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:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: Preface ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
?> ?=(@ .) :: atom subject
%. . :: fun with subject
|= cud=@ :: call it cud
=- ?: =(0 cud) :: if cud is 0
all :: then return engine
(make:all cud) :: else simple compile
^= all :: assemble engine
=~ :: volume stack
%163 :: version constant
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: volume 0, version stub ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
~% %k.163 ~ ~ ::
|% ::
++ hoon %163 :: version stub
-- ::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: volume 1, Hoon models ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
~% %mood
+
~
|% ::
++ abel typo :: original sin: type
++ ache |*([a=$+(* *) b=$+(* *)] $%([| p=b] [& p=a])) :: each, b default
++ axis ,@ :: tree address
++ also ,[p=term q=wing r=type] :: alias
++ bank (list ,@cF) :: UTF-32 string
++ base ?([%atom p=odor] %noun %cell %bean %null) :: axils, @ * ^ ? ~
++ bean ,? :: 0=&=yes, 1=|=no
++ beer $|(@ [~ p=twig]) :: simple embed
++ beet $| @ :: advanced embed
$% [%a p=twig] :: take tape
[%b p=twig] :: take manx
[%c p=twig] :: take marl
[%d p=twig] :: take $+(marl marl)
[%e p=twig q=(list tuna)] :: element literal
== ::
++ bloq ,@ :: blockclass
++ calf ,[p=(map ,@ud wine) q=wine] ::
++ char ,@tD :: UTF-8 byte
++ chub :: registered battery
$: p=(pair chum tyre) :: definition
q=* :: battery
r=(unit (pair axis chub)) :: parent
== ::
++ chum $? lef=term :: jet name
[std=term kel=@] :: kelvin version
[ven=term pro=term kel=@] :: vendor and product
[ven=term pro=term ver=@ kel=@] :: all of the above
== ::
++ clue ,[p=chum q=nock r=(list (pair term nock))] :: battery definition
++ coil $: p=?(%gold %iron %lead %zinc) :: core type
q=type ::
r=[p=?(~ ^) q=(map term foot)] ::
== ::
++ coin $% [%$ p=dime] ::
[%blob p=*] ::
[%many p=(list coin)] ::
== ::
++ cord ,@t :: text atom (UTF-8)
++ dock (pair ,@p term) :: message target
++ date ,[[a=? y=@ud] m=@ud t=tarp] :: parsed date
++ dime ,[p=@ta q=@] ::
++ each |*([a=$+(* *) b=$+(* *)] $%([& p=a] [| p=b])) :: either a or b
++ edge ,[p=hair q=(unit ,[p=* q=nail])] :: parsing output
++ foot $% [%ash p=twig] :: dry arm, geometric
[%elm p=twig] :: wet arm, generic
[%oak ~] :: XX not used
[%yew p=(map term foot)] :: XX not used
== ::
++ gate $+(* *) :: general gate
++ hair ,[p=@ud q=@ud] :: parsing trace
++ like |* a=_,* :: generic edge
|= b=_`*`[(hair) ~] ::
:- p=(hair -.b) ::
^= q ::
?@ +.b ~ ::
:- ~ ::
u=[p=(a +>-.b) q=[p=(hair -.b) q=(tape +.b)]] ::
++ limb $|(term $%([%& p=axis] [%| p=@ud q=term])) ::
++ line ,[p=[%leaf p=odor q=@] q=tile] :: %kelp case
++ list |* a=_,* :: null-term list
$|(~ [i=a t=(list a)]) ::
++ lone |*(a=$+(* *) ,p=a) :: just one thing
++ mane $|(@tas [@tas @tas]) :: XML name/space
++ manx ,[g=marx c=marl] :: XML node
++ marl (list manx) :: XML node list
++ mars ,[t=[n=%$ a=[i=[n=%$ v=tape] t=~]] c=~] :: XML cdata
++ mart (list ,[n=mane v=tape]) :: XML attributes
++ marx ,[n=mane a=mart] :: XML tag
++ metl ?(%gold %iron %zinc %lead) :: core variance
++ noun ,* :: any noun
++ null ,~ :: null, nil, etc
++ odor ,@ta :: atom format
++ tarp ,[d=@ud h=@ud m=@ud s=@ud f=(list ,@ux)] :: parsed time
++ time ,@da :: galactic time
++ tree |* a=_,* :: binary tree
$|(~ [n=a l=(tree a) r=(tree a)]) ::
++ nail ,[p=hair q=tape] :: parsing input
++ numb ,@ :: just a number
++ pair |*([a=$+(* *) b=$+(* *)] ,[p=a q=b]) :: just a pair
++ quid |*([a=$+(* *) b=*] ,[a _b]) :: for =^
++ quip |*([a=$+(* *) b=*] ,[(list a) _b]) :: for =^
++ wand |* a=(pole $+(* *)) :: hetero list
|= b=* ::
?~ a ~ ::
?@ b ~ ::
[i=(-.a -.b) t=$(a +.a, b +.b)] ::
++ pass ,@ :: public key
++ path (list span) :: filesys location
++ pint ,[p=[p=@ q=@] q=[p=@ q=@]] :: line/column range
++ pole |* a=_,* :: nameless list
$|(~ [a (pole a)]) ::
++ port $: p=axis ::
$= q ::
$% [%& p=type] ::
[%| p=axis q=(list ,[p=type q=foot])] ::
== ::
== ::
++ post $: p=axis ::
$= q ::
$% [0 p=type] ::
[1 p=axis q=(list ,[p=type q=foot])] ::
[2 p=twin q=type] ::
== ::
== ::
++ prop $: p=axis ::
$= q ::
[p=?(~ axis) q=(list ,[p=type q=foot])] ::
== ::
++ qual |* [a=$+(* *) b=$+(* *) c=$+(* *) d=$+(* *)] :: just a quadruple
,[p=a q=b r=c s=d] ::
:: XX move to zuse
++ ring ,@ :: private key
++ rule |=(tub=nail `edge`[p.tub ~ ~ tub]) :: parsing rule
++ span ,@ta :: text-atom (ASCII)
++ spot ,[p=path q=pint] :: range in file
++ tang (list tank) :: bottom-first error
++ tank $% [%leaf p=tape] :: printing formats
$: %palm :: backstep list
p=[p=tape q=tape r=tape s=tape] ::
q=(list tank) ::
== ::
$: %rose :: flat list
p=[p=tape q=tape r=tape] :: mid open close
q=(list tank) ::
== ::
== ::
++ tanq :: modern tank
$? [~ p=(list tanq)] :: list of printables
[~ ~ p=tape] :: simple string
(pair ,@tas tanq) :: captioned
== ::
++ tape (list char) :: like a string
++ term ,@tas :: Hoon ASCII subset
++ tiki :: test case
$% [& p=(unit term) q=wing] :: simple wing
[| p=(unit term) q=twig] :: named wing
== ::
++ tile $& [p=tile q=tile] :: ordered pair
$% [%axil p=base] :: base type
[%bark p=term q=tile] :: name
[%bush p=tile q=tile] :: pair/tag
[%fern p=[i=tile t=(list tile)]] :: plain selection
[%herb p=twig] :: gate
[%kelp p=[i=line t=(list line)]] :: tag selection
[%leaf p=term q=@] :: constant atom
[%reed p=tile q=tile] :: atom/cell
[%weed p=twig] :: example
== ::
++ toga :: face control
$| p=term :: two togas
$% [0 ~] :: no toga
[1 p=term q=toga] :: deep toga
[2 p=toga q=toga] :: cell toga
== ::
++ trap |*(a=_,* ,_|?(*a)) :: makes perfect sense
++ trel |* [a=$+(* *) b=$+(* *) c=$+(* *)] :: just a triple
,[p=a q=b r=c] ::
++ tuna :: tagflow
$% [%a p=twig] :: plain text
[%b p=twig] :: single tag
[%c p=twig] :: simple list
[%d p=twig] :: dynamic list
[%e p=twig q=(list tuna)] :: element
[%f p=(list tuna)] :: subflow
== ::
++ twig $& [p=twig q=twig] ::
$% ::
[%$ p=axis] :: simple leg
:: :::::: tiling
[%bccm p=tile] :: clam a tile
[%bcpt p=wing q=tile] :: whip p into q
[%bctr p=tile] :: bunt a tile w/ ^~
[%bczp p=base] :: bunt an axil
:: :::::: cores
[%brcb p=tile q=(map term foot)] :: %gold tray, sample p
[%brcn p=(map term foot)] :: %gold core, natural
[%brdt p=twig] :: dry %gold trap
[%brfs p=tile q=(map term foot)] :: vulcan. %gold tray
[%brkt p=twig q=(map term foot)] :: %gold book
[%brhp p=twig] :: kick dry %gold trap
[%brls p=tile q=twig] :: dry %iron gate
[%brpt p=tile q=tile r=twig] :: XX not used
[%brtr p=tile q=twig] :: vulcan. wet gate
[%brts p=tile q=twig] :: dry %gold gate
[%brwt p=twig] :: dry %lead trap
:: :::::: tuples
[%clcb p=twig q=twig] :: [q p]
[%clcn p=tusk] :: [[p ~] ~]
[%clfs p=twig] :: [%$ [%$ p ~] ~]
[%clkt p=twig q=twig r=twig s=twig] :: [p q r s]
[%clhp p=twig q=twig] :: [p q]
[%clls p=twig q=twig r=twig] :: [p q r]
[%clsg p=tusk] :: [p ~]
[%cltr p=tusk] :: p as a tuple
[%clzz p=tusk] :: macro
:: :::::: invocations
[%cncb p=wing q=tram] :: %=, then cast to p
[%cncl p=twig q=twig] :: pull $.p w/ sample q
[%cndt p=twig q=twig] :: %-(q p)
[%cnhp p=twig q=tusk] :: slam p w/ sample q
[%cntr p=wing q=twig r=tram] :: pull p.q w/ changes
[%cnkt p=twig q=twig r=twig s=twig] :: slam p w/ :*(q r s)
[%cnls p=twig q=twig r=twig] :: slam p w/ :*(q r)
[%cnsg p=wing q=twig r=twig] :: pull p from q with r
[%cnts p=wing q=tram] :: eval. p w/ q changes
[%cnzy p=term] :: pulls limb p
[%cnzz p=wing] :: pulls p
:: :::::: nock
[%dtkt p=twig] :: nock 11 data skyhook
[%dtls p=twig] :: nock 4 increment
[%dtzy p=term q=@] :: atom constant
[%dtzz p=term q=*] :: cubical constant
[%dttr p=twig q=twig] :: nock p w/ formula q
[%dtts p=twig q=twig] :: nock 5 equality test
[%dtwt p=twig] :: nock 3 cell test
:: :::::: prettyprinting
[%hxgl p=tusk] :: prettyprint tape
[%hxgr p=tusk] :: prettyprint tank
:: :::::: type conversion
[%ktbr p=twig] :: %gold core to %iron
[%ktdt p=twig q=twig] :: cast q to type (p q)
[%ktls p=twig q=twig] :: cast q to p, verify
[%kthx p=twig q=twig] :: cast q to p, verify
[%kthp p=tile q=twig] :: cast q to icon of p
[%ktpm p=twig] :: %gold core to %zinc
[%ktsg p=twig] :: p as static constant
[%ktts p=toga q=twig] :: wrap q in toga p
[%ktwt p=twig] :: %gold core to %lead
:: :::::: hints
[%sgbr p=twig q=twig] :: print p if q fails
[%sgcb p=twig q=twig] :: put p in q's trace
[%sgcn p=chum q=twig r=tyre s=twig] :: mark core for jets
[%sgfs p=chum q=twig] :: jet arm in ~% core
[%sggl p=$|(term [p=term q=twig]) q=twig] :: hint p to product q
[%sggr p=$|(term [p=term q=twig]) q=twig] :: hint p to q
[%sgbc p=term q=twig] :: label q, profiling
[%sgls p=@ q=twig] :: cache/memoize
[%sgpm p=@ud q=twig r=twig] :: print q w/priority
[%sgts p=twig q=twig] :: avoid duplication
[%sgwt p=@ud q=twig r=twig s=twig] :: hint iff q is yes
[%sgzp p=twig q=twig] :: type in stacktrace
:: :::::: miscellaneous
[%smcl p=twig q=tusk] :: binary to n-ary
[%smdt p=twig q=tusk] ::
[%smdq p=(list beer)] :: assemble string
[%smsg p=twig q=tusk] :: gonads
[%smsm p=tile q=twig] :: make sure q is a p
:: :::::: compositions
[%tsbr p=tile q=twig] :: push bunt: =+(_p q)
[%tscl p=tram q=twig] :: p changes, then q
[%tscn p=twig q=twig] :: XX not used
[%tsdt p=wing q=twig r=twig] :: r with p set to q
[%tsfs p=twig q=twig] :: XX not used
[%tsgl p=twig q=twig] :: =>(q p)
[%tshp p=twig q=twig] :: flip push: =+(q p)
[%tsgr p=twig q=twig] :: use p as .. of q
[%tskt p=twig q=twig r=twig s=twig] :: state machine wing
[%tsls p=twig q=twig] :: push p on .. of q
[%tspm p=tile q=twig] :: XX not used
[%tspt p=tile q=twig] :: XX not used
[%tstr p=term q=wing r=twig] :: make a %bull/alias
[%tssg p=tusk] :: compose twig list
:: :::::: conditionals
[%wtbr p=tusk] :: logical OR
[%wthp p=wing q=tine] :: select case in q
[%wthz p=tiki q=tine] :: tiki %wthp
[%wtcl p=twig q=twig r=twig] :: if p, then q, else r
[%wtdt p=twig q=twig r=twig] :: unless, ?:(p r q)
[%wtkt p=wing q=twig r=twig] :: if p is a cell
[%wtkz p=tiki q=twig r=twig] :: tiki %wtkt
[%wtgl p=twig q=twig] :: assert |, ?:(p !! q)
[%wtgr p=twig q=twig] :: assert &, ?:(p q !!)
[%wtls p=wing q=twig r=tine] :: %wthp w/ default
[%wtlz p=tiki q=twig r=tine] :: tiki %wtls
[%wtpm p=tusk] :: logical AND
[%wtpt p=wing q=twig r=twig] :: if p is an atom
[%wtpz p=tiki q=twig r=twig] :: tiki %wtpt
[%wtsg p=wing q=twig r=twig] :: if p is null
[%wtsz p=tiki q=twig r=twig] :: tiki %wtsg
[%wtts p=tile q=wing] :: if q is in tile p
[%wttz p=tile q=tiki] :: tiki %wtts
[%wtzp p=twig] :: logical NOT
:: :::::: special
[%zpcb p=spot q=twig] :: debug info in trace
[%zpcm p=twig q=twig] :: q twig with p type
[%zpcn ~] :: obsolete
[%zpfs p=twig] :: report .. as error
[%zpgr p=twig] :: vase w/ value p
[%zpsm p=twig q=twig] :: [type noun] pair
[%zpts p=twig] :: Nock formula of p
[%zpwt p=$|(p=@ [p=@ q=@]) q=twig] :: restrict hoon vers.
[%zpzp ~] :: always crash
== ::
++ tine (list ,[p=tile q=twig]) ::
++ tusk (list twig) ::
++ tyre (list ,[p=term q=twig]) ::
++ tyke (list (unit twig)) ::
++ tram (list ,[p=wing q=twig]) ::
:: :::::: virtual nock
++ nock $& [p=nock q=nock] :: autocons
$% [%0 p=@] :: axis select
[%1 p=*] :: constant
[%2 p=nock q=nock] :: compose
[%3 p=nock] :: cell test
[%4 p=nock] :: increment
[%5 p=nock q=nock] :: equality test
[%6 p=nock q=nock r=nock] :: if, then, else
[%7 p=nock q=nock] :: serial compose
[%8 p=nock q=nock] :: push onto subject
[%9 p=@ q=nock] :: select arm and fire
[%10 p=?(@ [p=@ q=nock]) q=nock] :: hint
[%11 p=nock] :: grab data from sky
== ::
++ tone $% [%0 p=*] :: success
[%1 p=(list)] :: blocks
[%2 p=(list ,[@ta *])] :: error ~_s
== ::
++ toon $% [%0 p=*] :: success
[%1 p=(list)] :: blocks
[%2 p=(list tank)] :: stack trace
== ::
++ tune $% [%0 p=vase] ::
[%1 p=(list)] ::
[%2 p=(list ,[@ta *])] ::
== ::
++ twin ,[p=term q=wing r=axis s=type] :: alias info
++ type $| ?(%noun %void) :: set all or set none
$% [%atom p=term] :: number and format
[%bull p=twin q=type] :: wing synonym
[%cell p=type q=type] :: ordered pair
[%core p=type q=coil] ::
[%cube p=* q=type] :: constant
[%face p=term q=type] :: name
[%fork p=type q=type] :: union/branch
[%hold p=(list ,[p=type q=twig])] :: infinite genrator
== ::
++ typo type :: old type
++ udal :: atomic change (%b)
$: p=@ud :: blockwidth
q=(list ,[p=@ud q=(unit ,[p=@ q=@])]) :: indels
== ::
++ udon :: abstract delta
$: p=umph :: preprocessor
$= q :: patch
$% [%a p=* q=*] :: trivial replace
[%b p=udal] :: atomic indel
[%c p=(urge)] :: list indel
[%d p=upas q=upas] :: tree edit
== ::
== ::
++ umph :: change filter
$| $? %a :: no filter
%b :: jamfile
%c :: LF text
== ::
$% [%d p=@ud] :: blocklist
== ::
++ unce |* a=_,* :: change part
$% [%& p=@ud] :: skip[copy]
[%| p=(list a) q=(list a)] :: p -> q[chunk]
== ::
++ unit |* a=_,* :: maybe
$|(~ [~ u=a]) ::
++ upas :: tree change (%d)
$& [p=upas q=upas] :: cell
$% [%0 p=axis] :: copy old
[%1 p=*] :: insert new
[%2 p=axis q=udon] :: mutate!
== ::
++ urge |*(a=_,* (list (unce a))) :: list change
++ vase ,[p=type q=*] :: type-value pair
++ vise ,[p=typo q=*] :: old vase
++ wall (list tape) :: text lines (no \n)
++ wain (list cord) :: text lines (no \n)
++ wing (list limb) ::
++ wine $| ?(%noun %path %type %void %wall %wool %yarn)
$% [%atom p=term] ::
[%core p=(list ,@ta) q=wine] ::
[%face p=term q=wine] ::
[%list p=term q=wine] ::
[%pear p=term q=@] ::
[%pick p=(list wine)] ::
[%plot p=(list wine)] ::
[%stop p=@ud] ::
[%tree p=term q=wine] ::
[%unit p=term q=wine] ::
== ::
++ wonk |*(veq=edge ?~(q.veq !! p.u.q.veq)) ::
++ worm :: compiler cache
$: nes=(set ,^) :: ++nest
pay=(map (pair type twig) type) :: ++play
mit=(map (pair type twig) (pair type nock)) :: ++mint
== ::
:: ::
++ map |* [a=_,* b=_,*] :: associative tree
$|(~ [n=[p=a q=b] l=(map a b) r=(map a b)]) ::
++ qeu |* a=_,* :: queue
$|(~ [n=a l=(qeu a) r=(qeu a)]) ::
++ set |* a=_,* :: set
$|(~ [n=a l=(set a) r=(set a)]) ::
++ jar |*([a=_,* b=_,*] (map a (list b))) :: map of lists
++ jug |*([a=_,* b=_,*] (map a (set b))) :: map of sets
-- ::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: volume 2, Hoon libraries and compiler ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
~% %hoon
+
==
%al al
%ap ap
%ut ut
%mute mute
%seed seed
%show show
==
|%
::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2a, basic unsigned math ::::
:: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
++ add :: add
~/ %add
|= [a=@ b=@]
^- @
?: =(0 a) b
$(a (dec a), b +(b))
::
++ cap :: tree head
~/ %cap
|= a=@
^- ?(%2 %3)
?- a
%2 %2
%3 %3
?(%0 %1) !!
* $(a (div a 2))
==
::
++ dec :: decrement
~/ %dec
|= a=@
~| %decrement-underflow
?< =(0 a)
=+ b=0
|- ^- @
?: =(a +(b)) b
$(b +(b))
::
++ div :: divide
~/ %div
|= [a=@ b=@]
^- @
~| 'div'
?< =(0 b)
=+ c=0
|-
?: (lth a b) c
$(a (sub a b), c +(c))
::
++ fac :: factorial
~/ %fac
|= a=@
^- @
?: =(0 a) 1
(mul a $(a (dec a)))
::
++ gte :: greater-equal
~/ %gte
|= [a=@ b=@]
^- ?
!(lth a b)
::
++ gth :: greater-than
~/ %gth
|= [a=@ b=@]
^- ?
!(lte a b)
::
++ lte :: less-equal
~/ %lte
|= [a=@ b=@]
|(=(a b) (lth a b))
::
++ lth :: less-than
~/ %lth
|= [a=@ b=@]
^- ?
?& !=(a b)
|-
?| =(0 a)
?& !=(0 b)
$(a (dec a), b (dec b))
== == ==
::
++ mas :: tree body
~/ %mas
|= a=@
^- @
?- a
1 !!
2 1
3 1
* (add (mod a 2) (mul $(a (div a 2)) 2))
==
::
++ max :: maximum
~/ %max
|= [a=@ b=@]
^- @
?: (gth a b) a
b
::
++ min :: minimum
~/ %min
|= [a=@ b=@]
^- @
?: (lth a b) a
b
::
++ mod :: remainder
~/ %mod
|= [a=@ b=@]
^- @
?< =(0 b)
(sub a (mul b (div a b)))
::
++ mul :: multiply
~/ %mul
|= [a=@ b=@]
^- @
=+ c=0
|-
?: =(0 a) c
$(a (dec a), c (add b c))
::
++ peg :: tree connect
~/ %peg
|= [a=@ b=@]
^- @
?- b
1 a
2 (mul a 2)
3 +((mul a 2))
* (add (mod b 2) (mul $(b (div b 2)) 2))
==
::
++ sub :: subtract
~/ %sub
|= [a=@ b=@]
~| %subtract-underflow
^- @
?: =(0 b) a
$(a (dec a), b (dec b))
:::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2b, basic containers ::::
:: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: Section 2bA, units ::
::
++ biff :: apply
|* [a=(unit) b=$+(* (unit))]
?~ a ~
(b u.a)
::
++ bind :: argue
|* [a=(unit) b=gate]
?~ a ~
[~ u=(b u.a)]
::
++ bond :: replace
|* a=(trap)
|* b=(unit)
?~ b $:a
u.b
::
++ both :: all the above
|* [a=(unit) b=(unit)]
?~ a ~
?~ b ~
[~ u=[u.a u.b]]
::
++ clap :: combine
|* [a=(unit) b=(unit) c=_|=(^ +<-)]
?~ a b
?~ b a
[~ u=(c u.a u.b)]
::
++ drop :: enlist
|* a=(unit)
?~ a ~
[i=u.a t=~]
::
++ fall :: default
|* [a=(unit) b=*]
?~(a b u.a)
::
++ flit :: make filter
|* a=_,?
|* b=*
?.((a b) ~ [~ u=b])
::
++ lift :: lift gate (fmap)
|* a=gate :: flipped
|* b=(unit) :: curried
(bind b a) :: bind
::
++ mate :: choose
|* [a=(unit) b=(unit)]
?~ b a
?~ a b
?.(=(u.a u.b) ~|('mate' !!) a)
::
++ need :: demand
|* a=(unit)
?~ a ~|(%need !!)
u.a
::
++ some :: lift (pure)
|* a=*
[~ u=a]
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: Section 2bB, lists ::
::
++ flop :: reverse
~/ %flop
|* a=(list)
=> .(a (homo a))
^+ a
=+ b=`_a`~
|-
?~ a b
$(a t.a, b [i.a b])
::
++ homo :: homogenize
|* a=(list)
^+ =< $
|% +- $ ?:(*? ~ [i=(snag 0 a) t=$])
--
a
::
++ limo :: listify
|* a=*
^+ =< $
|% +- $ ?~(a ~ ?:(*? [i=-.a t=$] $(a +.a)))
--
a
::
++ lent :: length
~/ %lent
|= a=(list)
^- @
=+ b=0
|-
?~ a b
$(a t.a, b +(b))
::
++ levy
~/ %levy :: all of
|* [a=(list) b=_|=(p=* .?(p))]
|- ^- ?
?~ a &
?. (b i.a) |
$(a t.a)
::
++ lien :: some of
~/ %lien
|* [a=(list) b=$+(* ?)]
|- ^- ?
?~ a |
?: (b i.a) &
$(a t.a)
::
++ murn :: maybe transform
|* [a=(list) b=$+(* (unit))]
|-
?~ a ~
=+ c=(b i.a)
?~ c
$(a t.a)
[i=u.c t=$(a t.a)]
::
++ reap :: replicate
|* [a=@ b=*]
|- ^- (list ,_b)
?~ a ~
[b $(a (dec a))]
::
++ reel :: right fold
~/ %reel
|* [a=(list) b=_|=([* *] +<+)]
|- ^+ +<+.b
?~ a
+<+.b
(b i.a $(a t.a))
::
++ roll :: left fold
~/ %roll
|* [a=(list) b=_|=([* *] +<+)]
|- ^+ +<+.b
?~ a
+<+.b
$(a t.a, b b(+<+ (b i.a +<+.b)))
::
++ skid :: separate
|* [a=(list) b=$+(* ?)]
|- ^+ [p=a q=a]
?~ a [~ ~]
=+ c=$(a t.a)
?:((b i.a) [[i.a p.c] q.c] [p.c [i.a q.c]])
::
++ skim :: only
~/ %skim
|* [a=(list) b=_|=(p=* .?(p))]
|-
^+ a
?~ a ~
?:((b i.a) [i.a $(a t.a)] $(a t.a))
::
++ skip :: except
~/ %skip
|* [a=(list) b=_|=(p=* .?(p))]
|-
^+ a
?~ a ~
?:((b i.a) $(a t.a) [i.a $(a t.a)])
::
++ scag :: prefix
~/ %scag
|* [a=@ b=(list)]
|- ^+ b
?: |(?=(~ b) =(0 a)) ~
[i.b $(b t.b, a (dec a))]
::
++ slag :: suffix
~/ %slag
|* [a=@ b=(list)]
|- ^+ b
?: =(0 a) b
?~ b ~
$(b t.b, a (dec a))
::
++ snag :: index
~/ %snag
|* [a=@ b=(list)]
|-
?~ b
~|('snag-fail' !!)
?: =(0 a) i.b
$(b t.b, a (dec a))
::
++ sort :: quicksort
~/ %sort
|* [a=(list) b=$+([* *] ?)]
=> .(a ^.(homo a))
|- ^+ a
?~ a ~
%+ weld
$(a (skim t.a |=(c=_i.a (b c i.a))))
^+ t.a
[i.a $(a (skim t.a |=(c=_i.a !(b c i.a))))]
::
++ swag :: infix
|* [[a=@ b=@] c=(list)]
(scag b (slag a c))
::
++ turn :: transform
~/ %turn
|* [a=(list) b=_,*]
|-
?~ a ~
[i=(b i.a) t=$(a t.a)]
::
++ weld :: concatenate
~/ %weld
|* [a=(list) b=(list)]
=> .(a ^.(homo a), b ^.(homo b))
|- ^+ b
?~ a b
[i.a $(a t.a)]
::
++ welp :: perfect weld
=| [* *]
|%
+- $
?~ +<-
+<-(. +<+)
+<-(+ $(+<- +<->))
--
::
++ zing :: promote
=| *
|%
+- $
?~ +<
+<
(welp +<- $(+< +<+))
--
:::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2c, simple noun surgery ::::
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cA, bit surgery ::
::
++ bex :: binary exponent
~/ %bex
|= a=@
^- @
?: =(0 a) 1
(mul 2 $(a (dec a)))
::
++ xeb :: binary logarithm
:: ~/ %xeb
|= a=@
^- @
(met 0 a)
::
++ can :: assemble
~/ %can
|= [a=bloq b=(list ,[p=@u q=@])]
^- @
?~ b 0
(mix (end a p.i.b q.i.b) (lsh a p.i.b $(b t.b)))
::
++ cat :: concatenate
~/ %cat
|= [a=bloq b=@ c=@]
(add (lsh a (met a b) c) b)
::
++ cut :: slice
~/ %cut
|= [a=bloq [b=@u c=@u] d=@]
(end a c (rsh a b d))
::
++ end :: tail
~/ %end
|= [a=bloq b=@u c=@]
(mod c (bex (mul (bex a) b)))
::
++ fil :: fill bloqstream
|= [a=bloq b=@u c=@]
=+ n=0
=+ d=c
|- ^- @
?: =(n b)
(rsh a 1 d)
$(d (add c (lsh a 1 d)), n +(n))
::
++ lsh :: left-shift
~/ %lsh
|= [a=bloq b=@u c=@]
(mul (bex (mul (bex a) b)) c)
::
++ met :: measure
~/ %met
|= [a=bloq b=@]
^- @
=+ c=0
|-
?: =(0 b) c
$(b (rsh a 1 b), c +(c))
::
++ rap :: assemble nonzero
~/ %rap
|= [a=bloq b=(list ,@)]
^- @
?~ b 0
(cat a i.b $(b t.b))
::
++ rep :: assemble single
~/ %rep
|= [a=bloq b=(list ,@)]
^- @
=+ c=0
|-
?~ b 0
(con (lsh a c (end a 1 i.b)) $(c +(c), b t.b))
::
++ rip :: disassemble
~/ %rip
|= [a=bloq b=@]
^- (list ,@)
?: =(0 b) ~
[(end a 1 b) $(b (rsh a 1 b))]
::
++ rsh :: right-shift
~/ %rsh
|= [a=bloq b=@u c=@]
(div c (bex (mul (bex a) b)))
::
++ swap |=([a=bloq b=@] (rep a (flop (rip a b)))) :: reverse bloq order
::
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cB, bit logic ::
::
++ con :: binary or
~/ %con
|= [a=@ b=@]
=+ [c=0 d=0]
|- ^- @
?: ?&(=(0 a) =(0 b)) d
%= $
a (rsh 0 1 a)
b (rsh 0 1 b)
c +(c)
d %+ add d
%^ lsh 0 c
?& =(0 (end 0 1 a))
=(0 (end 0 1 b))
==
==
::
++ dis :: binary and
~/ %dis
|= [a=@ b=@]
=| [c=@ d=@]
|- ^- @
?: ?|(=(0 a) =(0 b)) d
%= $
a (rsh 0 1 a)
b (rsh 0 1 b)
c +(c)
d %+ add d
%^ lsh 0 c
?| =(0 (end 0 1 a))
=(0 (end 0 1 b))
==
==
::
++ mix :: binary xor
~/ %mix
|= [a=@ b=@]
^- @
=+ [c=0 d=0]
|-
?: ?&(=(0 a) =(0 b)) d
%= $
a (rsh 0 1 a)
b (rsh 0 1 b)
c +(c)
d (add d (lsh 0 c =((end 0 1 a) (end 0 1 b))))
==
::
++ not |= [a=bloq b=@ c=@] :: binary not (sized)
(mix c (dec (bex (mul b (bex a)))))
::
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cC, noun orders ::
::
++ aor :: a-order
~/ %aor
|= [a=* b=*]
^- ?
?: =(a b) &
?. ?=(@ a)
?: ?=(@ b) |
?: =(-.a -.b)
$(a +.a, b +.b)
$(a -.a, b -.b)
?. ?=(@ b) &
|-
=+ [c=(end 3 1 a) d=(end 3 1 b)]
?: =(c d)
$(a (rsh 3 1 a), b (rsh 3 1 b))
(lth c d)
::
++ dor :: d-order
~/ %dor
|= [a=* b=*]
^- ?
?: =(a b) &
?. ?=(@ a)
?: ?=(@ b) |
?: =(-.a -.b)
$(a +.a, b +.b)
$(a -.a, b -.b)
?. ?=(@ b) &
(lth a b)
::
++ gor :: g-order
~/ %gor
|= [a=* b=*]
^- ?
=+ [c=(mug a) d=(mug b)]
?: =(c d)
(dor a b)
(lth c d)
::
++ hor :: h-order
~/ %hor
|= [a=* b=*]
^- ?
?: ?=(@ a)
?. ?=(@ b) &
(gor a b)
?: ?=(@ b) |
?: =(-.a -.b)
(gor +.a +.b)
(gor -.a -.b)
::
++ vor :: v-order
~/ %vor
|= [a=* b=*]
^- ?
