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pygsti0.9.7.dataset.txt
451 lines (451 loc) · 10.8 KB
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pygsti0.9.7.dataset.txt
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## Columns = 0 count, 1 count
{} 1000 --
Gx 485 515
Gy 509 491
GxGx 8 992
GxGxGx 487 513
GyGyGy 466 534
GxGy 500 500
GxGxGxGx 978 22
GxGyGyGy 471 529
GyGx 490 510
GyGy 4 996
GyGxGx 497 503
GyGxGxGx 492 508
GyGyGyGy 973 27
GxGxGy 517 483
GxGxGxGxGx 509 491
GxGxGyGyGy 502 498
GxGxGxGy 506 494
GxGxGxGxGxGx 24 976
GxGxGxGyGyGy 480 520
GyGyGyGx 509 491
GyGyGyGxGx 503 497
GyGyGyGxGxGx 480 520
GyGyGyGyGyGy 31 969
(Gi) 994 6
(Gi)Gx 516 484
(Gi)Gy 501 499
(Gi)GxGx 11 989
(Gi)GxGxGx 510 490
(Gi)GyGyGy 480 520
Gx(Gi) 508 492
Gx(Gi)Gx 16 984
Gx(Gi)Gy 484 516
Gx(Gi)GxGx 516 484
Gx(Gi)GxGxGx 976 24
Gx(Gi)GyGyGy 451 549
Gy(Gi) 518 482
Gy(Gi)Gx 488 512
Gy(Gi)Gy 11 989
Gy(Gi)GxGx 481 519
Gy(Gi)GxGxGx 498 502
Gy(Gi)GyGyGy 986 14
GxGx(Gi) 13 987
GxGx(Gi)Gx 500 500
GxGx(Gi)Gy 469 531
GxGx(Gi)GxGx 972 28
GxGx(Gi)GxGxGx 485 515
GxGx(Gi)GyGyGy 491 509
GxGxGx(Gi) 462 538
GxGxGx(Gi)Gx 975 25
GxGxGx(Gi)Gy 502 498
GxGxGx(Gi)GxGx 519 481
GxGxGx(Gi)GxGxGx 42 958
GxGxGx(Gi)GyGyGy 482 518
GyGyGy(Gi) 474 526
GyGyGy(Gi)Gx 491 509
GyGyGy(Gi)Gy 976 24
GyGyGy(Gi)GxGx 500 500
GyGyGy(Gi)GxGxGx 479 521
GyGyGy(Gi)GyGyGy 44 956
Gy(Gx)Gy 16 984
Gy(Gx)GxGxGx 491 509
Gy(Gx)GyGyGy 977 23
GxGxGx(Gx)Gy 472 528
GxGxGx(Gx)GxGxGx 492 508
GxGxGx(Gx)GyGyGy 500 500
GyGyGy(Gx)Gy 978 22
GyGyGy(Gx)GxGxGx 504 496
GyGyGy(Gx)GyGyGy 36 964
Gx(Gy)Gx 7 993
Gx(Gy)Gy 523 477
Gx(Gy)GxGx 492 508
Gx(Gy)GxGxGx 980 20
Gx(Gy)GyGyGy 483 517
Gy(Gy)Gx 536 464
Gy(Gy)GxGx 983 17
Gy(Gy)GxGxGx 520 480
Gy(Gy)GyGyGy 510 490
GxGx(Gy)Gx 520 480
GxGx(Gy)Gy 978 22
GxGx(Gy)GxGx 533 467
GxGx(Gy)GxGxGx 489 511
GxGx(Gy)GyGyGy 36 964
GxGxGx(Gy)Gx 965 35
GxGxGx(Gy)Gy 484 516
GxGxGx(Gy)GxGx 513 487
GxGxGx(Gy)GxGxGx 33 967
GxGxGx(Gy)GyGyGy 491 509
GyGyGy(Gy)Gx 510 490
GyGyGy(Gy)GxGx 31 969
GyGyGy(Gy)GxGxGx 496 504
GyGyGy(Gy)GyGyGy 471 529
(Gi)^2 995 5
(Gi)^2Gx 507 493
(Gi)^2Gy 489 511
(Gi)^2GxGx 22 978
