3 ms·
"When it rains,it pours" In my experience this is so true! The opposite applies as well,for some reason everything behaves quietly all at once and I turn up ev
by badrabbit 7y ago
"When it rains,it pours"
In my experience this is so true! The opposite applies as well,for some reason everything behaves quietly all at once and I turn up every leav and look under every carpet for a "problem" with the monitoring or something worse.
Probability is funny, for example I don't think anyone has explained exactly why numbers that start with '1' are so common. I think it's just geometric symmetry if complex event chains.
- senderista 7y agohttps://en.wikipedia.org/wiki/Benford's_law https://en.wikipedia.org/wiki/Benford's_law
- badrabbit 7y agoThank you,i think this has to do with higher order numbers' symmetry with each other