=+ [c=(mug (mug a)) d=(mug (mug b))]
?: =(c d)
(dor a b)
(lth c d)
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cD, insecure hashing ::
::
++ fnv |=(a=@ (end 5 1 (mul 16.777.619 a))) :: FNV scrambler
::
++ mum :: mug with murmur3
~/ %mum
|= a=*
|^ (trim ?@(a a (mix $(a -.a) (mix 0x7fff.ffff $(a +.a)))))
++ spec :: standard murmur3
|= [syd=@ key=@]
?> (lte (met 5 syd) 1)
=+ ^= row
|= [a=@ b=@]
(con (end 5 1 (lsh 0 a b)) (rsh 0 (sub 32 a) b))
=+ mow=|=([a=@ b=@] (end 5 1 (mul a b)))
=+ len=(met 5 key)
=- =. goc (mix goc len)
=. goc (mix goc (rsh 4 1 goc))
=. goc (mow goc 0x85eb.ca6b)
=. goc (mix goc (rsh 0 13 goc))
=. goc (mow goc 0xc2b2.ae35)
(mix goc (rsh 4 1 goc))
^= goc
=+ [inx=0 goc=syd]
|- ^- @
?: =(inx len) goc
=+ kop=(cut 5 [inx 1] key)
=. kop (mow kop 0xcc9e.2d51)
=. kop (row 15 kop)
=. kop (mow kop 0x1b87.3593)
=. goc (mix kop goc)
=. goc (row 13 goc)
=. goc (end 5 1 (add 0xe654.6b64 (mul 5 goc)))
$(inx +(inx))
::
++ trim :: 31-bit nonzero
|= key=@
=+ syd=0xcafe.babe
|- ^- @
=+ haz=(spec syd key)
=+ ham=(mix (rsh 0 31 haz) (end 0 31 haz))
?.(=(0 ham) ham $(syd +(syd)))
--
::
++ mug :: 31bit nonzero FNV1a
~/ %mug
|= a=*
?^ a
=+ b=[p=$(a -.a) q=$(a +.a)]
|- ^- @
=+ c=(fnv (mix p.b (fnv q.b)))
=+ d=(mix (rsh 0 31 c) (end 0 31 c))
?. =(0 c) c
$(q.b +(q.b))
=+ b=2.166.136.261
|- ^- @
=+ c=b
=+ [d=0 e=(met 3 a)]
|- ^- @
?: =(d e)
=+ f=(mix (rsh 0 31 c) (end 0 31 c))
?. =(0 f) f
^$(b +(b))
$(c (fnv (mix c (cut 3 [d 1] a))), d +(d))
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cE, phonetic base ::
::
++ po
~/ %po
=+ :- ^= sis :: prefix syllables
'dozmarbinwansamlitsighidfidlissogdirwacsabwissib\
/rigsoldopmodfoglidhopdardorlorhodfolrintogsilmir\
/holpaslacrovlivdalsatlibtabhanticpidtorbolfosdot\
/losdilforpilramtirwintadbicdifrocwidbisdasmidlop\
/rilnardapmolsanlocnovsitnidtipsicropwitnatpanmin\
/ritpodmottamtolsavposnapnopsomfinfonbanporworsip\
/ronnorbotwicsocwatdolmagpicdavbidbaltimtasmallig\
/sivtagpadsaldivdactansidfabtarmonranniswolmispal\
/lasdismaprabtobrollatlonnodnavfignomnibpagsopral\
/bilhaddocridmocpacravripfaltodtiltinhapmicfanpat\
/taclabmogsimsonpinlomrictapfirhasbosbatpochactid\
/havsaplindibhosdabbitbarracparloddosbortochilmac\
/tomdigfilfasmithobharmighinradmashalraglagfadtop\
/mophabnilnosmilfopfamdatnoldinhatnacrisfotribhoc\
/nimlarfitwalrapsarnalmoslandondanladdovrivbacpol\
/laptalpitnambonrostonfodponsovnocsorlavmatmipfap'
^= dex :: suffix syllables
'zodnecbudwessevpersutletfulpensytdurwepserwylsun\
/rypsyxdyrnuphebpeglupdepdysputlughecryttyvsydnex\
/lunmeplutseppesdelsulpedtemledtulmetwenbynhexfeb\
/pyldulhetmevruttylwydtepbesdexsefwycburderneppur\
/rysrebdennutsubpetrulsynregtydsupsemwynrecmegnet\
/secmulnymtevwebsummutnyxrextebfushepbenmuswyxsym\
/selrucdecwexsyrwetdylmynmesdetbetbeltuxtugmyrpel\
/syptermebsetdutdegtexsurfeltudnuxruxrenwytnubmed\
/lytdusnebrumtynseglyxpunresredfunrevrefmectedrus\
/bexlebduxrynnumpyxrygryxfeptyrtustyclegnemfermer\
/tenlusnussyltecmexpubrymtucfyllepdebbermughuttun\
/bylsudpemdevlurdefbusbeprunmelpexdytbyttyplevmyl\
/wedducfurfexnulluclennerlexrupnedlecrydlydfenwel\
/nydhusrelrudneshesfetdesretdunlernyrsebhulryllud\
/remlysfynwerrycsugnysnyllyndyndemluxfedsedbecmun\
/lyrtesmudnytbyrsenwegfyrmurtelreptegpecnelnevfes'
|%
++ ins ~/ %ins :: parse prefix
|= a=@tas
=+ b=0
|- ^- (unit ,@)
?:(=(256 b) ~ ?:(=(a (tos b)) [~ b] $(b +(b))))
++ ind ~/ %ind :: parse suffix
|= a=@tas
=+ b=0
|- ^- (unit ,@)
?:(=(256 b) ~ ?:(=(a (tod b)) [~ b] $(b +(b))))
++ tos ~/ %tos :: fetch prefix
|=(a=@ ?>((lth a 256) (cut 3 [(mul 3 a) 3] sis)))
++ tod ~/ %tod :: fetch suffix
|=(a=@ ?>((lth a 256) (cut 3 [(mul 3 a) 3] dex)))
--
::
++ fa :: base58check
=+ key='123456789ABCDEFGHJKLMNPQRSTUVWXYZabcdefghijkmnopqrstuvwxyz'
=+ ^- yek=@ux ~+
=- yek:(roll (trip key) -)
|= [a=char b=@ yek=_`@ux`(fil 3 256 0xff)]
[+(b) (mix yek (lsh 3 `@u`a (~(inv fe 3) b)))]
|%
++ cha |=(a=char `(unit ,@uF)`=+(b=(cut 3 [`@`a 1] yek) ?:(=(b 0xff) ~ `b)))
++ tok
|= a=@ux ^- @ux
=+ b=(pad a)
=- (~(net fe 5) (end 3 4 (shay 32 -)))
(shay (add b (met 3 a)) (lsh 3 b (swap 3 a)))
::
++ pad |=(a=@ =+(b=(met 3 a) ?:((gte b 21) 0 (sub 21 b))))
++ enc |=(a=@ux `@ux`(mix (lsh 3 4 a) (tok a)))
++ den
|= a=@ux ^- (unit ,@ux)
=+ b=(rsh 3 4 a)
?. =((tok b) (end 3 4 a))
~
`b
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cF, signed and modular ints ::
::
++ si !: :: signed integer
|%
++ abs |=(a=@s (add (end 0 1 a) (rsh 0 1 a))) :: absolute value
++ dif |= [a=@s b=@s] :: subtraction
(sum a (new !(syn b) (abs b)))
++ dul |= [a=@s b=@] :: modulus
=+(c=(old a) ?:(-.c (mod +.c b) (sub b +.c)))
++ fra |= [a=@s b=@s] :: divide
(new =(0 (mix (syn a) (syn b))) (div (abs a) (abs b)))
++ new |= [a=? b=@] :: [sign value] to @s
`@s`?:(a (mul 2 b) ?:(=(0 b) 0 +((mul 2 (dec b)))))
++ old |=(a=@s [(syn a) (abs a)]) :: [sign value]
++ pro |= [a=@s b=@s] :: multiplication
(new =(0 (mix (syn a) (syn b))) (mul (abs a) (abs b)))
++ rem |=([a=@s b=@s] (dif a (pro b (fra a b)))) :: remainder
++ sum |= [a=@s b=@s] :: addition
~| %si-sum
=+ [c=(old a) d=(old b)]
?: -.c
?: -.d
(new & (add +.c +.d))
?: (gte +.c +.d)
(new & (sub +.c +.d))
(new | (sub +.d +.c))
?: -.d
?: (gte +.c +.d)
(new | (sub +.c +.d))
(new & (sub +.d +.c))
(new | (add +.c +.d))
++ sun |=(a=@u (mul 2 a)) :: @u to @s
++ syn |=(a=@s =(0 (end 0 1 a))) :: sign test
++ cmp |= [a=@s b=@s] :: compare
^- @s
?: =(a b)
--0
?: (syn a)
?: (syn b)
?: (gth a b)
--1
-1
--1
?: (syn b)
-1
?: (gth a b)
-1
--1
--
++ fe :: modulo bloq
|_ a=bloq
++ dif |=([b=@ c=@] (sit (sub (add out (sit b)) (sit c)))) :: difference
++ inv |=(b=@ (sub (dec out) (sit b))) :: inverse
++ net |= b=@ ^- @ :: flip byte endianness
=> .(b (sit b))
?: (lte a 3)
b
=+ c=(dec a)
%+ con
(lsh c 1 $(a c, b (cut c [0 1] b)))
$(a c, b (cut c [1 1] b))
++ out (bex (bex a)) :: mod value
++ rol |= [b=bloq c=@ d=@] ^- @ :: roll left
=+ e=(sit d)
=+ f=(bex (sub a b))
=+ g=(mod c f)
(sit (con (lsh b g e) (rsh b (sub f g) e)))
++ ror |= [b=bloq c=@ d=@] ^- @ :: roll right
=+ e=(sit d)
=+ f=(bex (sub a b))
=+ g=(mod c f)
(sit (con (rsh b g e) (lsh b (sub f g) e)))
++ sum |=([b=@ c=@] (sit (add b c))) :: wrapping add
++ sit |=(b=@ (end a 1 b)) :: enforce modulo
--
::
++ stat :: positive counter
!:
|* a=$+(* *)
|= (trel ,? a (map a ,@ud))
^+ r
=+ (~(get by r) q)
?: p
(~(put by r) q ?~(- 1 +(u.-)))
?> ?=(^ -)
?:(=(0 u.-) (~(del by r) q) (~(put by r) q (dec u.-)))
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cG, floating point ::
::
++ fn :: float, infinity, or NaN
:: s=sign, e=exponent, a=arithmetic form
:: (-1)^s * a * 2^e
$% [%f s=? e=@s a=@u]
[%i s=?]
[%n ~]
==
::
++ dn :: decimal float, infinity, or NaN
:: (-1)^s * a * 10^e
$% [%d s=? e=@s a=@u]
[%i s=?]
[%n ~]
==
::
++ fl :: arb. precision fp
=+ ^- [[p=@u v=@s w=@u] r=?(%n %u %d %z %a) d=?(%d %f %i)]
[[113 -16.494 32.765] %n %d]
:: p=precision: number of bits in arithmetic form; must be at least 2
:: v=min exponent: minimum value of e
:: w=width: max - min value of e, 0 is fixed point
:: r=rounding mode: nearest (ties to even), up, down, to zero, away from zero
:: d=behavior: return denormals, flush denormals to zero,
:: infinite exponent range
=>
~% %cofl +> ~
:: internal functions; mostly operating on [e=@s a=@u], in other words
:: positive numbers. many of these have undefined behavior if a=0.
|%
++ rou
|= [a=[e=@s a=@u]] ^- fn (rau a &)
::
++ rau
|= [a=[e=@s a=@u] t=?] ^- fn
?- r
%z (lug %fl a t) %d (lug %fl a t)
%a (lug %ce a t) %u (lug %ce a t)
%n (lug %ne a t)
==
::
++ add :: add; exact if e
|= [a=[e=@s a=@u] b=[e=@s a=@u] e=?] ^- fn
=+ q=(dif:si e.a e.b)
|- ?. (syn:si q) $(b a, a b, q +(q)) :: a has larger exp
?: e
[%f & e.b (^add (lsh 0 (abs:si q) a.a) a.b)]
=+ [ma=(met 0 a.a) mb=(met 0 a.b)]
=+ ^= w %+ dif:si e.a %- sun:si :: expanded exp of a
?: (gth prc ma) (^sub prc ma) 0
=+ ^= x %+ sum:si e.b (sun:si mb) :: highest exp for b
?: =((cmp:si w x) --1) :: don't need to add
?- r
%z (lug %fl a &) %d (lug %fl a &)
%a (lug %lg a &) %u (lug %lg a &)
%n (lug %na a &)
==
(rou [e.b (^add (lsh 0 (abs:si q) a.a) a.b)])
::
++ sub :: subtract; exact if e
|= [a=[e=@s a=@u] b=[e=@s a=@u] e=?] ^- fn
=+ q=(dif:si e.a e.b)
|- ?. (syn:si q)
(fli $(b a, a b, q +(q), r swr))
=+ [ma=(met 0 a.a) mb=(met 0 a.b)]
=+ ^= w %+ dif:si e.a %- sun:si
?: (gth prc ma) (^sub prc ma) 0
=+ ^= x %+ sum:si e.b (sun:si mb)
?: &(!e =((cmp:si w x) --1))
?- r
%z (lug %sm a &) %d (lug %sm a &)
%a (lug %ce a &) %u (lug %ce a &)
%n (lug %nt a &)
==
=+ j=(lsh 0 (abs:si q) a.a)
|- ?. (gte j a.b)
(fli $(a.b j, j a.b, r swr))
=+ i=(^sub j a.b)
?~ i [%f & zer]
?: e [%f & e.b i] (rou [e.b i])
::
++ mul :: multiply
|= [a=[e=@s a=@u] b=[e=@s a=@u]] ^- fn
(rou (sum:si e.a e.b) (^mul a.a a.b))
::
++ div :: divide
|= [a=[e=@s a=@u] b=[e=@s a=@u]] ^- fn
=+ [ma=(met 0 a.a) mb=(met 0 a.b)]
=+ v=(dif:si (sun:si ma) (sun:si +((^add mb prc))))
=. a ?: (syn:si v) a
a(e (sum:si v e.a), a (lsh 0 (abs:si v) a.a))
=+ [j=(dif:si e.a e.b) q=(dvr a.a a.b)]
(rau [j p.q] =(q.q 0))
::
++ sqt :: square root
|= [a=[e=@s a=@u]] ^- fn
=. a
=+ [w=(met 0 a.a) x=(^mul +(prc) 2)]
=+ ?:((^lth w x) (^sub x w) 0)
=+ ?: =((dis - 1) (dis (abs:si e.a) 1)) -
(^add - 1)
a(e (dif:si e.a (sun:si -)), a (lsh 0 - a.a))
=+ [y=(^sqt a.a) z=(fra:si e.a --2)]
(rau [z p.y] =(q.y 0))
::
++ lth :: less-than
|= [a=[e=@s a=@u] b=[e=@s a=@u]] ^- ?
?: =(e.a e.b) (^lth a.a a.b)
=+ c=(cmp:si (ibl a) (ibl b))
?: =(c -1) & ?: =(c --1) |
?: =((cmp:si e.a e.b) -1)
(^lth (rsh 0 (abs:si (dif:si e.a e.b)) a.a) a.b)
(^lth (lsh 0 (abs:si (dif:si e.a e.b)) a.a) a.b)
::
++ lte :: less-equals
|= [a=[e=@s a=@u] b=[e=@s a=@u]] ^- ?
?: =(e.a e.b) (^lte a.a a.b)
=+ c=(cmp:si (ibl a) (ibl b))
?: =(c -1) & ?: =(c --1) |
?: =((cmp:si e.a e.b) -1)
(^lte a.a (lsh 0 (abs:si (dif:si e.a e.b)) a.b))
(^lte (lsh 0 (abs:si (dif:si e.a e.b)) a.a) a.b)
::
++ equ :: equals
|= [a=[e=@s a=@u] b=[e=@s a=@u]] ^- ?
?. =((ibl a) (ibl b)) |
?: =((cmp:si e.a e.b) -1)
=((lsh 0 (abs:si (dif:si e.a e.b)) a.b) a.a)
=((lsh 0 (abs:si (dif:si e.a e.b)) a.a) a.b)
::
:: integer binary logarithm: 2^ibl(a) <= |a| < 2^(ibl(a)+1)
++ ibl
|= [a=[e=@s a=@u]] ^- @s
(sum:si (sun:si (dec (met 0 a.a))) e.a)
::
:: change to a representation where a.a is odd
:: every fn has a unique representation of this kind
++ uni
|= [a=[e=@s a=@u]]
|- ?: =((end 0 1 a.a) 1) a
$(a.a (rsh 0 1 a.a), e.a (sum:si e.a --1))
::
:: expands to either full precision or to denormalized
++ xpd
|= [a=[e=@s a=@u]]
=+ ma=(met 0 a.a)
?: (gte prc ma) a
=+ ?: =(den %i) (^sub prc ma)
=+ ^= q
=+ w=(dif:si e.a emn)
?: (syn:si w) (abs:si w) 0
(min q (^sub prc ma))
a(e (dif:si e.a (sun:si -)), a (lsh 0 - a.a))
::
:: central rounding mechanism
:: can perform: floor, ceiling, smaller, larger,
:: nearest (round ties to: even, away from 0, toward 0)
:: s is sticky bit: represents a value less than ulp(a) = 2^(e.a)
++ lug
~/ %lug
|= [t=?(%fl %ce %sm %lg %ne %na %nt) a=[e=@s a=@u] s=?] ^- fn
?< =(a.a 0)
=-
?. =(den %f) - :: flush denormals
?. ?=([%f *] -) -
?: =((met 0 ->+>) prc) - [%f & zer]
::
=+ m=(met 0 a.a)
?> |(s (gth m prc)) :: require precision
=+ ^= q
=+ ^= f :: reduce precision
?: (gth m prc) (^sub m prc) 0
=+ ^= g %- abs:si :: enforce min. exp
?: =(den %i) --0
?: =((cmp:si e.a emn) -1) (dif:si emn e.a) --0
(max f g)
=^ b a :- (end 0 q a.a)
a(e (sum:si e.a (sun:si q)), a (rsh 0 q a.a))
::
?~ a.a
?< =(den %i)
?- t
%fl [%f & zer] %sm [%f & zer]
%ce [%f & spd] %lg [%f & spd]
%ne ?: s [%f & ?:((^lte b (bex (dec q))) zer spd)]
[%f & ?:((^lth b (bex (dec q))) zer spd)]
%nt ?: s [%f & ?:((^lte b (bex (dec q))) zer spd)]
[%f & ?:((^lth b (bex (dec q))) zer spd)]
%na [%f & ?:((^lth b (bex (dec q))) zer spd)]
==
::
=. a (xpd a)
::
=. a
?- t
%fl a
%lg a(a +(a.a))
%sm ?. &(=(b 0) s) a
?: &(=(e.a emn) !=(den %i)) a(a (dec a.a))
=+ y=(dec (^mul a.a 2))
?. (^lte (met 0 y) prc) a(a (dec a.a))
[(dif:si e.a --1) y]
%ce ?: &(=(b 0) s) a a(a +(a.a))
%ne ?~ b a
=+ y=(bex (dec q))
?: &(=(b y) s) :: round halfs to even
?~ (dis a.a 1) a a(a +(a.a))
?: (^lth b y) a a(a +(a.a))
%na ?~ b a
=+ y=(bex (dec q))
?: (^lth b y) a a(a +(a.a))
%nt ?~ b a
=+ y=(bex (dec q))
?: =(b y) ?: s a a(a +(a.a))
?: (^lth b y) a a(a +(a.a))
==
::
=. a ?. =((met 0 a.a) +(prc)) a
a(a (rsh 0 1 a.a), e (sum:si e.a --1))
?~ a.a [%f & zer]
::
?: =(den %i) [%f & a]
?: =((cmp:si emx e.a) -1) [%i &] [%f & a] :: enforce max. exp
::
++ drg :: dragon4;
~/ %drg :: convert to decimal
|= [a=[e=@s a=@u]] ^- [@s @u]
?< =(a.a 0)
=. a (xpd a)
=+ r=(lsh 0 ?:((syn:si e.a) (abs:si e.a) 0) a.a)
=+ s=(lsh 0 ?.((syn:si e.a) (abs:si e.a) 0) 1)
=+ m=(lsh 0 ?:((syn:si e.a) (abs:si e.a) 0) 1)
=+ [k=--0 q=(^div (^add s 9) 10)]
|- ?: (^lth r q)
%= $
k (dif:si k --1)
r (^mul r 10)
m (^mul m 10)
==
|- ?: (gte (^add (^mul r 2) m) (^mul s 2))
$(s (^mul s 10), k (sum:si k --1))
=+ [u=0 o=0]
|-
=+ v=(dvr (^mul r 10) s)
=> %= .
k (dif:si k --1)
u p.v
r q.v
m (^mul m 10)
==
=+ l=(^lth (^mul r 2) m)
=+ ^= h
?| (^lth (^mul s 2) m)
(gth (^mul r 2) (^sub (^mul s 2) m))
==
?: &(!l !h)
$(o (^add (^mul o 10) u))
=+ q=&(h |(!l (gte (^mul r 2) s)))
=. o (^add (^mul o 10) ?:(q +(u) u))
[k o]
::
++ toj :: round to integer
|= [a=[e=@s a=@u]] ^- fn
?. =((cmp:si e.a --0) -1) [%f & a]
=+ x=(abs:si e.a)
=+ y=(rsh 0 x a.a)
?: |(=(r %d) =(r %z)) [%f & --0 y]
=+ z=(end 0 x a.a)
?: |(=(r %u) =(r %a)) [%f & --0 ?~(z y +(y))]
=+ i=(bex (dec x))
?: &(=(z i) =((dis y 1) 0)) [%f & --0 y]
?: (^lth z i) [%f & --0 y] [%f & --0 +(y)]
::
++ ned :: require ?=([%f *] a)
|= [a=fn] ^- [%f s=? e=@s a=@u]
?: ?=([%f *] a) a
~| %need-float !!
::
++ shf :: a * 2^b; no rounding
|= [a=fn b=@s]
?: |(?=([%n *] a) ?=([%i *] a)) a
a(e (sum:si e.a b))
::
++ fli :: flip sign
|= [a=fn] ^- fn
?-(-.a %f a(s !s.a), %i a(s !s.a), %n a)
::
++ swr ?+(r r %d %u, %u %d) :: flipped rounding
++ prc ?>((gth p 1) p) :: force >= 2 precision
++ den d :: denorm/flush/inf exp
++ emn v :: minimum exponent
++ emx (sum:si emn (sun:si w)) :: maximum exponent
++ spd [e=emn a=1] :: smallest denormal
++ spn [e=emn a=(bex (dec prc))] :: smallest normal
++ lfn [e=emx a=(fil 0 prc 1)] :: largest
++ lfe (sum:si emx (sun:si prc)) :: 2^lfe is > than all
++ zer [e=--0 a=0]
--
|%
++ rou :: round
|= [a=fn] ^- fn
?. ?=([%f *] a) a
?~ a.a [%f s.a zer]
?: s.a (^rou +>.a)
=.(r swr (fli (^rou +>.a)))
::
++ syn :: get sign
|= [a=fn] ^- ?
?-(-.a %f s.a, %i s.a, %n &)
::
++ abs :: absolute value
|= [a=fn] ^- fn
?: ?=([%f *] a) [%f & e.a a.a]
?: ?=([%i *] a) [%i &] [%n ~]
::
++ add :: add
|= [a=fn b=fn] ^- fn
?: |(?=([%n *] a) ?=([%n *] b)) [%n ~]
?: |(?=([%i *] a) ?=([%i *] b))
?: &(?=([%i *] a) ?=([%i *] b))
?: =(a b) a [%n ~]
?: ?=([%i *] a) a b
?: |(=(a.a 0) =(a.b 0))
?. &(=(a.a 0) =(a.b 0)) %- rou ?~(a.a b a)
[%f ?:(=(r %d) &(s.a s.b) |(s.a s.b)) zer]
%- |= [a=fn]
?. ?=([%f *] a) a
?. =(a.a 0) a
[%f !=(r %d) zer]
?: =(s.a s.b)
?: s.a (^add +>.a +>.b |)
=.(r swr (fli (^add +>.a +>.b |)))
?: s.a (^sub +>.a +>.b |)
(^sub +>.b +>.a |)
::
++ ead :: exact add
|= [a=fn b=fn] ^- fn
?: |(?=([%n *] a) ?=([%n *] b)) [%n ~]
?: |(?=([%i *] a) ?=([%i *] b))
?: &(?=([%i *] a) ?=([%i *] b))
?: =(a b) a [%n ~]
?: ?=([%i *] a) a b
?: |(=(a.a 0) =(a.b 0))
?. &(=(a.a 0) =(a.b 0)) ?~(a.a b a)
[%f ?:(=(r %d) &(s.a s.b) |(s.a s.b)) zer]
%- |= [a=fn]
?. ?=([%f *] a) a
?. =(a.a 0) a
[%f !=(r %d) zer]
?: =(s.a s.b)
?: s.a (^add +>.a +>.b &)
(fli (^add +>.a +>.b &))
?: s.a (^sub +>.a +>.b &)
(^sub +>.b +>.a &)
::
++ sub :: subtract
|= [a=fn b=fn] ^- fn (add a (fli b))
::
++ mul :: multiply
|= [a=fn b=fn] ^- fn
?: |(?=([%n *] a) ?=([%n *] b)) [%n ~]
?: ?=([%i *] a)
?: ?=([%i *] b) [%i =(s.a s.b)]
?: =(a.b 0) [%n ~] [%i =(s.a s.b)]
?: ?=([%i *] b)
?: =(a.a 0) [%n ~] [%i =(s.a s.b)]
?: |(=(a.a 0) =(a.b 0)) [%f =(s.a s.b) zer]
?: =(s.a s.b) (^mul +>.a +>.b)
=.(r swr (fli (^mul +>.a +>.b)))
::
++ emu :: exact multiply
|= [a=fn b=fn] ^- fn
?: |(?=([%n *] a) ?=([%n *] b)) [%n ~]
?: ?=([%i *] a)
?: ?=([%i *] b) [%i =(s.a s.b)]
?: =(a.b 0) [%n ~] [%i =(s.a s.b)]
?: ?=([%i *] b)
?: =(a.a 0) [%n ~] [%i =(s.a s.b)]
?: |(=(a.a 0) =(a.b 0)) [%f =(s.a s.b) zer]
[%f =(s.a s.b) (sum:si e.a e.b) (^^mul a.a a.b)]
::
++ div :: divide
|= [a=fn b=fn] ^- fn
?: |(?=([%n *] a) ?=([%n *] b)) [%n ~]
?: ?=([%i *] a)
?: ?=([%i *] b) [%n ~] [%i =(s.a s.b)]
?: ?=([%i *] b) [%f =(s.a s.b) zer]
?: =(a.a 0) ?: =(a.b 0) [%n ~] [%f =(s.a s.b) zer]
?: =(a.b 0) [%i =(s.a s.b)]
?: =(s.a s.b) (^div +>.a +>.b)
=.(r swr (fli (^div +>.a +>.b)))
::
++ fma :: fused multiply-add
|= [a=fn b=fn c=fn] ^- fn :: (a * b) + c
(add (emu a b) c)
::
++ sqt :: square root
|= [a=fn] ^- fn
?: ?=([%n *] a) [%n ~]
?: ?=([%i *] a) ?:(s.a a [%n ~])
?~ a.a [%f s.a zer]
?: s.a (^sqt +>.a) [%n ~]
::
++ inv :: inverse
|= [a=fn] ^- fn
(div [%f & --0 1] a)
::
++ sun :: uns integer to float
|= [a=@u] ^- fn
(rou [%f & --0 a])
::
++ san :: sgn integer to float
|= [a=@s] ^- fn
=+ b=(old:si a)
(rou [%f -.b --0 +.b])
::
:: comparisons return ~ in the event of a NaN
++ lth :: less-than
|= [a=fn b=fn] ^- (unit ,?)
?: |(?=([%n *] a) ?=([%n *] b)) ~ :- ~
?: =(a b) |
?: ?=([%i *] a) !s.a ?: ?=([%i *] b) s.b
?: |(=(a.a 0) =(a.b 0))
?: &(=(a.a 0) =(a.b 0)) |
?: =(a.a 0) s.b !s.a
?: !=(s.a s.b) s.b
?: s.a (^lth +>.a +>.b) (^lth +>.b +>.a)
::
++ lte :: less-equal
|= [a=fn b=fn] ^- (unit ,?)
?: |(?=([%n *] a) ?=([%n *] b)) ~ :- ~
?: =(a b) &
?: ?=([%i *] a) !s.a ?: ?=([%i *] b) s.b
?: |(=(a.a 0) =(a.b 0))
?: &(=(a.a 0) =(a.b 0)) &
?: =(a.a 0) s.b !s.a
?: !=(s.a s.b) s.b
?: s.a (^lte +>.a +>.b) (^lte +>.b +>.a)
::
++ equ :: equal
|= [a=fn b=fn] ^- (unit ,?)
?: |(?=([%n *] a) ?=([%n *] b)) ~ :- ~
?: =(a b) &
?: |(?=([%i *] a) ?=([%i *] b)) |
?: |(=(a.a 0) =(a.b 0))
?: &(=(a.a 0) =(a.b 0)) & |
?: |(=(e.a e.b) !=(s.a s.b)) |
(^equ +>.a +>.b)
::
++ gte :: greater-equal
|= [a=fn b=fn] ^- (unit ,?) (lte b a)
::
++ gth :: greater-than
|= [a=fn b=fn] ^- (unit ,?) (lth b a)
::
++ drg :: float to decimal
|= [a=fn] ^- dn
?: ?=([%n *] a) [%n ~]
?: ?=([%i *] a) [%i s.a]
?~ a.a [%d s.a --0 0]
[%d s.a (^drg +>.a)]
::
++ grd :: decimal to float
|= [a=dn] ^- fn
?: ?=([%n *] a) [%n ~]
?: ?=([%i *] a) [%i s.a]
=> .(r %n)
=+ q=(abs:si e.a)
?: (syn:si e.a)
(mul [%f s.a --0 a.a] [%f & e.a (pow 5 q)])
(div [%f s.a --0 a.a] [%f & (sun:si q) (pow 5 q)])
::
++ toi :: round to integer @s
|= [a=fn] ^- (unit ,@s)
=+ b=(toj a)
?. ?=([%f *] b) ~ :- ~
=+ c=(^^mul (bex (abs:si e.b)) a.b)
(new:si s.b c)
::
++ toj :: round to integer fn
|= [a=fn] ^- fn
?. ?=([%f *] a) a
?~ a.a [%f s.a zer]
?: s.a (^toj +>.a)
=.(r swr (fli (^toj +>.a)))
--
::
++ ff :: ieee 754 format fp
|_ [[w=@u p=@u b=@s] r=?(%n %u %d %z %a)]
:: this core has no use outside of the functionality
:: provided to ++rd, ++rs, ++rq, and ++rh
::
:: w=width: bits in exponent field
:: p=precision: bits in fraction field
:: w=bias: added to exponent when storing
:: r=rounding mode: same as in ++fl
::
++ sb (bex (^add w p)) :: sign bit
++ me (dif:si (dif:si --1 b) (sun:si p)) :: minimum exponent
::
++ pa
%*(. fl p +(p), v me, w (^sub (bex w) 3), d %d, r r)
::
++ sea :: @r to fn
|= [a=@r] ^- fn
=+ [f=(cut 0 [0 p] a) e=(cut 0 [p w] a)]
=+ s=(sig a)
?: =(e 0)
?: =(f 0) [%f s --0 0] [%f s me f]
?: =(e (fil 0 w 1))
?: =(f 0) [%i s] [%n ~]
=+ q=:(sum:si (sun:si e) me -1)
=+ r=(^add f (bex p))
[%f s q r]
::
++ bit |= [a=fn] (bif (rou:pa a)) :: fn to @r w/ rounding
::
++ bif :: fn to @r no rounding
|= [a=fn] ^- @r
?: ?=([%i *] a)
=+ q=(lsh 0 p (fil 0 w 1))
?: s.a q (^add q sb)
?: ?=([%n *] a) (lsh 0 (dec p) (fil 0 +(w) 1))
?~ a.a ?: s.a `@r`0 sb
=+ ma=(met 0 a.a)
?. =(ma +(p))
?> =(e.a me)
?> (^lth ma +(p))
?: s.a `@r`a.a (^add a.a sb)
=+ q=(sum:si (dif:si e.a me) --1)
=+ r=(^add (lsh 0 p (abs:si q)) (end 0 p a.a))
?: s.a r (^add r sb)
::
++ sig :: get sign
|= [a=@r] ^- ?
=(0 (cut 0 [(^add p w) 1] a))
::
++ exp :: get exponent
|= [a=@r] ^- @s
(dif:si (sun:si (cut 0 [p w] a)) b)
::
++ add :: add
|= [a=@r b=@r]
(bif (add:pa (sea a) (sea b)))
::
++ sub :: subtract
|= [a=@r b=@r]
(bif (sub:pa (sea a) (sea b)))
::
++ mul :: multiply
|= [a=@r b=@r]
(bif (mul:pa (sea a) (sea b)))
::
++ div :: divide
|= [a=@r b=@r]
(bif (div:pa (sea a) (sea b)))
::
++ fma :: fused multiply-add
|= [a=@r b=@r c=@r]
(bif (fma:pa (sea a) (sea b) (sea c)))
::
++ sqt :: square root
|= [a=@r]
(bif (sqt:pa (sea a)))
::
++ lth :: less-than
|= [a=@r b=@r] (fall (lth:pa (sea a) (sea b)) |)
++ lte :: less-equals
|= [a=@r b=@r] (fall (lte:pa (sea a) (sea b)) |)
++ equ :: equals
|= [a=@r b=@r] (fall (equ:pa (sea a) (sea b)) |)
++ gte :: greater-equals
|= [a=@r b=@r] (fall (gte:pa (sea a) (sea b)) |)
++ gth :: greater-than
|= [a=@r b=@r] (fall (gth:pa (sea a) (sea b)) |)
++ sun :: uns integer to @r
|= [a=@u] (bit [%f & --0 a])
++ san :: signed integer to @r
|= [a=@s] (bit [%f (syn:si a) --0 (abs:si a)])
++ toi :: round to integer
|= [a=@r] (toi:pa (sea a))
++ drg :: @r to decimal float
|= [a=@r] (drg:pa (sea a))
++ grd :: decimal float to @r
|= [a=dn] (bif (grd:pa a))
--
::
++ rlyd |= a=@rd ^- dn (drg:rd a) :: prep @rd for print
++ rlys |= a=@rs ^- dn (drg:rs a) :: prep @rs for print
++ rlyh |= a=@rh ^- dn (drg:rh a) :: prep @rh for print
++ rlyq |= a=@rq ^- dn (drg:rq a) :: prep @rq for print
++ ryld |= a=dn ^- @rd (grd:rd a) :: finish parsing @rd
++ ryls |= a=dn ^- @rs (grd:rs a) :: finish parsing @rs
++ rylh |= a=dn ^- @rh (grd:rh a) :: finish parsing @rh
++ rylq |= a=dn ^- @rq (grd:rq a) :: finish parsing @rq
::
++ rd :: double precision fp
~% %rd +> ~
|_ r=?(%n %u %d %z)
:: round to nearest, round up, round down, round to zero
::
++ ma
%*(. ff w 11, p 52, b --1.023, r r)
::
++ sea :: @rd to fn
|= [a=@rd] (sea:ma a)
::
++ bit :: fn to @rd
|= [a=fn] ^- @rd (bit:ma a)
::
++ add ~/ %add :: add
|= [a=@rd b=@rd] ^- @rd ~| %rd-fail
(add:ma a b)
::
++ sub ~/ %sub :: subtract
|= [a=@rd b=@rd] ^- @rd ~| %rd-fail
(sub:ma a b)
::
++ mul ~/ %mul :: multiply
|= [a=@rd b=@rd] ^- @rd ~| %rd-fail
(mul:ma a b)
::
++ div ~/ %div :: divide
|= [a=@rd b=@rd] ^- @rd ~| %rd-fail
(div:ma a b)
::
++ fma ~/ %fma :: fused multiply-add
|= [a=@rd b=@rd c=@rd] ^- @rd ~| %rd-fail
(fma:ma a b c)
::
++ sqt ~/ %sqt :: square root
|= [a=@rd] ^- @rd ~| %rd-fail
(sqt:ma a)
::
++ lth ~/ %lth :: less-than
|= [a=@rd b=@rd] ~| %rd-fail (lth:ma a b)
++ lte ~/ %lte :: less-equals
|= [a=@rd b=@rd] ~| %rd-fail (lte:ma a b)
++ equ ~/ %equ :: equals
|= [a=@rd b=@rd] ~| %rd-fail (equ:ma a b)
++ gte ~/ %gte :: greater-equals
|= [a=@rd b=@rd] ~| %rd-fail (gte:ma a b)
++ gth ~/ %gth :: greater-than
|= [a=@rd b=@rd] ~| %rd-fail (gth:ma a b)
::
++ sun |= [a=@u] ^- @rd (sun:ma a) :: uns integer to @rd
++ san |= [a=@s] ^- @rd (san:ma a) :: sgn integer to @rd
++ sig |= [a=@rd] ^- ? (sig:ma a) :: get sign
++ exp |= [a=@rd] ^- @s (exp:ma a) :: get exponent
++ toi |= [a=@rd] ^- (unit ,@s) (toi:ma a) :: round to integer
++ drg |= [a=@rd] ^- dn (drg:ma a) :: @rd to decimal float
++ grd |= [a=dn] ^- @rd (grd:ma a) :: decimal float to @rd
--
::
++ rs :: single precision fp
~% %rs +> ~
|_ r=?(%n %u %d %z)
:: round to nearest, round up, round down, round to zero
::
++ ma
%*(. ff w 8, p 23, b --127, r r)
::
++ sea :: @rs to fn
|= [a=@rs] (sea:ma a)
::
++ bit :: fn to @rs
|= [a=fn] ^- @rs (bit:ma a)
::
++ add ~/ %add :: add
|= [a=@rs b=@rs] ^- @rs ~| %rs-fail
(add:ma a b)
::
++ sub ~/ %sub :: subtract
|= [a=@rs b=@rs] ^- @rs ~| %rs-fail
(sub:ma a b)
::
++ mul ~/ %mul :: multiply
|= [a=@rs b=@rs] ^- @rs ~| %rs-fail
(mul:ma a b)
::
++ div ~/ %div :: divide
|= [a=@rs b=@rs] ^- @rs ~| %rs-fail
(div:ma a b)
::
++ fma ~/ %fma :: fused multiply-add
|= [a=@rs b=@rs c=@rs] ^- @rs ~| %rs-fail
(fma:ma a b c)
::
++ sqt ~/ %sqt :: square root
|= [a=@rs] ^- @rs ~| %rs-fail
(sqt:ma a)
::
++ lth ~/ %lth :: less-than
|= [a=@rs b=@rs] ~| %rs-fail (lth:ma a b)
++ lte ~/ %lte :: less-equals
|= [a=@rs b=@rs] ~| %rs-fail (lte:ma a b)
++ equ ~/ %equ :: equals
|= [a=@rs b=@rs] ~| %rs-fail (equ:ma a b)
++ gte ~/ %gte :: greater-equals
|= [a=@rs b=@rs] ~| %rs-fail (gte:ma a b)
++ gth ~/ %gth :: greater-than
|= [a=@rs b=@rs] ~| %rs-fail (gth:ma a b)
::
++ sun |= [a=@u] ^- @rs (sun:ma a) :: uns integer to @rs
++ san |= [a=@s] ^- @rs (san:ma a) :: sgn integer to @rs
++ sig |= [a=@rs] ^- ? (sig:ma a) :: get sign
++ exp |= [a=@rs] ^- @s (exp:ma a) :: get exponent
++ toi |= [a=@rs] ^- (unit ,@s) (toi:ma a) :: round to integer
++ drg |= [a=@rs] ^- dn (drg:ma a) :: @rs to decimal float
++ grd |= [a=dn] ^- @rs (grd:ma a) :: decimal float to @rs
--
::
++ rq :: quad precision fp
~% %rq +> ~
|_ r=?(%n %u %d %z)
:: round to nearest, round up, round down, round to zero
::
++ ma
%*(. ff w 15, p 112, b --16.383, r r)
::
++ sea :: @rq to fn
|= [a=@rq] (sea:ma a)
::
++ bit :: fn to @rq
|= [a=fn] ^- @rq (bit:ma a)
::
++ add ~/ %add :: add
|= [a=@rq b=@rq] ^- @rq ~| %rq-fail
(add:ma a b)
::
++ sub ~/ %sub :: subtract
|= [a=@rq b=@rq] ^- @rq ~| %rq-fail
(sub:ma a b)
::
++ mul ~/ %mul :: multiply
|= [a=@rq b=@rq] ^- @rq ~| %rq-fail
(mul:ma a b)
::
++ div ~/ %div :: divide
|= [a=@rq b=@rq] ^- @rq ~| %rq-fail
(div:ma a b)
::
++ fma ~/ %fma :: fused multiply-add
|= [a=@rq b=@rq c=@rq] ^- @rq ~| %rq-fail
(fma:ma a b c)
::
++ sqt ~/ %sqt :: square root
|= [a=@rq] ^- @rq ~| %rq-fail
(sqt:ma a)
::
++ lth ~/ %lth :: less-than
|= [a=@rq b=@rq] ~| %rq-fail (lth:ma a b)
++ lte ~/ %lte :: less-equals
|= [a=@rq b=@rq] ~| %rq-fail (lte:ma a b)
++ equ ~/ %equ :: equals
|= [a=@rq b=@rq] ~| %rq-fail (equ:ma a b)
++ gte ~/ %gte :: greater-equals
|= [a=@rq b=@rq] ~| %rq-fail (gte:ma a b)
++ gth ~/ %gth :: greater-than
|= [a=@rq b=@rq] ~| %rq-fail (gth:ma a b)
::
++ sun |= [a=@u] ^- @rq (sun:ma a) :: uns integer to @rq
++ san |= [a=@s] ^- @rq (san:ma a) :: sgn integer to @rq
++ sig |= [a=@rq] ^- ? (sig:ma a) :: get sign
++ exp |= [a=@rq] ^- @s (exp:ma a) :: get exponent
++ toi |= [a=@rq] ^- (unit ,@s) (toi:ma a) :: round to integer
++ drg |= [a=@rq] ^- dn (drg:ma a) :: @rq to decimal float
++ grd |= [a=dn] ^- @rq (grd:ma a) :: decimal float to @rq
--
::
++ rh :: half precision fp
|_ r=?(%n %u %d %z)
:: round to nearest, round up, round down, round to zero
::
++ ma
%*(. ff w 5, p 10, b --15, r r)
::
++ sea :: @rh to fn
|= [a=@rh] (sea:ma a)
::
++ bit :: fn to @rh
|= [a=fn] ^- @rh (bit:ma a)
::
++ tos :: @rh to @rs
|= [a=@rh] (bit:rs (sea a))
::
++ fos :: @rs to @rh
|= [a=@rs] (bit (sea:rs a))
::
++ lth ~/ %lth :: less-than
|= [a=@rh b=@rh] ~| %rh-fail (lth:ma a b)
++ lte ~/ %lte :: less-equals
|= [a=@rh b=@rh] ~| %rh-fail (lte:ma a b)
++ equ ~/ %equ :: equals
|= [a=@rh b=@rh] ~| %rh-fail (equ:ma a b)
++ gte ~/ %gte :: greater-equals
|= [a=@rh b=@rh] ~| %rh-fail (gte:ma a b)
++ gth ~/ %gth :: greater-than
|= [a=@rh b=@rh] ~| %rh-fail (gth:ma a b)
::
++ sun |= [a=@u] ^- @rh (sun:ma a) :: uns integer to @rh
++ san |= [a=@s] ^- @rh (san:ma a) :: sgn integer to @rh
++ sig |= [a=@rh] ^- ? (sig:ma a) :: get sign
++ exp |= [a=@rh] ^- @s (exp:ma a) :: get exponent
++ toi |= [a=@rh] ^- (unit ,@s) (toi:ma a) :: round to integer
++ drg |= [a=@rh] ^- dn (drg:ma a) :: @rh to decimal float
++ grd |= [a=dn] ^- @rh (grd:ma a) :: decimal float to @rh
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cH, urbit time ::
::
++ year :: date to @d
|= det=date
^- @da
=+ ^= yer
?: a.det
(add 292.277.024.400 y.det)
(sub 292.277.024.400 (dec y.det))
=+ day=(yawn yer m.det d.t.det)
(yule day h.t.det m.t.det s.t.det f.t.det)
::
++ yore :: @d to date
|= now=@da
^- date
=+ rip=(yell now)
=+ ger=(yall d.rip)
:- ?: (gth y.ger 292.277.024.400)
[a=& y=(sub y.ger 292.277.024.400)]
[a=| y=+((sub 292.277.024.400 y.ger))]
[m.ger d.ger h.rip m.rip s.rip f.rip]
::
++ yell :: tarp from @d
|= now=@d
^- tarp
=+ sec=(rsh 6 1 now)
=+ ^= fan
=+ [muc=4 raw=(end 6 1 now)]
|- ^- (list ,@ux)
?: |(=(0 raw) =(0 muc))
~
=> .(muc (dec muc))
[(cut 4 [muc 1] raw) $(raw (end 4 muc raw))]
=+ day=(div sec day:yo)
=> .(sec (mod sec day:yo))
=+ hor=(div sec hor:yo)
=> .(sec (mod sec hor:yo))
=+ mit=(div sec mit:yo)
=> .(sec (mod sec mit:yo))
[day hor mit sec fan]
::
++ yule :: time atom
|= rip=tarp
^- @d
=+ ^= sec ;: add
(mul d.rip day:yo)
(mul h.rip hor:yo)
(mul m.rip mit:yo)
s.rip
==
=+ ^= fac =+ muc=4
|- ^- @
?~ f.rip
0
=> .(muc (dec muc))
(add (lsh 4 muc i.f.rip) $(f.rip t.f.rip))
(con (lsh 6 1 sec) fac)
::
++ yall :: day # to day of year
|= day=@ud
^- [y=@ud m=@ud d=@ud]
=+ [era=0 cet=0 lep=*?]
