24652 n24659 n24660
00 1
.names n24649 n24660 n24661
01 1
.names asqrt[47] n24661 n24662
00 1
.names n24649 n24652 n24663
00 1
.names n24659 n24663 n24664
10 1
.names n24662 n24664 n24665
00 1
.names n24111 n24665 n24666
10 1
.names n24111 n24664 n24667
00 1
.names n24662 n24667 n24668
01 1
.names asqrt[48] n24668 n24669
00 1
.names n23862 n23871 n24670
00 1
.names asqrt[1] n24670 n24671
11 1
.names n23869 n24671 n24672
00 1
.names n23869 n23871 n24673
10 1
.names n23862 n24673 n24674
01 1
.names asqrt[1] n24674 n24675
11 1
.names n24672 n24675 n24676
00 1
.names n24669 n24676 n24677
00 1
.names n24666 n24677 n24678
01 1
.names asqrt[49] n24678 n24679
00 1
.names n24666 n24669 n24680
00 1
.names n24676 n24680 n24681
10 1
.names n24679 n24681 n24682
00 1
.names n24104 n24682 n24683
10 1
.names n24104 n24681 n24684
00 1
.names n24679 n24684 n24685
01 1
.names asqrt[50] n24685 n24686
00 1
.names n23886 n23895 n24687
00 1
.names asqrt[1] n24687 n24688
11 1
.names n23893 n24688 n24689
00 1
.names n23893 n23895 n24690
10 1
.names n23886 n24690 n24691
01 1
.names asqrt[1] n24691 n24692
11 1
.names n24689 n24692 n24693
00 1
.names n24686 n24693 n24694
00 1
.names n24683 n24694 n24695
01 1
.names asqrt[51] n24695 n24696
00 1
.names n24683 n24686 n24697
00 1
.names n24693 n24697 n24698
10 1
.names n24696 n24698 n24699
00 1
.names n24097 n24699 n24700
10 1
.names n24097 n24698 n24701
00 1
.names n24696 n24701 n24702
01 1
.names asqrt[52] n24702 n24703
00 1
.names n23910 n23919 n24704
00 1
.names asqrt[1] n24704 n24705
11 1
.names n23917 n24705 n24706
00 1
.names n23917 n23919 n24707
10 1
.names n23910 n24707 n24708
01 1
.names asqrt[1] n24708 n24709
11 1
.names n24706 n24709 n24710
00 1
.names n24703 n24710 n24711
00 1
.names n24700 n24711 n24712
01 1
.names asqrt[53] n24712 n24713
00 1
.names n24700 n24703 n24714
00 1
.names n24710 n24714 n24715
10 1
.names n24713 n24715 n24716
00 1
.names n24090 n24716 n24717
10 1
.names n24090 n24715 n24718
00 1
.names n24713 n24718 n24719
01 1
.names asqrt[54] n24719 n24720
00 1
.names n23934 n23943 n24721
00 1
.names asqrt[1] n24721 n24722
11 1
.names n23941 n24722 n24723
00 1
.names n23941 n23943 n24724
10 1
.names n23934 n24724 n24725
01 1
.names asqrt[1] n24725 n24726
11 1
.names n24723 n24726 n24727
00 1
.names n24720 n24727 n24728
00 1
.names n24717 n24728 n24729
01 1
.names asqrt[55] n24729 n24730
00 1
.names n24717 n24720 n24731
00 1
.names n24727 n24731 n24732
10 1
.names n24730 n24732 n24733
00 1
.names n24083 n24733 n24734
10 1
.names n24083 n24732 n24735
00 1
.names n24730 n24735 n24736
01 1
.names asqrt[56] n24736 n24737
00 1
.names n23958 n23967 n24738
00 1
.names asqrt[1] n24738 n24739
11 1
.names n23965 n24739 n24740
00 1
.names n23965 n23967 n24741
10 1
.names n23958 n24741 n24742
01 1
.names asqrt[1] n24742 n24743
11 1
.names n24740 n24743 n24744
00 1
.names n24737 n24744 n24745
00 1
.names n24734 n24745 n24746
01 1
.names asqrt[57] n24746 n24747
00 1
.names n24734 n24737 n24748
00 1
.names n24744 n24748 n24749
10 1
.names n24747 n24749 n24750
00 1
.names n24076 n24750 n24751
10 1
.names n24076 n24749 n24752
00 1
.names n24747 n24752 n24753
01 1
.names asqrt[58] n24753 n24754
00 1
.names n23982 n23991 n24755
00 1
.names asqrt[1] n24755 n24756
11 1
.names n23989 n24756 n24757
00 1
.names n23989 n23991 n24758
10 1
.names n23982 n24758 n24759
01 1
.names asqrt[1] n24759 n24760
11 1
.names n24757 n24760 n24761
00 1
.names n24754 n24761 n24762
00 1
.names n24751 n24762 n24763
01 1
.names asqrt[59] n24763 n24764
00 1
.names n24751 n24754 n24765
00 1
.names n24761 n24765 n24766
10 1
.names n24764 n24766 n24767
00 1
.names n24069 n24767 n24768
10 1
.names n24069 n24766 n24769
00 1
.names n24764 n24769 n24770
01 1
.names asqrt[60] n24770 n24771
00 1
.names n24006 n24015 n24772
00 1
.names asqrt[1] n24772 n24773
11 1
.names n24013 n24773 n24774
00 1
.names n24013 n24015 n24775
10 1
.names n24006 n24775 n24776
01 1
.names asqrt[1] n24776 n24777
11 1
.names n24774 n24777 n24778
00 1
.names n24771 n24778 n24779
00 1
.names n24768 n24779 n24780
01 1
.names asqrt[61] n24780 n24781
00 1
.names n24768 n24771 n24782
00 1
.names n24778 n24782 n24783
10 1
.names n24781 n24783 n24784
00 1
.names n24062 n24784 n24785
10 1
.names n24062 n24783 n24786
00 1
.names n24781 n24786 n24787
01 1
.names asqrt[62] n24787 n24788
00 1
.names n24023 n24032 n24789
00 1
.names asqrt[1] n24789 n24790
11 1
.names n24030 n24790 n24791
00 1
.names n24030 n24032 n24792
10 1
.names n24023 n24792 n24793
01 1
.names asqrt[1] n24793 n24794
11 1
.names n24791 n24794 n24795
00 1
.names n24034 n24041 n24796
00 1
.names asqrt[1] n24796 n24797
11 1
.names n24049 n24797 n24798
00 1
.names n24795 n24798 n24799
01 1
.names n24788 n24799 n24800
01 1
.names n24785 n24800 n24801
01 1
.names asqrt[63] n24801 n24802
00 1
.names n24785 n24788 n24803
00 1
.names n24795 n24803 n24804
10 1
.names n24041 asqrt[1] n24805
01 1
.names n24034 n24805 n24806
10 1
.names asqrt[63] n24796 n24807
10 1
.names n24806 n24807 n24808
01 1
.names n24804 n24808 n24809
00 1
.names n24802 n24809 asqrt[0]
01 0
.end