Talk:Rare numbers: Difference between revisions

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(→‎Tweaks, Go: Responded to Enter your username.)
(→‎Tweaks, F# (v2): updated 18 digits block time)
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62 653,488,856,225,994,125 18768151 ms
62 653,488,856,225,994,125 18768151 ms
63 497,168,548,234,910,690 24649427 ms
63 497,168,548,234,910,690 24649427 ms
42231937 ms 18 (38125412 ms)
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</pre>
Tested up to 15 digits in under 4 minutes. 16 digits in under 35 minutes, 17 digits under an hour and 10 minutes. It got to the last of the 18 digit rare numbers in under 7 hours, but hasn't completed the block yet. I'll try and come back and update this once it completes. Still not quite fast enough to go after 19, 20 or 21 digits.
Tested up to 15 digits in under 4 minutes. 16 digits in under 35 minutes, 17 digits under an hour and 10 minutes. It got to the last of the 18 digit rare numbers in under 7 hours, but it takes 11 3/4 hours to complete the block. Still not quite fast enough to go after 19, 20 or 21 digits.
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Tio.run [https://tio.run/##dVRtb@M2DP6eX8EFaCEnts5276VJagPDvRQHeN3hcsA@BMGgxowjTJZTS7m01/S3d5TsZu12C5JAJEXy4UOKaxOtmhYfH5stapjfGYv14NmZf/79hfhBiko3xsqVGQxevYJPUpcglIKvokXQu/oaWwN7aTcgoJSVtIbDlaxQwSVda/bibgpz3FIsugnJud3wENI4mXBg3/Yo/sLS2zmkE7sJBgottBT7alcbENkAwGlEGoLYul8KGYg8z5MQts1eQxIXwESUBC9kdyHofeWPL3OoMnfUGVurRtg8Nzct/Utt374OKpAa9EhnVe@hs8W6aUE7/SLmXKRRsoSygTuJqgTGnmfWlDuI/lHpIFge8kIay1v83kdscQXrK5BQAWYGb@5rYVcbwI65OMq7yBUcMMqPueUx5y/OexFNCs7PiyUwPZ1WATCk3A@HfI43fC2VxZatdxqqKHc5q8zpa6KMjQIKWHUXza52saucsJ6e9uwEz3FeuuwOKSiPlWwAHWDlAXvFZjq1HVbl4tXiFhwhcRFtAs5rUk1InDjRlSHXgHlSHA4qi@nfoF3ExSwpZq@L2Zti9rZY8veNtkJqwxhTFxcXSTDeBCdEaQB2QxP5RMQllT9WIxwzRRdGjgdJctXLSHL1yrsxHHXuHvDhzygnFDoX2y7gETsjtTg9PU2yuLMQtCWgMuhOnE@Kpa@hY1WN3BS69qw79hirOrh6LJ9jJTJCPa6CB6D8rn//KhgWSxpsOOTg@rJqlMKVZU@TA3nuaiVO6UuQkyIY@Ndh9vQE5rbZ7l1L@NyK1l7hnnVvp95Zca0QVs1O00DQ1djrty0N@1yXzO6n3/DW/tFKMgdsbWxodBlknqMnr4voeBxD4k12z70PG97HYfoA92mYvpnq@IFs92fhuweozTDsvcI@bGj2/KMSW4Plb1IpaXDV6NL0lVg07rH1s2f/ryyA44tgx9WgfUd8VWs9PBEwfKoQNHn0BhienCXm5F1J4AjnSVq6UlinCIYwHMLPEVI6@zP9YLC4@Khte/eloQT5suOcphZEW32HjkWn222pHDdXpOYF6oreeQ79fHnlIl663lOYbtSSc@9MPv/dvfwDXu@qClv@2fxqrVhtaG36UJ7DdAb0eEyjkL9XKFoWzFxdX8lGLDrpWWNjoD3ud7MBR3sD/hYICz@wbTyII32aYL/4@L1/5fe@G4rGCgVW1kgCrX8imblhIyNJwdAHW6Sc77bLp0F3c@dhe6NH06LdtUSL67FFKhPwVloCXeLg8fExOfsb (link)] version results:
Tio.run [https://tio.run/##dVRtb@M2DP6eX8EFaCEnts5276VJagPDvRQHeN3hcsA@BMGgxowjTJZTS7m01/S3d5TsZu12C5JAJEXy4UOKaxOtmhYfH5stapjfGYv14NmZf/79hfhBiko3xsqVGQxevYJPUpcglIKvokXQu/oaWwN7aTcgoJSVtIbDlaxQwSVda/bibgpz3FIsugnJud3wENI4mXBg3/Yo/sLS2zmkE7sJBgottBT7alcbENkAwGlEGoLYul8KGYg8z5MQts1eQxIXwESUBC9kdyHofeWPL3OoMnfUGVurRtg8Nzct/Utt374OKpAa9EhnVe@hs8W6aUE7/SLmXKRRsoSygTuJqgTGnmfWlDuI/lHpIFge8kIay1v83kdscQXrK5BQAWYGb@5rYVcbwI65OMq7yBUcMMqPueUx5y/OexFNCs7PiyUwPZ1WATCk3A@HfI43fC2VxZatdxqqKHc5q8zpa6KMjQIKWHUXza52saucsJ6e9uwEz3FeuuwOKSiPlWwAHWDlAXvFZjq1HVbl4tXiFhwhcRFtAs5rUk1InDjRlSHXgHlSHA4qi@nfoF3ExSwpZq@L2Zti9rZY8veNtkJqwxhTFxcXSTDeBCdEaQB2QxP5RMQllT9WIxwzRRdGjgdJctXLSHL1yrsxHHXuHvDhzygnFDoX2y7gETsjtTg9PU2yuLMQtCWgMuhOnE@Kpa@hY1WN3BS69qw79hirOrh6LJ9jJTJCPa6CB6D8rn//KhgWSxpsOOTg@rJqlMKVZU@TA3nuaiVO6UuQkyIY@Ndh9vQE5rbZ7l1L@NyK1l7hnnVvp95Zca0QVs1O00DQ1djrty0N@1yXzO6n3/DW/tFKMgdsbWxodBlknqMnr4voeBxD4k12z70PG97HYfoA92mYvpnq@IFs92fhuweozTDsvcI@bGj2/KMSW4Plb1IpaXDV6NL0lVg07rH1s2f/ryyA44tgx9WgfUd8VWs9PBEwfKoQNHn0BhienCXm5F1J4AjnSVq6UlinCIYwHMLPEVI6@zP9YLC4@Khte/eloQT5suOcphZEW32HjkWn222pHDdXpOYF6oreeQ79fHnlIl663lOYbtSSc@9MPv/dvfwDXu@qClv@2fxqrVhtaG36UJ7DdAb0eEyjkL9XKFoWzFxdX8lGLDrpWWNjoD3ud7MBR3sD/hYICz@wbTyII32aYL/4@L1/5fe@G4rGCgVW1kgCrX8imblhIyNJwdAHW6Sc77bLp0F3c@dhe6NH06LdtUSL67FFKhPwVloCXeLg8fExOfsb (link)] version results: