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author:Jose-Iborra
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author:Joseph-Abrahamson
author:Josh-Cough
author:Josh-Holland
author:Joshua-Booth
author:Joshua-Chia
author:Jost-Berthold
author:José-Lorenzo-RodrÃguez
author:José-Pedro-Magalhães
author:João-Cristóvão
author:jpmoresmau
author:Judah-Jacobson
author:Jude-Taylor
author:Juergen-Keck
author:Juergen-Nicklisch-Franken
author:Julian-Fleischer
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author:Jun
author:Jun-Mukai
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author:Justus-Sagemüller
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author:Kamil-Dworakowski
author:Karl-Ostmo
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author:Karun-Ramakrishnan
author:Kazu-Yamamoto
author:Keegan-Carruthers-Smith
author:Keegan-McAllister
author:Kei-Hibino
author:Kenny-Shen
author:Kevin-Conley
author:Kevin-Jardine
author:Kevin-Quick
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author:Matthew-Bekkema
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author:Matthew-Naylor
author:Matthew-Pickering
author:Matthew-Pocock-[drdozer]
author:Matthew-Sackman
author:Matthew-Wraith
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author:MatthÃas-Páll-Gissurarson
author:Matti-Niemenmaa
author:Matvey-Aksenov
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author:Ãmer-Sinan-AÄacan
author:ÐÑигоÑий-ХоломÑÑв
Integral -is:exact -package:optics-core -package:hledger-web -package:stack package:lens
pattern
Integral
:: Integral a => a -> Integer
lens
Numeric.Lens
integral
:: (Integral a, Integral b) => Prism Integer Integer a b
lens
Numeric.Lens
This
ReifiedPrism
can be used to model the fact that every
Integral
type is a subset of
Integer
. Embedding through the
ReifiedPrism
only succeeds if the
Integer
would pass through unmodified when re-extracted.
Packages
is:exact