Zeitpunkt Nutzer Delta Tröts TNR Titel Version maxTL Mo 12.08.2024 00:00:00 61.983 +1 3.625.238 58,5 Fosstodon 4.2.10 500 So 11.08.2024 00:00:00 61.982 +3 3.622.897 58,5 Fosstodon 4.2.10 500 Sa 10.08.2024 00:00:02 61.979 +2 3.620.040 58,4 Fosstodon 4.2.10 500 Fr 09.08.2024 00:00:16 61.977 -1 3.617.019 58,4 Fosstodon 4.2.10 500 Do 08.08.2024 00:00:21 61.978 +1 3.614.789 58,3 Fosstodon 4.2.10 500 Mi 07.08.2024 00:00:08 61.977 +2 3.611.687 58,3 Fosstodon 4.2.10 500 Di 06.08.2024 00:00:37 61.975 +4 3.608.594 58,2 Fosstodon 4.2.10 500 Mo 05.08.2024 00:00:05 61.971 +5 3.606.116 58,2 Fosstodon 4.2.10 500 So 04.08.2024 00:00:02 61.966 +2 3.604.482 58,2 Fosstodon 4.2.10 500 Sa 03.08.2024 00:00:05 61.964 0 3.602.552 58,1 Fosstodon 4.2.10 500
Aaron Toponce ⚛️:debian: (@atoponce) · 05/2021 · Tröts: 6.313 · Folger: 2.808
Mo 12.08.2024 04:36
Given the Birthday Paradox, we know that the odds of two people sharing the same birthday from a group of n-people is approximately 50% when randomly sampling sqrt(n).
So, knowing there are 52! unique shuffles in a standard deck of playing cards, the odds of two random decks having the same shuffle is approximately sqrt(52!) = 16938241367317436694528000000 × sqrt(281132955186) ≅ 8.891 × 10³³ decks.
That's a lot of decks, but is it practical?
[Öffentlich] Antw.: 0 Wtrl.: 0 Fav.: 0