Wednesday, May 6, 2026

- Ted Turner: 211 revisions https://en.wikipedia.org/wiki/Ted_Turner
- Dam: 107 revisions https://en.wikipedia.org/wiki/Dam
- MV Hondius hantavirus outbreak: 100 revisions https://en.wikipedia.org/wiki/MV_Hondius_hantavirus_outbreak
- 2026 Tamil Nadu Legislative Assembly election: 92 revisions https://en.wikipedia.org/wiki/2026_Tamil_Nadu_Legislative_Assembly_election
- Camila Ashland: 89 revisions https://en.wikipedia.org/wiki/Camila_Ashland

#wikipedia #stats

Ted Turner - Wikipedia

Deaths in 2026 - Wikipedia

Bayesian reanalysis can be a great way to assess a contested trial, by showing how strong a prior you need to nullify or inverse the results. I don't understand why they did not include a pessimistic prior here though (even as I see a sceptical one more realistic). #emimcc #cardiosky #cccsky #stats

RE: https://bsky.app/profile/did:plc:77cp7kgakti2uthqnkkdaqum/post/3mkpw474mis2q
The #reproducibility of p-valies is terrible (we derived the distribution of p values for GLMs with Andy Grieve through a Bayesian interpretation (π letter) here: arxiv.org/abs/2305.00636). I don't understand why people keep noise mining p's #stats Formula & graph 👇

The #reproducibility of p-valies is terrible (we derived the distribution of p values for GLMs with Andy Grieve through a Bayesian interpretation (π letter) here: https://arxiv.org/abs/2305.00636). I don't understand why people keep noise mining p's #stats

Formula & graph 👇

The #reproducibility of p-valies is terrible (we derived the distribution of p values for GLMs with Andy Grieve through a Bayesian interpretation (π letter) here: https://arxiv.org/abs/2305.00636). I don't understand why people keep noise mining p's #stats

Formula & graph 👇

The #reproducibility of p-valies is terrible (we derived the distribution of p values for GLMs with Andy Grieve through a Bayesian interpretation (π letter) here: https://arxiv.org/abs/2305.00636). I don't understand why people keep noise mining p's #stats

Formula & graph 👇

2026 Kerala Legislative Assembly election - Wikipedia

Traditionelle Montags Statistik 
 
 
Dieses Wohnzimmer föderiert mit 11032 anderen Wohnzimmern.
 
Es sind 5372392 Pinwandeinträge aus der Siedlung bekannt, davon sind 9972 Umfragen und 108163 mit Inhaltswarnung.

Es sind 280980 unterschidliche Pinwände bekannt.
 
Diese Wohnzimmer kennt 300236 Bewohner*in anderer Wohnzimmer davon sind 9454 Roboter, 26148 Bewohner*in sind wieder ausgezogen oder haben ihre Miete nicht bezahlt, es gab 2115 Umzüge.
 
Im Keller liegen 33021 Emojis und 909479 Media dateien.
 
#automated #bot #stats #statistic
(Wohnzimmer = Instanz, Pinwandeinträge = Nachrichten, Pinwände = Hashtags, Robotter = Bots, Keller = Cache)
8th European Political Community Summit - Wikipedia