(Gi)^2GxGxGx 500 500
(Gi)^2GyGyGy 478 522
Gx(Gi)^2 502 498
Gx(Gi)^2Gx 15 985
Gx(Gi)^2Gy 467 533
Gx(Gi)^2GxGx 499 501
Gx(Gi)^2GxGxGx 967 33
Gx(Gi)^2GyGyGy 472 528
Gy(Gi)^2 489 511
Gy(Gi)^2Gx 487 513
Gy(Gi)^2Gy 23 977
Gy(Gi)^2GxGx 502 498
Gy(Gi)^2GxGxGx 517 483
Gy(Gi)^2GyGyGy 971 29
GxGx(Gi)^2 19 981
GxGx(Gi)^2Gx 490 510
GxGx(Gi)^2Gy 517 483
GxGx(Gi)^2GxGx 963 37
GxGx(Gi)^2GxGxGx 486 514
GxGx(Gi)^2GyGyGy 482 518
GxGxGx(Gi)^2 503 497
GxGxGx(Gi)^2Gx 972 28
GxGxGx(Gi)^2Gy 518 482
GxGxGx(Gi)^2GxGx 492 508
GxGxGx(Gi)^2GxGxGx 40 960
GxGxGx(Gi)^2GyGyGy 501 499
GyGyGy(Gi)^2 487 513
GyGyGy(Gi)^2Gx 505 495
GyGyGy(Gi)^2Gy 978 22
GyGyGy(Gi)^2GxGx 472 528
GyGyGy(Gi)^2GxGxGx 509 491
GyGyGy(Gi)^2GyGyGy 35 965
Gy(Gx)^2Gy 22 978
Gy(Gx)^2GxGxGx 517 483
Gy(Gx)^2GyGyGy 969 31
GxGxGx(Gx)^2Gy 495 505
GxGxGx(Gx)^2GxGxGx 958 42
GxGxGx(Gx)^2GyGyGy 494 506
GyGyGy(Gx)^2Gy 968 32
GyGyGy(Gx)^2GxGxGx 501 499
GyGyGy(Gx)^2GyGyGy 48 952
Gx(Gy)^2Gx 21 979
Gx(Gy)^2GxGx 529 471
Gx(Gy)^2GxGxGx 972 28
Gx(Gy)^2GyGyGy 504 496
GxGx(Gy)^2Gx 521 479
GxGx(Gy)^2GxGx 30 970
GxGx(Gy)^2GxGxGx 496 504
GxGx(Gy)^2GyGyGy 505 495
GxGxGx(Gy)^2Gx 968 32
GxGxGx(Gy)^2GxGx 519 481
GxGxGx(Gy)^2GxGxGx 36 964
GxGxGx(Gy)^2GyGyGy 499 501
GyGyGy(Gy)^2Gx 482 518
GyGyGy(Gy)^2GxGx 491 509
GyGyGy(Gy)^2GxGxGx 471 529
GyGyGy(Gy)^2GyGyGy 961 39
Gy(GxGy)Gx 498 502
Gy(GxGy)Gy 500 500
Gy(GxGy)GxGx 969 31
Gy(GxGy)GxGxGx 498 502
Gy(GxGy)GyGyGy 495 505
GxGxGx(GxGy)Gx 504 496
GxGxGx(GxGy)Gy 21 979
GxGxGx(GxGy)GxGx 490 510
GxGxGx(GxGy)GxGxGx 501 499
GxGxGx(GxGy)GyGyGy 965 35
GyGyGy(GxGy)Gx 514 486
GyGyGy(GxGy)Gy 506 494
GyGyGy(GxGy)GxGx 43 957
GyGyGy(GxGy)GxGxGx 489 511
GyGyGy(GxGy)GyGyGy 481 519
(Gi)^4 983 17
(Gi)^4Gx 517 483
(Gi)^4Gy 463 537
(Gi)^4GxGx 29 971
(Gi)^4GxGxGx 481 519
(Gi)^4GyGyGy 471 529
Gx(Gi)^4 484 516
Gx(Gi)^4Gx 28 972
Gx(Gi)^4Gy 527 473
Gx(Gi)^4GxGx 528 472
Gx(Gi)^4GxGxGx 961 39
Gx(Gi)^4GyGyGy 523 477
Gy(Gi)^4 494 506
Gy(Gi)^4Gx 516 484
Gy(Gi)^4Gy 33 967
Gy(Gi)^4GxGx 511 489
Gy(Gi)^4GxGxGx 514 486
Gy(Gi)^4GyGyGy 960 40
GxGx(Gi)^4 23 977
GxGx(Gi)^4Gx 494 506
GxGx(Gi)^4Gy 508 492
GxGx(Gi)^4GxGx 973 27
GxGx(Gi)^4GxGxGx 478 522