=> .(era (div day era:yo), day (mod day era:yo))
=> ^+ .
?: (lth day +(cet:yo))
.(lep &, cet 0)
=> .(lep |, cet 1, day (sub day +(cet:yo)))
.(cet (add cet (div day cet:yo)), day (mod day cet:yo))
=+ yer=(add (mul 400 era) (mul 100 cet))
|- ^- [y=@ud m=@ud d=@ud]
=+ dis=?:(lep 366 365)
?. (lth day dis)
=+ ner=+(yer)
$(yer ner, day (sub day dis), lep =(0 (end 0 2 ner)))
|- ^- [y=@ud m=@ud d=@ud]
=+ [mot=0 cah=?:(lep moy:yo moh:yo)]
|- ^- [y=@ud m=@ud d=@ud]
=+ zis=(snag mot cah)
?: (lth day zis)
[yer +(mot) +(day)]
$(mot +(mot), day (sub day zis))
::
++ yawn :: days since Jesus
|= [yer=@ud mot=@ud day=@ud]
^- @ud
=> .(mot (dec mot), day (dec day))
=> ^+ .
%= .
day
=+ cah=?:((yelp yer) moy:yo moh:yo)
|- ^- @ud
?: =(0 mot)
day
$(mot (dec mot), cah (slag 1 cah), day (add day (snag 0 cah)))
==
|- ^- @ud
?. =(0 (mod yer 4))
=+ ney=(dec yer)
$(yer ney, day (add day ?:((yelp ney) 366 365)))
?. =(0 (mod yer 100))
=+ nef=(sub yer 4)
$(yer nef, day (add day ?:((yelp nef) 1.461 1.460)))
?. =(0 (mod yer 400))
=+ nec=(sub yer 100)
$(yer nec, day (add day ?:((yelp nec) 36.525 36.524)))
(add day (mul (div yer 400) (add 1 (mul 4 36.524))))
::
++ yelp :: leap year
|= yer=@ud ^- ?
&(=(0 (mod yer 4)) |(!=(0 (mod yer 100)) =(0 (mod yer 400))))
::
++ yo :: time constants
|% ++ cet 36.524 :: (add 24 (mul 100 365))
++ day 86.400 :: (mul 24 hor)
++ era 146.097 :: (add 1 (mul 4 cet))
++ hor 3.600 :: (mul 60 mit)
++ jes 106.751.991.084.417 :: (mul 730.692.561 era)
++ mit 60
++ moh `(list ,@ud)`[31 28 31 30 31 30 31 31 30 31 30 31 ~]
++ moy `(list ,@ud)`[31 29 31 30 31 30 31 31 30 31 30 31 ~]
++ qad 126.144.001 :: (add 1 (mul 4 yer))
++ yer 31.536.000 :: (mul 365 day)
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cI, almost macros ::
::
++ same |*(* +<) :: identity
++ head |*(^ +<-) :: get head
++ tail |*(^ +<+) :: get head
++ test |=(^ =(+<- +<+)) :: equality
++ cork |*([a=_,* b=gate] (corl b a)) :: compose forward
++ corl :: compose backwards
|* [a=gate b=_,*]
=< +:|.((a (b))) :: type check
|* c=_+<.b
(a (b c))
::
++ cury :: curry left
|* [a=_|=(^ **) b=*]
|* c=_+<+.a
(a b c)
::
++ curr :: curry right
|* [a=_|=(^ **) c=*]
|* b=_+<+.a
(a b c)
::
++ gulf :: range list
|=([a=@ b=@] `(list ,@)`?:(=(a b) ~ [a $(a +(a))]))
::
++ hard :: force coerce to type
|* han=$+(* *)
|= fud=* ^- han
~| %hard
=+ gol=(han fud)
?>(=(gol fud) gol)
::
++ soft :: maybe coerce to type
|* han=$+(* *)
|= fud=* ^- (unit han)
=+ gol=(han fud)
?.(=(gol fud) ~ [~ gol])
::
++ slog :: deify printf
=| pri=@ :: priority level
|= a=tang ^+ same :: .= ~&(%a 1)
?~(a same ~>(%slog.[pri i.a] $(a t.a))) :: ((slog ~[>%a<]) 1)
::
++ mean |=(a=tang (fear (flop a) |.(!!))) :: deify stack trace
++ fear :: insert user mean
|* [a=tang _|?(**)]
^+ (+<+)
=> .(a `tang`a)
?~ a (+<+)
~_(i.a $(a t.a))
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2cJ, extra math ::
::
++ sqt :: sqrt w/remainder
~/ %sqt
|= a=@ ^- [p=@ q=@]
?~ a [0 0]
=+ [q=(div (dec (xeb a)) 2) r=0]
=- [-.b (sub a +.b)]
^= b |-
=+ s=(add r (bex q))
=+ t=(mul s s)
?: =(q 0)
?: (lte t a) [s t] [r (mul r r)]
?: (lte t a) $(r s, q (dec q)) $(q (dec q))
::
++ dvr
~/ %dvr
|= [a=@ b=@] ^- [p=@ q=@]
?< =(0 b)
[(div a b) (mod a b)]
::
++ pow
~/ %pow
|= [a=@ b=@]
?: =(b 0) 1
|- ?: =(b 1) a
=+ c=$(b (div b 2))
=+ d=(mul c c)
?~ (dis b 1) d (mul d a)
:::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2d, containers ::::
:: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2dA, sets ::
::
++ apt :: set invariant
|= a=(tree)
?~ a
&
?& ?~(l.a & ?&((vor n.a n.l.a) (hor n.l.a n.a) $(a l.a)))
?~(r.a & ?&((vor n.a n.r.a) (hor n.a n.r.a) $(a r.a)))
==
::
++ in :: set engine
~/ %in
|/ a=(set)
+- all :: logical AND
~/ %all
|* b=$+(* ?)
|- ^- ?
?~ a
&
?&((b n.a) $(a l.a) $(a r.a))
::
+- any :: logical OR
~/ %any
|* b=$+(* ?)
|- ^- ?
?~ a
|
?|((b n.a) $(a l.a) $(a r.a))
::
+- bif :: splits a by b
~/ %bif
|* b=*
^+ [l=a r=a]
=< [+< +>]
|- ^+ a
?~ a
[b ~ ~]
?: =(b n.a)
a
?: (hor b n.a)
=+ c=$(a l.a)
?> ?=(^ c)
[n.c l.c [n.a r.c r.a]]
=+ c=$(a r.a)
?> ?=(^ c)
[n.c [n.a l.a l.c] r.c]
::
+- del :: b without any a
~/ %del
|* b=*
|- ^+ a
?~ a
~
?. =(b n.a)
?: (hor b n.a)
[n.a $(a l.a) r.a]
[n.a l.a $(a r.a)]
|- ^- ?(~ _a)
?~ l.a r.a
?~ r.a l.a
?: (vor n.l.a n.r.a)
[n.l.a l.l.a $(l.a r.l.a)]
[n.r.a $(r.a l.r.a) r.r.a]
::
+- dif :: difference
~/ %dif
|* b=_a
|- ^+ a
?~ b
a
=+ c=(bif(+< a) n.b)
?> ?=(^ c)
=+ d=$(a l.c, b l.b)
=+ e=$(a r.c, b r.b)
|- ^- ?(~ _a)
?~ d e
?~ e d
?: (vor n.d n.e)
[n.d l.d $(d r.d)]
[n.e $(e l.e) r.e]
::
+- dig :: axis of a in b
|= b=*
=+ c=1
|- ^- (unit ,@)
?~ a ~
?: =(b n.a) [~ u=(peg c 2)]
?: (hor b n.a)
$(a l.a, c (peg c 6))
$(a r.a, c (peg c 7))
::
+- gas :: concatenate
~/ %gas
|= b=(list ,_?>(?=(^ a) n.a))
|- ^+ a
?~ b
a
$(b t.b, a (put(+< a) i.b))
::
+- has :: b exists in a check
~/ %has
|* b=*
|- ^- ?
?~ a
|
?: =(b n.a)
&
?: (hor b n.a)
$(a l.a)
$(a r.a)
::
+- int :: intersection
~/ %int
|* b=_a
|- ^+ a
?~ b
~
?~ a
~
?. (vor n.a n.b)
$(a b, b a)
?: =(n.b n.a)
[n.a $(a l.a, b l.b) $(a r.a, b r.b)]
?: (hor n.b n.a)
%- uni(+< $(a l.a, b [n.b l.b ~])) $(b r.b)
%- uni(+< $(a r.a, b [n.b ~ r.b])) $(b l.b)
::
+- put :: puts b in a, sorted
~/ %put
|* b=*
|- ^+ a
?~ a
[b ~ ~]
?: =(b n.a)
a
?: (hor b n.a)
=+ c=$(a l.a)
?> ?=(^ c)
?: (vor n.a n.c)
[n.a c r.a]
[n.c l.c [n.a r.c r.a]]
=+ c=$(a r.a)
?> ?=(^ c)
?: (vor n.a n.c)
[n.a l.a c]
[n.c [n.a l.a l.c] r.c]
::
+- rep :: replace by product
|* b=_|=([* *] +<+)
|-
?~ a +<+.b
$(a r.a, +<+.b $(a l.a, +<+.b (b n.a +<+.b)))
::
+- tap :: list tiles a set
~/ %tap
|= b=(list ,_?>(?=(^ a) n.a))
^+ b
?~ a
b
$(a r.a, b [n.a $(a l.a)])
::
+- uni :: union
~/ %uni
|* b=_a
?: =(a b) a
|- ^+ a
?~ b
a
?~ a
b
?: (vor n.a n.b)
?: =(n.b n.a)
[n.b $(a l.a, b l.b) $(a r.a, b r.b)]
?: (hor n.b n.a)
$(a [n.a $(a l.a, b [n.b l.b ~]) r.a], b r.b)
$(a [n.a l.a $(a r.a, b [n.b ~ r.b])], b l.b)
?: =(n.a n.b)
[n.b $(b l.b, a l.a) $(b r.b, a r.a)]
?: (hor n.a n.b)
$(b [n.b $(b l.b, a [n.a l.a ~]) r.b], a r.a)
$(b [n.b l.b $(b r.b, a [n.a ~ r.a])], a l.a)
::
+- wyt :: size of set
|- ^- @
?~(a 0 +((add $(a l.a) $(a r.a))))
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2dB, maps ::
::
++ ept :: map invariant
|= a=(tree ,[p=* q=*])
?~ a
&
?& ?~(l.a & ?&((vor p.n.a p.n.l.a) (gor p.n.l.a p.n.a) $(a l.a)))
?~(r.a & ?&((vor p.n.a p.n.r.a) (gor p.n.a p.n.r.a) $(a l.a)))
==
::
++ ja :: jar engine
|/ a=(jar)
+- get :: gets list by key
|* b=*
=+ c=(~(get by a) b)
?~(c ~ u.c)
::
+- add :: adds key-list pair
|* [b=* c=*]
=+ d=(get(+< a) b)
(~(put by a) b [c d])
--
::
++ ju :: jug engine
|/ a=(jug)
+- del :: del key-set pair
|* [b=* c=*]
^+ a
=+ d=(get(+< a) b)
=+ e=(~(del in d) c)
?~ e
(~(del by a) b)
(~(put by a) b e)
::
+- gas :: concatenate
|* b=(list ,[p=* q=*])
=> .(b `(list ,_?>(?=([[* ^] ^] a) [p=p q=n.q]:n.a))`b)
|- ^+ a
?~ b
a
$(b t.b, a (put(+< a) p.i.b q.i.b))
::
+- get :: gets set by key
|* b=*
=+ c=(~(get by a) b)
?~(c ~ u.c)
::
+- has :: existence check
|* [b=* c=*]
^- ?
(~(has in (get(+< a) b)) c)
::
+- put :: add key-set pair
|* [b=* c=*]
^+ a
=+ d=(get(+< a) b)
(~(put by a) b (~(put in d) c))
--
::
++ by :: map engine
~/ %by
|/ a=(map)
+- all :: logical AND
~/ %all
|* b=$+(* ?)
|- ^- ?
?~ a
&
?&((b q.n.a) $(a l.a) $(a r.a))
::
+- any :: logical OR
~/ %any
|* b=$+(* ?)
|- ^- ?
?~ a
|
?|((b q.n.a) $(a l.a) $(a r.a))
::
+- bif :: splits a by b
~/ %bif
|* [b=* c=*]
^+ [l=a r=a]
=< [+< +>]
|- ^+ a
?~ a
[[b c] ~ ~]
?: =(b p.n.a)
?: =(c q.n.a)
a
[[b c] l.a r.a]
?: (gor b p.n.a)
=+ d=$(a l.a)
?> ?=(^ d)
[n.d l.d [n.a r.d r.a]]
=+ d=$(a r.a)
?> ?=(^ d)
[n.d [n.a l.a l.d] r.d]
::
+- del :: delete at key b
~/ %del
|* b=*
|- ^+ a
?~ a
~
?. =(b p.n.a)
?: (gor b p.n.a)
[n.a $(a l.a) r.a]
[n.a l.a $(a r.a)]
|- ^- ?(~ _a)
?~ l.a r.a
?~ r.a l.a
?: (vor p.n.l.a p.n.r.a)
[n.l.a l.l.a $(l.a r.l.a)]
[n.r.a $(r.a l.r.a) r.r.a]
::
+- dif :: difference
~/ %dif
|* b=_a
|- ^+ a
?~ b
a
=+ c=(bif(+< a) n.b)
?> ?=(^ c)
=+ d=$(a l.c, b l.b)
=+ e=$(a r.c, b r.b)
|- ^- ?(~ _a)
?~ d e
?~ e d
?: (vor p.n.d p.n.e)
[n.d l.d $(d r.d)]
[n.e $(e l.e) r.e]
::
+- dig :: axis of b key
|= b=*
=+ c=1
|- ^- (unit ,@)
?~ a ~
?: =(b p.n.a) [~ u=(peg c 2)]
?: (gor b p.n.a)
$(a l.a, c (peg c 6))
$(a r.a, c (peg c 7))
::
+- gas :: concatenate
~/ %gas
|* b=(list ,[p=* q=*])
=> .(b `(list ,_?>(?=(^ a) n.a))`b)
|- ^+ a
?~ b
a
$(b t.b, a (put(+< a) p.i.b q.i.b))
::
+- get :: grab value by key
~/ %get
|= b=*
^- $|(~ [~ u=_?>(?=(^ a) q.n.a)])
?~ a
~
?: =(b p.n.a)
[~ u=q.n.a]
?: (gor b p.n.a)
$(a l.a)
$(a r.a)
::
+- got
|* b=*
%- need
%- get(+< a) b
::
+- has :: key existence check
~/ %has
|* b=*
!=(~ (get(+< a) b))
::
+- int :: intersection
~/ %int
|* b=_a
|- ^+ a
?~ b
~
?~ a
~
?: (vor p.n.a p.n.b)
?: =(p.n.b p.n.a)
[n.b $(a l.a, b l.b) $(a r.a, b r.b)]
?: (gor p.n.b p.n.a)
%- uni(+< $(a l.a, b [n.b l.b ~])) $(b r.b)
%- uni(+< $(a r.a, b [n.b ~ r.b])) $(b l.b)
?: =(p.n.a p.n.b)
[n.b $(b l.b, a l.a) $(b r.b, a r.a)]
?: (gor p.n.a p.n.b)
%- uni(+< $(b l.b, a [n.a l.a ~])) $(a r.a)
%- uni(+< $(b r.b, a [n.a ~ r.a])) $(a l.a)
::
+- mar :: add with validation
|* [b=_?>(?=(^ a) p.n.a) c=(unit ,_?>(?=(^ a) q.n.a))]
?~ c
(del b)
(put b u.c)
::
+- put :: adds key-value pair
~/ %put
|* [b=* c=*]
|- ^+ a
?~ a
[[b c] ~ ~]
?: =(b p.n.a)
?: =(c q.n.a)
a
[[b c] l.a r.a]
?: (gor b p.n.a)
=+ d=$(a l.a)
?> ?=(^ d)
?: (vor p.n.a p.n.d)
[n.a d r.a]
[n.d l.d [n.a r.d r.a]]
=+ d=$(a r.a)
?> ?=(^ d)
?: (vor p.n.a p.n.d)
[n.a l.a d]
[n.d [n.a l.a l.d] r.d]
::
+- rep :: replace by product
|* b=_|=([* *] +<+)
|-
?~ a +<+.b
$(a r.a, +<+.b $(a l.a, +<+.b (b n.a +<+.b)))
::
+- rib :: transform + product
|* [b=* c=_,*]
|- ^+ [b a]
?~ a [b ~]
=+ d=(c n.a b)
=. n.a +.d
=+ e=$(a l.a, b -.d)
=+ f=$(a r.a, b -.e)
[-.f [n.a +.e +.f]]
::
+- run :: apply gate to values
|* b=_,*
|-
?~ a a
[n=[p=p.n.a q=(b q.n.a)] l=$(a l.a) r=$(a r.a)]
::
+- tap :: listify pairs
~/ %tap
|= b=(list ,_?>(?=(^ a) n.a))
^+ b
?~ a
b
$(a r.a, b [n.a $(a l.a)])
::
+- uni :: union, merge
~/ %uni
|* b=_a
|- ^+ a
?~ b
a
?~ a
b
?: (vor p.n.a p.n.b)
?: =(p.n.b p.n.a)
[n.b $(a l.a, b l.b) $(a r.a, b r.b)]
?: (gor p.n.b p.n.a)
$(a [n.a $(a l.a, b [n.b l.b ~]) r.a], b r.b)
$(a [n.a l.a $(a r.a, b [n.b ~ r.b])], b l.b)
?: =(p.n.a p.n.b)
[n.b $(b l.b, a l.a) $(b r.b, a r.a)]
?: (gor p.n.a p.n.b)
$(b [n.b $(b l.b, a [n.a l.a ~]) r.b], a r.a)
$(b [n.b l.b $(b r.b, a [n.a ~ r.a])], a l.a)
::
+- urn :: apply gate to nodes
|* b=$+([* *] *)
|-
?~ a ~
[n=[p=p.n.a q=(b p.n.a q.n.a)] l=$(a l.a) r=$(a r.a)]
::
+- wyt :: depth of map
|- ^- @
?~(a 0 +((add $(a l.a) $(a r.a))))
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2dC, queues ::
::
++ to :: queue engine
|/ a=(qeu)
+- bal
|- ^+ a
?~ a ~
?. |(?=(~ l.a) (vor n.a n.l.a))
$(a [n.l.a l.l.a $(a [n.a r.l.a r.a])])
?. |(?=(~ r.a) (vor n.a n.r.a))
$(a [n.r.a $(a [n.a l.a l.r.a]) r.r.a])
a
::
+- dep :: max depth of queue
|- ^- @
?~ a 0
+((max $(a l.a) $(a r.a)))
::
+- gas :: insert list to que
|= b=(list ,_?>(?=(^ a) n.a))
|- ^+ a
?~(b a $(b t.b, a (put(+< a) i.b)))
::
+- get :: head-tail pair
|- ^+ ?>(?=(^ a) [p=n.a q=*(qeu ,_n.a)])
?~ a
!!
?~ r.a
[n.a l.a]
=+ b=$(a r.a)
:- p.b
?: |(?=(~ q.b) (vor n.a n.q.b))
[n.a l.a q.b]
[n.q.b [n.a l.a l.q.b] r.q.b]
::
+- nap :: removes head
?> ?=(^ a)
?: =(~ l.a) r.a
=+ b=get(+< l.a)
bal(+< ^+(a [p.b q.b r.a]))
::
+- put :: insert new tail
|* b=*
|- ^+ a
?~ a
[b ~ ~]
bal(+< a(l $(a l.a)))
::
+- tap :: adds list to end
|= b=(list ,_?>(?=(^ a) n.a))
=+ z=0 :: XX breaks jet match
^+ b
?~ a
b
$(a r.a, b [n.a $(a l.a)])
::
+- top :: produces head
|- ^- (unit ,_?>(?=(^ a) n.a))
?~ a ~
?~(r.a [~ n.a] $(a r.a))
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2dD, casual containers ::
::
++ mo :: make a map
|* a=(pole ,^)
=> .(a ^.(|*(a=$|(~ ^) ?~(a ~ [i=-.a t=$(a +.a)])) a))
=> .(a ^.(homo a))
=> .(a `(list ,[p=_-<.a q=_->.a])`a)
=+ b=*(map ,_?>(?=(^ a) p.i.a) ,_?>(?=(^ a) q.i.a))
(~(gas by b) a)
::
++ sa :: make a set
|* a=(list)
=> .(a `_(homo a)`a)
=+ b=*(set ,_?>(?=(^ a) i.a))
(~(gas in b) a)
::
++ qu :: qeu from list
|* a=(list)
=> .(a `_(homo a)`a)
=+ b=*(qeu ,_?>(?=(^ a) i.a))
(~(gas to b) a)
:::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2e, miscellaneous libs ::::
:: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eA, packing ::
::
++ cue :: unpack
~/ %cue
|= a=@
^- *
=+ b=0
=+ m=`(map ,@ ,*)`~
=< q
|- ^- [p=@ q=* r=_m]
?: =(0 (cut 0 [b 1] a))
=+ c=(rub +(b) a)
[+(p.c) q.c (~(put by m) b q.c)]
=+ c=(add 2 b)
?: =(0 (cut 0 [+(b) 1] a))
=+ u=$(b c)
=+ v=$(b (add p.u c), m r.u)
=+ w=[q.u q.v]
[(add 2 (add p.u p.v)) w (~(put by r.v) b w)]
=+ d=(rub c a)
[(add 2 p.d) (need (~(get by m) q.d)) m]
::
++ jam :: pack
~/ %jam
|= a=*
^- @
=+ b=0
=+ m=`(map ,* ,@)`~
=< q
|- ^- [p=@ q=@ r=_m]
=+ c=(~(get by m) a)
?~ c
=> .(m (~(put by m) a b))
?: ?=(@ a)
=+ d=(mat a)
[(add 1 p.d) (lsh 0 1 q.d) m]
=> .(b (add 2 b))
=+ d=$(a -.a)
=+ e=$(a +.a, b (add b p.d), m r.d)
[(add 2 (add p.d p.e)) (mix 1 (lsh 0 2 (cat 0 q.d q.e))) r.e]
?: ?&(?=(@ a) (lte (met 0 a) (met 0 u.c)))
=+ d=(mat a)
[(add 1 p.d) (lsh 0 1 q.d) m]
=+ d=(mat u.c)
[(add 2 p.d) (mix 3 (lsh 0 2 q.d)) m]
::
++ mat :: length-encode
~/ %mat
|= a=@
^- [p=@ q=@]
?: =(0 a)
[1 1]
=+ b=(met 0 a)
=+ c=(met 0 b)
:- (add (add c c) b)
(cat 0 (bex c) (mix (end 0 (dec c) b) (lsh 0 (dec c) a)))
::
++ rub :: length-decode
~/ %rub
|= [a=@ b=@]
^- [p=@ q=@]
=+ ^= c
=+ [c=0 m=(met 0 b)]
|- ?< (gth c m)
?. =(0 (cut 0 [(add a c) 1] b))
c
$(c +(c))
?: =(0 c)
[1 0]
=+ d=(add a +(c))
=+ e=(add (bex (dec c)) (cut 0 [d (dec c)] b))
[(add (add c c) e) (cut 0 [(add d (dec c)) e] b)]
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eB, parsing (tracing) ::
::
++ last |= [zyc=hair naz=hair] :: farther trace
^- hair
?: =(p.zyc p.naz)
?:((gth q.zyc q.naz) zyc naz)
?:((gth p.zyc p.naz) zyc naz)
::
++ lust |= [weq=char naz=hair] :: detect newline
^- hair
?:(=(10 weq) [+(p.naz) 1] [p.naz +(q.naz)])
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eC, parsing (custom rules) ::
::
++ cold :: replace w/ constant
~/ %cold
|* [cus=* sef=_rule]
~/ %fun
|= tub=nail
=+ vex=(sef tub)
?~ q.vex
vex
[p=p.vex q=[~ u=[p=cus q=q.u.q.vex]]]
::
++ cook :: apply gate
~/ %cook
|* [poq=_,* sef=_rule]
~/ %fun
|= tub=nail
=+ vex=(sef tub)
?~ q.vex
vex
[p=p.vex q=[~ u=[p=(poq p.u.q.vex) q=q.u.q.vex]]]
::
++ easy :: always parse
~/ %easy
|* huf=*
~/ %fun
|= tub=nail
^- (like ,_huf)
[p=p.tub q=[~ u=[p=huf q=tub]]]
::
++ fail |=(tub=nail [p=p.tub q=~]) :: never parse
++ full :: has to fully parse
|* sef=_rule
|= tub=nail
=+ vex=(sef tub)
?~(q.vex vex ?:(=(~ q.q.u.q.vex) vex [p=p.vex q=~]))
::
++ funk :: add to tape first
|* [pre=tape sef=_rule]
|= tub=nail
(sef p.tub (weld pre q.tub))
::
++ here :: place-based apply
~/ %here
|* [hez=_|=([a=pint b=*] [a b]) sef=_rule]
~/ %fun
|= tub=nail
=+ vex=(sef tub)
?~ q.vex
vex
[p=p.vex q=[~ u=[p=(hez [p.tub p.q.u.q.vex] p.u.q.vex) q=q.u.q.vex]]]
::
++ inde |* sef=_rule :: indentation block
|= nail ^+ (sef)
=+ [har tap]=[p q]:+<
=+ lev=(fil 3 (dec q.har) ' ')
=+ eol=(just `@t`10)
=+ =- roq=((star ;~(pose prn ;~(sfix eol (jest lev)) -)) har tap)
;~(simu ;~(plug eol eol) eol)
?~ q.roq roq
=+ vex=(sef har(q 1) p.u.q.roq)
=+ fur=p.vex(q (add (dec q.har) q.p.vex))
?~ q.vex vex(p fur)
=- vex(p fur, u.q -)
:+ &3.vex
&4.vex(q.p (add (dec q.har) q.p.&4.vex))
=+ res=|4.vex
|- ?~ res |4.roq
?. =(10 -.res) [-.res $(res +.res)]
(welp [`@t`10 (trip lev)] $(res +.res))
::
++ jest :: match a cord
|= daf=@t
|= tub=nail
=+ fad=daf
|- ^- (like ,@t)
?: =(0 daf)
[p=p.tub q=[~ u=[p=fad q=tub]]]
?: |(?=(~ q.tub) !=((end 3 1 daf) i.q.tub))
(fail tub)
$(p.tub (lust i.q.tub p.tub), q.tub t.q.tub, daf (rsh 3 1 daf))
::
++ just :: XX redundant, jest
~/ %just :: match a char
|= daf=char
~/ %fun
|= tub=nail
^- (like char)
?~ q.tub
(fail tub)
?. =(daf i.q.tub)
(fail tub)
(next tub)
::
++ knee :: callbacks
|* [gar=* sef=_|.(rule)]
|= tub=nail
^- (like ,_gar)
((sef) tub)
::
++ mask :: match char in set
~/ %mask
|= bud=(list char)
~/ %fun
|= tub=nail
^- (like char)
?~ q.tub
(fail tub)
?. (lien bud |=(a=char =(i.q.tub a)))
(fail tub)
(next tub)
::
++ next :: consume a char
|= tub=nail
^- (like char)
?~ q.tub
(fail tub)
=+ zac=(lust i.q.tub p.tub)
[zac [~ i.q.tub [zac t.q.tub]]]
::
++ sear :: conditional cook
|* [pyq=_|=(* *(unit)) sef=_rule]
|= tub=nail
=+ vex=(sef tub)
?~ q.vex
vex
=+ gey=(pyq p.u.q.vex)
?~ gey
[p=p.vex q=~]
[p=p.vex q=[~ u=[p=u.gey q=q.u.q.vex]]]
::
++ shim :: match char in range
~/ %shim
|= [les=@ mos=@]
~/ %fun
|= tub=nail
^- (like char)
?~ q.tub
(fail tub)
?. ?&((gte i.q.tub les) (lte i.q.tub mos))
(fail tub)
(next tub)
::
++ stag :: add a label
~/ %stag
|* [gob=* sef=_rule]
~/ %fun
|= tub=nail
=+ vex=(sef tub)
?~ q.vex
vex
[p=p.vex q=[~ u=[p=[gob p.u.q.vex] q=q.u.q.vex]]]
::
++ stet
|* leh=(list ,[?(@ [@ @]) _rule])
|-
?~ leh
~
[i=[p=-.i.leh q=+.i.leh] t=$(leh t.leh)]
::
++ stew :: switch by first char
~/ %stew
|* leh=(list ,[p=?(@ [@ @]) q=_rule]) :: char/range keys
=+ ^= wor :: range complete lth
|= [ort=?(@ [@ @]) wan=?(@ [@ @])]
?@ ort
?@(wan (lth ort wan) (lth ort -.wan))
?@(wan (lth +.ort wan) (lth +.ort -.wan))
=+ ^= hel :: build parser map
=+ hel=`(tree $_(?>(?=(^ leh) i.leh)))`~
|- ^+ hel
?~ leh
~
=+ yal=$(leh t.leh)
|- ^+ hel
?~ yal
[i.leh ~ ~]
?: (wor p.i.leh p.n.yal)
=+ nuc=$(yal l.yal)
?> ?=(^ nuc)
?: (vor p.n.yal p.n.nuc)
[n.yal nuc r.yal]
[n.nuc l.nuc [n.yal r.nuc r.yal]]
=+ nuc=$(yal r.yal)
?> ?=(^ nuc)
?: (vor p.n.yal p.n.nuc)
[n.yal l.yal nuc]
[n.nuc [n.yal l.yal l.nuc] r.nuc]
~% %fun ..^$ ~
|= tub=nail
?~ q.tub
(fail tub)
|-
?~ hel
(fail tub)
?: ?@ p.n.hel
=(p.n.hel i.q.tub)
?&((gte i.q.tub -.p.n.hel) (lte i.q.tub +.p.n.hel))
:: (q.n.hel [(lust i.q.tub p.tub) t.q.tub])
(q.n.hel tub)
?: (wor i.q.tub p.n.hel)
$(hel l.hel)
$(hel r.hel)
::
++ stir
~/ %stir
|* [rud=* raq=_|*([a=* b=*] [a b]) fel=_rule]
~/ %fun
|= tub=nail
^- (like ,_rud)
=+ vex=(fel tub)
?~ q.vex
[p.vex [~ rud tub]]
=+ wag=$(tub q.u.q.vex)
?> ?=(^ q.wag)
[(last p.vex p.wag) [~ (raq p.u.q.vex p.u.q.wag) q.u.q.wag]]
::
++ stun :: parse several times
|* [[les=@ mos=@] fel=_rule]
|= tub=nail
^- (like (list ,_(wonk (fel))))
?: =(0 mos)
[p.tub [~ ~ tub]]
=+ vex=(fel tub)
?~ q.vex
?: =(0 les)
[p.vex [~ ~ tub]]
vex
=+ ^= wag %= $
les ?:(=(0 les) 0 (dec les))
mos ?:(=(0 mos) 0 (dec mos))
tub q.u.q.vex
==
?~ q.wag
wag
[p.wag [~ [p.u.q.vex p.u.q.wag] q.u.q.wag]]
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eD, parsing (combinators) ::
::
++ bend :: conditional comp
~/ %bend
|* raq=_|*([a=* b=*] [~ u=[a b]])
~/ %fun
|* [vex=edge sab=_rule]
?~ q.vex
vex
=+ yit=(sab q.u.q.vex)
=+ yur=(last p.vex p.yit)
?~ q.yit
[p=yur q=q.vex]
=+ vux=(raq p.u.q.vex p.u.q.yit)
?~ vux
[p=yur q=q.vex]
[p=yur q=[~ u=[p=u.vux q=q.u.q.yit]]]
::
++ comp
~/ %comp
|* raq=_|*([a=* b=*] [a b]) :: arbitrary compose
~/ %fun
|* [vex=edge sab=_rule]
?~ q.vex
vex
=+ yit=(sab q.u.q.vex)
=+ yur=(last p.vex p.yit)
?~ q.yit
[p=yur q=q.yit]
[p=yur q=[~ u=[p=(raq p.u.q.vex p.u.q.yit) q=q.u.q.yit]]]
::
++ glue :: add rule
~/ %glue
|* bus=_rule
~/ %fun
|* [vex=edge sab=_rule]
(plug vex ;~(pfix bus sab))
::
++ less :: no first and second
|* [vex=edge sab=_rule]
?~ q.vex
=+ roq=(sab)
[p=(last p.vex p.roq) q=q.roq]
vex(q ~)
::
++ pfix :: discard first rule
~/ %pfix
(comp |*([a=* b=*] b))
::
++ plug :: first then second
~/ %plug
|* [vex=edge sab=_rule]
?~ q.vex
vex
=+ yit=(sab q.u.q.vex)
=+ yur=(last p.vex p.yit)
?~ q.yit
[p=yur q=q.yit]
[p=yur q=[~ u=[p=[p.u.q.vex p.u.q.yit] q=q.u.q.yit]]]
::
++ pose :: first or second
~/ %pose
|* [vex=edge sab=_rule]
?~ q.vex
=+ roq=(sab)
[p=(last p.vex p.roq) q=q.roq]
vex
++ simu :: first and second
|* [vex=edge sab=_rule]
?~ q.vex
vex
=+ roq=(sab)
roq
::
++ sfix :: discard second rule
~/ %sfix
(comp |*([a=* b=*] a))
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eE, parsing (composers) ::
::
++ bass
|* [wuc=@ tyd=_rule]
%+ cook
|= waq=(list ,@)
%+ roll
waq
=|([p=@ q=@] |.((add p (mul wuc q))))
tyd
::
++ boss
|* [wuc=@ tyd=_rule]
%+ cook
|= waq=(list ,@)
%+ reel
waq
=|([p=@ q=@] |.((add p (mul wuc q))))
tyd
::
++ flag
|= [sic=@t non=@t]
;~(pose (cold %& (jest sic)) (cold %| (jest non)))
::
++ ifix
|* [fel=[p=_rule q=_rule] hof=_rule]
;~(pfix p.fel ;~(sfix hof q.fel))
::
++ more
|* [bus=_rule fel=_rule]
;~(pose (most bus fel) (easy ~))
::
++ most
|* [bus=_rule fel=_rule]
;~(plug fel (star ;~(pfix bus fel)))
::
++ pick
|* [a=_rule b=_rule]
;~ pose
(stag %& a)
(stag %| b)
==
::
++ plus |*(fel=_rule ;~(plug fel (star fel)))
++ punt |*([a=_rule] ;~(pose (stag ~ a) (easy ~)))
++ slug
|* raq=_|*([a=* b=*] [a b])
|* [bus=_rule fel=_rule]
;~((comp raq) fel (stir +<+.raq raq ;~(pfix bus fel)))
::
++ star :: 0 or more times
|* fel=_rule
(stir `(list ,_(wonk *fel))`~ |*([a=* b=*] [a b]) fel)
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eF, parsing (ascii) ::
::
++ ace (just ' ')
++ bar (just '|')
++ bas (just '\\')
++ buc (just '$')
++ cab (just '_')
++ cen (just '%')
++ col (just ':')
++ com (just ',')
++ doq (just '"')
++ dot (just '.')
