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Provide inode / dev / devtype for older Rakudos


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inode-dev-devtype


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For both methods, the user has to provide a list of divisors. In the case of ",{"type":"fcode","name":"C","content":["polymod"]},", the dividends are obtained by performing integer division on the previous dividend, starting from ",{"type":"fcode","name":"C","content":["self"]},", and the return value is a sequence of the corresponding remainders. ",{"type":"fcode","name":"C","content":["polydiv"]}," is the opposite: the dividends are obtained as the remainders and the return value elements are obtained as the quotient."]},{"type":"para","id":"-rSFPp5hr_UqEyIkBLoq-","margin":"","location":{"start":{"line":24,"column":1,"offset":1139},"end":{"line":24,"column":216,"offset":1354}},"text":"text","content":["This approach allows for distributing an amount into units that don't include each other perfectly - but it also means that the sizes of the units must be provided relative to the base unit instead of the next unit."]},{"type":"block","id":"uF7tMHsWJV-oUHNqfBV6I","margin":"","level":1,"name":"head","location":{"start":{"line":26,"column":1,"offset":1356},"end":{"line":26,"column":9,"offset":1364}},"content":["AUTHOR"]},{"type":"para","id":"0unsq31Idgft2LtDVBzbZ","margin":"","location":{"start":{"line":28,"column":1,"offset":1366},"end":{"line":28,"column":33,"offset":1398}},"text":"text","content":["Polgár Márton ",{"meta":"mailto:polgar@astron.hu","type":"fcode","name":"L","content":["polgar@astron.hu"]}]},{"type":"block","id":"eVrbNBSNjl_fiFuSIqF36","margin":"","level":1,"name":"head","location":{"start":{"line":30,"column":1,"offset":1400},"end":{"line":30,"column":24,"offset":1423}},"content":["COPYRIGHT AND LICENSE"]},{"type":"para","id":"f_nTSx7RwQIJ1YAP3oZlP","margin":"","location":{"start":{"line":32,"column":1,"offset":1425},"end":{"line":32,"column":29,"offset":1453}},"text":"text","content":["Copyright 2022 Polgár Márton"]},{"type":"para","id":"VbiQyLT6ajUDwO5ZS1qgF","margin":"","location":{"start":{"line":34,"column":1,"offset":1455},"end":{"line":34,"column":104,"offset":1558}},"text":"text","content":["This library is free software; you can redistribute it and/or modify it under the Artistic License 2.0."]}]},"publishUrl":"/mods/zef/Int::polydiv/Int-polydiv-0.0.1/README.md","pluginsData":{"moduleInfo":{"meta":{"api":"","auth":"zef:2colours","authors":["Polgár Márton"],"build-depends":[],"depends":[],"description":"the counterpart of the polymod method","dist":"Int::polydiv:ver<0.0.1>:auth<zef:2colours>","license":"Artistic-2.0","name":"Int::polydiv","path":"I/NT/INT_POLYDIV/9158fbafcd75b2cf4c1a841fef17db324f6e1203.tar.gz","perl":"6.d","provides":{"Int::polydiv":"lib/Int/polydiv.rakumod"},"resources":[],"source-url":"https://github.com/2colours/Int-polydiv.git","tags":[],"test-depends":[],"version":"0.0.1"},"files":[{"file":"work_mods/zef/Int::polydiv/Int-polydiv-0.0.1/README.md","publishUrl":"/mods/zef/Int::polydiv/Int-polydiv-0.0.1/README.md"},{"file":"work_mods/zef/Int::polydiv/Int-polydiv-0.0.1/lib/Int/polydiv.rakumod","publishUrl":"/mods/zef/Int::polydiv/Int-polydiv-0.0.1/lib/Int/polydiv.rakumod"}],"src":"zef","url":"/mods/zef/Int::polydiv"}}}
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the counterpart of the polymod method


Int::polydiv


Use the J programming language inside Raku


Inline::J


The Raku Knowledge Base


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inode-dev-devtype

NAME

SYNOPSIS

DESCRIPTION

AUTHOR

COPYRIGHT AND LICENSE

inode-dev-devtype v0.0.1

Authors

License

Dependencies

Test Dependencies

Provides

Documentation