GxGx(Gi)^4GyGyGy 509 491
GxGxGx(Gi)^4 526 474
GxGxGx(Gi)^4Gx 960 40
GxGxGx(Gi)^4Gy 529 471
GxGxGx(Gi)^4GxGx 511 489
GxGxGx(Gi)^4GxGxGx 51 949
GxGxGx(Gi)^4GyGyGy 486 514
GyGyGy(Gi)^4 505 495
GyGyGy(Gi)^4Gx 500 500
GyGyGy(Gi)^4Gy 958 42
GyGyGy(Gi)^4GxGx 497 503
GyGyGy(Gi)^4GxGxGx 531 469
GyGyGy(Gi)^4GyGyGy 41 959
Gy(Gx)^4Gy 19 981
Gy(Gx)^4GxGx 527 473
Gy(Gx)^4GxGxGx 514 486
Gy(Gx)^4GyGyGy 960 40
GxGx(Gx)^4Gy 485 515
GxGx(Gx)^4GxGxGx 483 517
GxGx(Gx)^4GyGyGy 489 511
GxGxGx(Gx)^4Gy 500 500
GxGxGx(Gx)^4GxGxGx 66 934
GxGxGx(Gx)^4GyGyGy 518 482
GyGyGy(Gx)^4Gy 957 43
GyGyGy(Gx)^4GxGx 516 484
GyGyGy(Gx)^4GxGxGx 512 488
GyGyGy(Gx)^4GyGyGy 45 955
Gx(Gy)^4Gx 30 970
Gx(Gy)^4GxGx 507 493
Gx(Gy)^4GxGxGx 970 30
Gx(Gy)^4GyGyGy 508 492
GxGx(Gy)^4Gx 524 476
GxGx(Gy)^4GxGx 954 46
GxGx(Gy)^4GxGxGx 514 486
GxGx(Gy)^4GyGyGy 531 469
GxGxGx(Gy)^4Gx 959 41
GxGxGx(Gy)^4GxGx 480 520
GxGxGx(Gy)^4GxGxGx 45 955
GxGxGx(Gy)^4GyGyGy 499 501
GyGyGy(Gy)^4Gx 499 501
GyGyGy(Gy)^4GxGx 495 505
GyGyGy(Gy)^4GxGxGx 496 504
GyGyGy(Gy)^4GyGyGy 42 958
(GxGy)^2 517 483
(GxGy)^2Gx 502 498
(GxGy)^2Gy 979 21
(GxGy)^2GxGx 508 492
(GxGy)^2GxGxGx 528 472
(GxGy)^2GyGyGy 43 957
Gx(GxGy)^2 979 21
Gx(GxGy)^2Gx 502 498
Gx(GxGy)^2Gy 508 492
Gx(GxGy)^2GxGx 24 976
Gx(GxGy)^2GxGxGx 510 490
Gx(GxGy)^2GyGyGy 485 515
Gy(GxGy)^2 480 520
Gy(GxGy)^2Gx 964 36
Gy(GxGy)^2Gy 504 496
Gy(GxGy)^2GxGx 492 508
Gy(GxGy)^2GxGxGx 39 961
Gy(GxGy)^2GyGyGy 518 482
GxGx(GxGy)^2 500 500
GxGx(GxGy)^2Gx 511 489
GxGx(GxGy)^2Gy 41 959
GxGx(GxGy)^2GxGx 514 486
GxGx(GxGy)^2GxGxGx 499 501
GxGx(GxGy)^2GyGyGy 955 45
GxGxGx(GxGy)^2 42 958
GxGxGx(GxGy)^2Gx 497 503
GxGxGx(GxGy)^2Gy 486 514
GxGxGx(GxGy)^2GxGx 940 60
GxGxGx(GxGy)^2GxGxGx 504 496
GxGxGx(GxGy)^2GyGyGy 492 508
GyGyGy(GxGy)^2 484 516
GyGyGy(GxGy)^2Gx 34 966
GyGyGy(GxGy)^2Gy 523 477
GyGyGy(GxGy)^2GxGx 495 505
GyGyGy(GxGy)^2GxGxGx 948 52
GyGyGy(GxGy)^2GyGyGy 498 502
Gy(GxGxGy)Gx 523 477
Gy(GxGxGy)Gy 480 520
Gy(GxGxGy)GxGx 981 19
Gy(GxGxGy)GxGxGx 475 525
Gy(GxGxGy)GyGyGy 499 501
GxGxGx(GxGxGy)Gx 30 970
GxGxGx(GxGxGy)Gy 494 506
GxGxGx(GxGxGy)GxGx 507 493
GxGxGx(GxGxGy)GxGxGx 962 38
