"stacker is in hiding" 😂 - possible to add the anon hat? way cooler!
and how the percentage being calculated?
@kr came up with a static distribution. I'm not sure how he came up with it though.
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92 sats \ 8 replies \ @kr 1 Mar
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is it a secret formula? 😂
cc coders to dig it up @0xbitcoiner
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It seems like it's not a secret after all. What a pity, I thought I was going to have a good puzzle on my hands.
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247 sats \ 4 replies \ @k00b OP 1 Mar
secret formula proportions
0.3312903760145768
0.09938711280437303
0.06625807520291535
0.04969355640218651
0.033129037601457675
0.02981613384131191
0.026503230081166142
0.023190326321020374
0.019877422560874606
0.016564518800728838
0.014908066920655955
0.013251615040583071
0.012920324664568494
0.012589034288553918
0.01225774391253934
0.011926453536524764
0.011595163160510187
0.01126387278449561
0.010932582408481033
0.010601292032466457
0.01027000165645188
0.009938711280437303
0.009607420904422726
0.00927613052840815
0.008944840152393572
0.008613549776378996
0.008282259400364419
0.007950969024349842
0.007619678648335266
0.007288388272320689
0.006957097896306112
0.006625807520291536
0.006294517144276959
0.005963226768262382
0.005631936392247805
0.005300646016233228
0.0049693556402186515
0.004638065264204075
0.004306774888189498
0.003975484512174921
0.0036441941361603446
0.003312903760145768
0.0031472585721384794
0.002981613384131191
0.0028159681961239026
0.002650323008116614
0.0024846778201093257
0.0023190326321020373
0.002153387444094749
0.0019877422560874605
0.0018220970680801723
0.001656451880072884
0.0014908066920655955
0.001325161504058307
0.0011595163160510187
0.0009938711280437303
0.000828225940036442
0.0006625807520291535
0.0004969355640218651
0.00033129037601457677
0.00033129037601457677
0.00033129037601457677
0.00033129037601457677
0.00033129037601457677
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What are the odds? The total comes out to exactly 100%! :)
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ChatGPT got it!
"It seems like the values are decreasing and getting closer to zero. Additionally, the values are following a certain pattern where each subsequent value is approximately one-third of the previous value.
This suggests an exponential decay pattern. Specifically, it seems the values are being generated by the function:
f(n)=1/(3ˆn)
where n represents the position in the sequence (starting from 0)."
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now I'm curious how these random number comes from and why the bottom are the same - did you get lazy and just put the same number 😂 @kr
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100 sats \ 0 replies \ @kr 1 Mar
those are the digits of my social security number 🙊
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😂
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