Here is the link if you don't want to read all this.
This 0s1s project prints out all of the Fibbonacci numbers with 100% accuracy.
The project has a neat typing effect which is actually part of the program itself
It can quickly get to around the 50th term, but it starts to slow down around there. However, turbo mode can quickly get to the 1000th term, which is
43466557686937456435688527675040625802564660517371780402481729089536555417949051890403879840079255169295922593080322634775209689623239873322471161642996440906533187938298969649928516003704476137795166849228875
This is over 10^208, so scratch normally would put the number in scientific notation. It very quickly gets to even
1317090516751949629522763087125316412066606964992507141887746936727530870405038425764503130123186407746570862185871925952766836352119119528156315582632460790383834605654880612657718465632568839245978248473058179422070735553124716385450886640552392273856770672239797164264356927661308349671941673643205733343592701716715788255170679575500279186053316365583259186927359351023387298371686222860827415371443553759953659514120882763808142593366402472251348360008915585215291504984371697523871199553935714056959634778700594751875
the 2500th term. Scratch would normally have given up long before that, and claimed it is "Infinity". You can see how accurate it is
Here is the link again.
Check it out!
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Minor bump, and I've just calculated F_4000:
39909473435004422792081248094960912600792570982820257852628876326523051818641373433549136769424132442293969306537520118273879628025443235370362250955435654171592897966790864814458223141914272590897468472180370639695334449662650312874735560926298246249404168309064214351044459077749425236777660809226095151852052781352975449482565838369809183771787439660825140502824343131911711296392457138867486593923544177893735428602238212249156564631452507658603400012003685322984838488962351492632577755354452904049241294565662519417235020049873873878602731379207893212335423484873469083054556329894167262818692599815209582517277965059068235543139459375028276851221435815957374273143824422909416395375178739268544368126894240979135322176080374780998010657710775625856041594078495411724236560242597759185543824798332467919613598667003025993715274875
This is 836 digits long.
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Bump.
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Вumр.
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Firedrake969 wrote:
Cool, especially because it's 0s1s!
>loved
>faved
Thanks! Could you friend me (which I think should be called subscribe, but oh well) to know when I make more?
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Bump.
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