GxGxGx(GxGxGy)GyGyGy 500 500
GyGyGy(GxGxGy)Gx 508 492
GyGyGy(GxGxGy)Gy 485 515
GyGyGy(GxGxGy)GxGx 42 958
GyGyGy(GxGxGy)GxGxGx 491 509
GyGyGy(GxGxGy)GyGyGy 494 506
Gy(GxGyGy)Gx 491 509
Gy(GxGyGy)GxGx 504 496
Gy(GxGyGy)GxGxGx 527 473
Gy(GxGyGy)GyGyGy 32 968
GxGxGx(GxGyGy)Gx 481 519
GxGxGx(GxGyGy)GxGx 945 55
GxGxGx(GxGyGy)GxGxGx 490 510
GxGxGx(GxGyGy)GyGyGy 510 490
GyGyGy(GxGyGy)Gx 509 491
GyGyGy(GxGyGy)GxGx 471 529
GyGyGy(GxGyGy)GxGxGx 479 521
GyGyGy(GxGyGy)GyGyGy 957 43
(GxGyGi) 504 496
(GxGyGi)Gx 21 979
(GxGyGi)Gy 519 481
(GxGyGi)GxGx 490 510
(GxGyGi)GxGxGx 977 23
(GxGyGi)GyGyGy 513 487
Gx(GxGyGi) 530 470
Gx(GxGyGi)Gx 525 475
Gx(GxGyGi)Gy 980 20
Gx(GxGyGi)GxGx 526 474
Gx(GxGyGi)GxGxGx 483 517
Gx(GxGyGi)GyGyGy 35 965
Gy(GxGyGi) 17 983
Gy(GxGyGi)Gx 509 491
Gy(GxGyGi)Gy 502 498
Gy(GxGyGi)GxGx 978 22
Gy(GxGyGi)GxGxGx 500 500
Gy(GxGyGi)GyGyGy 530 470
GxGx(GxGyGi) 503 497
GxGx(GxGyGi)Gx 976 24
GxGx(GxGyGi)Gy 500 500
GxGx(GxGyGi)GxGx 472 528
GxGx(GxGyGi)GxGxGx 38 962
GxGx(GxGyGi)GyGyGy 479 521
GxGxGx(GxGyGi) 495 505
GxGxGx(GxGyGi)Gx 491 509
GxGxGx(GxGyGi)Gy 42 958
GxGxGx(GxGyGi)GxGx 494 506
GxGxGx(GxGyGi)GxGxGx 513 487
GxGxGx(GxGyGi)GyGyGy 954 46
GyGyGy(GxGyGi) 969 31
GyGyGy(GxGyGi)Gx 500 500
GyGyGy(GxGyGi)Gy 481 519
GyGyGy(GxGyGi)GxGx 26 974
GyGyGy(GxGyGi)GxGxGx 508 492
GyGyGy(GxGyGi)GyGyGy 514 486
(GxGiGy)Gx 19 981
(GxGiGy)Gy 485 515
(GxGiGy)GxGx 473 527
(GxGiGy)GxGxGx 954 46
(GxGiGy)GyGyGy 480 520
Gx(GxGiGy)Gx 489 511
Gx(GxGiGy)Gy 979 21
Gx(GxGiGy)GxGx 485 515
Gx(GxGiGy)GxGxGx 502 498
Gx(GxGiGy)GyGyGy 43 957
Gy(GxGiGy) 26 974
Gy(GxGiGy)Gx 505 495
Gy(GxGiGy)Gy 511 489
Gy(GxGiGy)GxGx 958 42
Gy(GxGiGy)GxGxGx 476 524
Gy(GxGiGy)GyGyGy 525 475
GxGx(GxGiGy)Gx 981 19
GxGx(GxGiGy)Gy 492 508
GxGx(GxGiGy)GxGx 502 498
GxGx(GxGiGy)GxGxGx 36 964
GxGx(GxGiGy)GyGyGy 496 504
GxGxGx(GxGiGy) 516 484
GxGxGx(GxGiGy)Gx 478 522
GxGxGx(GxGiGy)Gy 29 971
GxGxGx(GxGiGy)GxGx 504 496
GxGxGx(GxGiGy)GxGxGx 502 498
GxGxGx(GxGiGy)GyGyGy 948 52
GyGyGy(GxGiGy) 972 28
GyGyGy(GxGiGy)Gx 514 486
GyGyGy(GxGiGy)Gy 486 514
GyGyGy(GxGiGy)GxGx 43 957
GyGyGy(GxGiGy)GxGxGx 508 492
GyGyGy(GxGiGy)GyGyGy 496 504
