Is it christmas?
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TaylorLiang (592)

This website tells you if its Christmas. Its accurate: 96.7741935% of the time!
EDIT: @joshwood pointed out its 99.726027398% accurate
EDIT 2: @joshwood pointed out again its: 99.726214921% accurate!
EDIt 3: Thanks to (once again) @joshwood, theres a file for how accurate it is!
EDIT 4: @EthanCulp changed it again. Check file.

edit 5: no change

edit 6: will give cycles for more decimals
edit 8: @DJWang gave more decimals

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joshwood (115)

I believe it's actually accurate 99.726027398% of the time.
1 - (1/365) = 0.99726027398

TaylorLiang (592)

@joshwood oh yeah, I was thinking in the month of december.

joshwood (115)

Actually, if you take leap years into account it's even more accurate.
1 - ( 4 / (365 * 4 + 1) ) = 0.99726214921

99.726214921% accurate, to be exact!

joshwood (115)

@TaylorLiang It's not always December, is it? :P
Nice repl, though - made me laugh.

joshwood (115)

lol will you edit it again if I give you more decimals?

99.726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933607118412046543463381245722108145106091718001368925393566050650239561943874058863791923340177960301163586584531143052703627652292950034223134839151266255989048596851471594798083504449007529089664613278576317590691307323750855578370978781656399726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757015742642026009582477754962354551676933% accurate (approximation calculated via WolframAlpha)

EthanCulp (14)

@joshwood Actually, technically, this is the most accurate it can get:
99.726214921286789869952087611225188227241615331964407939767282683093771389459274469541409993155373032169746748802190280629705681040383299110198494182067077344284736481861738535249828884325804243668720054757 [rest truncated due to length] %
Calculated via WolframAlpha, but better, with 51285 digits of accuracy!

joshwood (115)

@EthanCulp I suppose we could just do this 1457/1461 too lol. But he should def add your digits. It's important for.. uh science or something

EthanCulp (14)

Yes, the science of Santology! @joshwood

joshwood (115)

@EthanCulp Ah yes, I actually have a Bachelors of Science in Santology.

BD103 (18)

What the...............never mind. It seems the work is done here. :D @joshwood