Close Enough

Close Enough


Außer wenn die Primfaktoren von a, b bereits zusammenarbeiten, diktiert die eiserne Hand von Fundamental Theorem of Arithmetic, dass die ganzzahligen Potenzen a**pa und b**pb für zwei beliebige positive ganzzahlige Exponenten pa und pb niemals gleich sein können. Im heiteren Geist von “close enough for government work” definieren wir jedoch, dass zwei solche Potenzen "treffen", wenn ihre Differenz abs(a**pa-b**pb) multipliziert mit tolerance höchstens gleich der kleineren dieser Potenzen ist. (Diese Definition vermeidet absichtlich die Division, damit sie sowohl schnell als auch genau für beliebig große ganze Zahlen ist.) Zum Beispiel erwartet tolerance=100, dass a**pa und b**pb innerhalb von 1 % liegen.

Für gegebene positive ganze Zahlen gibt a, b die kleinsten positiven ganzzahligen Exponenten zurück (pa, pb) zurück, die die Anforderung von tolerance erfüllen.

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In order to install CheckiO client you'll need installed Python (version at least 3.8)

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pip3 install checkio_client

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checkio serv -d

Alternatevly, you can install Chrome extension or FF addon

checkio install-plugin
checkio install-plugin --ff
checkio install-plugin --chromium

Read more here about other functionality that the checkio client provides. Feel free to submit an issue in case of any difficulties.

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