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								! Copyright (C) 2008 James Cash, Daniel Ehrenberg, Chris Double.
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								! See http://factorcode.org/license.txt for BSD license.
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								USING: accessors combinators.short-circuit kernel locals math
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								sequences ;
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								IN: lists
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								! List Protocol
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								MIXIN: list
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								GENERIC: car ( cons -- car )
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								GENERIC: cdr ( cons -- cdr )
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								GENERIC: nil? ( object -- ?   )
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								TUPLE: cons-state { car read-only } { cdr read-only } ;
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								C: cons cons-state
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								M: cons-state car ( cons -- car ) car>> ;
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								M: cons-state cdr ( cons -- cdr ) cdr>> ;
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								SINGLETON: +nil+
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								M: +nil+ nil? drop t ;
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								M: object nil? drop f ;
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								: atom? ( obj -- ? ) list? not ; inline
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								: nil ( -- symbol ) +nil+ ; inline
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								: uncons ( cons -- car cdr ) [ car ] [ cdr ] bi ; inline
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								: swons ( cdr car -- cons ) swap cons ; inline
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								: unswons ( cons -- cdr car ) uncons swap ; inline
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								: 1list ( obj -- cons ) nil cons ; inline
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								: 1list? ( list -- ? ) { [ nil? not ] [ cdr nil? ] } 1&& ; inline
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								: 2list ( a b -- cons ) 1list cons ; inline
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								: 3list ( a b c -- cons ) 2list cons ; inline
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								: cadr ( list -- elt ) cdr car ; inline
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								: 2car ( list -- car cadr ) uncons car ; inline
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								: 3car ( list -- car cadr caddr ) uncons uncons car ; inline
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								: lnth ( n list -- elt ) swap [ cdr ] times car ; inline
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								<PRIVATE
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								: (leach) ( list quot -- cdr quot )
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								    [ [ car ] dip call ] [ [ cdr ] dip ] 2bi ; inline
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								PRIVATE>
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								: leach ( ... list quot: ( ... elt -- ... ) -- ... )
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								    over nil? [ 2drop ] [ (leach) leach ] if ; inline recursive
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											2010-03-10 00:02:43 -05:00
										 
									 
								 
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								: foldl ( ... list identity quot: ( ... prev elt -- ... next ) -- ... result )
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								    swapd leach ; inline
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								:: foldr ( ... list identity quot: ( ... prev elt -- ... next ) -- ... result )
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								    list nil? [
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								        identity
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								    ] [
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								        list cdr identity quot foldr
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								        list car quot call
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								    ] if ; inline recursive
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								: llength ( list -- n )
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								    0 [ drop 1 + ] foldl ;
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											2011-11-07 13:37:13 -05:00
										 
									 
								 
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								: lreverse ( list -- newlist )
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								    nil [ swons ] foldl ;
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								: lmap ( ... list quot: ( ... elt -- ... newelt ) -- ... result )
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								    [ nil ] dip [ swapd dip cons ] curry foldl lreverse ; inline
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								: lappend ( list1 list2 -- newlist )
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								    [ lreverse ] dip [ swons ] foldl ;
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								: lcut ( list index -- before after )
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								    [ nil ] dip [ [ unswons ] dip cons ] times lreverse swap ;
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								: sequence>list ( sequence -- list )
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								    <reversed> nil [ swons ] reduce ;
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								: lmap>array ( ... list quot: ( ... elt -- ... newelt ) -- ... array )
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								    collector [ leach ] dip { } like ; inline
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								: list>array ( list -- array )
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								    [ ] lmap>array ;
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								: deeplist>array ( list -- array )
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								    [ dup list? [ deeplist>array ] when ] lmap>array ;
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								INSTANCE: cons-state list
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								INSTANCE: +nil+ list
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								GENERIC: >list ( object -- list )
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								M: list >list ;
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