++ fas (just '/')
++ gal (just '<')
++ gar (just '>')
++ hax (just '#')
++ kel (just '{')
++ ker (just '}')
++ ket (just '^')
++ lus (just '+')
++ hep (just '-')
++ pel (just '(')
++ pam (just '&')
++ per (just ')')
++ pat (just '@')
++ sel (just '[')
++ sem (just ';')
++ ser (just ']')
++ sig (just '~')
++ soq (just '\'')
++ tar (just '*')
++ tec (just '`')
++ tis (just '=')
++ wut (just '?')
++ zap (just '!')
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eG, parsing (whitespace) ::
::
++ dog ;~(plug dot gay) :: . number separator
++ doh ;~(plug ;~(plug hep hep) gay) :: -- phon separator
++ dun (cold ~ ;~(plug hep hep)) :: -- (phep) to ~
++ duz (cold ~ ;~(plug tis tis)) :: == (stet) to ~
++ gah (mask [`@`10 ' ' ~]) :: newline or ace
++ gap (cold ~ ;~(plug gaq (star ;~(pose vul gah)))) :: plural space
++ gaq ;~ pose :: end of line
(just `@`10)
;~(plug gah ;~(pose gah vul))
vul
==
++ gaw (cold ~ (star ;~(pose vul gah))) :: classic white
++ gay ;~(pose gap (easy ~)) ::
++ vul %- cold :- ~ :: comments
;~ plug col col
(star prn)
(just `@`10)
==
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eH, parsing (idioms) ::
::
++ alf ;~(pose low hig) :: alphabetic
++ aln ;~(pose low hig nud) :: alphanumeric
++ alp ;~(pose low hig nud hep) :: alphanumeric and -
++ bet ;~(pose (cold 2 hep) (cold 3 lus)) :: axis syntax - +
++ bin (bass 2 (most gon but)) :: binary to atom
++ but (cook |=(a=@ (sub a '0')) (shim '0' '1')) :: binary digit
++ cit (cook |=(a=@ (sub a '0')) (shim '0' '7')) :: octal digit
++ dem (bass 10 (most gon dit)) :: decimal to atom
++ dit (cook |=(a=@ (sub a '0')) (shim '0' '9')) :: decimal digit
++ gul ;~(pose (cold 2 gal) (cold 3 gar)) :: axis syntax < >
++ gon ;~(pose ;~(plug bas gay fas) (easy ~)) :: long numbers \ /
++ hex (bass 16 (most gon hit)) :: hex to atom
++ hig (shim 'A' 'Z') :: uppercase
++ hit ;~ pose :: hex digits
dit
(cook |=(a=char (sub a 87)) (shim 'a' 'f'))
(cook |=(a=char (sub a 55)) (shim 'A' 'F'))
==
++ low (shim 'a' 'z') :: lowercase
++ mes %+ cook :: hexbyte
|=([a=@ b=@] (add (mul 16 a) b))
;~(plug hit hit)
++ nix (boss 256 (star ;~(pose aln cab))) ::
++ nud (shim '0' '9') :: numeric
++ prn ;~(less (just `@`127) (shim 32 256))
++ qat ;~ pose :: chars in blockcord
prn
;~(less ;~(plug (just `@`10) soqs) (just `@`10))
==
++ qit ;~ pose :: chars in a cord
;~(less bas soq prn)
;~(pfix bas ;~(pose bas soq mes)) :: escape chars
==
++ qut ;~ simu soq :: cord
;~ pose
;~ less soqs
(ifix [soq soq] (boss 256 (more gon qit)))
==
=+ hed=;~(pose ;~(plug (plus ace) vul) (just '\0a'))
%- inde %+ ifix
:- ;~(plug soqs hed)
;~(plug (just '\0a') soqs)
(boss 256 (star qat))
==
==
::
++ soqs ;~(plug soq soq soq) :: delimiting '''
++ sym :: symbol
%+ cook
|=(a=tape (rap 3 ^-((list ,@) a)))
;~(plug low (star ;~(pose nud low hep)))
::
++ ven ;~ (comp |=([a=@ b=@] (peg a b))) :: +>- axis syntax
bet
=+ hom=`?`|
|= tub=nail
^- (like axis)
=+ vex=?:(hom (bet tub) (gul tub))
?~ q.vex
[p.tub [~ 1 tub]]
=+ wag=$(p.tub p.vex, hom !hom, tub q.u.q.vex)
?> ?=(^ q.wag)
[p.wag [~ (peg p.u.q.vex p.u.q.wag) q.u.q.wag]]
==
++ vit :: base64 digit
;~ pose
(cook |=(a=@ (sub a 65)) (shim 'A' 'Z'))
(cook |=(a=@ (sub a 71)) (shim 'a' 'z'))
(cook |=(a=@ (add a 4)) (shim '0' '9'))
(cold 62 (just '-'))
(cold 63 (just '+'))
==
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eI, parsing (external) ::
::
++ rash |*([naf=@ sab=_rule] (scan (trip naf) sab)) ::
++ rose |* [los=tape sab=_rule]
=+ vex=(sab [[1 1] los])
=+ len=(lent los)
?. =(+(len) q.p.vex) [%| p=(dec q.p.vex)]
?~ q.vex
[%& p=~]
[%& p=[~ u=p.u.q.vex]]
++ rush |*([naf=@ sab=_rule] (rust (trip naf) sab))
++ rust |* [los=tape sab=_rule]
=+ vex=((full sab) [[1 1] los])
?~(q.vex ~ [~ u=p.u.q.vex])
++ scan |* [los=tape sab=_rule]
=+ vex=((full sab) [[1 1] los])
?~ q.vex
~_ (show [%m '{%d %d}'] p.p.vex q.p.vex ~)
~|('syntax-error' !!)
p.u.q.vex
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eJ, formatting (basic text) ::
::
++ cass :: lowercase
|= vib=tape
%+ rap 3
(turn vib |=(a=@ ?.(&((gte a 'A') (lte a 'Z')) a (add 32 a))))
::
++ cuss :: uppercase
|= vib=tape
^- @t
%+ rap 3
(turn vib |=(a=@ ?.(&((gte a 'a') (lte a 'z')) a (sub a 32))))
::
++ crip |=(a=tape `@t`(rap 3 a)) :: tape to cord
::
++ mesc :: ctrl code escape
|= vib=tape
^- tape
?~ vib
~
?: =('\\' i.vib)
['\\' '\\' $(vib t.vib)]
?: ?|((gth i.vib 126) (lth i.vib 32) =(39 i.vib))
['\\' (welp ~(rux at i.vib) '/' $(vib t.vib))]
[i.vib $(vib t.vib)]
::
++ runt :: prepend repeatedly
|= [[a=@ b=@] c=tape]
^- tape
?: =(0 a)
c
[b $(a (dec a))]
::
++ sand :: atom sanity
|= a=@ta
(flit (sane a))
::
++ sane :: atom sanity
|= a=@ta
|= b=@ ^- ?
?. =(%t (end 3 1 a))
~|(%sane-stub !!)
=+ [inx=0 len=(met 3 b)]
?: =(%tas a)
|- ^- ?
?: =(inx len) &
=+ cur=(cut 3 [inx 1] b)
?& ?| &((gte cur 'a') (lte cur 'z'))
&(=('-' cur) !=(0 inx) !=(len inx))
&(&((gte cur '0') (lte cur '9')) !=(0 inx))
==
$(inx +(inx))
==
?: =(%ta a)
|- ^- ?
?: =(inx len) &
=+ cur=(cut 3 [inx 1] b)
?& ?| &((gte cur 'a') (lte cur 'z'))
&((gte cur '0') (lte cur '9'))
|(=('-' cur) =('~' cur) =('_' cur) =('.' cur))
==
$(inx +(inx))
==
|- ^- ?
?: =(0 b) &
=+ cur=(end 3 1 b)
?: &((lth cur 32) !=(10 cur)) |
=+ len=(teff cur)
?& |(=(1 len) =+(i=1 |-(|(=(i len) &((gte (cut 3 [i 1] b) 128) $(i +(i)))))))
$(b (rsh 3 len b))
==
::
++ trim :: tape split
|= [a=@ b=tape]
^- [p=tape q=tape]
?~ b
[~ ~]
?: =(0 a)
[~ b]
=+ c=$(a (dec a), b t.b)
[[i.b p.c] q.c]
::
++ trip :: cord to tape
~/ %trip
|= a=@ ^- tape
?: =(0 (met 3 a))
~
[^-(@ta (end 3 1 a)) $(a (rsh 3 1 a))]
::
++ teff :: length utf8
|= a=@t ^- @
=+ b=(end 3 1 a)
~| %bad-utf8
?: =(0 b)
?>(=(0 a) 0)
?> |((gte b 32) =(10 b))
?:((lte b 127) 1 ?:((lte b 223) 2 ?:((lte b 239) 3 4)))
::
++ turf :: utf8 to utf32
|= a=@t
^- @c
%+ rap 5
|- ^- (list ,@c)
=+ b=(teff a)
?: =(0 b) ~
:- %+ can 0
%+ turn
^- (list ,[p=@ q=@])
?+ b !!
1 [[0 7] ~]
2 [[8 6] [0 5] ~]
3 [[16 6] [8 6] [0 4] ~]
4 [[24 6] [16 6] [8 6] [0 3] ~]
==
|=([p=@ q=@] [q (cut 0 [p q] a)])
$(a (rsh 3 b a))
::
++ tuba :: utf8 to utf32 tape
|= a=tape
^- (list ,@c)
(rip 5 (turf (rap 3 a))) :: XX horrible
::
++ tufa :: utf32 to utf8 tape
|= a=(list ,@c)
^- tape
?~ a ""
(weld (rip 3 (tuft i.a)) $(a t.a))
::
++ tuft :: utf32 to utf8 text
|= a=@c
^- @t
%+ rap 3
|- ^- (list ,@)
?: =(0 a)
~
=+ b=(end 5 1 a)
=+ c=$(a (rsh 5 1 a))
?: (lth b 0x7f)
[b c]
?: (lth b 0x7ff)
:* (mix 0b1100.0000 (cut 0 [6 5] b))
(mix 0b1000.0000 (end 0 6 b))
c
==
?: (lth b 0xffff)
:* (mix 0b1110.0000 (cut 0 [12 4] b))
(mix 0b1000.0000 (cut 0 [6 6] b))
(mix 0b1000.0000 (end 0 6 b))
c
==
:* (mix 0b1111.0000 (cut 0 [18 3] b))
(mix 0b1000.0000 (cut 0 [12 6] b))
(mix 0b1000.0000 (cut 0 [6 6] b))
(mix 0b1000.0000 (end 0 6 b))
c
==
::
++ wack :: span format
|= a=@ta
^- @ta
=+ b=(rip 3 a)
%+ rap 3
|- ^- tape
?~ b
~
?: =('~' i.b) ['~' '~' $(b t.b)]
?: =('_' i.b) ['~' '-' $(b t.b)]
[i.b $(b t.b)]
::
++ wick :: span format
|= a=@
^- (unit ,@ta)
=+ b=(rip 3 a)
=- ?^(b ~ (some (rap 3 (flop c))))
=| c=tape
|- ^- [b=tape c=tape]
?~ b [~ c]
?. =('~' i.b)
$(b t.b, c [i.b c])
?~ t.b [b ~]
?- i.t.b
%'~' $(b t.t.b, c ['~' c])
%'-' $(b t.t.b, c ['_' c])
@ [b ~]
==
::
++ woad :: cord format
|= a=@ta
^- @t
%+ rap 3
|- ^- (list ,@)
?: =(0 a)
~
=+ b=(end 3 1 a)
=+ c=(rsh 3 1 a)
?: =('.' b)
[' ' $(a c)]
?. =('~' b)
[b $(a c)]
=> .(b (end 3 1 c), c (rsh 3 1 c))
?+ b =- (weld (rip 3 (tuft p.d)) $(a q.d))
^= d
=+ d=0
|- ^- [p=@ q=@]
?: =('.' b)
[d c]
?< =(0 c)
%= $
b (end 3 1 c)
c (rsh 3 1 c)
d %+ add (mul 16 d)
%+ sub b
?: &((gte b '0') (lte b '9')) 48
?>(&((gte b 'a') (lte b 'z')) 87)
==
%'.' ['.' $(a c)]
%'~' ['~' $(a c)]
==
::
++ wood :: cord format
|= a=@t
^- @ta
%+ rap 3
|- ^- (list ,@)
?: =(0 a)
~
=+ b=(teff a)
=+ c=(turf (end 3 b a))
=+ d=$(a (rsh 3 b a))
?: ?| &((gte c 'a') (lte c 'z'))
&((gte c '0') (lte c '9'))
=('-' c)
==
[c d]
?+ c
:- '~'
=+ e=(met 2 c)
|- ^- tape
?: =(0 e)
['.' d]
=. e (dec e)
=+ f=(rsh 2 e c)
[(add ?:((lte f 9) 48 87) f) $(c (end 2 e c))]
::
%' ' ['.' d]
%'.' ['~' '.' d]
%'~' ['~' '~' d]
==
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eK, formatting (layout) ::
::
++ re
|_ tac=tank
++ ram
^- tape
?- -.tac
%leaf p.tac
%palm ram(tac [%rose [p.p.tac (weld q.p.tac r.p.tac) s.p.tac] q.tac])
%rose
%+ weld
q.p.tac
|- ^- tape
?~ q.tac
r.p.tac
=+ voz=$(q.tac t.q.tac)
(weld ram(tac i.q.tac) ?~(t.q.tac voz (weld p.p.tac voz)))
==
::
++ win
|= [tab=@ edg=@]
=+ lug=`wall`~
|^ |- ^- wall
?- -.tac
%leaf (rig p.tac)
%palm
?: fit
(rig ram)
?~ q.tac
(rig q.p.tac)
?~ t.q.tac
(rig(tab (add 2 tab), lug $(tac i.q.tac)) q.p.tac)
=> .(q.tac `(list tank)`q.tac)
=+ lyn=(mul 2 (lent q.tac))
=+ ^= qyr
|- ^- wall
?~ q.tac
lug
%= ^$
tac i.q.tac
tab (add tab (sub lyn 2))
lug $(q.tac t.q.tac, lyn (sub lyn 2))
==
(wig(lug qyr) q.p.tac)
::
%rose
?: fit
(rig ram)
=. lug
|- ^- wall
?~ q.tac
?:(=(%$ r.p.tac) lug (rig r.p.tac))
^$(tac i.q.tac, lug $(q.tac t.q.tac), tab din)
?: =(%$ q.p.tac)
lug
(wig q.p.tac)
==
::
++ din (mod (add 2 tab) (mul 2 (div edg 3)))
++ fit (lte (lent ram) (sub edg tab))
++ rig
|= hom=tape
^- wall
?: (lte (lent hom) (sub edg tab))
[(runt [tab ' '] hom) lug]
=> .(tab (add tab 2), edg (sub edg 2))
=+ mut=(trim (sub edg tab) hom)
:- (runt [(sub tab 2) ' '] ['\\' '/' (weld p.mut `_hom`['\\' '/' ~])])
=> .(hom q.mut)
|-
?~ hom
:- %+ runt
[(sub tab 2) ' ']
['\\' '/' (runt [(sub edg tab) ' '] ['\\' '/' ~])]
lug
=> .(mut (trim (sub edg tab) hom))
[(runt [tab ' '] p.mut) $(hom q.mut)]
::
++ wig
|= hom=tape
^- wall
?~ lug
(rig hom)
=+ lin=(lent hom)
=+ wug=:(add 1 tab lin)
?. =+ mir=i.lug
|- ?~ mir
|
?|(=(0 wug) ?&(=(' ' i.mir) $(mir t.mir, wug (dec wug))))
(rig hom) :: ^ XX regular form?
[(runt [tab ' '] (weld hom `tape`[' ' (slag wug i.lug)])) t.lug]
--
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eL, formatting (path) ::
::
++ ab
|%
++ bix (bass 16 (stun [2 2] six))
++ fem (sear |=(a=@ (cha:fa a)) aln)
++ hif (boss 256 ;~(plug tip tiq (easy ~)))
++ huf %+ cook
|=([a=@ b=@] (wred:un ~(zug mu ~(zag mu [a b]))))
;~(plug hif ;~(pfix hep hif))
++ hyf (bass 0x1.0000.0000 ;~(plug huf ;~(pfix hep huf) (easy ~)))
++ pev (bass 32 ;~(plug sev (stun [0 4] siv)))
++ pew (bass 64 ;~(plug sew (stun [0 4] siw)))
++ piv (bass 32 (stun [5 5] siv))
++ piw (bass 64 (stun [5 5] siw))
++ qeb (bass 2 ;~(plug seb (stun [0 3] sib)))
++ qex (bass 16 ;~(plug sex (stun [0 3] hit)))
++ qib (bass 2 (stun [4 4] sib))
++ qix (bass 16 (stun [4 4] six))
++ seb (cold 1 (just '1'))
++ sed (cook |=(a=@ (sub a '0')) (shim '1' '9'))
++ sev ;~(pose sed sov)
++ sew ;~(pose sed sow)
++ sex ;~(pose sed sox)
++ sib (cook |=(a=@ (sub a '0')) (shim '0' '1'))
++ sid (cook |=(a=@ (sub a '0')) (shim '0' '9'))
++ siv ;~(pose sid sov)
++ siw ;~(pose sid sow)
++ six ;~(pose sid sox)
++ sov (cook |=(a=@ (sub a 87)) (shim 'a' 'v'))
++ sow ;~ pose
(cook |=(a=@ (sub a 87)) (shim 'a' 'z'))
(cook |=(a=@ (sub a 29)) (shim 'A' 'Z'))
(cold 62 (just '-'))
(cold 63 (just '~'))
==
++ sox (cook |=(a=@ (sub a 87)) (shim 'a' 'f'))
++ ted (bass 10 ;~(plug sed (stun [0 2] sid)))
++ tip (sear |=(a=@ (ins:po a)) til)
++ tiq (sear |=(a=@ (ind:po a)) til)
++ tid (bass 10 (stun [3 3] sid))
++ til (boss 256 (stun [3 3] low))
++ urs %+ cook
|=(a=tape (rap 3 ^-((list ,@) a)))
(star ;~(pose nud low hep dot sig cab))
++ urt %+ cook
|=(a=tape (rap 3 ^-((list ,@) a)))
(star ;~(pose nud low hep dot sig))
++ urx %+ cook
|=(a=tape (rap 3 ^-((list ,@) a)))
%- star
;~ pose
nud
low
hep
cab
(cold ' ' dot)
(cook tuft (ifix [sig dot] hex))
;~(pfix sig ;~(pose sig dot))
==
++ voy ;~(pfix bas ;~(pose bas soq bix))
--
++ ag
|%
++ ape |*(fel=_rule ;~(pose (cold 0 (just '0')) fel))
++ bay (ape (bass 16 ;~(plug qeb:ab (star ;~(pfix dog qib:ab)))))
++ bip =+ tod=(ape qex:ab)
(bass 0x1.0000 ;~(plug tod (stun [7 7] ;~(pfix dog tod))))
++ dem (ape (bass 1.000 ;~(plug ted:ab (star ;~(pfix dog tid:ab)))))
++ dim (ape (bass 10 ;~(plug sed:ab (star sid:ab))))
++ dum (bass 10 (plus sid:ab))
++ fed ;~ pose
%+ bass 0x1.0000.0000.0000.0000
;~((glue doh) ;~(pose hyf:ab huf:ab) (more doh hyf:ab))
::
hyf:ab
huf:ab
hif:ab
tiq:ab
==
++ fim (sear den:fa (bass 58 (plus fem:ab)))
++ hex (ape (bass 0x1.0000 ;~(plug qex:ab (star ;~(pfix dog qix:ab)))))
++ lip =+ tod=(ape ted:ab)
(bass 256 ;~(plug tod (stun [3 3] ;~(pfix dog tod))))
++ viz (ape (bass 0x200.0000 ;~(plug pev:ab (star ;~(pfix dog piv:ab)))))
++ vum (bass 32 (plus siv:ab))
++ wiz (ape (bass 0x4000.0000 ;~(plug pew:ab (star ;~(pfix dog piw:ab)))))
--
::
++ co
~% %co ..co ~
=< |_ lot=coin
++ rear |=(rom=tape =>(.(rex rom) rend))
++ rent `@ta`(rap 3 rend)
++ rend
^- tape
?: ?=(%blob -.lot)
['~' '0' ((v-co 1) (jam p.lot))]
?: ?=(%many -.lot)
:- '.'
|- ^- tape
?~ p.lot
['_' '_' rex]
['_' (weld (trip (wack rent(lot i.p.lot))) $(p.lot t.p.lot))]
=+ [yed=(end 3 1 p.p.lot) hay=(cut 3 [1 1] p.p.lot)]
|- ^- tape
?+ yed (z-co q.p.lot)
%c ['~' '-' (weld (rip 3 (wood (tuft q.p.lot))) rex)]
%d
?+ hay (z-co q.p.lot)
%a
=+ yod=(yore q.p.lot)
=> ^+(. .(rex ?~(f.t.yod rex ['.' (s-co f.t.yod)])))
=> ^+ .
%= .
rex
?: &(=(~ f.t.yod) =(0 h.t.yod) =(0 m.t.yod) =(0 s.t.yod))
rex
=> .(rex ['.' (y-co s.t.yod)])
=> .(rex ['.' (y-co m.t.yod)])
['.' '.' (y-co h.t.yod)]
==
=> .(rex ['.' (a-co d.t.yod)])
=> .(rex ['.' (a-co m.yod)])
=> .(rex ?:(a.yod rex ['-' rex]))
['~' (a-co y.yod)]
::
%r
=+ yug=(yell q.p.lot)
=> ^+(. .(rex ?~(f.yug rex ['.' (s-co f.yug)])))
:- '~'
?: &(=(0 d.yug) =(0 m.yug) =(0 h.yug) =(0 s.yug))
['s' '0' rex]
=> ^+(. ?:(=(0 s.yug) . .(rex ['.' 's' (a-co s.yug)])))
=> ^+(. ?:(=(0 m.yug) . .(rex ['.' 'm' (a-co m.yug)])))
=> ^+(. ?:(=(0 h.yug) . .(rex ['.' 'h' (a-co h.yug)])))
=> ^+(. ?:(=(0 d.yug) . .(rex ['.' 'd' (a-co d.yug)])))
+.rex
==
::
%f
?: =(& q.p.lot)
['.' 'y' rex]
?:(=(| q.p.lot) ['.' 'n' rex] (z-co q.p.lot))
::
%n ['~' rex]
%i
?+ hay (z-co q.p.lot)
%f ((ro-co [3 10 4] |=(a=@ ~(d ne a))) q.p.lot)
%s ((ro-co [4 16 8] |=(a=@ ~(x ne a))) q.p.lot)
==
::
%p
=+ dyx=(met 3 q.p.lot)
:- '~'
?: (lte dyx 1)
(weld (trip (tod:po q.p.lot)) rex)
?: =(2 dyx)
;: weld
(trip (tos:po (end 3 1 q.p.lot)))
(trip (tod:po (rsh 3 1 q.p.lot)))
rex
==
=+ [dyz=(met 5 q.p.lot) fin=| dub=&]
|- ^- tape
?: =(0 dyz)
rex
%= $
fin &
dub !dub
dyz (dec dyz)
q.p.lot (rsh 5 1 q.p.lot)
rex
=+ syb=(wren:un (end 5 1 q.p.lot))
=+ cog=~(zig mu [(rsh 4 1 syb) (end 4 1 syb)])
;: weld
(trip (tos:po (end 3 1 p.cog)))
(trip (tod:po (rsh 3 1 p.cog)))
`tape`['-' ~]
(trip (tos:po (end 3 1 q.cog)))
(trip (tod:po (rsh 3 1 q.cog)))
`tape`?.(fin ~ ['-' ?.(dub ~ ['-' ~])])
rex
==
==
::
%r
?+ hay (z-co q.p.lot)
%d ['.' '~' (r-co (rlyd q.p.lot))]
%h ['.' '~' '~' (r-co (rlyh q.p.lot))]
%q ['.' '~' '~' '~' (r-co (rlyq q.p.lot))]
%s ['.' (r-co (rlys q.p.lot))]
==
::
%u
?: ?=(%c hay)
%+ welp ['0' 'c' (reap (pad:fa q.p.lot) '1')]
(c-co (enc:fa q.p.lot))
=- (weld p.gam ?:(=(0 q.p.lot) `tape`['0' ~] q.gam))
^= gam ^- [p=tape q=tape]
?+ hay [~ ((ox-co [10 3] |=(a=@ ~(d ne a))) q.p.lot)]
%b [['0' 'b' ~] ((ox-co [2 4] |=(a=@ ~(d ne a))) q.p.lot)]
%i [['0' 'i' ~] ((d-co 1) q.p.lot)]
%x [['0' 'x' ~] ((ox-co [16 4] |=(a=@ ~(x ne a))) q.p.lot)]
%v [['0' 'v' ~] ((ox-co [32 5] |=(a=@ ~(x ne a))) q.p.lot)]
%w [['0' 'w' ~] ((ox-co [64 5] |=(a=@ ~(w ne a))) q.p.lot)]
==
::
%s
%+ weld
?:((syn:si q.p.lot) "--" "-")
$(yed 'u', q.p.lot (abs:si q.p.lot))
::
%t
?: =('a' hay)
?: =('s' (cut 3 [2 1] p.p.lot))
(weld (rip 3 q.p.lot) rex)
['~' '.' (weld (rip 3 q.p.lot) rex)]
['~' '~' (weld (rip 3 (wood q.p.lot)) rex)]
==
--
=+ rex=*tape
=< |%
++ a-co |=(dat=@ ((d-co 1) dat))
++ c-co (em-co [58 1] |=([? b=@ c=tape] [~(c ne b) c]))
++ d-co |=(min=@ (em-co [10 min] |=([? b=@ c=tape] [~(d ne b) c])))
++ r-co
|= [a=dn]
?: ?=([%i *] a) (weld ?:(s.a "inf" "-inf") rex)
?: ?=([%n *] a) (weld "nan" rex)
=+ ^= e %+ ed-co [10 1]
|= [a=? b=@ c=tape]
?: a [~(d ne b) '.' c]
[~(d ne b) c]
=+ ^= f
=>(.(rex ~) (e a.a))
=. e.a (sum:si e.a (sun:si (dec +.f)))
=+ b=?:((syn:si e.a) "e" "e-")
=> .(rex ?~(e.a rex (weld b ((d-co 1) (abs:si e.a)))))
=> .(rex (weld -.f rex))
?:(s.a rex ['-' rex])
::
++ s-co
|= esc=(list ,@) ^- tape
~| [%so-co esc]
?~ esc
rex
:- '.'
=>(.(rex $(esc t.esc)) ((x-co 4) i.esc))
::
++ v-co |=(min=@ (em-co [32 min] |=([? b=@ c=tape] [~(v ne b) c])))
++ w-co |=(min=@ (em-co [64 min] |=([? b=@ c=tape] [~(w ne b) c])))
++ x-co |=(min=@ (em-co [16 min] |=([? b=@ c=tape] [~(x ne b) c])))
++ y-co |=(dat=@ ((d-co 2) dat))
++ z-co |=(dat=@ `tape`['0' 'x' ((x-co 1) dat)])
--
|%
++ em-co
|= [[bas=@ min=@] [par=$+([? @ tape] tape)]]
|= hol=@
^- tape
?: &(=(0 hol) =(0 min))
rex
=+ [rad=(mod hol bas) dar=(div hol bas)]
%= $
min ?:(=(0 min) 0 (dec min))
hol dar
rex (par =(0 dar) rad rex)
==
::
++ ed-co
|= [[bas=@ min=@] [par=$+([? @ tape] tape)]]
=+ [fir=& cou=0]
|= hol=@
^- [tape @]
?: &(=(0 hol) =(0 min))
[rex cou]
=+ [rad=(mod hol bas) dar=(div hol bas)]
%= $
min ?:(=(0 min) 0 (dec min))
hol dar
rex (par &(=(0 dar) !fir) rad rex)
fir |
cou +(cou)
==
::
++ ox-co
|= [[bas=@ gop=@] dug=$+(@ @)]
%+ em-co
[|-(?:(=(0 gop) 1 (mul bas $(gop (dec gop))))) 0]
|= [top=? seg=@ res=tape]
%+ weld
?:(top ~ `tape`['.' ~])
%. seg
%+ em-co(rex res)
[bas ?:(top 0 gop)]
|=([? b=@ c=tape] [(dug b) c])
::
++ ro-co
|= [[buz=@ bas=@ dop=@] dug=$+(@ @)]
|= hol=@
^- tape
?: =(0 dop)
rex
=> .(rex $(dop (dec dop)))
:- '.'