Gy(GxGiGi) 518 482
Gy(GxGiGi)Gx 482 518
Gy(GxGiGi)Gy 23 977
Gy(GxGiGi)GxGx 514 486
Gy(GxGiGi)GxGxGx 500 500
Gy(GxGiGi)GyGyGy 969 31
GxGxGx(GxGiGi) 972 28
GxGxGx(GxGiGi)Gx 497 503
GxGxGx(GxGiGi)Gy 491 509
GxGxGx(GxGiGi)GxGx 37 963
GxGxGx(GxGiGi)GxGxGx 489 511
GxGxGx(GxGiGi)GyGyGy 515 485
GyGyGy(GxGiGi) 515 485
GyGyGy(GxGiGi)Gx 511 489
GyGyGy(GxGiGi)Gy 960 40
GyGyGy(GxGiGi)GxGx 487 513
GyGyGy(GxGiGi)GxGxGx 514 486
GyGyGy(GxGiGi)GyGyGy 44 956
Gx(GyGiGi) 493 507
Gx(GyGiGi)Gx 23 977
Gx(GyGiGi)Gy 493 507
Gx(GyGiGi)GxGx 501 499
Gx(GyGiGi)GxGxGx 974 26
Gx(GyGiGi)GyGyGy 497 503
Gy(GyGiGi) 27 973
Gy(GyGiGi)Gx 490 510
Gy(GyGiGi)Gy 498 502
Gy(GyGiGi)GxGx 971 29
Gy(GyGiGi)GxGxGx 515 485
Gy(GyGiGi)GyGyGy 481 519
GxGx(GyGiGi) 469 531
GxGx(GyGiGi)Gx 528 472
GxGx(GyGiGi)Gy 970 30
GxGx(GyGiGi)GxGx 482 518
GxGx(GyGiGi)GxGxGx 495 505
GxGx(GyGiGi)GyGyGy 29 971
GxGxGx(GyGiGi) 494 506
GxGxGx(GyGiGi)Gx 967 33
GxGxGx(GyGiGi)Gy 492 508
GxGxGx(GyGiGi)GxGx 512 488
GxGxGx(GyGiGi)GxGxGx 39 961
GxGxGx(GyGiGi)GyGyGy 510 490
GyGyGy(GyGiGi) 973 27
GyGyGy(GyGiGi)Gx 509 491
GyGyGy(GyGiGi)Gy 489 511
GyGyGy(GyGiGi)GxGx 48 952
GyGyGy(GyGiGi)GxGxGx 517 483
GyGyGy(GyGiGi)GyGyGy 526 474
(GxGyGyGi) 499 501
(GxGyGyGi)Gx 24 976
(GxGyGyGi)Gy 463 537
(GxGyGyGi)GxGx 489 511
(GxGyGyGi)GxGxGx 976 24
(GxGyGyGi)GyGyGy 488 512
Gx(GxGyGyGi) 971 29
Gx(GxGyGyGi)Gx 507 493
Gx(GxGyGyGi)Gy 482 518
Gx(GxGyGyGi)GxGx 30 970
Gx(GxGyGyGi)GxGxGx 508 492
Gx(GxGyGyGi)GyGyGy 490 510
Gy(GxGyGyGi) 519 481
Gy(GxGyGyGi)Gx 492 508
Gy(GxGyGyGi)Gy 974 26
Gy(GxGyGyGi)GxGx 475 525
Gy(GxGyGyGi)GxGxGx 494 506
Gy(GxGyGyGi)GyGyGy 41 959
GxGx(GxGyGyGi) 496 504
GxGx(GxGyGyGi)Gx 967 33
GxGx(GxGyGyGi)Gy 509 491
GxGx(GxGyGyGi)GxGx 529 471
GxGx(GxGyGyGi)GxGxGx 50 950
GxGx(GxGyGyGi)GyGyGy 512 488
GxGxGx(GxGyGyGi) 37 963
GxGxGx(GxGyGyGi)Gx 503 497
GxGxGx(GxGyGyGi)Gy 484 516
GxGxGx(GxGyGyGi)GxGx 957 43
GxGxGx(GxGyGyGi)GxGxGx 487 513
GxGxGx(GxGyGyGi)GyGyGy 478 522
GyGyGy(GxGyGyGi) 499 501
GyGyGy(GxGyGyGi)Gx 463 537
GyGyGy(GxGyGyGi)Gy 35 965
GyGyGy(GxGyGyGi)GxGx 519 481
GyGyGy(GxGyGyGi)GxGxGx 526 474
GyGyGy(GxGyGyGi)GyGyGy 949 51