<oembed><type>rich</type><version>1.0</version><author_name>Marc (npub1ma…tf3g0)</author_name><author_url>https://nostr.ae/npub1marc26z8nh3xkj5rcx7ufkatvx6ueqhp5vfw9v5teq26z254renshtf3g0</author_url><provider_name>njump</provider_name><provider_url>https://nostr.ae</provider_url><html>Has anyone read any books on dice entropy? I want to learn more about generating sufficient entropy for digital signatures using 100+ dice tolls.&#xA;&#xA;II once read Stupak On Craps in my gambling days. according to Stupak, The house edge on craps is 1.414%&#xA;&#xA;You need perfect dice to maintain that razor thin profit margin.&#xA;&#xA;If your dice are biased, they will cut into that razor thin margin. Therefore, casinos need perfect dice and change them often.&#xA;&#xA;This RNG bug basically generated a key with the equivalent of 15 dice rolls/ ~40 bits.&#xA;&#xA;If we need 128 bits for sufficient entropy, what if you took a chance rolling dice that are not perfect. Perhaps one even has a chip. If you rolled 100 times, would you expect greater than 40 bits of entropy?&#xA;&#xA;Would you expect more than 128 bits?  #asknostr</html></oembed>