%- (em-co [bas 1] |=([? b=@ c=tape] [(dug b) c]))
[(cut buz [(dec dop) 1] hol)]
--
::
++ ne
|_ tig=@
++ c (cut 3 [tig 1] key:fa)
++ d (add tig '0')
++ x ?:((gte tig 10) (add tig 87) d)
++ v ?:((gte tig 10) (add tig 87) d)
++ w ?:(=(tig 63) '~' ?:(=(tig 62) '-' ?:((gte tig 36) (add tig 29) x)))
--
::
++ mu
|_ [top=@ bot=@]
++ zag [p=(end 4 1 (add top bot)) q=bot]
++ zig [p=(end 4 1 (add top (sub 0x1.0000 bot))) q=bot]
++ zug (mix (lsh 4 1 top) bot)
--
::
++ so
~% %so + ~
|%
++ bisk
~+
;~ pose
;~ pfix (just '0')
;~ pose
(stag %ub ;~(pfix (just 'b') bay:ag))
(stag %uc ;~(pfix (just 'c') fim:ag))
(stag %ui ;~(pfix (just 'i') dim:ag))
(stag %ux ;~(pfix (just 'x') hex:ag))
(stag %uv ;~(pfix (just 'v') viz:ag))
(stag %uw ;~(pfix (just 'w') wiz:ag))
==
==
(stag %ud dem:ag)
==
++ crub
~+
;~ pose
%+ cook
|=(det=date `dime`[%da (year det)])
;~ plug
%+ cook
|=([a=@ b=?] [b a])
;~(plug dim:ag ;~(pose (cold | hep) (easy &)))
;~(pfix dot dim:ag) :: month
;~(pfix dot dim:ag) :: day
;~ pose
;~ pfix
;~(plug dot dot)
;~ plug
dum:ag
;~(pfix dot dum:ag)
;~(pfix dot dum:ag)
;~(pose ;~(pfix ;~(plug dot dot) (most dot qix:ab)) (easy ~))
==
==
(easy [0 0 0 ~])
==
==
::
%+ cook
|= [a=(list ,[p=?(%d %h %m %s) q=@]) b=(list ,@)]
=+ rop=`tarp`[0 0 0 0 b]
|- ^- dime
?~ a
[%dr (yule rop)]
?- p.i.a
%d $(a t.a, d.rop (add q.i.a d.rop))
%h $(a t.a, h.rop (add q.i.a h.rop))
%m $(a t.a, m.rop (add q.i.a m.rop))
%s $(a t.a, s.rop (add q.i.a s.rop))
==
;~ plug
%+ most
dot
;~ pose
;~(pfix (just 'd') (stag %d dim:ag))
;~(pfix (just 'h') (stag %h dim:ag))
;~(pfix (just 'm') (stag %m dim:ag))
;~(pfix (just 's') (stag %s dim:ag))
==
;~(pose ;~(pfix ;~(plug dot dot) (most dot qix:ab)) (easy ~))
==
::
(stag %p fed:ag)
;~(pfix dot (stag %ta urs:ab))
;~(pfix sig (stag %t urx:ab))
;~(pfix hep (stag %c (cook turf urx:ab)))
==
++ nuck
~/ %nuck |= a=nail %. a
%+ knee *coin |. ~+
%- stew
^. stet ^. limo
:~ :- ['a' 'z'] (cook |=(a=@ta [~ %tas a]) sym)
:- ['0' '9'] (stag ~ bisk)
:- '-' (stag ~ tash)
:- '.' ;~(pfix dot perd)
:- '~' ;~(pfix sig ;~(pose twid (easy [~ %n 0])))
==
++ nusk
~+
:(sear |=(a=@ta (rush a nuck)) wick urt:ab)
++ perd
~+
;~ pose
(stag ~ zust)
(stag %many (ifix [cab ;~(plug cab cab)] (more cab nusk)))
==
++ royl
~+
=+ ^= moo
|= a=tape
:- (lent a)
(scan a (bass 10 (plus sid:ab)))
=+ ^= voy
%+ cook royl-cell
;~ pose
;~ plug
(easy %d)
;~ pose (cold | hep) (easy &) ==
;~ plug dim:ag
;~ pose
;~(pfix dot (cook moo (plus (shim '0' '9'))))
(easy [0 0])
==
;~ pose
;~ pfix
(just 'e')
;~(plug ;~(pose (cold | hep) (easy &)) dim:ag)
==
(easy [& 0])
==
==
==
;~ plug
(easy %i)
;~ sfix
;~ pose (cold | hep) (easy &) ==
(jest 'inf')
==
==
;~ plug
(easy %n)
(cold ~ (jest 'nan'))
==
==
;~ pose
(stag %rh (cook rylh ;~(pfix ;~(plug sig sig) voy)))
(stag %rq (cook rylq ;~(pfix ;~(plug sig sig sig) voy)))
(stag %rd (cook ryld ;~(pfix sig voy)))
(stag %rs (cook ryls voy))
==
::
++ royl-cell
|= $? [%d a=? b=[c=@ [d=@ e=@] f=? i=@]]
[%i a=?]
[%n ~]
==
^- dn
?. ?=([%d *] +<) +<
=+ ^= h
(dif:si (new:si f.b i.b) (sun:si d.b))
[%d a h (add (mul c.b (pow 10 d.b)) e.b)]
::
++ tash
~+
=+ ^= neg
|= [syn=? mol=dime] ^- dime
?> =('u' (end 3 1 p.mol))
[(cat 3 's' (rsh 3 1 p.mol)) (new:si syn q.mol)]
;~ pfix hep
;~ pose
(cook |=(a=dime (neg | a)) bisk)
;~(pfix hep (cook |=(a=dime (neg & a)) bisk))
==
==
::
++ twid
~+
;~ pose
(cook |=(a=@ [%blob (cue a)]) ;~(pfix (just '0') vum:ag))
(stag ~ crub)
==
::
++ zust
~+
;~ pose
(stag %is bip:ag)
(stag %if lip:ag)
(stag %f ;~(pose (cold & (just 'y')) (cold | (just 'n'))))
royl
==
--
++ scot ~/ %scot |=(mol=dime ~(rent co %$ mol))
++ scow |=(mol=dime ~(rend co %$ mol))
++ slat |=(mod=@tas |=(txt=@ta (slaw mod txt)))
++ slav |=([mod=@tas txt=@ta] (need (slaw mod txt)))
++ slaw
~/ %slaw
|= [mod=@tas txt=@ta]
^- (unit ,@)
=+ con=(slay txt)
?.(&(?=([~ %$ @ @] con) =(p.p.u.con mod)) ~ [~ q.p.u.con])
::
++ slay
|= txt=@ta ^- (unit coin)
=+ ^= vex
?: (gth 0x7fff.ffff txt) :: XX petty cache
~+ ((full nuck:so) [[1 1] (trip txt)])
((full nuck:so) [[1 1] (trip txt)])
?~ q.vex
~
[~ p.u.q.vex]
::
++ smyt :: pretty print path
|= bon=path ^- tank
:+ %rose [['/' ~] ['/' ~] ['/' ~]]
(turn bon |=(a=@ [%leaf (trip a)]))
::
++ spat |=(pax=path (crip (spud pax))) :: render path to cord
++ spud :: render path to tape
|= pax=path ^- tape
=- ~(ram re %rose ["/" "/" ~] -)
(turn pax |=(a=span [%leaf (trip a)]))
++ stab :: parse cord to path
=+ fel=;~(pfix fas (more fas urs:ab))
|=(zep=@t `path`(rash zep fel))
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eM, regular-expressions ::
::
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eN, pseudo-cryptography ::
::
++ un :: =(x (wred (wren x)))
|%
++ wren :: conceal structure
|= pyn=@ ^- @
=+ len=(met 3 pyn)
?: =(0 len)
0
=> .(len (dec len))
=+ mig=(zaft (xafo len (cut 3 [len 1] pyn)))
%+ can 3
%- flop ^- (list ,[@ @])
:- [1 mig]
|- ^- (list ,[@ @])
?: =(0 len)
~
=> .(len (dec len))
=+ mog=(zyft :(mix mig (end 3 1 len) (cut 3 [len 1] pyn)))
[[1 mog] $(mig mog)]
::
++ wred :: restore structure
|= cry=@ ^- @
=+ len=(met 3 cry)
?: =(0 len)
0
=> .(len (dec len))
=+ mig=(cut 3 [len 1] cry)
%+ can 3
%- flop ^- (list ,[@ @])
:- [1 (xaro len (zart mig))]
|- ^- (list ,[@ @])
?: =(0 len)
~
=> .(len (dec len))
=+ mog=(cut 3 [len 1] cry)
[[1 :(mix mig (end 3 1 len) (zyrt mog))] $(mig mog)]
::
++ xafo |=([a=@ b=@] +((mod (add (dec b) a) 255)))
++ xaro |=([a=@ b=@] +((mod (add (dec b) (sub 255 (mod a 255))) 255)))
::
++ zaft :: forward 255-sbox
|= a=@D
=+ ^= b
0xcc.75bc.86c8.2fb1.9a42.f0b3.79a0.92ca.21f6.1e41.cde5.fcc0.
7e85.51ae.1005.c72d.1246.07e8.7c64.a914.8d69.d9f4.59c2.8038.
1f4a.dca2.6fdf.66f9.f561.a12e.5a16.f7b0.a39f.364e.cb70.7318.
1de1.ad31.63d1.abd4.db68.6a33.134d.a760.edee.5434.493a.e323.
930d.8f3d.3562.bb81.0b24.43cf.bea5.a6eb.52b4.0229.06b2.6704.
78c9.45ec.d75e.58af.c577.b7b9.c40e.017d.90c3.87f8.96fa.1153.
0372.7f30.1c32.ac83.ff17.c6e4.d36d.6b55.e2ce.8c71.8a5b.b6f3.
9d4b.eab5.8b3c.e7f2.a8fe.9574.5de0.bf20.3f15.9784.9939.5f9c.
e609.564f.d8a4.b825.9819.94aa.2c08.8e4c.9b22.477a.2840.3ed6.
3750.6ef1.44dd.89ef.6576.d00a.fbda.9ed2.3b6c.7b0c.bde9.2ade.
5c88.c182.481a.1b0f.2bfd.d591.2726.57ba
(cut 3 [(dec a) 1] b)
::
++ zart :: reverse 255-sbox
|= a=@D
=+ ^= b
0x68.4f07.ea1c.73c9.75c2.efc8.d559.5125.f621.a7a8.8591.5613.
dd52.40eb.65a2.60b7.4bcb.1123.ceb0.1bd6.3c84.2906.b164.19b3.
1e95.5fec.ffbc.f187.fbe2.6680.7c77.d30e.e94a.9414.fd9a.017d.
3a7e.5a55.8ff5.8bf9.c181.e5b6.6ab2.35da.50aa.9293.3bc0.cdc6.
f3bf.1a58.4130.f844.3846.744e.36a0.f205.789e.32d8.5e54.5c22.
0f76.fce7.4569.0d99.d26e.e879.dc16.2df4.887f.1ffe.4dba.6f5d.
bbcc.2663.1762.aed7.af8a.ca20.dbb4.9bc7.a942.834c.105b.c4d4.
8202.3e61.a671.90e6.273d.bdab.3157.cfa4.0c2e.df86.2496.f7ed.
2b48.2a9d.5318.a343.d128.be9c.a5ad.6bb5.6dfa.c5e1.3408.128d.
2c04.0339.97a1.2ff0.49d0.eeb8.6c0a.0b37.b967.c347.d9ac.e072.
e409.7b9f.1598.1d3f.33de.8ce3.8970.8e7a
(cut 3 [(dec a) 1] b)
::
++ zyft :: forward 256-sbox
|= a=@D
=+ ^= b
0xbb49.b71f.b881.b402.17e4.6b86.69b5.1647.115f.dddb.7ca5.
8371.4bd5.19a9.b092.605d.0d9b.e030.a0cc.78ba.5706.4d2d.
986a.768c.f8e8.c4c7.2f1c.effe.3cae.01c0.253e.65d3.3872.
ce0e.7a74.8ac6.daac.7e5c.6479.44ec.4143.3d20.4af0.ee6c.
c828.deca.0377.249f.ffcd.7b4f.eb7d.66f2.8951.042e.595a.
8e13.f9c3.a79a.f788.6199.9391.7fab.6200.4ce5.0758.e2f1.
7594.c945.d218.4248.afa1.e61a.54fb.1482.bea4.96a2.3473.
63c2.e7cb.155b.120a.4ed7.bfd8.b31b.4008.f329.fca3.5380.
9556.0cb2.8722.2bea.e96e.3ac5.d1bc.10e3.2c52.a62a.b1d6.
35aa.d05e.f6a8.0f3b.31ed.559d.09ad.f585.6d21.fd1d.8d67.
370b.26f4.70c1.b923.4684.6fbd.cf8b.5036.0539.9cdc.d93f.
9068.1edf.8f33.b632.d427.97fa.9ee1
(cut 3 [a 1] b)
::
++ zyrt :: reverse 256-sbox
|= a=@D
=+ ^= b
0x9fc8.2753.6e02.8fcf.8b35.2b20.5598.7caa.c9a9.30b0.9b48.
47ce.6371.80f6.407d.00dd.0aa5.ed10.ecb7.0f5a.5c3a.e605.
c077.4337.17bd.9eda.62a4.79a7.ccb8.44cd.8e64.1ec4.5b6b.
1842.ffd8.1dfb.fd07.f2f9.594c.3be3.73c6.2cb6.8438.e434.
8d3d.ea6a.5268.72db.a001.2e11.de8c.88d3.0369.4f7a.87e2.
860d.0991.25d0.16b9.978a.4bf4.2a1a.e96c.fa50.85b5.9aeb.
9dbb.b2d9.a2d1.7bba.66be.e81f.1946.29a8.f5d2.f30c.2499.
c1b3.6583.89e1.ee36.e0b4.6092.937e.d74e.2f6f.513e.9615.
9c5d.d581.e7ab.fe74.f01b.78b1.ae75.af57.0ec2.adc7.3245.
12bf.2314.3967.0806.31dc.cb94.d43f.493c.54a6.0421.c3a1.
1c4a.28ac.fc0b.26ca.5870.e576.f7f1.616d.905f.ef41.33bc.
df4d.225e.2d56.7fd6.1395.a3f8.c582
(cut 3 [a 1] b)
--
::
++ ob
|%
++ feen :: conceal structure v2
|= pyn=@ ^- @
?: &((gte pyn 0x1.0000) (lte pyn 0xffff.ffff))
(add 0x1.0000 (fice (sub pyn 0x1.0000)))
?: &((gte pyn 0x1.0000.0000) (lte pyn 0xffff.ffff.ffff.ffff))
=+ lo=(dis pyn 0xffff.ffff)
=+ hi=(dis pyn 0xffff.ffff.0000.0000)
%+ con hi
(add 0x1.0000 (fice (sub lo 0x1.0000)))
pyn
::
++ fend :: restore structure v2
|= cry=@ ^- @
?: &((gte cry 0x1.0000) (lte cry 0xffff.ffff))
(add 0x1.0000 (teil (sub cry 0x1.0000)))
?: &((gte cry 0x1.0000.0000) (lte cry 0xffff.ffff.ffff.ffff))
=+ lo=(dis cry 0xffff.ffff)
=+ hi=(dis cry 0xffff.ffff.0000.0000)
%+ con hi
(add 0x1.0000 (teil (sub lo 0x1.0000)))
cry
::
++ fice :: adapted from
|= nor=@ :: black and rogaway
^- @ :: "ciphers with
=+ ^= sel :: arbitrary finite
%+ rynd 2 :: domains", 2002
%+ rynd 1
%+ rynd 0
[(mod nor 65.535) (div nor 65.535)]
(add (mul 65.535 -.sel) +.sel)
::
++ teil :: reverse ++fice
|= vip=@
^- @
=+ ^= sel
%+ rund 0
%+ rund 1
%+ rund 2
[(mod vip 65.535) (div vip 65.535)]
(add (mul 65.535 -.sel) +.sel)
::
++ rynd :: feistel round
|= [n=@ l=@ r=@]
^- [@ @]
:- r
?~ (mod n 2)
(~(sum fo 65.535) l (en:aesc (snag n raku) r))
(~(sum fo 65.536) l (en:aesc (snag n raku) r))
::
++ rund :: reverse round
|= [n=@ l=@ r=@]
^- [@ @]
:- r
?~ (mod n 2)
(~(dif fo 65.535) l (en:aesc (snag n raku) r))
(~(dif fo 65.536) l (en:aesc (snag n raku) r))
::
++ raku
^- (list ,@ux)
:~ 0x15f6.25e3.083a.eb3e.7a55.d4db.fb99.32a3.
43af.2750.219e.8a24.e5f8.fac3.6c36.f968
0xf2ff.24fe.54d0.1abd.4b2a.d8aa.4402.8e88.
e82f.19ec.948d.b1bb.ed2e.f791.83a3.8133
0xa3d8.6a7b.400e.9e91.187d.91a7.6942.f34a.
6f5f.ab8e.88b9.c089.b2dc.95a6.aed5.e3a4
==
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eO, virtualization ::
::
++ mack
|= [sub=* fol=*]
^- (unit)
=+ ton=(mink [sub fol] |=(* ~))
?.(?=([0 *] ton) ~ [~ p.ton])
::
++ mink
~/ %mink
|= [[sub=* fol=*] sky=$+(* (unit))]
=+ tax=*(list ,[@ta *])
|- ^- tone
?@ fol
[%2 tax]
?: ?=(^ -.fol)
=+ hed=$(fol -.fol)
?: ?=(%2 -.hed)
hed
=+ tal=$(fol +.fol)
?- -.tal
%0 ?-(-.hed %0 [%0 p.hed p.tal], %1 hed)
%1 ?-(-.hed %0 tal, %1 [%1 (weld p.hed p.tal)])
%2 tal
==
?+ fol
[%2 tax]
::
[0 b=@]
?: =(0 b.fol) [%2 tax]
?: =(1 b.fol) [%0 sub]
?: ?=(@ sub) [%2 tax]
=+ [now=(cap b.fol) lat=(mas b.fol)]
$(b.fol lat, sub ?:(=(2 now) -.sub +.sub))
::
[1 b=*]
[%0 b.fol]
::
[2 b=[^ *]]
=+ ben=$(fol b.fol)
?. ?=(%0 -.ben) ben
?>(?=(^ p.ben) $(sub -.p.ben, fol +.p.ben))
::?>(?=(^ p.ben) $([sub fol] p.ben)
::
[3 b=*]
=+ ben=$(fol b.fol)
?. ?=(%0 -.ben) ben
[%0 .?(p.ben)]
::
[4 b=*]
=+ ben=$(fol b.fol)
?. ?=(%0 -.ben) ben
?. ?=(@ p.ben) [%2 tax]
[%0 .+(p.ben)]
::
[5 b=*]
=+ ben=$(fol b.fol)
?. ?=(%0 -.ben) ben
?. ?=(^ p.ben) [%2 tax]
[%0 =(-.p.ben +.p.ben)]
::
[6 b=* c=* d=*]
$(fol =>(fol [2 [0 1] 2 [1 c d] [1 0] 2 [1 2 3] [1 0] 4 4 b]))
::
[7 b=* c=*] $(fol =>(fol [2 b 1 c]))
[8 b=* c=*] $(fol =>(fol [7 [[0 1] b] c]))
[9 b=* c=*] $(fol =>(fol [7 c 0 b]))
[10 @ c=*] $(fol c.fol)
[10 [b=* c=*] d=*]
=+ ben=$(fol c.fol)
?. ?=(%0 -.ben) ben
?: ?=(?(%hunk %hand %lose %mean %spot) b.fol)
$(fol d.fol, tax [[b.fol p.ben] tax])
$(fol d.fol)
::
[11 b=*]
=+ ben=$(fol b.fol)
?. ?=(%0 -.ben) ben
=+ val=(sky p.ben)
?~(val [%1 p.ben ~] [%0 u.val])
::
==
::
++ mock
|= [[sub=* fol=*] sky=$+(* (unit))]
(mook (mink [sub fol] sky))
::
++ mook
|= ton=tone
^- toon
?. ?=([2 *] ton) ton
:- %2
=+ yel=(lent p.ton)
=. p.ton
?. (gth yel 256) p.ton
%+ weld
(scag 128 p.ton)
^- (list ,[@ta *])
:_ (slag (sub yel 128) p.ton)
:- %lose
%+ rap 3
;: weld
"[skipped "
~(rend co %$ %ud (sub yel 256))
" frames]"
==
|- ^- (list tank)
?~ p.ton ~
=+ rex=$(p.ton t.p.ton)
?+ -.i.p.ton rex
%hunk [(tank +.i.p.ton) rex]
%lose [[%leaf (rip 3 (,@ +.i.p.ton))] rex]
%hand :_(rex [%leaf (scow %p (mug +.i.p.ton))])
%mean :_ rex
?@ +.i.p.ton [%leaf (rip 3 (,@ +.i.p.ton))]
=+ mac=(mack +.i.p.ton +<.i.p.ton)
?~(mac [%leaf "####"] (tank u.mac))
%spot :_ rex
=+ sot=(spot +.i.p.ton)
:- %leaf
;: weld
~(ram re (smyt p.sot))
":<["
~(rend co ~ %ud p.p.q.sot)
" "
~(rend co ~ %ud q.p.q.sot)
"].["
~(rend co ~ %ud p.q.q.sot)
" "
~(rend co ~ %ud q.q.q.sot)
"]>"
==
==
::
++ mang
|= [[gat=* sam=*] sky=$+(* (unit))]
^- (unit)
=+ ton=(mong [[gat sam] sky])
?.(?=([0 *] ton) ~ [~ p.ton])
::
++ mong
|= [[gat=* sam=*] sky=$+(* (unit))]
^- toon
?. &(?=(^ gat) ?=(^ +.gat))
[%2 ~]
(mock [[-.gat [sam +>.gat]] -.gat] sky)
::
++ mung
|= [[gat=* sam=*] sky=$+(* (unit))]
^- tone
?. &(?=(^ gat) ?=(^ +.gat))
[%2 ~]
(mink [[-.gat [sam +>.gat]] -.gat] sky)
::
++ mule :: typed virtual
~/ %mule
|* taq=_|.(**)
=+ mud=(mute taq)
?- -.mud
& [%& p=$:taq]
| [%| p=p.mud]
==
::
++ mute :: untyped virtual
|= taq=_^?(|.(**))
^- (each ,* (list tank))
=+ ton=(mock [taq 9 2 0 1] |=(* ~))
?- -.ton
%0 [%& p.ton]
%1 [%| (turn p.ton |=(a=* (smyt (path a))))]
%2 [%| p.ton]
==
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eP, diff (move me) ::
::
::
++ berk :: invert diff patch
|* bur=(urge)
|- ^+ bur
?~ bur ~
:_ $(bur t.bur)
?- -.i.bur
& i.bur
| [%| q.i.bur p.i.bur]
==
::
++ diff :: generate patch
|= pum=umph
|= [old=* new=*] ^- udon
:- pum
?+ pum ~|(%unsupported !!)
%a [%d (nude old new)]
%b =+ [hel=(cue ((hard ,@) old)) hev=(cue ((hard ,@) new))]
[%d (nude hel hev)]
%c =+ [hel=(lore ((hard ,@) old)) hev=(lore ((hard ,@) new))]
[%c (lusk hel hev (loss hel hev))]
==
::
++ loss :: longest subsequence
~/ %loss
|* [hel=(list) hev=(list)]
|- ^+ hev
=+ ^= sev
=+ [inx=0 sev=*(map ,_i.-.hev (list ,@ud))]
|- ^+ sev
?~ hev sev
=+ guy=(~(get by sev) i.hev)
$(hev t.hev, inx +(inx), sev (~(put by sev) i.hev [inx ?~(guy ~ u.guy)]))
=| gox=[p=@ud q=(map ,@ud ,[p=@ud q=_hev])]
=< abet
=< main
|%
++ abet :: subsequence
^+ hev
?: =(0 p.gox) ~
(flop q:(need (~(get by q.gox) (dec p.gox))))
::
++ hink :: extend fits top
|= [inx=@ud goy=@ud] ^- ?
|(=(p.gox inx) (lth goy p:(need (~(get by q.gox) inx))))
::
++ lonk :: extend fits bottom
|= [inx=@ud goy=@ud] ^- ?
|(=(0 inx) (gth goy p:(need (~(get by q.gox) (dec inx)))))
::
++ lune :: extend
|= [inx=@ud goy=@ud]
^+ +>
%_ +>.$
gox
:- ?:(=(inx p.gox) +(p.gox) p.gox)
%+ ~(put by q.gox) inx
[goy (snag goy hev) ?:(=(0 inx) ~ q:(need (~(get by q.gox) (dec inx))))]
==
::
++ merg :: merge all matches
|= gay=(list ,@ud)
^+ +>
=+ ^= zes
=+ [inx=0 zes=*(list ,[p=@ud q=@ud])]
|- ^+ zes
?: |(?=(~ gay) (gth inx p.gox)) zes
?. (lonk inx i.gay) $(gay t.gay)
?. (hink inx i.gay) $(inx +(inx))
$(inx +(inx), gay t.gay, zes [[inx i.gay] zes])
|- ^+ +>.^$
?~(zes +>.^$ $(zes t.zes, +>.^$ (lune i.zes)))
::
++ main
=+ hol=hel
|- ^+ +>
?~ hol +>
=+ guy=(~(get by sev) i.hol)
$(hol t.hol, +> (merg (flop `(list ,@ud)`?~(guy ~ u.guy))))
--
::
++ lore :: atom to line list
~/ %lore
|= lub=@
=| tez=(list ,@t)
|- ^+ tez
?: =(0 lub) (flop tez)
=+ ^= meg
=+ meg=0
|- ^- @ud
=+ gam=(cut 3 [meg 1] lub)
?:(|(=(10 gam) =(0 gam)) meg $(meg +(meg)))
=+ res=(rsh 3 +(meg) lub)
?: &(=(0 (cut 3 [meg 1] lub)) !=(0 res))
!!
$(lub res, tez [(end 3 meg lub) tez])
::
++ role :: line list to atom
|= tez=(list ,@t)
(rap 3 (turn tez |=(a=@t (cat 3 a 10))))
::
++ lump :: apply patch
|= [don=udon src=*]
^- *
?+ p.don ~|(%unsupported !!)
%a
?+ -.q.don ~|(%unsupported !!)
%a q.q.don
%c (lurk ((hard (list)) src) p.q.don)
%d (lure src p.q.don)
==
::
%c
=+ dst=(lore ((hard ,@) src))
%- role
?+ -.q.don ~|(%unsupported !!)
%a ((hard (list ,@t)) q.q.don)
%c (lurk dst p.q.don)
==
==
::
++ lure :: apply tree diff
|= [a=* b=upas]
^- *
?^ -.b
[$(b -.b) $(b +.b)]
?+ -.b ~|(%unsupported !!)
%0 .*(a [0 p.b])
%1 .*(a [1 p.b])
==
++ limp :: invert patch
|= don=udon ^- udon
:- p.don
?+ -.q.don ~|(%unsupported !!)
%a [%a q.q.don p.q.don]
%c [%c (berk p.q.don)]
%d [%d q.q.don p.q.don]
==
::
++ hump :: general prepatch
|= [pum=umph src=*] ^- *
?+ pum ~|(%unsupported !!)
%a src
%b (cue ((hard ,@) src))
%c (lore ((hard ,@) src))
==
::
++ husk :: unprepatch
|= [pum=umph dst=*] ^- *
?+ pum ~|(%unsupported !!)
%a dst
%b (jam dst)
%c (role ((hard (list ,@)) dst))
==
::
++ lurk :: apply list patch
|* [hel=(list) rug=(urge)]
^+ hel
=+ war=`_hel`~
|- ^+ hel
?~ rug (flop war)
?- -.i.rug
&
%= $
rug t.rug
hel (slag p.i.rug hel)
war (weld (flop (scag p.i.rug hel)) war)
==
::
|
%= $
rug t.rug
hel =+ gur=(flop p.i.rug)
|- ^+ hel
?~ gur hel
?>(&(?=(^ hel) =(i.gur i.hel)) $(hel t.hel, gur t.gur))
war (weld q.i.rug war)
==
==
::
++ lusk :: lcs to list patch
|* [hel=(list) hev=(list) lcs=(list)]
=+ ^= rag
^- $% [& p=@ud]
[| p=_lcs q=_lcs]
==
[%& 0]
=> .(rag [p=rag q=*(list ,_rag)])
=< abet =< main
|%
++ abet =.(q.rag ?:(=([& 0] p.rag) q.rag [p.rag q.rag]) (flop q.rag))
++ done
|= new=_p.rag
^+ rag
?- -.p.rag
| ?- -.new
| [[%| (weld p.new p.p.rag) (weld q.new q.p.rag)] q.rag]
& [new [p.rag q.rag]]
==
& ?- -.new
| [new ?:(=(0 p.p.rag) q.rag [p.rag q.rag])]
& [[%& (add p.p.rag p.new)] q.rag]
==
==
::
++ main
|- ^+ +
?~ hel
?~ hev
?>(?=(~ lcs) +)
$(hev t.hev, rag (done %| ~ [i.hev ~]))
?~ hev
$(hel t.hel, rag (done %| [i.hel ~] ~))
?~ lcs
+(rag (done %| (flop hel) (flop hev)))
?: =(i.hel i.lcs)
?: =(i.hev i.lcs)
$(lcs t.lcs, hel t.hel, hev t.hev, rag (done %& 1))
$(hev t.hev, rag (done %| ~ [i.hev ~]))
?: =(i.hev i.lcs)
$(hel t.hel, rag (done %| [i.hel ~] ~))
$(hel t.hel, hev t.hev, rag (done %| [i.hel ~] [i.hev ~]))
--
++ nude :: tree change
=< |= [a=* b=*] ^- [p=upas q=upas]
[p=(tred a b) q=(tred b a)]
|%
++ axes :: locs of nouns
|= [a=@ b=*] ^- (map ,* axis)
=+ c=*(map ,* axis)
|- ^- (map ,* axis)
=> .(c (~(put by c) b a))
?@ b
c
%- ~(uni by c)
%- ~(uni by $(a (mul 2 a), b -.b))
$(a +((mul 2 a)), b +.b)
::
++ tred :: diff a->b
|= [a=* b=*] ^- upas
=| c=(unit ,*)
=+ d=(axes 1 a)
|- ^- upas
=> .(c (~(get by d) b))
?~ c
?@ b
[%1 b]
=+ e=^-(upas [$(b -.b) $(b +.b)])
?- e
[[%1 *] [%1 *]] [%1 [p.p.e p.q.e]]
* e
==
[%0 u.c]
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eW, lite number theory ::
::
++ egcd !: :: schneier's egcd
|= [a=@ b=@]
=+ si
=+ [c=(sun a) d=(sun b)]
=+ [u=[c=(sun 1) d=--0] v=[c=--0 d=(sun 1)]]
|- ^- [d=@ u=@s v=@s]
?: =(--0 c)
[(abs d) d.u d.v]
:: ?> ?& =(c (sum (pro (sun a) c.u) (pro (sun b) c.v)))
:: =(d (sum (pro (sun a) d.u) (pro (sun b) d.v)))
:: ==
=+ q=(fra d c)
%= $
c (dif d (pro q c))
d c
u [(dif d.u (pro q c.u)) c.u]
v [(dif d.v (pro q c.v)) c.v]
==
::
++ pram :: rabin-miller
|= a=@ ^- ?
?: ?| =(0 (end 0 1 a))
=(1 a)
=+ b=1
|- ^- ?
?: =(512 b)
|
?|(=+(c=+((mul 2 b)) &(!=(a c) =(a (mul c (div a c))))) $(b +(b)))
==
|
=+ ^= b
=+ [s=(dec a) t=0]
|- ^- [s=@ t=@]
?: =(0 (end 0 1 s))
$(s (rsh 0 1 s), t +(t))
[s t]
?> =((mul s.b (bex t.b)) (dec a))
=+ c=0
|- ^- ?
?: =(c 64)
&
=+ d=(~(raw og (add c a)) (met 0 a))
=+ e=(~(exp fo a) s.b d)
?& ?| =(1 e)
=+ f=0
|- ^- ?
?: =(e (dec a))
&
?: =(f (dec t.b))
|
$(e (~(pro fo a) e e), f +(f))
==
$(c +(c))
==
::
++ ramp :: make r-m prime
|= [a=@ b=(list ,@) c=@] ^- @ux :: [bits snags seed]
=> .(c (shas %ramp c))
=+ d=*@
|-
?: =((mul 100 a) d)
~|(%ar-ramp !!)
=+ e=(~(raw og c) a)
?: &((levy b |=(f=@ !=(1 (mod e f)))) (pram e))
e
$(c +(c), d (shax d))
::
++ fo :: modulo prime
|_ a=@
++ dif
|= [b=@ c=@]
(sit (sub (add a b) (sit c)))
::
++ exp
|= [b=@ c=@]
?: =(0 b)
1
=+ d=$(b (rsh 0 1 b))
=+ e=(pro d d)
?:(=(0 (end 0 1 b)) e (pro c e))
::
++ fra
|= [b=@ c=@]
(pro b (inv c))
::
++ inv
|= b=@
=+ c=(dul:si u:(egcd b a) a)
c
::
++ pro
|= [b=@ c=@]
(sit (mul b c))
::
++ sit
|= b=@
(mod b a)
::
++ sum
|= [b=@ c=@]
(sit (add b c))
--
::
++ ga :: GF (bex p.a)
|= a=[p=@ q=@ r=@] :: dim poly gen
=+ si=(bex p.a)
=+ ma=(dec si)
=> |%
++ dif :: add and sub
|= [b=@ c=@]
~| [%dif-ga a]
?> &((lth b si) (lth c si))
(mix b c)
::
++ dub :: mul by x
|= b=@
~| [%dub-ga a]
?> (lth b si)
?: =(1 (cut 0 [(dec p.a) 1] b))
(dif (sit q.a) (sit (lsh 0 1 b)))
(lsh 0 1 b)
::
++ pro :: slow multiply
|= [b=@ c=@]
?: =(0 b)
0
?: =(1 (dis 1 b))
(dif c $(b (rsh 0 1 b), c (dub c)))
$(b (rsh 0 1 b), c (dub c))
::
++ toe :: exp/log tables
=+ ^= nu
|= [b=@ c=@]
^- (map ,@ ,@)
=+ d=*(map ,@ ,@)
|-
?: =(0 c)
d
%= $
c (dec c)
d (~(put by d) c b)
==
=+ [p=(nu 0 (bex p.a)) q=(nu ma ma)]
=+ [b=1 c=0]
|- ^- [p=(map ,@ ,@) q=(map ,@ ,@)]
?: =(ma c)
[(~(put by p) c b) q]
%= $
b (pro r.a b)
c +(c)
p (~(put by p) c b)
q (~(put by q) b c)
==
::
++ sit :: reduce
|= b=@
(mod b (bex p.a))
--
=+ toe
|%
++ fra :: divide
|= [b=@ c=@]
(pro b (inv c))
::
++ inv :: invert
|= b=@
~| [%inv-ga a]
=+ c=(~(get by q) b)
?~ c !!
=+ d=(~(get by p) (sub ma u.c))
(need d)
::
++ pow :: exponent
|= [b=@ c=@]
=+ [d=1 e=c f=0]
|-
?: =(p.a f)
d
?: =(1 (cut 0 [f 1] b))
$(d (pro d e), e (pro e e), f +(f))
$(e (pro e e), f +(f))
::
++ pro :: multiply
|= [b=@ c=@]
~| [%pro-ga a]
=+ d=(~(get by q) b)
?~ d 0
=+ e=(~(get by q) c)
?~ e 0
=+ f=(~(get by p) (mod (add u.d u.e) ma))
(need f)
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eX, jetted crypto ::
::
++ aesc :: AES-256
~% %aesc + ~
|%
++ en :: ECB enc
~/ %en
|= [a=@I b=@H] ^- @uxH
=+ ahem
(be & (ex a) b)
++ de :: ECB dec
~/ %de
|= [a=@I b=@H] ^- @uxH
=+ ahem
(be | (ix (ex a)) b)
--
++ ahem :: AES helpers
:: XX should be in aesc, isn't for performance reasons
=>
=+ =+ [gr=(ga 8 0x11b 3) few==>(fe .(a 5))]
=+ [pro=pro.gr dif=dif.gr pow=pow.gr ror=ror.few]
[pro=pro dif=dif pow=pow ror=ror nnk=8 nnb=4 nnr=14]
=> |%
++ cipa :: AES params
$_ ^? |%
++ co *[p=@ q=@ r=@ s=@] :: col coefs
++ ix |+(a=@ *@) :: key index
++ ro *[p=@ q=@ r=@ s=@] :: row shifts
++ su *@ :: s-box
--
--
|%
++ pen :: encrypt
^- cipa
|%
++ co [0x2 0x3 1 1]
++ ix |+(a=@ a)
++ ro [0 1 2 3]
++ su 0x16bb.54b0.0f2d.9941.6842.e6bf.0d89.a18c.
df28.55ce.e987.1e9b.948e.d969.1198.f8e1.
9e1d.c186.b957.3561.0ef6.0348.66b5.3e70.
8a8b.bd4b.1f74.dde8.c6b4.a61c.2e25.78ba.
08ae.7a65.eaf4.566c.a94e.d58d.6d37.c8e7.
79e4.9591.62ac.d3c2.5c24.0649.0a3a.32e0.
db0b.5ede.14b8.ee46.8890.2a22.dc4f.8160.
7319.5d64.3d7e.a7c4.1744.975f.ec13.0ccd.
d2f3.ff10.21da.b6bc.f538.9d92.8f40.a351.
a89f.3c50.7f02.f945.8533.4d43.fbaa.efd0.
cf58.4c4a.39be.cb6a.5bb1.fc20.ed00.d153.
842f.e329.b3d6.3b52.a05a.6e1b.1a2c.8309.
75b2.27eb.e280.1207.9a05.9618.c323.c704.
1531.d871.f1e5.a534.ccf7.3f36.2693.fdb7.
c072.a49c.afa2.d4ad.f047.59fa.7dc9.82ca.
76ab.d7fe.2b67.0130.c56f.6bf2.7b77.7c63
--
::
++ pin :: decrypt
^- cipa
|%
++ co [0xe 0xb 0xd 0x9]
++ ix |+(a=@ (sub nnr a))
++ ro [0 3 2 1]
++ su 0x7d0c.2155.6314.69e1.26d6.77ba.7e04.2b17.
6199.5383.3cbb.ebc8.b0f5.2aae.4d3b.e0a0.
ef9c.c993.9f7a.e52d.0d4a.b519.a97f.5160.
5fec.8027.5910.12b1.31c7.0788.33a8.dd1f.
f45a.cd78.fec0.db9a.2079.d2c6.4b3e.56fc.
