Difference between revisions of "Random statistics"
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(Created page with "* There is one board that can be generated by 14 different seeds (28 raw seeds). * There's 26589 distinct level 20s, and 15977 distinct levels 0s. * seriousproducer has said a...") |
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* There is one board that can be generated by 14 different seeds (28 raw seeds). | * There is one board that can be generated by 14 different seeds (28 raw seeds). | ||
* There's 26589 distinct level 20s, and 15977 distinct levels 0s. | * There's 26589 distinct level 20s, and 15977 distinct levels 0s. | ||
* seriousproducer has said a couple times on her stream "if you see a pill twice in a row, you'll probably see it three times". The data backs this up: if the RNG were good, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 1/9. It's actually 130062/524154 ~= 1/4. If you consider pills equal when they're mirrors of each other, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 5/27 ~= 0.19, but it's actually 218188/807624 ~= 0.27. | * seriousproducer has said a couple times on her stream "if you see a pill twice in a row, you'll probably see it three times". The data backs this up: if the RNG were good, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 1/9. It's actually 130062/524154 ~= 1/4. If you consider pills equal when they're mirrors of each other, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 5/27 ~= 0.19, but it's actually 218188/807624 ~= 0.27. | ||
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+ | [[Category:Dr. Mario (NES)]] |
Revision as of 01:43, 18 August 2020
NES
- There is one board that can be generated by 14 different seeds (28 raw seeds).
- There's 26589 distinct level 20s, and 15977 distinct levels 0s.
- seriousproducer has said a couple times on her stream "if you see a pill twice in a row, you'll probably see it three times". The data backs this up: if the RNG were good, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 1/9. It's actually 130062/524154 ~= 1/4. If you consider pills equal when they're mirrors of each other, you'd expect P(pill2 = pill1 | pill1 = pill0) to be about 5/27 ~= 0.19, but it's actually 218188/807624 ~= 0.27.