GM βπ»π
The birthday paradox establishes that out of a set of 23 people, there is a 50.7% probability that at least two of them have the same birthday. For 57 or more people the probability is greater than 99.666%.
...Therefore, it can be deduced that today at least one person has a birthday π₯³ππ»
For that person, that today is a birthday, Happy Day and that you have many more years to come π₯³ππ»ππππ«
#Bitcoin #Nostr #Plebs #Plebchain
ΒΊfα΅βΚ³
npub13dβ¦xaq0u
2023-07-05 12:04:30
Author Public Key
npub13dvmwmsxwf3y2gm6t3gcwwjunrgsx0a6a9njugg64uy4x7uk39esnxaq0uPublished at
2023-07-05 12:04:30Event JSON
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"kind": 1,
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"content": "GM βπ»π\n\nThe birthday paradox establishes that out of a set of 23 people, there is a 50.7% probability that at least two of them have the same birthday. For 57 or more people the probability is greater than 99.666%. \n\n...Therefore, it can be deduced that today at least one person has a birthday π₯³ππ» \nFor that person, that today is a birthday, Happy Day and that you have many more years to come π₯³ππ»ππππ«\n\n#Bitcoin #Nostr #Plebs #Plebchain ",
"sig": "3747da8af98eabe870d73f56efef72a92d9b3ac584186d91c3c5122b5b37ac521b56388dd755768a905efa017db26f0cf3fdfb353440c04e0277ba514b4060d4"
}