1bbe.18aa.0e62.b76f.89c5.291d.711a.f147.
6edf.751c.e837.f9e2.8535.ade7.2274.ac96.
73e6.b4f0.cecf.f297.eadc.674f.4111.913a.
6b8a.1301.03bd.afc1.020f.3fca.8f1e.2cd0.
0645.b3b8.0558.e4f7.0ad3.bc8c.00ab.d890.
849d.8da7.5746.155e.dab9.edfd.5048.706c.
92b6.655d.cc5c.a4d4.1698.6886.64f6.f872.
25d1.8b6d.49a2.5b76.b224.d928.66a1.2e08.
4ec3.fa42.0b95.4cee.3d23.c2a6.3294.7b54.
cbe9.dec4.4443.8e34.87ff.2f9b.8239.e37c.
fbd7.f381.9ea3.40bf.38a5.3630.d56a.0952
--
::
++ mcol
|= [a=(list ,@) b=[p=@ q=@ r=@ s=@]] ^- (list ,@)
=+ c=[p=*@ q=*@ r=*@ s=*@]
|- ^- (list ,@)
?~ a ~
=> .(p.c (cut 3 [0 1] i.a))
=> .(q.c (cut 3 [1 1] i.a))
=> .(r.c (cut 3 [2 1] i.a))
=> .(s.c (cut 3 [3 1] i.a))
:_ $(a t.a)
%+ rep 3
%+ turn
%- limo
:~ [[p.c p.b] [q.c q.b] [r.c r.b] [s.c s.b]]
[[p.c s.b] [q.c p.b] [r.c q.b] [s.c r.b]]
[[p.c r.b] [q.c s.b] [r.c p.b] [s.c q.b]]
[[p.c q.b] [q.c r.b] [r.c s.b] [s.c p.b]]
==
|= [a=[@ @] b=[@ @] c=[@ @] d=[@ @]]
:(dif (pro a) (pro b) (pro c) (pro d))
::
++ pode :: explode to block
|= [a=bloq b=@ c=@] ^- (list ,@)
=+ d=(rip a c)
=+ m=(met a c)
|-
?: =(m b)
d
$(m +(m), d (weld d (limo [0 ~])))
++ sube :: s-box word
|= [a=@ b=@] ^- @
(rep 3 (turn (pode 3 4 a) |=(c=@ (cut 3 [c 1] b))))
--
|%
++ be :: block cipher
|= [a=? b=@ c=@H] ^- @uxH
~| %be-aesc
=> %= .
+
=> +
|%
++ ankh
|= [a=cipa b=@ c=@]
(pode 5 nnb (cut 5 [(mul (ix.a b) nnb) nnb] c))
++ sark
|= [c=(list ,@) d=(list ,@)] ^- (list ,@)
?~ c ~
?~ d !!
[(mix i.c i.d) $(c t.c, d t.d)]
++ srow
|= [a=cipa b=(list ,@)] ^- (list ,@)
=+ [c=0 d=~ e=ro.a]
|-
?: =(c nnb)
d
:_ $(c +(c))
%+ rep 3
%+ turn
(limo [0 p.e] [1 q.e] [2 r.e] [3 s.e] ~)
|= [f=@ g=@]
(cut 3 [f 1] (snag (mod (add g c) nnb) b))
++ subs
|= [a=cipa b=(list ,@)] ^- (list ,@)
?~ b ~
[(sube i.b su.a) $(b t.b)]
--
==
=+ [d=?:(a pen pin) e=(pode 5 nnb c) f=1]
=> .(e (sark e (ankh d 0 b)))
|-
?. =(nnr f)
=> .(e (subs d e))
=> .(e (srow d e))
=> .(e (mcol e co.d))
=> .(e (sark e (ankh d f b)))
$(f +(f))
=> .(e (subs d e))
=> .(e (srow d e))
=> .(e (sark e (ankh d nnr b)))
(rep 5 e)
++ ex :: key expand
|= a=@I ^- @
=+ [b=a c=0 d=su:pen i=nnk]
|-
?: =(i (mul nnb +(nnr)))
b
=> .(c (cut 5 [(dec i) 1] b))
=> ?: =(0 (mod i nnk))
=> .(c (ror 3 1 c))
=> .(c (sube c d))
.(c (mix c (pow (dec (div i nnk)) 2)))
?: &((gth nnk 6) =(4 (mod i nnk)))
.(c (sube c d))
.
=> .(c (mix c (cut 5 [(sub i nnk) 1] b)))
=> .(b (can 5 [i b] [1 c] ~))
$(i +(i))
++ ix :: key expand, inv
|= a=@ ^- @
=+ [i=1 j=*@ b=*@ c=co:pin]
|-
?: =(nnr i)
a
=> .(b (cut 7 [i 1] a))
=> .(b (rep 5 (mcol (pode 5 4 b) c)))
=> .(j (sub nnr i))
%= $
i +(i)
a
%+ can 7
:~ [i (cut 7 [0 i] a)]
[1 b]
[j (cut 7 [+(i) j] a)]
==
==
--
::
++ curt :: curve25519
|= [a=@ b=@]
=> %= .
+
=> +
=+ =+ [p=486.662 q=(sub (bex 255) 19)]
=+ fq=~(. fo q)
[p=p q=q fq=fq]
|%
++ cla
|= raw=@
=+ low=(dis 248 (cut 3 [0 1] raw))
=+ hih=(con 64 (dis 127 (cut 3 [31 1] raw)))
=+ mid=(cut 3 [1 30] raw)
(can 3 [[1 low] [30 mid] [1 hih] ~])
++ sqr |=(a=@ (mul a a))
++ inv |=(a=@ (~(exp fo q) (sub q 2) a))
++ cad
|= [n=[x=@ z=@] m=[x=@ z=@] d=[x=@ z=@]]
=+ ^= xx
;: mul 4 z.d
%- sqr %- abs:si
%+ dif:si
(sun:si (mul x.m x.n))
(sun:si (mul z.m z.n))
==
=+ ^= zz
;: mul 4 x.d
%- sqr %- abs:si
%+ dif:si
(sun:si (mul x.m z.n))
(sun:si (mul z.m x.n))
==
[(sit.fq xx) (sit.fq zz)]
++ cub
|= [x=@ z=@]
=+ ^= xx
%+ mul
%- sqr %- abs:si
(dif:si (sun:si x) (sun:si z))
(sqr (add x z))
=+ ^= zz
;: mul 4 x z
:(add (sqr x) :(mul p x z) (sqr z))
==
[(sit.fq xx) (sit.fq zz)]
--
==
=+ one=[b 1]
=+ i=253
=+ r=one
=+ s=(cub one)
|-
?: =(i 0)
=+ x=(cub r)
(sit.fq (mul -.x (inv +.x)))
=+ m=(rsh 0 i a)
?: =(0 (mod m 2))
$(i (dec i), s (cad r s one), r (cub r))
$(i (dec i), r (cad r s one), s (cub s))
::
++ ed :: ed25519
=>
=+ =+ [b=256 q=(sub (bex 255) 19)]
=+ fq=~(. fo q)
=+ ^= l
%+ add
(bex 252)
27.742.317.777.372.353.535.851.937.790.883.648.493
=+ d=(dif.fq 0 (fra.fq 121.665 121.666))
=+ ii=(exp.fq (div (dec q) 4) 2)
[b=b q=q fq=fq l=l d=d ii=ii]
~% %coed +> ~
|%
++ norm |=(x=@ ?:(=(0 (mod x 2)) x (sub q x)))
::
++ xrec :: recover x-coord
|= y=@ ^- @
=+ ^= xx
%+ mul (dif.fq (mul y y) 1)
(inv.fq +(:(mul d y y)))
=+ x=(exp.fq (div (add 3 q) 8) xx)
?: !=(0 (dif.fq (mul x x) (sit.fq xx)))
(norm (pro.fq x ii))
(norm x)
::
++ ward :: edwards multiply
|= [pp=[@ @] qq=[@ @]] ^- [@ @]
=+ dp=:(pro.fq d -.pp -.qq +.pp +.qq)
=+ ^= xt
%+ pro.fq
%+ sum.fq
(pro.fq -.pp +.qq)
(pro.fq -.qq +.pp)
(inv.fq (sum.fq 1 dp))
=+ ^= yt
%+ pro.fq
%+ sum.fq
(pro.fq +.pp +.qq)
(pro.fq -.pp -.qq)
(inv.fq (dif.fq 1 dp))
[xt yt]
::
++ scam :: scalar multiply
|= [pp=[@ @] e=@] ^- [@ @]
?: =(0 e)
[0 1]
=+ qq=$(e (div e 2))
=> .(qq (ward qq qq))
?: =(1 (dis 1 e))
(ward qq pp)
qq
::
++ etch :: encode point
|= pp=[@ @] ^- @
(can 0 ~[[(sub b 1) +.pp] [1 (dis 1 -.pp)]])
::
++ curv :: point on curve?
|= [x=@ y=@] ^- ?
.= 0
%+ dif.fq
%+ sum.fq
(pro.fq (sub q (sit.fq x)) x)
(pro.fq y y)
(sum.fq 1 :(pro.fq d x x y y))
::
++ deco :: decode point
|= s=@ ^- (unit ,[@ @])
=+ y=(cut 0 [0 (dec b)] s)
=+ si=(cut 0 [(dec b) 1] s)
=+ x=(xrec y)
=> .(x ?:(!=(si (dis 1 x)) (sub q x) x))
=+ pp=[x y]
?. (curv pp)
~
[~ pp]
::
++ bb
=+ bby=(pro.fq 4 (inv.fq 5))
[(xrec bby) bby]
::
--
~% %ed + ~
|%
++ puck :: public key
~/ %puck
|= sk=@I ^- @
?: (gth (met 3 sk) 32) !!
=+ h=(shal (rsh 0 3 b) sk)
=+ ^= a
%+ add
(bex (sub b 2))
(lsh 0 3 (cut 0 [3 (sub b 5)] h))
=+ aa=(scam bb a)
(etch aa)
++ suck :: keypair from seed
|= se=@I ^- @uJ
=+ pu=(puck se)
(can 0 ~[[b se] [b pu]])
::
++ sign :: certify
~/ %sign
|= [m=@ se=@] ^- @
=+ sk=(suck se)
=+ pk=(cut 0 [b b] sk)
=+ h=(shal (rsh 0 3 b) sk)
=+ ^= a
%+ add
(bex (sub b 2))
(lsh 0 3 (cut 0 [3 (sub b 5)] h))
=+ ^= r
=+ hm=(cut 0 [b b] h)
=+ ^= i
%+ can 0
:~ [b hm]
[(met 0 m) m]
==
(shaz i)
=+ rr=(scam bb r)
=+ ^= ss
=+ er=(etch rr)
=+ ^= ha
%+ can 0
:~ [b er]
[b pk]
[(met 0 m) m]
==
(~(sit fo l) (add r (mul (shaz ha) a)))
(can 0 ~[[b (etch rr)] [b ss]])
::
++ veri :: validate
~/ %veri
|= [s=@ m=@ pk=@] ^- ?
?: (gth (div b 4) (met 3 s)) |
?: (gth (div b 8) (met 3 pk)) |
=+ cb=(rsh 0 3 b)
=+ rr=(deco (cut 0 [0 b] s))
?~ rr |
=+ aa=(deco pk)
?~ aa |
=+ ss=(cut 0 [b b] s)
=+ ha=(can 3 ~[[cb (etch u.rr)] [cb pk] [(met 3 m) m]])
=+ h=(shaz ha)
=((scam bb ss) (ward u.rr (scam u.aa h)))
::
--
::
++ scr :: scrypt
~% %scr + ~
|%
++ sal
|= [x=@ r=@] :: salsa20 hash
?> =((mod r 2) 0) :: with r rounds
=+ few==>(fe .(a 5))
=+ ^= rot
|= [a=@ b=@]
(mix (end 5 1 (lsh 0 a b)) (rsh 0 (sub 32 a) b))
=+ ^= lea
|= [a=@ b=@]
(net:few (sum:few (net:few a) (net:few b)))
=> |%
++ qr :: quarterround
|= y=[@ @ @ @ ~]
=+ zb=(mix &2.y (rot 7 (sum:few &1.y &4.y)))
=+ zc=(mix &3.y (rot 9 (sum:few zb &1.y)))
=+ zd=(mix &4.y (rot 13 (sum:few zc zb)))
=+ za=(mix &1.y (rot 18 (sum:few zd zc)))
~[za zb zc zd]
++ rr :: rowround
|= [y=(list ,@)]
=+ za=(qr ~[&1.y &2.y &3.y &4.y])
=+ zb=(qr ~[&6.y &7.y &8.y &5.y])
=+ zc=(qr ~[&11.y &12.y &9.y &10.y])
=+ zd=(qr ~[&16.y &13.y &14.y &15.y])
^- (list ,@) :~
&1.za &2.za &3.za &4.za
&4.zb &1.zb &2.zb &3.zb
&3.zc &4.zc &1.zc &2.zc
&2.zd &3.zd &4.zd &1.zd ==
++ cr :: columnround
|= [x=(list ,@)]
=+ ya=(qr ~[&1.x &5.x &9.x &13.x])
=+ yb=(qr ~[&6.x &10.x &14.x &2.x])
=+ yc=(qr ~[&11.x &15.x &3.x &7.x])
=+ yd=(qr ~[&16.x &4.x &8.x &12.x])
^- (list ,@) :~
&1.ya &4.yb &3.yc &2.yd
&2.ya &1.yb &4.yc &3.yd
&3.ya &2.yb &1.yc &4.yd
&4.ya &3.yb &2.yc &1.yd ==
++ dr :: doubleround
|= [x=(list ,@)]
(rr (cr x))
++ al :: add two lists
|= [a=(list ,@) b=(list ,@)]
|- ^- (list ,@)
?~ a ~ ?~ b ~
[i=(sum:few -.a -.b) t=$(a +.a, b +.b)]
--
=+ xw=(rpp 5 16 x)
=+ ^= ow |- ^- (list ,@)
?~ r xw
$(xw (dr xw), r (sub r 2))
(rep 5 (al xw ow))
::
++ rpp
|= [a=bloq b=@ c=@] :: rip w/filler blocks
=+ q=(rip a c)
=+ w=(lent q)
?. =(w b)
?. (lth w b) (slag (sub w b) q)
^+ q (weld q (reap (sub b (lent q)) 0))
q
::
++ bls
|= [a=@ b=(list ,@)] :: split to sublists
?> =((mod (lent b) a) 0)
|- ^- (list (list ,@))
?~ b ~
[i=(scag a `(list ,@)`b) t=$(b (slag a `(list ,@)`b))]
::
++ slb
|= [a=(list (list ,@))]
|- ^- (list ,@)
?~ a ~
(weld `(list ,@)`-.a $(a +.a))
::
++ sbm
|= [r=@ b=(list ,@)] :: scryptBlockMix
?> =((lent b) (mul 2 r))
=+ [x=(snag (dec (mul 2 r)) b) c=0]
=| [ya=(list ,@) yb=(list ,@)]
|- ^- (list ,@)
?~ b (flop (weld yb ya))
=. x (sal (mix x -.b) 8)
?~ (mod c 2)
$(c +(c), b +.b, ya [i=x t=ya])
$(c +(c), b +.b, yb [i=x t=yb])
::
++ srm
|= [r=@ b=(list ,@) n=@] :: scryptROMix
?> ?& =((lent b) (mul 2 r))
=(n (bex (dec (xeb n))))
(lth n (bex (mul r 16)))
==
=+ [v=*(list (list ,@)) c=0]
=. v
|- ^- (list (list ,@))
=+ w=(sbm r b)
?: =(c n) (flop v)
$(c +(c), v [i=[b] t=v], b w)
=+ x=(sbm r (snag (dec n) v))
|- ^- (list ,@)
?: =(c n) x
=+ q=(snag (dec (mul r 2)) x)
=+ z=`(list ,@)`(snag (mod q n) v)
=+ ^= w |- ^- (list ,@)
?~ x ~ ?~ z ~
[i=(mix -.x -.z) t=$(x +.x, z +.z)]
$(x (sbm r w), c +(c))
::
++ hmc
|= [k=@ t=@] :: HMAC-SHA-256
(hml k (met 3 k) t (met 3 t))
::
++ hml
|= [k=@ kl=@ t=@ tl=@] :: w/length
=> .(k (end 3 kl k), t (end 3 tl t))
=+ b=64
=. k ?. (gth kl b) k (shay kl k)
=+ ^= q %+ shay (add b tl)
(add (lsh 3 b t) (mix k (fil 3 b 0x36)))
%+ shay (add b 32)
(add (lsh 3 b q) (mix k (fil 3 b 0x5c)))
::
++ pbk :: PBKDF2-HMAC-SHA256
~/ %pbk
|= [p=@ s=@ c=@ d=@]
(pbl p (met 3 p) s (met 3 s) c d)
::
++ pbl :: w/length
~/ %pbl
|= [p=@ pl=@ s=@ sl=@ c=@ d=@]
=> .(p (end 3 pl p), s (end 3 sl s))
=+ h=32
?> ?& (lte d (bex 30)) :: max key length 1GB
(lte c (bex 28)) :: max iterations 2^28
!=(c 0)
==
=+ ^= l ?~ (mod d h)
(div d h)
+((div d h))
=+ r=(sub d (mul h (dec l)))
=+ [t=0 j=1 k=1]
=. t |- ^- @
?: (gth j l) t
=+ u=(add s (lsh 3 sl (rep 3 (flop (rpp 3 4 j)))))
=+ f=0 =. f |- ^- @
?: (gth k c) f
=+ q=(hml p pl u ?:(=(k 1) (add sl 4) h))
$(u q, f (mix f q), k +(k))
$(t (add t (lsh 3 (mul (dec j) h) f)), j +(j))
(end 3 d t)
::
++ hsh :: scrypt
~/ %hsh
|= [p=@ s=@ n=@ r=@ z=@ d=@]
(hsl p (met 3 p) s (met 3 s) n r z d)
::
++ hsl :: w/length
~/ %hsl
|= [p=@ pl=@ s=@ sl=@ n=@ r=@ z=@ d=@]
=| v=(list (list ,@))
=> .(p (end 3 pl p), s (end 3 sl s))
=+ u=(mul (mul 128 r) z)
?> ?& =(n (bex (dec (xeb n)))) :: n is power of 2
!=(r 0) !=(z 0)
%+ lte :: max 1GB memory
(mul (mul 128 r) (dec (add n z)))
(bex 30)
(lth pl (bex 31))
(lth sl (bex 31))
==
=+ ^= b =+ (rpp 3 u (pbl p pl s sl 1 u))
%+ turn (bls (mul 128 r) -)
|=(a=(list ,@) (rpp 9 (mul 2 r) (rep 3 a)))
?> =((lent b) z)
=+ ^= q
=+ |- ?~ b (flop v)
$(b +.b, v [i=(srm r -.b n) t=v])
%+ turn `(list (list ,@))`-
|=(a=(list ,@) (rpp 3 (mul 128 r) (rep 9 a)))
(pbl p pl (rep 3 (slb q)) u 1 d)
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eY, SHA-256 (move me) ::
::
++ shad |=(ruz=@ (shax (shax ruz))) :: double sha-256
++ shaf :: half sha-256
|= [sal=@ ruz=@]
=+ haz=(shas sal ruz)
(mix (end 7 1 haz) (rsh 7 1 haz))
::
++ shak :: XX shd be PBKDF
|= [who=@p wud=@]
(shas (mix %shak who) wud)
::
++ sham :: 128bit noun hash
|= yux=* ^- @uvH ^- @
?@ yux
(shaf %mash yux)
(shaf %sham (jam yux))
::
++ shas :: salted hash
|= [sal=@ ruz=@]
(shax (mix sal (shax ruz)))
::
++ shax :: sha-256
~/ %shax
|= ruz=@ ^- @
(shay [(met 3 ruz) ruz])
::
++ shay :: sha-256 with length
~/ %shay
|= [len=@u ruz=@] ^- @
~| %sha
=> .(ruz (cut 3 [0 len] ruz))
=+ [few==>(fe .(a 5)) wac=|=([a=@ b=@] (cut 5 [a 1] b))]
=+ [sum=sum.few ror=ror.few net=net.few inv=inv.few]
=+ ral=(lsh 0 3 len)
=+ ^= ful
%+ can 0
:~ [ral ruz]
[8 128]
[(mod (sub 960 (mod (add 8 ral) 512)) 512) 0]
[64 (~(net fe 6) ral)]
==
=+ lex=(met 9 ful)
=+ ^= kbx 0xc671.78f2.bef9.a3f7.a450.6ceb.90be.fffa.
8cc7.0208.84c8.7814.78a5.636f.748f.82ee.
682e.6ff3.5b9c.ca4f.4ed8.aa4a.391c.0cb3.
34b0.bcb5.2748.774c.1e37.6c08.19a4.c116.
106a.a070.f40e.3585.d699.0624.d192.e819.
c76c.51a3.c24b.8b70.a81a.664b.a2bf.e8a1.
9272.2c85.81c2.c92e.766a.0abb.650a.7354.
5338.0d13.4d2c.6dfc.2e1b.2138.27b7.0a85.
1429.2967.06ca.6351.d5a7.9147.c6e0.0bf3.
bf59.7fc7.b003.27c8.a831.c66d.983e.5152.
76f9.88da.5cb0.a9dc.4a74.84aa.2de9.2c6f.
240c.a1cc.0fc1.9dc6.efbe.4786.e49b.69c1.
c19b.f174.9bdc.06a7.80de.b1fe.72be.5d74.
550c.7dc3.2431.85be.1283.5b01.d807.aa98.
ab1c.5ed5.923f.82a4.59f1.11f1.3956.c25b.
e9b5.dba5.b5c0.fbcf.7137.4491.428a.2f98
=+ ^= hax 0x5be0.cd19.1f83.d9ab.9b05.688c.510e.527f.
a54f.f53a.3c6e.f372.bb67.ae85.6a09.e667
=+ i=0
|- ^- @
?: =(i lex)
(rep 5 (turn (rip 5 hax) net))
=+ ^= wox
=+ dux=(cut 9 [i 1] ful)
=+ wox=(rep 5 (turn (rip 5 dux) net))
=+ j=16
|- ^- @
?: =(64 j)
wox
=+ :* l=(wac (sub j 15) wox)
m=(wac (sub j 2) wox)
n=(wac (sub j 16) wox)
o=(wac (sub j 7) wox)
==
=+ x=:(mix (ror 0 7 l) (ror 0 18 l) (rsh 0 3 l))
=+ y=:(mix (ror 0 17 m) (ror 0 19 m) (rsh 0 10 m))
=+ z=:(sum n x o y)
$(wox (con (lsh 5 j z) wox), j +(j))
=+ j=0
=+ :* a=(wac 0 hax)
b=(wac 1 hax)
c=(wac 2 hax)
d=(wac 3 hax)
e=(wac 4 hax)
f=(wac 5 hax)
g=(wac 6 hax)
h=(wac 7 hax)
==
|- ^- @
?: =(64 j)
%= ^$
i +(i)
hax %+ rep 5
:~ (sum a (wac 0 hax))
(sum b (wac 1 hax))
(sum c (wac 2 hax))
(sum d (wac 3 hax))
(sum e (wac 4 hax))
(sum f (wac 5 hax))
(sum g (wac 6 hax))
(sum h (wac 7 hax))
==
==
=+ l=:(mix (ror 0 2 a) (ror 0 13 a) (ror 0 22 a)) :: s0
=+ m=:(mix (dis a b) (dis a c) (dis b c)) :: maj
=+ n=(sum l m) :: t2
=+ o=:(mix (ror 0 6 e) (ror 0 11 e) (ror 0 25 e)) :: s1
=+ p=(mix (dis e f) (dis (inv e) g)) :: ch
=+ q=:(sum h o p (wac j kbx) (wac j wox)) :: t1
$(j +(j), a (sum q n), b a, c b, d c, e (sum d q), f e, g f, h g)
::
++ shaw :: hash to nbits
|= [sal=@ len=@ ruz=@]
(~(raw og (shas sal (mix len ruz))) len)
::
++ og :: shax-powered rng
~/ %og
|_ a=@
++ rad :: random in range
|= b=@ ^- @
=+ c=(raw (met 0 b))
?:((lth c b) c $(a +(a)))
::
++ rads :: random continuation
|= b=@
=+ r=(rad b)
[r +>.$(a (shas %og-s r))]
++ raw :: random bits
~/ %raw
|= b=@ ^- @
%+ can
0
=+ c=(shas %og-a (mix b a))
|- ^- (list ,[@ @])
?: =(0 b)
~
=+ d=(shas %og-b (mix b (mix a c)))
?: (lth b 256)
[[b (end 0 b d)] ~]
[[256 d] $(c d, b (sub b 256))]
++ raws :: random bits
|= b=@ :: continuation
=+ r=(raw b)
[r +>.$(a (shas %og-s r))]
--
++ shaz :: sha-512
|= ruz=@ ^- @
(shal [(met 3 ruz) ruz])
++ shal :: sha-512 with length
~/ %shal
|= [len=@ ruz=@] ^- @
=> .(ruz (cut 3 [0 len] ruz))
=+ [few==>(fe .(a 6)) wac=|=([a=@ b=@] (cut 6 [a 1] b))]
=+ [sum=sum.few ror=ror.few net=net.few inv=inv.few]
=+ ral=(lsh 0 3 len)
=+ ^= ful
%+ can 0
:~ [ral ruz]
[8 128]
[(mod (sub 1.920 (mod (add 8 ral) 1.024)) 1.024) 0]
[128 (~(net fe 7) ral)]
==
=+ lex=(met 10 ful)
=+ ^= kbx 0x6c44.198c.4a47.5817.5fcb.6fab.3ad6.faec.
597f.299c.fc65.7e2a.4cc5.d4be.cb3e.42b6.
431d.67c4.9c10.0d4c.3c9e.be0a.15c9.bebc.
32ca.ab7b.40c7.2493.28db.77f5.2304.7d84.
1b71.0b35.131c.471b.113f.9804.bef9.0dae.
0a63.7dc5.a2c8.98a6.06f0.67aa.7217.6fba.
f57d.4f7f.ee6e.d178.eada.7dd6.cde0.eb1e.
d186.b8c7.21c0.c207.ca27.3ece.ea26.619c.
c671.78f2.e372.532b.bef9.a3f7.b2c6.7915.
a450.6ceb.de82.bde9.90be.fffa.2363.1e28.
8cc7.0208.1a64.39ec.84c8.7814.a1f0.ab72.
78a5.636f.4317.2f60.748f.82ee.5def.b2fc.
682e.6ff3.d6b2.b8a3.5b9c.ca4f.7763.e373.
4ed8.aa4a.e341.8acb.391c.0cb3.c5c9.5a63.
34b0.bcb5.e19b.48a8.2748.774c.df8e.eb99.
1e37.6c08.5141.ab53.19a4.c116.b8d2.d0c8.
106a.a070.32bb.d1b8.f40e.3585.5771.202a.
d699.0624.5565.a910.d192.e819.d6ef.5218.
c76c.51a3.0654.be30.c24b.8b70.d0f8.9791.
a81a.664b.bc42.3001.a2bf.e8a1.4cf1.0364.
9272.2c85.1482.353b.81c2.c92e.47ed.aee6.
766a.0abb.3c77.b2a8.650a.7354.8baf.63de.
5338.0d13.9d95.b3df.4d2c.6dfc.5ac4.2aed.
2e1b.2138.5c26.c926.27b7.0a85.46d2.2ffc.
1429.2967.0a0e.6e70.06ca.6351.e003.826f.
d5a7.9147.930a.a725.c6e0.0bf3.3da8.8fc2.
bf59.7fc7.beef.0ee4.b003.27c8.98fb.213f.
a831.c66d.2db4.3210.983e.5152.ee66.dfab.
76f9.88da.8311.53b5.5cb0.a9dc.bd41.fbd4.
4a74.84aa.6ea6.e483.2de9.2c6f.592b.0275.
240c.a1cc.77ac.9c65.0fc1.9dc6.8b8c.d5b5.
efbe.4786.384f.25e3.e49b.69c1.9ef1.4ad2.
c19b.f174.cf69.2694.9bdc.06a7.25c7.1235.
80de.b1fe.3b16.96b1.72be.5d74.f27b.896f.
550c.7dc3.d5ff.b4e2.2431.85be.4ee4.b28c.
1283.5b01.4570.6fbe.d807.aa98.a303.0242.
ab1c.5ed5.da6d.8118.923f.82a4.af19.4f9b.
59f1.11f1.b605.d019.3956.c25b.f348.b538.
e9b5.dba5.8189.dbbc.b5c0.fbcf.ec4d.3b2f.
7137.4491.23ef.65cd.428a.2f98.d728.ae22
=+ ^= hax 0x5be0.cd19.137e.2179.1f83.d9ab.fb41.bd6b.
9b05.688c.2b3e.6c1f.510e.527f.ade6.82d1.
a54f.f53a.5f1d.36f1.3c6e.f372.fe94.f82b.
bb67.ae85.84ca.a73b.6a09.e667.f3bc.c908
=+ i=0
|- ^- @
?: =(i lex)
(rep 6 (turn (rip 6 hax) net))
=+ ^= wox
=+ dux=(cut 10 [i 1] ful)
=+ wox=(rep 6 (turn (rip 6 dux) net))
=+ j=16
|- ^- @
?: =(80 j)
wox
=+ :* l=(wac (sub j 15) wox)
m=(wac (sub j 2) wox)
n=(wac (sub j 16) wox)
o=(wac (sub j 7) wox)
==
=+ x=:(mix (ror 0 1 l) (ror 0 8 l) (rsh 0 7 l))
=+ y=:(mix (ror 0 19 m) (ror 0 61 m) (rsh 0 6 m))
=+ z=:(sum n x o y)
$(wox (con (lsh 6 j z) wox), j +(j))
=+ j=0
=+ :* a=(wac 0 hax)
b=(wac 1 hax)
c=(wac 2 hax)
d=(wac 3 hax)
e=(wac 4 hax)
f=(wac 5 hax)
g=(wac 6 hax)
h=(wac 7 hax)
==
|- ^- @
?: =(80 j)
%= ^$
i +(i)
hax %+ rep 6
:~ (sum a (wac 0 hax))
(sum b (wac 1 hax))
(sum c (wac 2 hax))
(sum d (wac 3 hax))
(sum e (wac 4 hax))
(sum f (wac 5 hax))
(sum g (wac 6 hax))
(sum h (wac 7 hax))
==
==
=+ l=:(mix (ror 0 28 a) (ror 0 34 a) (ror 0 39 a)) :: S0
=+ m=:(mix (dis a b) (dis a c) (dis b c)) :: maj
=+ n=(sum l m) :: t2
=+ o=:(mix (ror 0 14 e) (ror 0 18 e) (ror 0 41 e)) :: S1
=+ p=(mix (dis e f) (dis (inv e) g)) :: ch
=+ q=:(sum h o p (wac j kbx) (wac j wox)) :: t1
$(j +(j), a (sum q n), b a, c b, d c, e (sum d q), f e, g f, h g)
::
++ shan :: sha-1 (deprecated)
|= ruz=@
=+ [few==>(fe .(a 5)) wac=|=([a=@ b=@] (cut 5 [a 1] b))]
=+ [sum=sum.few ror=ror.few rol=rol.few net=net.few inv=inv.few]
=+ ral=(lsh 0 3 (met 3 ruz))
=+ ^= ful
%+ can 0
:~ [ral ruz]
[8 128]
[(mod (sub 960 (mod (add 8 ral) 512)) 512) 0]
[64 (~(net fe 6) ral)]
==
=+ lex=(met 9 ful)
=+ kbx=0xca62.c1d6.8f1b.bcdc.6ed9.eba1.5a82.7999
=+ hax=0xc3d2.e1f0.1032.5476.98ba.dcfe.efcd.ab89.6745.2301
=+ i=0
|-
?: =(i lex)
(rep 5 (flop (rip 5 hax)))
=+ ^= wox
=+ dux=(cut 9 [i 1] ful)
=+ wox=(rep 5 (turn (rip 5 dux) net))
=+ j=16
|- ^- @
?: =(80 j)
wox
=+ :* l=(wac (sub j 3) wox)
m=(wac (sub j 8) wox)
n=(wac (sub j 14) wox)
o=(wac (sub j 16) wox)
==
=+ z=(rol 0 1 :(mix l m n o))
$(wox (con (lsh 5 j z) wox), j +(j))
=+ j=0
=+ :* a=(wac 0 hax)
b=(wac 1 hax)
c=(wac 2 hax)
d=(wac 3 hax)
e=(wac 4 hax)
==
|- ^- @
?: =(80 j)
%= ^$
i +(i)
hax %+ rep 5
:~
(sum a (wac 0 hax))
(sum b (wac 1 hax))
(sum c (wac 2 hax))
(sum d (wac 3 hax))
(sum e (wac 4 hax))
==
==
=+ fx=(con (dis b c) (dis (not 5 1 b) d))
=+ fy=:(mix b c d)
=+ fz=:(con (dis b c) (dis b d) (dis c d))
=+ ^= tem
?: &((gte j 0) (lte j 19))
:(sum (rol 0 5 a) fx e (wac 0 kbx) (wac j wox))
?: &((gte j 20) (lte j 39))
:(sum (rol 0 5 a) fy e (wac 1 kbx) (wac j wox))
?: &((gte j 40) (lte j 59))
:(sum (rol 0 5 a) fz e (wac 2 kbx) (wac j wox))
:(sum (rol 0 5 a) fy e (wac 3 kbx) (wac j wox))
$(j +(j), a tem, b a, c (rol 0 30 b), d c, e d)
::
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2eZ, OLD rendering (kill me) ::
::
++ show :: XX deprecated, use type
|= vem=*
|^ ^- tank
?: ?=(@ vem)
[%leaf (mesc (trip vem))]
?- vem
[s=~ c=*]
[%leaf '\'' (weld (mesc (tape +.vem)) `tape`['\'' ~])]
::
[s=%a c=@] [%leaf (mesc (trip c.vem))]
[s=%b c=*] (shop c.vem |=(a=@ ~(rub at a)))
[s=[%c p=@] c=*]
:+ %palm
[['.' ~] ['-' ~] ~ ~]
[[%leaf (mesc (trip p.s.vem))] $(vem c.vem) ~]
::
[s=%d c=*] (shop c.vem |=(a=@ ~(rud at a)))
[s=%k c=*] (tank c.vem)
[s=%h c=*]
?: =(0 c.vem) :: XX remove after 220
[%leaf '#' ~]
:+ %rose
[['/' ~] ['/' ~] ~]
=+ yol=((list ,@ta) c.vem)
(turn yol |=(a=@ta [%leaf (trip a)]))
::
[s=%o c=*]
%= $
vem
:- [%m '%h:<[%d %d].[%d %d]>']
[-.c.vem +<-.c.vem +<+.c.vem +>-.c.vem +>+.c.vem ~]
==
::
[s=%p c=*] (shop c.vem |=(a=@ ~(rup at a)))
[s=%q c=*] (shop c.vem |=(a=@ ~(r at a)))
[s=%r c=*] $(vem [[%r ' ' '{' '}'] c.vem])
[s=%t c=*] (shop c.vem |=(a=@ ~(rt at a)))
[s=%v c=*] (shop c.vem |=(a=@ ~(ruv at a)))
[s=%x c=*] (shop c.vem |=(a=@ ~(rux at a)))
[s=[%m p=@] c=*] (shep p.s.vem c.vem)
[s=[%r p=@] c=*]
$(vem [[%r ' ' (cut 3 [0 1] p.s.vem) (cut 3 [1 1] p.s.vem)] c.vem])
::
[s=[%r p=@ q=@ r=@] c=*]
:+ %rose
:* p=(mesc (trip p.s.vem))
q=(mesc (trip q.s.vem))
r=(mesc (trip r.s.vem))
==
|- ^- (list tank)
?@ c.vem
~
[^$(vem -.c.vem) $(c.vem +.c.vem)]
::
[s=%z c=*] $(vem [[%r %$ %$ %$] c.vem])
* !!
