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GeezerVison is showing github.com — GitHub - lucasaugustus/oeis: Code for my contributions to the OEIS.

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233 Commits
233 Commits

Folders and files

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A058068+9.py
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A064018.py
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A065574.py
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A065575.py
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A065576.py
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A067852.py
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A070523.py
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A070525.py
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A073630.py
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A075898.py
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A076542.py
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A077642.py
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A092663+4+5.py
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A100911.py
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A101763.py
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A104311.py
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A121267.py
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A138742+3+4.py
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A343717+8+9.py
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A344467.py
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A346575.py
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A348891+A350955+6.py
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A349995.py
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A350930+1.py
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A350932+3.py
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A350937+8.sage
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A350939+40.sage
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A350953+4+A356865.py
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A351019+20.sage
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A351021+2.sage
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A352289.py
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A355552_errors.py
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A356607.py
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A356801.py
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A358323+4+5.py
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A358326+7.sage
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A358335.py
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A358567+8.py
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A358569+70.sage
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A358901.py
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A359859+60+61.py
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A360838.py
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A368351+2.py
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Repository files navigation

oeis

Code for my contributions to the OEIS. Many of these files import from the package labmath. This can be downloaded from https://pypi.org/project/labmath and installed via pip.

Most files are named according to the A-numbers that they compute. For example, A350953+4+A356865.py computes A350953, A350954, and A356865. There are some exceptions:

  • semiprimemods.py computes A106125-A106136, A357741, A357781, A356755, A357807, A357808, A357023, A356135, A356357, A356764, and four other sequences that were rejected from the Encyclopedia.
  • stormer.py computes several sequences related to Størmer's theorem, namely A002071, A002072, A117581 − 1, A117582, A117583, A145604, A145606, A175607 − 1, A181471, and several sequences not currently listed in the Encyclopedia.
  • irred_trinom_f2.py and irred_trinom_f2.sage compute A002475, A057460, A057461, A057463, A057474, and A057476-A057483.
  • figuratedivisors.py computes A358539-A358545.
  • A076542.py also computes A077030, A077031, A077032, and A077033.
  • A161874.c also computes A362026.
  • A349995.py also computes A350098 and A350099.
  • A350097.py also computes A350095 and A350096.
  • A354913.py also computes A376552.

About

Code for my contributions to the OEIS.

Topics

chappy-numberhappy-numbersintegerinteger-sequenceinteger-sequencesintegersmathmathematicsnumber-theoryoeisprime-numberprime-numberspythonpython3sagesemiprime

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