You missed a chance to get 7 leading zeroes…
ln(5π/2 + e) ≈ 2.35823 (+0.00323).
You missed a chance to get 7 leading zeroes…
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x = 70, y = 7, rule = B34w/S02-n3
o5bo5b2o15bo6b2o6bo4bobo6bobo$o5b2o4bo7b3o6bo5bo2bo4b2o7bo6bo$o5b2o5b
obo4bobo6bo4bo4bo3b2o4bo2bo3b2o2bo7bo$7bo6b2o4b3o5bo5bo4bo4bo5b2o4b2o
9bobo$28bo6bo2bo28bobo$28bo7b2o29bobo$68bo! [[ THEME Mono ]]
Your answer is 2.3582339172065470093393186935053279279...
2.36 (+0.0018)PHPBB12345 wrote: ↑February 18th, 2023, 8:49 amYour answer is 2.3582339172065470093393186935053279279...
40.09/17 ≈ 2.35823529412 (+0.00000137691)
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
2+ln(ln(7)+1)/3 ≈ 2.36013927276 (+0.00000010472)
10*(sqrt(5)-2) = 10/(sqrt(5)+2) ≈ 2.36067977500 (+0.00011738242)
3194/1353 ≈ 2.360679970436 (+ 0.000000195438)PHPBB12345 wrote: ↑February 20th, 2023, 12:25 pm10*(sqrt(5)-2) = 10/(sqrt(5)+2) ≈ 2.36067977500 (+0.00011738242)
⁷√409 = 2.36103991787 (+0.0003531422633)
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
3-6^(-1/4) ≈ 2.36105689575 (+0.00001697788)
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
sqrt(5)+1/8 ≈ 2.36106797750 (+0.00000912971)
3-log_6(pi) ≈ 2.36111408618 (+0.00000297507)
Let's speed things up.
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
2+arctan(9)/4 ≈ 2.3650347764
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x=4, y=9, rule=1e234j/3-j/6
.2A3$2A$A.EA$.BEA$2.C$.B2C$2.2A!
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x = 192, y = 53, rule = B3/S23
33$42b4o$41b6o$40b2ob4o$41b2o3$41b2o$39bo6bo$38bo8bo$38bo8bo$38b9o3$42b
4o$41b6o$40b2ob4o$41b2o!
e-7/20 ≈ 2.368281828459