==
++ shep
|= [fom=@ gar=*]
^- tank
=+ l=(met 3 fom)
=+ i=0
:- %leaf
|- ^- tape
?: (gte i l)
~
=+ c=(cut 3 [i 1] fom)
?. =(37 c)
(weld (mesc [c ~]) $(i +(i)))
=+ d=(cut 3 [+(i) 1] fom)
?. .?(gar)
['\\' '#' $(i (add 2 i))]
(weld ~(ram re (show d -.gar)) $(i (add 2 i), gar +.gar))
::
++ shop
|= [aug=* vel=$+(a=@ tape)]
^- tank
?: ?=(@ aug)
[%leaf (vel aug)]
:+ %rose
[[' ' ~] ['[' ~] [']' ~]]
=> .(aug `*`aug)
|- ^- (list tank)
?: ?=(@ aug)
[^$ ~]
[^$(aug -.aug) $(aug +.aug)]
--
++ at
|_ a=@
++ r
?: ?& (gte (met 3 a) 2)
|-
?: =(0 a)
&
=+ vis=(end 3 1 a)
?& ?|(=('-' vis) ?&((gte vis 'a') (lte vis 'z')))
$(a (rsh 3 1 a))
==
==
rtam
?: (lte (met 3 a) 2)
rud
rux
::
++ rf `tape`[?-(a & '&', | '|', * !!) ~]
++ rn `tape`[?>(=(0 a) '~') ~]
++ rt `tape`['\'' (weld (mesc (trip a)) `tape`['\'' ~])]
++ rta rt
++ rtam `tape`['%' (trip a)]
++ rub `tape`['0' 'b' (rum 2 ~ |=(b=@ (add '0' b)))]
++ rud (rum 10 ~ |=(b=@ (add '0' b)))
++ rum
|= [b=@ c=tape d=$+(@ @)]
^- tape
?: =(0 a)
[(d 0) c]
=+ e=0
|- ^- tape
?: =(0 a)
c
=+ f=&(!=(0 e) =(0 (mod e ?:(=(10 b) 3 4))))
%= $
a (div a b)
c [(d (mod a b)) ?:(f [?:(=(10 b) ',' '-') c] c)]
e +(e)
==
::
++ rup
=+ b=(met 3 a)
^- tape
:- '-'
|- ^- tape
?: (gth (met 5 a) 1)
%+ weld
$(a (rsh 5 1 a), b (sub b 4))
`tape`['-' '-' $(a (end 5 1 a), b 4)]
?: =(0 b)
['~' ~]
?: (lte b 1)
(trip (tos:po a))
|- ^- tape
?: =(2 b)
=+ c=(rsh 3 1 a)
=+ d=(end 3 1 a)
(weld (trip (tod:po c)) (trip (tos:po (mix c d))))
=+ c=(rsh 3 2 a)
=+ d=(end 3 2 a)
(weld ^$(a c, b (met 3 c)) `tape`['-' $(a (mix c d), b 2)])
::
++ ruv
^- tape
:+ '0'
'v'
%^ rum
64
~
|= b=@
?: =(63 b)
'+'
?: =(62 b)
'-'
?:((lth b 26) (add 65 b) ?:((lth b 52) (add 71 b) (sub b 4)))
::
++ rux `tape`['0' 'x' (rum 16 ~ |=(b=@ (add b ?:((lth b 10) 48 87))))]
--
:::::::::::::::::::::::::::::::::::::::::::::::::::::: ::
:::: chapter 2f, Hoon proper ::::
:: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2fA, miscellaneous funs ::
:: ::
++ bull :: make %bull type
|= [bid=twin der=type]
^- type
?:(|(=(%void der) =(%void s.bid)) %void [%bull bid der])
::
++ cain |=(vax=vase (sell vax)) :: $+(vase tank) for #>
++ cell :: make %cell type
~/ %cell
|= [hed=type tal=type]
^- type
?:(=(%void hed) %void ?:(=(%void tal) %void [%cell hed tal]))
::
++ core :: make %core type
~/ %core
|= [pac=type con=coil]
^- type
?:(=(%void pac) %void [%core pac con])
::
++ cube :: make %cube type
~/ %cube
|= [dil=* goq=type]
^- type
?: =(%void goq)
%void
[%cube dil goq]
::
++ face :: make %face type
~/ %face
|= [cog=term der=type]
^- type
?: =(%void der)
%void
[%face cog der]
::
++ bool ^-(type [%fork [%cube 0 %atom %f] [%cube 1 %atom %f]]) :: -:!>(*?)
++ flay
~/ %flay
|= pok=port
^- [p=axis q=type]
:- p.pok
?- -.q.pok
& p.q.pok
| (roll q.q.pok =+([p=[p=*type q=*foot] q=`type`%void] |.((fork p.p q))))
==
::
++ flee
|= poy=post
^- port
?- -.q.poy
0 [p.poy %& p.q.poy]
1 [p.poy %| p.q.poy q.q.poy]
2 [(peg p.poy r.p.q.poy) %& s.p.q.poy]
==
::
++ foil
~/ %foil
|= pok=port
^- prop
?- -.q.pok
& [p.pok [~ [[p.q.pok [%elm ~ 1]] ~]]]
| [p.pok [p.q.pok q.q.pok]]
==
::
++ fork :: make %fork type
~/ %fork
|= [hoz=type bur=type]
^- type
?: =(hoz bur)
hoz
?: =(%void hoz)
bur
?: =(%void bur)
hoz
[%fork hoz bur]
::
++ cove :: extract [0 *] axis
|= nug=nock
?- nug
[0 *] p.nug
[10 *] $(nug q.nug)
* ~|([%cove nug] !!)
==
++ comb :: combine two formulas
~/ %comb
|= [mal=nock buz=nock]
^- nock
?: ?&(?=([0 *] mal) !=(0 p.mal))
?: ?&(?=([0 *] buz) !=(0 p.buz))
[%0 (peg p.mal p.buz)]
?: ?=([2 [0 *] [0 *]] buz)
[%2 [%0 (peg p.mal p.p.buz)] [%0 (peg p.mal p.q.buz)]]
[%7 mal buz]
?: ?=([^ [0 1]] mal)
[%8 p.mal buz]
?: =([0 1] buz)
mal
[%7 mal buz] :: informative default
::
++ cond :: ?: compile
~/ %cond
|= [pex=nock yom=nock woq=nock]
^- nock
?- pex
[1 0] yom
[1 1] woq
* [%6 pex yom woq]
==
::
++ cons :: make formula cell
~/ %cons
|= [vur=nock sed=nock]
^- nock
?: ?=([[0 *] [0 *]] +<)
?: ?&(=(+(p.vur) p.sed) =((div p.vur 2) (div p.sed 2)))
[%0 (div p.vur 2)]
[vur sed]
?: ?=([[1 *] [1 *]] +<)
[%1 p.vur p.sed]
[vur sed]
::
++ fitz :: odor compatibility
~/ %fitz
|= [yaz=term wix=term]
=+ ^= fiz
|= mot=@ta ^- [p=@ q=@ta]
=+ len=(met 3 mot)
?: =(0 len)
[0 %$]
=+ tyl=(rsh 3 (dec len) mot)
?: &((gte tyl 'A') (lte tyl 'Z'))
[(sub tyl 64) (end 3 (dec len) mot)]
[0 mot]
=+ [yoz=(fiz yaz) wux=(fiz wix)]
?& ?| =(0 p.yoz)
=(0 p.wux)
&(!=(0 p.wux) (lte p.wux p.yoz))
==
|- ?| =(%$ p.yoz)
=(%$ p.wux)
?& =((end 3 1 p.yoz) (end 3 1 p.wux))
$(p.yoz (rsh 3 1 p.yoz), p.wux (rsh 3 1 p.wux))
==
==
==
::
++ flan :: loobean &
~/ %flan
|= [bos=nock nif=nock]
^- nock
?- bos
[1 1] bos
[1 0] nif
*
?- nif
[1 1] nif
[1 0] bos
* [%6 bos nif [%1 1]]
==
==
::
++ flip :: loobean negation
~/ %flip
|= [dyr=nock]
[%6 dyr [%1 1] [%1 0]]
::
++ flor :: loobean |
~/ %flor
|= [bos=nock nif=nock]
^- nock
?- bos
[1 1] nif
[1 0] bos
*
?- nif
[1 1] bos
[1 0] nif
* [%6 bos [%1 0] nif]
==
==
::
++ hike
~/ %hike
|= [axe=axis pac=(list ,[p=axis q=nock])]
^- nock
?~ pac
[%0 axe]
=+ zet=(skim pac.$ |=([p=axis q=nock] [=(1 p)]))
?~ zet
=+ tum=(skim pac.$ |=([p=axis q=nock] ?&(!=(1 p) =(2 (cap p)))))
=+ gam=(skim pac.$ |=([p=axis q=nock] ?&(!=(1 p) =(3 (cap p)))))
%+ cons
%= $
axe (peg axe 2)
pac (turn tum |=([p=axis q=nock] [(mas p) q]))
==
%= $
axe (peg axe 3)
pac (turn gam |=([p=axis q=nock] [(mas p) q]))
==
?>(?=([* ~] zet) q.i.zet)
::
++ jock
|= rad=?
|= lot=coin ^- twig
?- -.lot
~ ?:(rad [%dtzz p.lot] [%dtzy p.lot])
::
%blob
?: rad
[%dtzz %$ p.lot]
?@(p.lot [%dtzy %$ p.lot] [$(p.lot -.p.lot) $(p.lot +.p.lot)])
::
%many
[%cltr (turn p.lot |=(a=coin ^$(lot a)))]
==
::
++ look
~/ %look
|= [cog=term dab=(map term foot)]
=+ axe=1
|-
^- (unit ,[p=axis q=foot])
?- dab
~ ~
[* ~ ~]
?:(=(cog p.n.dab) [~ axe q.n.dab] ~)
::
[* ~ *]
?: =(cog p.n.dab)
[~ (peg axe 2) q.n.dab]
?: (gor cog p.n.dab)
~
$(axe (peg axe 3), dab r.dab)
::
[* * ~]
?: =(cog p.n.dab)
[~ (peg axe 2) q.n.dab]
?: (gor cog p.n.dab)
$(axe (peg axe 3), dab l.dab)
~
::
[* * *]
?: =(cog p.n.dab)
[~ (peg axe 2) q.n.dab]
?: (gor cog p.n.dab)
$(axe (peg axe 6), dab l.dab)
$(axe (peg axe 7), dab r.dab)
==
::
++ make :: compile cord to nock
|= txt=@
q:(~(mint ut %noun) %noun (ream txt))
::
++ noah |=(vax=vase (pave vax)) :: $+(vase tape) for #<
++ onan |=(vix=vise (seer vix)) :: $+(vise vase) for !>
++ rain :: parse with % path
|= [bon=path txt=@]
^- twig
=+ vaz=vast
~| bon
(scan (trip txt) (full (ifix [gay gay] tall:vaz(wer bon))))
::
++ ream :: parse cord to twig
|= txt=@
^- twig
(rash txt vest)
::
++ reck :: parse hoon file
|= bon=path
(rain bon ((hard ,@t) .^(%cx (weld bon `path`[%hoon ~]))))
::
++ seed :: hoon/hoon core vase
^- vase
!!
:: ~+ :: trimmed
:: !;(*type ..seed)
::
++ seem |=(toy=typo `type`toy) :: promote typo
++ seer |=(vix=vise `vase`vix) :: promote vise
++ sell :: tank pretty-print
|= vax=vase ^- tank
~| %sell
(~(deal ut p.vax) q.vax)
::
++ pave :: tape pretty-print
|= vax=vase ^- tape
~(ram re (sell vax))
::
++ slam :: slam a gate
|= [gat=vase sam=vase] ^- vase
=+ :- ^= typ ^- type
[%cell p.gat p.sam]
^= gen ^- twig
[%cncl [~ 2] [~ 3]]
=+ gun=(~(mint ut typ) %noun gen)
[p.gun .*([q.gat q.sam] q.gun)]
::
++ slim :: identical to seer?
|= old=vise ^- vase
old
::
++ slit :: type of slam
|= [gat=type sam=type]
?> (~(nest ut (~(peek ut gat) %free 6)) & sam)
(~(play ut [%cell gat sam]) [%cncl [~ 2] [~ 3]])
::
++ slym :: slam w/o sample-type
|= [gat=vase sam=*] ^- vase
(slap gat(+<.q sam) [%cnzy %$])
::
++ slap
|= [vax=vase gen=twig] ^- vase :: untyped vase .*
=+ gun=(~(mint ut p.vax) %noun gen)
[p.gun .*(q.vax q.gun)]
::
++ slop :: cons two vases
|= [hed=vase tal=vase]
^- vase
[[%cell p.hed p.tal] [q.hed q.tal]]
::
++ skol :: $+(type tank) for ~!
|= typ=type ^- tank
~(duck ut typ)
::
++ spec :: reconstruct type
|= vax=vase
^- vase
:_ q.vax
?@ q.vax (~(fuse ut p.vax) [%atom %$])
?@ -.q.vax
^= typ
%- ~(play ut p.vax)
[%wtgr [%wtts [%leaf %tas -.q.vax] [%$ 2]~] [%$ 1]]
(~(fuse ut p.vax) [%cell %noun %noun])
::
++ slew :: get axis in vase
|= [axe=@ vax=vase] ^- (unit vase)
?. |- ^- ?
?: =(1 axe) &
?. ?=(^ q.vax) |
$(axe (mas axe), q.vax .*(q.vax [0 (cap axe)]))
~
`[(~(peek ut p.vax) %free axe) .*(q.vax [0 axe])]
::
++ slab
|= [cog=@tas typ=type]
!=(~ q:(~(fino ut typ) 0 %free cog))
::
++ slob :: superficial arm
|= [cog=@tas typ=type]
^- ?
?+ typ |
[%hold *] $(typ ~(repo ut typ))
[%core *] (~(has by q.r.q.typ) cog)
==
::
++ sloe :: get arms in core
|= typ=type
^- (list term)
?+ typ ~
[%hold *] $(typ ~(repo ut typ))
[%core *]
(turn (~(tap by q.r.q.typ) ~) |=([a=term *] a))
==
++ slot :: got axis in vase
|= [axe=@ vax=vase] ^- vase
[(~(peek ut p.vax) %free axe) .*(q.vax [0 axe])]
::
++ wash :: render tank at width
|= [[tab=@ edg=@] tac=tank] ^- wall
(~(win re tac) tab edg)
::
++ wa :: cached compile
!:
|_ worm
++ nell |=(ref=type (nest [%cell %noun %noun] ref)) :: nest in cell
++ nest :: nest:ut
|= [sut=type ref=type]
^- [? worm]
?: (~(has in nes) [sut ref]) [& +>+<]
?. (~(nest ut sut) | ref)
:: ~& %nest-failed
[| +>+<]
[& +>+<(nes (~(put in nes) [sut ref]))]
::
++ nets :: typeless nest
|= [sut=type ref=*]
^- [? worm]
?: (~(has in nes) [sut ref]) [& +>+<]
=+ gat=|=([a=type b=type] (~(nest ut a) | b))
?. (,? .*(gat(+< [sut ref]) -.gat))
:: ~& %nets-failed
:: =+ tag=`*`skol
:: =+ foo=(tank .*(tag(+< ref) -.tag))
:: =+ bar=(skol sut)
:: ~& %nets-need
:: ~> %slog.[0 bar]
:: ~& %nets-have
:: ~> %slog.[0 foo]
[| +>+<.$]
[& +>+<.$(nes (~(put in nes) [sut ref]))]
::
++ play :: play:ut
|= [sut=type gen=twig]
^- [type worm]
=+ old=(~(get by pay) [sut gen])
?^ old [u.old +>+<.$]
=+ new=(~(play ut sut) gen)
[new +>+<.$(pay (~(put by pay) [sut gen] new))]
::
++ mint :: mint:ut to noun
|= [sut=type gen=twig]
^- [(pair type nock) worm]
=+ old=(~(get by mit) [sut gen])
?^ old [u.old +>+<.$]
=+ new=(~(mint ut sut) %noun gen)
[new +>+<.$(mit (~(put by mit) [sut gen] new))]
::
++ slap :: ++slap, cached
|= [vax=vase gen=twig]
^- [vase worm]
=^ gun +>+< (mint p.vax gen)
[[p.gun .*(q.vax q.gun)] +>+<.$]
::
++ slot :: ++slot, cached
|= [axe=@ vax=vase]
^- [vase worm]
=^ gun +>+< (mint p.vax [%$ axe])
[[p.gun .*(q.vax [0 axe])] +>+<.$]
::
++ spec :: specialize vase
|= vax=vase
^- [vase worm]
=+ ^= gen ^- twig
?@ q.vax [%wtts [%axil [%atom %$]] [%$ 1]~]
?@ -.q.vax [%wtts [%leaf %tas -.q.vax] [%$ 2]~]
[%wtts [%axil %cell] [%$ 1]~]
=^ typ +>+<.$ (play p.vax [%wtgr gen [%$ 1]])
[[typ q.vax] +>+<.$]
::
++ spot :: slot and spec
|= [axe=@ vax=vase]
^- [vase worm]
=^ xav +>+< (slot axe vax)
(spec xav)
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2fB, macro expansion ::
::
++ ah :: tiki engine
|_ tig=tiki
++ blue
|= gen=twig
^- twig
?. &(?=(| -.tig) ?=(~ p.tig)) gen
[%tsgr [~ 3] gen]
::
++ pink
|= tyl=tile
^- tile
?. &(?=(| -.tig) ?=(~ p.tig)) tyl
?- -.tyl
?(%leaf %axil) tyl
%herb [%herb [%tsgr [~ 3] p.tyl]]
%weed [%weed [%tsgr [~ 3] p.tyl]]
* [%herb [%tsgr [~ 3] [%bccm tyl]]]
==
::
++ gray
|= gen=twig
^- twig
?- -.tig
& ?~(p.tig gen [%tstr u.p.tig q.tig gen])
| [%tsls ?~(p.tig q.tig [%ktts u.p.tig q.tig]) gen]
==
::
++ puce
^- wing
?- -.tig
& ?~(p.tig q.tig [u.p.tig ~])
| [[%& 2] ~]
==
--
::
++ al :: tile engine
~% %al
+>+
==
%bunt bunt
%whip whip
==
=+ [nag=`*`& gom=`axis`1]
|_ sec=tile
::::
++ blah ^~ [%dtzz %$ 0]
++ home |=(gen=twig ^-(twig ?:(=(1 gom) gen [%tsgr [~ gom] gen])))
::::
++ bunt
|- ^- twig
?- sec
[^ *]
[$(sec p.sec) $(sec q.sec)]
::
[%axil *]
?- p.sec
[%atom *] [%dtzy p.p.sec 0]
%noun [%dttr [%dtzz %$ 0] [[%dtzz %$ 0] [%dtzz %$ 1]]]
%cell =+(nec=$(sec [%axil %noun]) [nec nec])
%bean [%dtts [%dtzz %$ 0] [%dtzz %$ 0]]
%null [%dtzz %n %$]
==
::
[%bark *]
[%ktts p.sec $(sec q.sec)]
::
[%bush *]
[%wtcl [%bczp %bean] $(sec p.sec) $(sec q.sec)]
::
[%fern *]
|- ^- twig
?~ t.p.sec
^$(sec i.p.sec)
[%wtcl [%bczp %bean] ^$(sec i.p.sec) $(p.sec t.p.sec)]
::
[%herb *]
(home [%tsgl [%cnzy %$] p.sec])
::
[%kelp *]
|- ^- twig
?~ t.p.sec
^$(sec i.p.sec)
[%wtcl [%bczp %bean] ^$(sec i.p.sec) $(p.sec t.p.sec)]
::
[%leaf *]
[%dtzz p.sec q.sec]
::
[%reed *]
[%wtcl [%bczp %bean] $(sec p.sec) $(sec q.sec)]
::
[%weed *]
(home p.sec)
==
++ clam ^-(twig [%brts [%axil %noun] (whip(gom 7) 6)])
++ cloq
|- ^- [p=toga q=tile]
?: ?=(^ -.sec)
=+ [one=$(sec p.sec) two=$(sec q.sec)]
[[%2 p.one p.two] [q.one q.two]]
?. ?=(%bark -.sec) [[%0 ~] sec]
=+ got=$(sec q.sec)
:_ q.got
?:(?=([%0 ~] p.got) p.sec [%1 p.sec p.got])
::
++ whip
|= axe=axis
=+ ^= tun
|= noy=$+(* twig)
^- twig
?@ nag
=+ luz=[%cnts [[~ 1] ~] [[[%& axe] ~] bunt(sec [%axil %cell])] ~]
?: =(& nag)
[%tsgr [%wtpt [[%& axe] ~] luz [~ 1]] (noy [& &])]
[%tsgr luz (noy [& &])]
(noy nag)
^- twig
?- sec
[^ *]
%- tun |= gon=* => .(nag gon) ^- twig
:- ^$(sec -.sec, nag -.nag, axe (peg axe 2))
^$(sec +.sec, nag +.nag, axe (peg axe 3))
::
[%axil *]
?- p.sec
[%atom *]
=+ buv=bunt
|- ^- twig
?@ nag
?:(=(& nag) [%wtpt [[%& axe] ~] $(nag |) buv] [%ktls buv [~ axe]])
buv
::
%noun
[%kthp [%axil %noun] [~ axe]]
::
%cell
=+ buv=bunt
|- ^- twig
?@ nag
?:(=(& nag) [%wtpt [[%& axe] ~] buv $(nag [& &])] buv)
[%ktls buv [~ axe]]
::
%bean
:^ %wtcl
[%dtts [%dtzz %$ |] [~ axe]]
[%dtzz %f |]
[%dtzz %f &]
::
%null
bunt
==
::
[%bark *]
[%ktts p.sec $(sec q.sec)]
::
[%bush *]
%- tun |= gon=* => .(nag gon) ^- twig
?@ -.nag
?: =(& -.nag)
[%wtpt [[%& (peg axe 2)] ~] ^$(sec q.sec) ^$(sec p.sec)]
^$(sec q.sec)
^$(sec p.sec)
::
[%fern *]
|- ^- twig
?~ t.p.sec
^$(sec i.p.sec)
:+ %tsls
^$(sec i.p.sec)
=> .(axe (peg 3 axe), gom (peg 3 gom))
:^ %wtcl
[%dtts [~ axe] [~ 2]]
[~ 2]
$(i.p.sec i.t.p.sec, t.p.sec t.t.p.sec)
::
[%herb *]
[%cnhp (home p.sec) [~ axe] ~]
::
[%kelp *]
%- tun |= gon=* => .(nag gon)
|- ^- twig
?~ t.p.sec
:- [%dtzz +.p.i.p.sec]
^^$(axe (peg axe 3), sec q.i.p.sec, nag &)
:^ %wtcl
[%dtts [~ (peg axe 2)] [%dtzz +.p.i.p.sec]]
:- [%dtzz +.p.i.p.sec]
^^$(axe (peg axe 3), sec q.i.p.sec, nag &)
$(i.p.sec i.t.p.sec, t.p.sec t.t.p.sec)
::
[%leaf *]
[%dtzz p.sec q.sec]
::
[%reed *]
?- nag
& [%wtpt [[%& axe] ~] $(sec p.sec, nag |) $(sec q.sec, nag [& &])]
| $(sec p.sec)
^ $(sec q.sec)
* !!
==
::
[%weed *]
(home p.sec)
==
--
::
++ ap :: twig engine
~% %ap
+>
==
%etch etch
%open open
%rake rake
==
|_ gen=twig
++ etch
~| %etch
|- ^- term
?: ?=([%ktts *] gen)
?>(?=(@ p.gen) p.gen)
=+ voq=~(open ap gen)
?<(=(gen voq) $(gen voq))
::
++ feck
|- ^- (unit term)
?- gen
[%dtzy %tas *] [~ q.gen]
[%dtzz %tas @] [~ q.gen]
[%zpcb *] $(gen q.gen)
* ~
==
::
++ hock
|- ^- toga
?- gen
[%cnts [@ ~] ~] i.p.gen
[%cnzy @] p.gen
[%cnzz [@ ~]] i.p.gen
[%zpcb *] $(gen q.gen)
[@ *] =+(neg=open ?:(=(gen neg) [%0 ~] $(gen neg)))
[^ *] =+ toe=[$(gen p.gen) $(gen q.gen)]
?:(=(toe [[%0 ~] [%0 ~]]) [%0 ~] [%2 toe])
==
::
++ open
^- twig
?- gen
[~ *] [%cnts [gen ~] ~]
[%bccm *] ~(clam al p.gen)
[%bctr *] [%ktsg ~(bunt al p.gen)]
[%bczp *] [%bctr %axil p.gen]
[%brcb *] [%tsls [%bctr p.gen] [%brcn q.gen]]
[%brdt *] [%brcn (~(put by *(map term foot)) %$ [%ash p.gen])]
[%brtr *] [%brfs p.gen (~(put by *(map term foot)) %$ [%elm q.gen])]
[%brfs *] ~| %elm-tile
=+ lyg=~(cloq al p.gen)
:+ %brcb q.lyg
%- ~(run by q.gen)
|= a=foot ^- foot
?. ?=(%elm -.a) a
:- -.a
:+ %tsgl p.a
:+ %cnts ~
:~ [[[%& 6] ~] [%ktts p.lyg [~ 6]]]
==
[%brkt *] [%tsgr [%brcn (~(put by q.gen) %$ [%ash p.gen])] [%cnzy %$]]
[%brls *] [%ktbr [%brts p.gen q.gen]]
[%brhp *] [%tsgl [%cnzy %$] [%brdt p.gen]]
[%brts *] [%brcb p.gen (~(put by *(map term foot)) %$ [%ash q.gen])]
[%brwt *] [%ktwt %brdt p.gen]
[%clkt *] [p.gen q.gen r.gen s.gen]
[%clfs *] =+(zoy=[%dtzz %ta %$] [%clsg [zoy [%clsg [zoy p.gen] ~]] ~])
[%clls *] [p.gen q.gen r.gen]
[%clcb *] [q.gen p.gen]
[%clcn *] [[%clsg p.gen] [%bczp %null]]
[%clhp *] [p.gen q.gen]
[%clsg *]
|- ^- twig
?~ p.gen
[%dtzz %n ~]
[i.p.gen $(p.gen t.p.gen)]
::
[%cltr *]
|- ^- twig
?~ p.gen
[%zpzp ~]
?~ t.p.gen
i.p.gen
[i.p.gen $(p.gen t.p.gen)]
::
[%cncb *] [%ktls [%cnzz p.gen] %cnts p.gen q.gen]
[%cncl *]
=+ rem=[%cnsg [%$ ~] p.gen q.gen]
?. ?=([%zpcb ^ %cnzz @ ~] p.gen) rem
=> .(p.gen `[@ ^ @ p=@tas ~]`p.gen)
:+ %sgzp [[%dtzz %tas 'slam'] [%dtzz %tas p.p.gen]]
rem
::
[%cndt *] [%cnhp q.gen [p.gen ~]]
[%cnkt *] [%cnhp p.gen q.gen r.gen s.gen ~]
[%cnls *] [%cnhp p.gen q.gen r.gen ~]
[%cnhp *]
?~(q.gen [%tsgr p.gen [%cnzy %$]] [%cncl p.gen [%cltr q.gen]])
::
[%cnsg *] [%cntr p.gen q.gen [[[[%& 6] ~] r.gen] ~]]
[%cntr *]
:+ %tsls
q.gen
:+ %cnts
(weld p.gen `wing`[[~ 2] ~])
(turn r.gen |=([p=wing q=twig] [p [%tsgr [~ 3] q]]))
::
[%cnzy *] [%cnts [p.gen ~] ~]
[%cnzz *] [%cnts p.gen ~]
[%hxgl *] [%cnhp [%cnzy %noah] [%zpgr [%cltr p.gen]] ~]
[%hxgr *] [%cnhp [%cnzy %cain] [%zpgr [%cltr p.gen]] ~]
::
[%ktdt *] [%ktls [%cnhp p.gen q.gen ~] q.gen]
[%kthp *] [%ktls ~(bunt al p.gen) q.gen]
[%sgbr *]
:+ %sggr
:- %mean
=+ fek=~(feck ap p.gen)
?^ fek [%dtzz %tas u.fek]
[%brdt [%cnhp [%cnzy %cain] [%zpgr [%tsgr [~ 3] p.gen]] ~]]
q.gen
::
[%sgcb *] [%sggr [%mean [%brdt p.gen]] q.gen]
[%sgcn *]
:+ %sggl
:- %fast
:- %clls
:+ [%dtzz %$ p.gen]
[%zpts q.gen]
:- %clsg
=+ nob=`(list twig)`~
|- ^- (list twig)
?~ r.gen
nob
[[[%dtzz %$ p.i.r.gen] [%zpts q.i.r.gen]] $(r.gen t.r.gen)]
s.gen
::
[%sgfs *] [%sgcn p.gen [~ 7] ~ q.gen]
[%sggl *] [%tsgl [%sggr p.gen [~ 1]] q.gen]
[%sgbc *] [%sggr [%live [%dtzz %$ p.gen]] q.gen]
[%sgls *] [%sggr [%memo %dtzz %$ p.gen] q.gen]
[%sgpm *]
:+ %sggr
[%slog [%dtzy %$ p.gen] [%cnhp [%cnzy %cain] [%zpgr q.gen] ~]]
r.gen
::
[%sgts *] [%sggr [%germ p.gen] q.gen]
[%sgwt *]
:+ %tsls [%wtdt q.gen [%bczp %null] [[%bczp %null] r.gen]]
:^ %wtsg [~ 2]~
[%tsgr [~ 3] s.gen]
[%sgpm p.gen [~ 5] [%tsgr [~ 3] s.gen]]
[%smcl *]
?- q.gen
~ [%zpzp ~]
[* ~] i.q.gen
^
:+ %tsls
p.gen
=+ yex=`(list twig)`q.gen
|- ^- twig
?- yex
[* ~] [%tsgr [~ 3] i.yex]
[* ^] [%cnhp [~ 2] [%tsgr [~ 3] i.yex] $(yex t.yex) ~]
~ !!
==
==
::
[%smdq *] :: ;"
:+ %tsgr [%ktts %v ~ 1] :: => v=.
:- %brhp :: |-
:+ %ktls :: ^+
:- %brhp :: |-
:^ %wtcl :: ?:
[%bczp %bean] :: ?
[%bczp %null] :: ~
:- [%ktts %i [%dtzy 'tD' *@]] :: :- i=~~
[%ktts %t [%cnzy %$]] :: t=$
|- ^- twig ::
?~ p.gen ::
[%bczp %null] :: ~
=+ res=$(p.gen t.p.gen) ::
^- twig ::
?@ i.p.gen ::
[[%dtzy 'tD' i.p.gen] res] :: [~~{i.p.gen} {res}]
:+ %tsls ::
:- :+ %ktts :: ^=
%a :: a
:+ %ktls :: ^+
[%cnzy %$] :: $
[%tsgr [%cnzy %v] p.i.p.gen] :: =>(v {p.i.p.gen})
[%ktts %b res] :: b={res}
^- twig ::
:- %brhp :: |-
:^ %wtpt :: ?@
[%a ~] :: a
[%cnzy %b] :: b
:- [%tsgl [~ 2] [%cnzy %a]] :: :- -.a
:+ %cnts :: %=
[%$ ~] :: $
[[[%a ~] [%tsgl [~ 3] [%cnzy %a]]] ~] :: a +.a
::
[%smdt *] :: ;.
:+ %tsgr [%ktts %v ~ 1] :: => v=.
:+ %tsls [%ktts %a [%tsgr [%cnzy %v] p.gen]] :: =+ a==>(v {p.gen})
|- ^- twig ::
?~ q.gen ::
[%cnzy %a] :: a
:^ %wtsg [%a ~] :: ?~ a
[%bczp %null] :: ~
:+ %tsgr :: =>
:+ %cnts [[~ 1] ~] :: %= .
:~ :- [%a ~] :: a
:+ %tsgr :: =>
[[%cnzy %v] [%tsgl [~ 3] [%cnzy %a]]] :: [v +.a]
i.q.gen ::
== :: ==
$(q.gen t.q.gen) ::
::
[%smsg *] :: ;~
|- ^- twig
?- q.gen
~ ~|(%open-smsg !!)
^
:+ %tsgr [%ktts %v ~ 1] :: => v=.
|- ^- twig ::
?: ?=(~ t.q.gen) ::
[%tsgr [%cnzy %v] i.q.gen] :: =>(v {i.q.gen})
:+ %tsls [%ktts %a $(q.gen t.q.gen)] :: =+ ^= a
:+ %tsls :: {$(q.gen t.q.gen)}
[%ktts %b [%tsgr [%cnzy %v] i.q.gen]] :: =+ ^= b
:+ %tsls :: =>(v {i.q.gen})
[%ktts %c [%tsgl [~ 6] [%cnzy %b]]] :: =+ c=+6.b
:- %brdt :: |.
:^ %cnls :: %+
[%tsgr [%cnzy %v] p.gen] :: =>(v {p.gen})
[%cnhp [%cnzy %b] [%cnzy %c] ~] :: (b c)
[%cnts [%a ~] [[[[%& 6] ~] [%cnzy %c]] ~]] :: a(+6 c)
==
::
[%smsm *] :: ;;
:+ %tsgr [%ktts %v ~ 1] :: => v=.
:+ %tsls :+ %ktts %a :: =+ ^= a
[%tsgr [%cnzy %v] [%bccm p.gen]] :: =>(v ,{p.gen})
:+ %tsls [%ktts %b [%tsgr [%cnzy %v] q.gen]] :: =+ b==>(v {q.gen})
:+ %tsls :: =+ c=(a b)
[%ktts %c [%cnhp [%cnzy %a] [%cnzy %b] ~]] ::
[%wtgr [%dtts [%cnzy %c] [%cnzy %b]] [%cnzy %c]] :: ?>(=(c b) c)
::
[%tsbr *]
[%tsls ~(bunt al p.gen) q.gen]
::
[%tscl *]
[%tsgr [%cncb [[~ 1] ~] p.gen] q.gen]
::
[%tsdt *]
[%tsgr [%cncb [[~ 1] ~] [[p.gen q.gen] ~]] r.gen]
::
[%tskt *] :: =^
=+ cog=rusk(gen p.gen) ::
=+ wuy=(weld rake(gen q.gen) `wing`[%v ~]) ::
:+ %tsgr [%ktts %v ~ 1] :: => v=.
:+ %tsls [%ktts %a %tsgr [%cnzy %v] r.gen] :: =+ a==>(v \r.gen)
:^ %tsdt wuy [%tsgl [~ 3] [%cnzy %a]] :: =. \wuy +.a
:+ %tsgr :- :+ %ktts cog :: => :- ^= \cog
[%tsgl [~ 2] [%cnzy %a]] :: -.a
[%cnzy %v] :: v
s.gen :: s.gen
::
[%tsgl *] [%tsgr q.gen p.gen]
[%tsls *] [%tsgr [p.gen [~ 1]] q.gen]
[%tshp *] [%tsls q.gen p.gen]
[%tssg *]
|- ^- twig
?~ p.gen [%$ 1]
?~ t.p.gen i.p.gen
[%tsgr i.p.gen $(p.gen t.p.gen)]
::
[%wtbr *]
|-
?~(p.gen [%dtzz %f 1] [%wtcl i.p.gen [%dtzz %f 0] $(p.gen t.p.gen)])
::
[%wtdt *] [%wtcl p.gen r.gen q.gen]
[%wtgl *] [%wtcl p.gen [%zpzp ~] q.gen]
[%wtgr *] [%wtcl p.gen q.gen [%zpzp ~]]
[%wtkt *] [%wtcl [%wtts [%axil %atom %$] p.gen] r.gen q.gen]
[%wthp *]
|-
?~ q.gen
[%zpfs [%cnzz p.gen]]
:^ %wtcl
[%wtts p.i.q.gen p.gen]
q.i.q.gen
$(q.gen t.q.gen)
::
[%wtls *] [%wthp p.gen (weld r.gen `_r.gen`[[[%axil %noun] q.gen] ~])]
[%wtpm *]
|-
?~(p.gen [%dtzz %f 0] [%wtcl i.p.gen $(p.gen t.p.gen) [%dtzz %f 1]])
::
[%wtpt *] [%wtcl [%wtts [%axil %atom %$] p.gen] q.gen r.gen]
[%wtsg *] [%wtcl [%wtts [%axil %null] p.gen] q.gen r.gen]
[%wtzp *] [%wtcl p.gen [%dtzz %f 1] [%dtzz %f 0]]
::
[%wthz *]
=+ vaw=~(. ah p.gen)
%- gray:vaw
[%wthp puce:vaw (turn q.gen |=([a=tile b=twig] [a (blue:vaw b)]))]
::
[%wtlz *]
=+ vaw=~(. ah p.gen)
%- gray:vaw
^- twig
:+ %wtls puce:vaw
[(blue:vaw q.gen) (turn r.gen |=([a=tile b=twig] [a (blue:vaw b)]))]
::
[%wtsz *]
=+ vaw=~(. ah p.gen)
%- gray:vaw
[%wtsg puce:vaw (blue:vaw q.gen) (blue:vaw r.gen)]
::
[%wtkz *]
=+ vaw=~(. ah p.gen)
%- gray:vaw
[%wtkt puce:vaw (blue:vaw q.gen) (blue:vaw r.gen)]
::
[%wtpz *]
=+ vaw=~(. ah p.gen)
%- gray:vaw
[%wtpt puce:vaw (blue:vaw q.gen) (blue:vaw r.gen)]
::
[%wttz *]
=+ vaw=~(. ah q.gen)
%- gray:vaw
[%wtts (pink:vaw p.gen) puce:vaw]
::
[%zpcb *] q.gen
[%zpgr *]
[%cnhp [%cnzy %onan] [%zpsm [%bctr [%herb [%cnzy %abel]]] p.gen] ~]
::
[%zpwt *]
?: ?: ?=(@ p.gen)
(lte hoon p.gen)
&((lte hoon p.p.gen) (gte hoon q.p.gen))
q.gen
~|([%hoon-fail hoon p.gen] !!)
