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- Data generated using script https://pastebin.com/rzsdVGp2
- This data assumes that all SV distributions with sum(svs) >= min_sv_constraint are equally likely.
- Number of ways to get N perfect SVs if minimum total SV is 0:
- 0: 678223072849
- 1: 96889010407
- 2: 5931980229
- 3: 201768035
- 4: 4117715
- 5: 50421
- 6: 343
- 7: 1
- Total: 781250000000
- Probability of 1+ perfect SV: 0.131874
- Number of ways to get N perfect SVs if minimum total SV is 147:
- 0: 524149344545
- 1: 90850650345
- 2: 5903194395
- 3: 201768035
- 4: 4117715
- 5: 50421
- 6: 343
- 7: 1
- Total: 621109125800
- Probability of 1+ perfect SV: 0.156107
- Number of ways to get N perfect SVs if minimum total SV is 168:
- 0: 391848702376
- 1: 79590036883
- 2: 5730069261
- 3: 201684735
- 4: 4117715
- 5: 50421
- 6: 343
- 7: 1
- Total: 477374661735
- Probability of 1+ perfect SV: 0.179159
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