::
* gen
==
::
++ rake
^- wing
?- gen
[~ *] [gen ~]
[%cnzy *] [p.gen ~]
[%cnzz *] p.gen
[%cnts * ~] p.gen
[%zpcb *] rake(gen q.gen)
* ~|(%rake-twig !!)
==
++ rusk
^- term
=+ wig=rake
?. ?=([@ ~] wig)
~|(%rusk-twig !!)
i.wig
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2fC, compilation proper ::
::
++ ut
~% %ut
+>+
==
%fan fan
%rib rib
%vet vet
%fab fab
%burn burn
%busk busk
%crop crop
%duck duck
%dune dune
%dunk dunk
%fink fink
%fire fire
%firm firm
%fish fish
%fuse fuse
%gain gain
%heal heal
%lose lose
%mint mint
%moot moot
%mull mull
%nest nest
%play play
%park park
%peek peek
%repo repo
%rest rest
%sift sift
%seek seek
%tack tack
%tock tock
%wrap wrap
==
=+ :* fan=*(set ,[type twig])
rib=*(set ,[type type twig])
vet=`?`&
fab=`?`&
==
=+ sut=`type`%noun
|%
++ burn
=+ gil=*(set type)
|- ^- *
?- sut
[%atom *] 0
[%bull *] $(sut repo)
[%cell *] [$(sut p.sut) $(sut q.sut)]
[%core *] [p.r.q.sut $(sut p.sut)]
[%cube *] p.sut
[%face *] $(sut repo)
[%fork *] $(sut p.sut)
[%hold *] ?: (~(has in gil) sut)
~_ (dunk %type)
~|(%burn-loop !!)
$(sut repo, gil (~(put in gil) sut))
%noun 0
%void ~|(%burn-void !!)
==
::
++ busk
~/ %busk
|= [cog=term hyp=wing]
^- type
(bull [cog hyp (seep %both hyp)] sut)
::
++ conk
|= got=toga
^- type
?@ got [%face got sut]
?- -.got
0 sut
1 [%face p.got $(got q.got)]
2 ?> |(!vet (nest(sut [%cell %noun %noun]) & sut))
:+ %cell
$(got p.got, sut (peek %both 2))
$(got q.got, sut (peek %both 3))
==
::
++ crop
~/ %crop
|= ref=type
=+ bix=*(set ,[type type])
=< dext
|%
++ dext
^- type
~| %crop-dext
:: ~_ (dunk 'dext: sut')
:: ~_ (dunk(sut ref) 'dext: ref')
?: |(=(sut ref) =(%noun ref))
%void
?: =(%void ref)
sut
?- sut
[%atom *]
?- ref
[%atom *] %void
[%cell *] sut
* sint
==
::
[%bull *] (bull p.sut dext(sut q.sut))
[%cell *]
?- ref
[%atom *] sut
[%cell *] ?: (nest(sut p.ref) | p.sut)
(cell p.sut dext(sut q.sut, ref q.ref))
sut
* sint
==
::
[%core *]
?: ?=(?([%atom *] [%cell *]) ref)
sut
sint
::
[%cube *]
?: &(?=([%cube *] ref) =(p.sut p.ref))
%void
?: ?=(?([%atom *] [%cell *]) ref)
=+ foz=dext(sut q.sut)
?: (firm(sut foz) p.sut)
(cube p.sut foz)
%void
sint
::
[%face *] (face p.sut dext(sut q.sut))
[%fork *] (fork dext(sut p.sut) dext(sut q.sut))
[%hold *]
?: (~(has in bix) [sut ref])
~|(%crop-loop !!)
(reco |=(a=type dext(sut a, bix (~(put in bix) [sut ref]))))
::
%noun (reco |=(a=type dext(sut a)))
%void %void
==
::
++ sint
^- type
?- ref
[%core *] sut
[%cube *] sut
[%face *] dext(ref repo(sut ref))
[%fork *] dext(sut dext(ref p.ref), ref q.ref)
[%hold *] dext(ref repo(sut ref))
* !!
==
--
::
++ cool
|= [pol=? hyp=wing ref=type]
^- type
=+ peh=`wing`(flop hyp)
|- ^- type
?~ peh
?:(pol (fuse ref) (crop ref))
=> .(i.peh ?^(i.peh i.peh [%| p=0 q=i.peh]))
=+ ^= poz ^- post
?- -.i.peh
& [p.i.peh %& (peek %both p.i.peh)]
| (finq p.i.peh %both q.i.peh)
==
|- ^- type
?: =(1 p.poz)
?- -.q.poz
0 ?- -.i.peh
& ^$(peh t.peh)
| (face q.i.peh ^$(peh t.peh, sut p.q.poz))
==
1 ^$(peh t.peh)
2 %+ bull
[p.p.q.poz q.p.q.poz r.p.q.poz ^$(peh t.peh, sut s.p.q.poz)]
q.q.poz
==
=+ [now=(cap p.poz) lat=(mas p.poz)]
=+ vil=*(set type)
|- ^- type
?- sut
[%atom *] %void
[%bull *] (reco |=(p=type (bull p.sut ^$(sut p))))
[%cell *]
?: =(2 now)
(cell ^$(p.poz lat, sut p.sut) q.sut)
(cell p.sut ^$(p.poz lat, sut q.sut))
::
[%core *] ?.(=(3 now) sut (core ^$(p.poz lat, sut p.sut) q.sut))
[%cube *] (reco |=(p=type ^$(sut p)))
[%face *] (reco |=(p=type (face p.sut ^$(sut p))))
[%fork *]
?: (~(has in vil) sut)
%void
=> .(vil (~(put in vil) sut))
(fork $(sut p.sut) $(sut q.sut))
::
[%hold *] (reco |=(p=type ^$(sut p)))
%noun (reco |=(p=type ^$(sut p)))
%void %void
==
::
++ dank |=(pax=path ^-(tank (dish [~ %path] pax)))
++ dash
|= [mil=tape lim=char] ^- tape
:- lim
|- ^- tape
?~ mil [lim ~]
?: =(lim i.mil) ['\\' i.mil $(mil t.mil)]
?: =('\\' i.mil) ['\\' i.mil $(mil t.mil)]
?: (lte ' ' i.mil) [i.mil $(mil t.mil)]
['\\' ~(x ne (rsh 2 1 i.mil)) ~(x ne (end 2 1 i.mil)) $(mil t.mil)]
::
++ deal |=(lum=* (dish dole lum))
++ dial
|= ham=calf
=+ gid=*(set ,@ud)
|- ^- tank
?- q.ham
%noun [%leaf '*' ~]
%path [%leaf '/' ~]
%type [%leaf '#' 't' ~]
%void [%leaf '#' ~]
%wool [%leaf '*' '"' '"' ~]
%wall [%leaf '*' '\'' '\'' ~]
%yarn [%leaf '"' '"' ~]
[%atom *] [%leaf '@' (trip p.q.ham)]
[%core *]
:+ %rose
[[' ' ~] ['<' ~] ['>' ~]]
|- ^- (list tank)
?~ p.q.ham
[^$(q.ham q.q.ham) ~]
[[%leaf (rip 3 i.p.q.ham)] $(p.q.ham t.p.q.ham)]
::
[%face *]
[%palm [['=' ~] ~ ~ ~] [%leaf (trip p.q.ham)] $(q.ham q.q.ham) ~]
::
[%list *]
[%rose [" " (weld (trip p.q.ham) "(") ")"] $(q.ham q.q.ham) ~]
::
[%pick *]
:+ %rose
[[' ' ~] ['{' ~] ['}' ~]]
|- ^- (list tank)
?~(p.q.ham ~ [^$(q.ham i.p.q.ham) $(p.q.ham t.p.q.ham)])
::
[%plot *]
:+ %rose
[[' ' ~] ['[' ~] [']' ~]]
|- ^- (list tank)
?~(p.q.ham ~ [^$(q.ham i.p.q.ham) $(p.q.ham t.p.q.ham)])
::
[%pear *]
[%leaf '%' ~(rend co [~ p.q.ham q.q.ham])]
::
[%stop *]
?: (~(has in gid) p.q.ham)
[%leaf '$' ~(rend co [~ %ud p.q.ham])]
:+ %palm
[['.' ~] ['^' '$' ~(rend co [~ %ud p.q.ham])] ~ ~]
[$(gid (~(put in gid) p.q.ham), q.ham (need (~(get by p.ham) p.q.ham))) ~]
::
[%tree *]
[%rose [" " (weld (trip p.q.ham) "(") ")"] $(q.ham q.q.ham) ~]
::
[%unit *]
[%rose [" " (weld (trip p.q.ham) "(") ")"] $(q.ham q.q.ham) ~]
==
::
++ dish
|= [ham=calf lum=*] ^- tank
~| [%dish-h ?@(q.ham q.ham -.q.ham)]
~| [%lump lum]
~| [%ham ham]
%- need
=| gil=(set ,[@ud *])
|- ^- (unit tank)
?- q.ham
%noun
%= $
q.ham
?: ?=(@ lum)
[%atom %$]
:- %plot
|- ^- (list wine)
[%noun ?:(?=(@ +.lum) [[%atom %$] ~] $(lum +.lum))]
==
::
%path
:- ~
:+ %rose
[['/' ~] ['/' ~] ~]
|- ^- (list tank)
?~ lum ~
?@ lum !!
?> ?=(@ -.lum)
[[%leaf (rip 3 -.lum)] $(lum +.lum)]
::
%type
=+ cis=((hard tank) .*(.(sut lum) !=(duck))) :: type bypass
:^ ~ %palm
[~ ~ ~ ~]
[[%leaf '#' 't' '/' ~] cis ~]
::
%wall
:- ~
:+ %rose
[[' ' ~] ['<' '|' ~] ['|' '>' ~]]
|- ^- (list tank)
?~ lum ~
?@ lum !!
[[%leaf (trip ((hard ,@) -.lum))] $(lum +.lum)]
::
%wool
:- ~
:+ %rose
[[' ' ~] ['<' '<' ~] ['>' '>' ~]]
|- ^- (list tank)
?~ lum ~
?@ lum !!
[(need ^$(q.ham %yarn, lum -.lum)) $(lum +.lum)]
::
%yarn
[~ %leaf (dash (tape lum) '"')]
::
%void
~
::
[%atom *]
?. ?=(@ lum)
~
:+ ~
%leaf
?+ (rash p.q.ham ;~(sfix (cook crip (star low)) (star hig)))
~(rend co [~ p.q.ham lum])
%$ ~(rend co [~ %ud lum])
%t (dash (rip 3 lum) '\'')
%tas ['%' ?.(=(0 lum) (rip 3 lum) ['$' ~])]
==
::
[%core *]
:: XX needs rethinking for core metal
:: ?. ?=(^ lum) ~
:: => .(lum `*`lum)
:: =- ?~(tok ~ [~ %rose [[' ' ~] ['<' ~] ['>' ~]] u.tok])
:: ^= tok
:: |- ^- (unit (list tank))
:: ?~ p.q.ham
:: =+ den=^$(q.ham q.q.ham)
:: ?~(den ~ [~ u.den ~])
:: =+ mur=$(p.q.ham t.p.q.ham, lum +.lum)
:: ?~(mur ~ [~ [[%leaf (rip 3 i.p.q.ham)] u.mur]])
[~ (dial ham)]
::
[%face *]
=+ wal=$(q.ham q.q.ham)
?~ wal
~
[~ %palm [['=' ~] ~ ~ ~] [%leaf (trip p.q.ham)] u.wal ~]
::
[%list *]
?: =(~ lum)
[~ %leaf '~' ~]
=- ?~ tok
~
[~ %rose [[' ' ~] ['~' '[' ~] [']' ~]] u.tok]
^= tok
|- ^- (unit (list tank))
?: ?=(@ lum)
?.(=(~ lum) ~ [~ ~])
=+ [for=^$(q.ham q.q.ham, lum -.lum) aft=$(lum +.lum)]
?. &(?=(^ for) ?=(^ aft))
~
[~ u.for u.aft]
::
[%pick *]
|- ^- (unit tank)
?~ p.q.ham
~
=+ wal=^$(q.ham i.p.q.ham)
?~ wal
$(p.q.ham t.p.q.ham)
wal
::
[%plot *]
=- ?~ tok
~
[~ %rose [[' ' ~] ['[' ~] [']' ~]] u.tok]
^= tok
|- ^- (unit (list tank))
?~ p.q.ham
~
?: ?=([* ~] p.q.ham)
=+ wal=^$(q.ham i.p.q.ham)
?~(wal ~ [~ [u.wal ~]])
?@ lum
~
=+ gim=^$(q.ham i.p.q.ham, lum -.lum)
?~ gim
~
=+ myd=$(p.q.ham t.p.q.ham, lum +.lum)
?~ myd
~
[~ u.gim u.myd]
::
[%pear *]
?. =(lum q.q.ham)
~
=. p.q.ham
(rash p.q.ham ;~(sfix (cook crip (star low)) (star hig)))
=+ fox=$(q.ham [%atom p.q.ham])
?> ?=([~ %leaf ^] fox)
?: ?=(?(%n %tas) p.q.ham)
fox
[~ %leaf '%' p.u.fox]
::
[%stop *]
?: (~(has in gil) [p.q.ham lum]) ~
=+ kep=(~(get by p.ham) p.q.ham)
?~ kep
~|([%stop-loss p.q.ham] !!)
$(gil (~(put in gil) [p.q.ham lum]), q.ham u.kep)
::
[%tree *]
=- ?~ tok
~
[~ %rose [[' ' ~] ['{' ~] ['}' ~]] u.tok]
^= tok
=+ tuk=*(list tank)
|- ^- (unit (list tank))
?: =(~ lum)
[~ tuk]
?. ?=([n=* l=* r=*] lum)
~
=+ rol=$(lum r.lum)
?~ rol
~
=+ tim=^$(q.ham q.q.ham, lum n.lum)
?~ tim
~
$(lum l.lum, tuk [u.tim u.rol])
::
[%unit *]
?@ lum
?.(=(~ lum) ~ [~ %leaf '~' ~])
?. =(~ -.lum)
~
=+ wal=$(q.ham q.q.ham, lum +.lum)
?~ wal
~
[~ %rose [[' ' ~] ['[' ~] [']' ~]] [%leaf '~' ~] u.wal ~]
==
::
++ doge
|= ham=calf
=- ?+ woz woz
[%list * [%atom %'ta']] %path
[%list * [%atom %'t']] %wall
[%list * [%atom %'tD']] %yarn
[%list * %yarn] %wool
==
^= woz
^- wine
?. ?=([%stop *] q.ham)
?: ?& ?= [%pick [%pear %n 0] [%plot [%pear %n 0] [%face *] ~] ~]
q.ham
=(1 (met 3 p.i.t.p.i.t.p.q.ham))
==
[%unit =<([p q] i.t.p.i.t.p.q.ham)]
q.ham
=+ may=(~(get by p.ham) p.q.ham)
?~ may
q.ham
?. ?& ?=([%pick *] u.may)
?=(^ p.u.may)
=([%pear %n 0] i.p.u.may)
==
q.ham
?: ?& ?=([[%plot [%face *] [%face * %stop *] ~] ~] t.p.u.may)
=(p.q.ham p.q.i.t.p.i.t.p.u.may)
=(1 (met 3 p.i.p.i.t.p.u.may))
=(1 (met 3 p.i.t.p.i.t.p.u.may))
==
:+ %list
(cat 3 p.i.p.i.t.p.u.may p.i.t.p.i.t.p.u.may)
q.i.p.i.t.p.u.may
?: ?& ?= $: $: %plot
[%face *]
[%face * %stop *]
[[%face * %stop *] ~]
==
~
==
t.p.u.may
=(p.q.ham p.q.i.t.p.i.t.p.u.may)
=(p.q.ham p.q.i.t.t.p.i.t.p.u.may)
=(1 (met 3 p.i.p.i.t.p.u.may))
=(1 (met 3 p.i.t.p.i.t.p.u.may))
=(1 (met 3 p.i.t.t.p.i.t.p.u.may))
==
:+ %tree
%^ cat
3
p.i.p.i.t.p.u.may
(cat 3 p.i.t.p.i.t.p.u.may p.i.t.t.p.i.t.p.u.may)
q.i.p.i.t.p.u.may
q.ham
::
++ dole
^- calf
=+ gil=*(set type)
=+ dex=[p=*(map type ,@) q=*(map ,@ wine)]
=< [q.p q]
|- ^- [p=[p=(map type ,@) q=(map ,@ wine)] q=wine]
=- [p.tez (doge q.p.tez q.tez)]
^= tez
^- [p=[p=(map type ,@) q=(map ,@ wine)] q=wine]
?- sut
%noun [dex sut]
%void [dex sut]
[%atom *] [dex sut]
[%bull *] $(sut q.sut) :: something better here
[%cell *]
=+ hin=$(sut p.sut)
=+ yon=$(dex p.hin, sut q.sut)
:- p.yon
:- %plot
?:(?=([%plot *] q.yon) [q.hin p.q.yon] [q.hin q.yon ~])
::
[%core *]
=+ yad=$(sut p.sut)
:- p.yad
=+ ^= doy ^- [p=(list ,@ta) q=wine]
?: ?=([%core *] q.yad)
[p.q.yad q.q.yad]
[~ q.yad]
:- %core
:_ q.doy
:_ p.doy
%^ cat 3
%~ rent co
:+ ~ %ud
|- ^- @
?- q.r.q.sut
~ 0
[* ~ ~] 1
[* ~ *] +($(q.r.q.sut r.q.r.q.sut))
[* * ~] +($(q.r.q.sut l.q.r.q.sut))
[* * *] .+ %+ add
$(q.r.q.sut l.q.r.q.sut)
$(q.r.q.sut r.q.r.q.sut)
==
%^ cat 3
?-(p.q.sut %gold '.', %iron '|', %lead '?', %zinc '&')
=+ gum=(mug q.r.q.sut)
%+ can 3
:~ [1 (add 'a' (mod gum 26))]
[1 (add 'a' (mod (div gum 26) 26))]
[1 (add 'a' (mod (div gum 676) 26))]
==
::
[%cube *]
?. ?=(@ p.sut)
$(sut repo)
=+ pum=$(sut q.sut)
?> ?=([%atom *] q.pum)
[p.pum [%pear p.q.pum p.sut]]
::
[%face *]
=+ yad=$(sut q.sut)
[p.yad [%face p.sut q.yad]]
::
[%fork *]
?: =(p.sut fork/[cube/[%noun atom/%tas]]^[cube/[%void atom/%tas]])
[dex %type] :: XX proper print
=+ hin=$(sut p.sut)
=+ yon=$(dex p.hin, sut q.sut)
:- p.yon
?: =(%void q.hin)
q.yon
?: |(=(%void q.yon) =(q.hin q.yon))
q.hin
:- %pick
?. ?=([%pick *] q.yon)
[q.hin q.yon ~]
?> ?=(^ p.q.yon)
?:(=(q.hin i.p.q.yon) p.q.yon [q.hin p.q.yon])
::
[%hold *]
=+ hey=(~(get by p.dex) sut)
?^ hey
[dex [%stop u.hey]]
?: (~(has in gil) sut)
=+ dyr=+(~(wyt by p.dex))
[[(~(put by p.dex) sut dyr) q.dex] [%stop dyr]]
=+ rom=$(gil (~(put in gil) sut), sut repo)
=+ rey=(~(get by p.p.rom) sut)
?~ rey
rom
[[p.p.rom (~(put by q.p.rom) u.rey q.rom)] [%stop u.rey]]
==
::
++ duck ^-(tank (dial dole))
++ dune |.(duck)
++ dunk
|= paz=term ^- tank
:+ %palm
[['.' ~] ['-' ~] ~ ~]
[[%leaf (mesc (trip paz))] duck ~]
::
++ fino
|= [dep=@ud way=?(%read %rite %both %free) cog=term]
=+ gil=*(set type)
|- ^- [p=@ud q=(unit post)]
?+ sut [dep ~]
[%bull *]
?. =(cog p.p.sut)
$(sut q.sut)
?. ?=(0 dep)
$(dep (dec dep), sut q.sut)
[0 ~ 1 %2 p.sut q.sut]
::
[%cell *]
=+ taf=$(sut p.sut)
?~ q.taf
=+ bov=$(dep p.taf, sut q.sut)
?~ q.bov
bov
[p.bov ~ (peg 3 p.u.q.bov) q.u.q.bov]
[p.taf ~ (peg 2 p.u.q.taf) q.u.q.taf]
::
[%core *]
=+ zem=(look cog q.r.q.sut)
=> ^+(. ?:(|(=(~ zem) =(0 dep)) . .(dep (dec dep), zem ~)))
?^ zem
[dep ~ 1 [%1 (peg 2 p.u.zem) [[sut(p.q %gold) q.u.zem] ~]]]
=+ taf=$(sut p.sut)
?~ q.taf
taf
?. (park way p.u.q.taf)
~|(%find-park !!)
[p.taf ~ (peg 3 p.u.q.taf) q.u.q.taf]
::
[%cube *]
$(sut repo)
::
[%face *]
?: =(cog p.sut)
?. ?=(0 dep)
[(dec dep) ~]
[0 ~ 1 %0 q.sut]
[dep ~]
::
[%fork *]
~| %fork
?: (~(has in gil) q.sut)
$(sut p.sut)
?: (~(has in gil) p.sut)
$(sut q.sut)
=+ [hax=$(sut p.sut) yor=$(sut q.sut)]
~| %find-fork
?: =(hax yor)
hax
?> &(?=(^ q.hax) ?=(^ q.yor) =(p.hax p.yor) =(p.u.q.hax p.u.q.yor))
:- p.hax
?- -.q.u.q.hax
0 ?> ?=(0 -.q.u.q.yor)
[~ p.u.q.hax %0 (fork p.q.u.q.hax p.q.u.q.yor)]
1 ?> &(?=(1 -.q.u.q.yor) =(p.q.u.q.yor p.q.u.q.hax))
[~ p.u.q.hax %1 p.q.u.q.hax (weld q.q.u.q.hax q.q.u.q.yor)]
2 ?> ?& ?=(2 -.q.u.q.yor)
=(p.p.q.u.q.hax p.p.q.u.q.yor)
=(q.p.q.u.q.hax q.p.q.u.q.yor)
=(r.p.q.u.q.hax r.p.q.u.q.yor)
==
:* ~
p.u.q.hax
%2
:* p.p.q.u.q.hax
q.p.q.u.q.hax
r.p.q.u.q.hax
(fork s.p.q.u.q.hax s.p.q.u.q.yor)
==
(fork q.q.u.q.hax q.q.u.q.yor)
==
==
::
[%hold *]
?: (~(has in gil) sut)
[dep ~]
$(gil (~(put in gil) sut), sut repo)
==
::
++ fink
~/ %fink
|= [dep=@ud way=?(%read %rite %both %free) cog=term]
^- port
:: ~_ (dunk 'type')
~_ (show [%c 'find-limb'] ?:(=(%$ cog) '$' [%a cog]))
=+ hoq=(fino dep way cog)
?~ q.hoq
~|(%find-none !!)
(flee u.q.hoq)
::
++ finq
|= [dep=@ud way=?(%read %rite %both %free) cog=term]
^- post
:: ~_ (dunk 'type')
~_ (show [%c 'find-limb'] ?:(=(%$ cog) '$' [%a cog]))
=+ hoq=(fino dep way cog)
?~ q.hoq
~|(%find-none !!)
u.q.hoq
::
++ fire
~/ %fire
|= hag=(list ,[p=type q=foot])
^- type
?: ?=([[* [%elm ~ 1]] ~] hag)
p.i.hag
:- %hold
%+ turn
hag.$
|= [p=type q=foot]
?. ?=([%core *] p)
~|(%fire-core !!)
=+ dox=[%core q.q.p q.p]
?: ?=(%ash -.q)
~| %fire-ash
:: ~_ (dunk(sut [%cell q.q.p p.p]) %fire-dry)
?> ?|(!vet (nest(sut q.q.p) & p.p))
[dox p.q]
~| [%fire-odd -.q]
?> ?=(%elm -.q)
~| %fire-elm
:: ~_ (dunk(sut [%cell q.q.p p.p]) %fire-wet)
?> ?| !vet
(~(has in rib) [sut dox p.q])
(mull(sut p, rib (~(put in rib) [sut dox p.q])) %noun dox p.q)
==
[p p.q]
::
++ firm
~/ %firm
|= dib=*
=+ bix=*(set ,[type *])
|- ^- ?
?- sut
[%atom *] !.?(dib)
[%bull *] &($(sut q.sut) $(sut s.p.sut, dib .*(dib [0 r.p.sut])))
[%cell *] &(.?(dib) $(sut p.sut, dib -.dib) $(sut q.sut, dib +.dib))
[%core *]
?& .?(dib)
$(sut p.sut, dib -.dib)
=(+.dib ?:(=(~ p.r.q.sut) ~|(%firm-core !!) p.r.q.sut))
==
::
[%cube *] =(dib p.sut)
[%face *] $(sut q.sut)
[%fork *] |($(sut p.sut) $(sut q.sut))
[%hold *]
?| (~(has in bix) [sut dib])
$(bix (~(put in bix) [sut dib]), sut repo)
==
::
%noun &
%void |
==
::
++ fish
~/ %fish
|= axe=axis
=+ vot=*(set type)
|- ^- nock
?- sut
%void [%1 1]
%noun [%1 0]
[%atom *] (flip [%3 %0 axe])
[%bull *] ~|(%bull-fish !!)
[%cell *]
%+ flan
[%3 %0 axe]
(flan $(sut p.sut, axe (peg axe 2)) $(sut q.sut, axe (peg axe 3)))
::
[%core *] [%0 0]
[%cube *] [%5 [%1 p.sut] [%0 axe]]
[%face *] $(sut q.sut)
[%fork *] (flor $(sut p.sut) $(sut q.sut))
[%hold *]
?: (~(has in vot) sut)
[%0 0]
=> %=(. vot (~(put in vot) sut))
$(sut repo)
==
::
++ fuse
~/ %fuse
|= ref=type
=+ bix=*(set ,[type type])
|- ^- type
?: ?|(=(sut ref) =(%noun ref))
sut
?- sut
[%atom *]
?- ref
[%atom *] ?:((fitz p.ref p.sut) sut ref)
[%cell *] %void
* $(sut ref, ref sut)
==
[%bull *] (bull p.sut $(sut q.sut))
[%cell *]
?- ref
[%cell *] (cell $(sut p.sut, ref p.ref) $(sut q.sut, ref q.ref))
* $(sut ref, ref sut)
==
::
[%core *] $(sut repo)
[%cube *]
=+ foz=$(sut q.sut)
?: (firm(sut foz) p.sut)
(cube p.sut foz)
%void
::
[%face *] (face p.sut $(sut q.sut))
[%fork *] (fork $(sut p.sut) $(sut q.sut))
[%hold *]
?: (~(has in bix) [sut ref])
~|(%fuse-loop !!)
(reco |=(a=type ^$(sut a, bix (~(put in bix) [sut ref]))))
::
%noun ref
%void %void
==
::
++ gain
~/ %gain
|= gen=twig ^- type
(chip & gen)
::
++ hang
~/ %hang
|= [dab=(map term foot) rud=(map term foot)]
^- (map term foot)
=+ goy=(~(tap by rud) ~)
=+ waf=dab
|- ^+ dab
?~ goy
waf
~| [%hang-on p.i.goy]
=+ yeq=(~(get by dab) p.i.goy)
?< ?=(~ yeq)
?- -.u.yeq
%ash
?> ?=([%ash *] q.i.goy)
$(goy t.goy, waf (~(put by waf) p.i.goy q.i.goy))
::
%elm
~|([%hang-elm p.i.goy] !!)
::
%oak
?> ?=([%yew *] q.i.goy)
$(goy t.goy, waf (~(put by waf) p.i.goy q.i.goy))
::
%yew
?> ?=([%yew *] q.i.goy)
%= $
goy t.goy
waf
%+ ~(put by waf)
p.i.goy
[%yew ^$(dab p.u.yeq, rud p.q.i.goy)]
==
==
::
++ harp
|= dab=(map term foot)
^- ?(~ ^)
?: ?=(~ dab)
~
=+ ^= vad
?+ -.q.n.dab !!
%ash q:(mint %noun p.q.n.dab)
%elm q:(mint(vet |) %noun p.q.n.dab)
==
?- dab
[* ~ ~] vad
[* ~ *] [vad $(dab r.dab)]
[* * ~] [vad $(dab l.dab)]
[* * *] [vad $(dab l.dab) $(dab r.dab)]
==
::
++ lose
~/ %lose
|= gen=twig ^- type
(chip | gen)
::
++ chip
~/ %chip
|= [way=? gen=twig] ^- type
?: ?=([%wtts *] gen)
(cool way q.gen (play ~(bunt al p.gen)))
?: ?&(way ?=([%wtpm *] gen))
|-(?~(p.gen sut $(p.gen t.p.gen, sut ^$(gen i.p.gen))))
?: ?&(!way ?=([%wtbr *] gen))
|-(?~(p.gen sut $(p.gen t.p.gen, sut ^$(gen i.p.gen))))
=+ neg=~(open ap gen)
?:(=(neg gen) sut $(gen neg))
::
++ heal
~/ %heal
|= [qog=(unit term) axe=axis ref=type]
^- type
?: =(1 axe)
?~ qog
ref
|- ^- type
?- sut
[%bull *] ~& %heal-bull
?: =(u.qog p.p.sut)
ref
(busk(sut $(sut q.sut)) p.p.sut q.p.sut)
[%core *] ref
[%face *] ?.(=(u.qog p.sut) ~|('heal-name' !!) (face p.sut ref))
[%fork *] (fork $(sut p.sut) $(sut q.sut))
[%hold *] $(sut repo)
* ~|([%name u.qog] ~|('heal-name' !!))
==
=+ [now=(cap axe) lat=(mas axe)]
=+ gil=*(set type)
|- ^- type
?- sut
[%atom *] %void
[%bull *] (busk(sut $(sut q.sut)) p.p.sut q.p.sut)
[%cell *]
?: =(2 now)
(cell ^$(sut p.sut, axe lat) q.sut)
(cell p.sut ^$(sut q.sut, axe lat))
::
[%core *]
?. =(3 now)
~|(%heal-core !!)
(core ^$(sut p.sut, axe lat) q.sut)
::
[%face *] (face p.sut $(sut q.sut))
[%fork *] (fork $(sut p.sut) $(sut q.sut))
[%hold *]
?:((~(has in gil) sut) %void $(gil (~(put in gil) sut), sut repo))
::
* $(sut repo)
==
::
++ mint
~/ %mint
|= [gol=type gen=twig]
^- [p=type q=nock]
|^ ^- [p=type q=nock]
?: ?&(=(%void sut) !?=([%zpcb *] gen))
?. |(!vet ?=([%zpfs *] gen) ?=([%zpzp *] gen))
~|(%mint-vain !!)
[%void %0 0]
?- gen
::
[^ *]
=+ hed=$(gen p.gen, gol %noun)
=+ tal=$(gen q.gen, gol %noun)
[(nice (cell p.hed p.tal)) (cons q.hed q.tal)]
::
[%bcpt *] $(gen (~(whip al q.gen) p:(seep %read p.gen)))
[%brcn *] (grow %gold [~ 1] p.gen)
::
[%cnts *]
=+ lar=(foil (seek %read p.gen))
=+ mew=(snub q.gen)
=- [(nice p.yom) ?:(=(0 p.q.lar) q.yom [%9 p.q.lar q.yom])]
^= yom
=+ hej=*(list ,[p=axis q=nock])
|- ^- [p=type q=nock]
?~ mew
[(fire q.q.lar) (hike p.lar hej)]
=+ zil=^$(gen q.i.mew, gol %noun)
=+ wip=(tock p.i.mew p.zil q.q.lar)
$(mew t.mew, q.q.lar q.wip, hej [[p.wip q.zil] hej])
::
[%dtkt *] [(nice %noun) [%11 q:$(gen p.gen, gol %noun)]]
[%dtls *] [(nice [%atom %$]) [%4 q:$(gen p.gen, gol [%atom %$])]]
[%dtzy *] [(nice (play gen)) [%1 q.gen]]
[%dtzz *] [(nice (play gen)) [%1 q.gen]]
[%dttr *]
[(nice %noun) [%2 q:$(gen p.gen, gol %noun) q:$(gen q.gen, gol %noun)]]
::
[%dtts *]
[(nice bool) [%5 q:$(gen p.gen, gol %noun) q:$(gen q.gen, gol %noun)]]
::
[%dtwt *] [(nice bool) [%3 q:$(gen p.gen, gol %noun)]]
[%ktbr *] =+(vat=$(gen p.gen) [(wrap(sut p.vat) %iron) q.vat])
::
[%ktls *]
=+(hif=(nice (play p.gen)) [hif q:$(gen q.gen, gol hif)])
::
[%kthx *]
=+(hif=(nice (play p.gen)) [hif q:$(gen q.gen, gol hif)])
::
[%ktpm *] =+(vat=$(gen p.gen) [(wrap(sut p.vat) %zinc) q.vat])
[%ktsg *]
=+ nef=$(gen p.gen)
=+ moc=(mink [burn q.nef] |=(* ~))
[p.nef ?:(?=(0 -.moc) [%1 p.moc] q.nef)]
::
[%ktts *] =+(vat=$(gen q.gen) [(conk(sut p.vat) p.gen) q.vat])
[%ktwt *] =+(vat=$(gen p.gen) [(wrap(sut p.vat) %lead) q.vat])
[%sgzp *] ~_(duck(sut (play p.gen)) $(gen q.gen))
[%sggr *]
=+ hum=$(gen q.gen)
:: ?: &(huz !?=($|(@ [?(%fast %memo) ^]) p.gen))
:: hum
:- p.hum
:+ %10
?- p.gen
@ p.gen
^ [p.p.gen q:$(gen q.p.gen, gol %noun)]
==
q.hum
::
[%tsgr *]
=+ fid=$(gen p.gen, gol %noun)
=+ dov=$(sut p.fid, gen q.gen)
[p.dov (comb q.fid q.dov)]
::
[%tstr *]
$(gen r.gen, sut (busk p.gen q.gen))
::
[%wtcl *]
=+ nor=$(gen p.gen, gol bool)
=+ fex=(gain p.gen)
=+ wux=(lose p.gen)
=+ ^= duy
?: =(%void fex)
?:(=(%void wux) [%0 0] [%1 1])
?:(=(%void wux) [%1 0] q.nor)
=+ hiq=$(sut fex, gen q.gen)
=+ ran=$(sut wux, gen r.gen)
[(fork p.hiq p.ran) (cond duy q.hiq q.ran)]
::
[%wtts *]
:- (nice bool)
%- fish(sut (play ~(bunt al p.gen)))
(cove q:$(gen [%cnzz q.gen], gol %noun))
::
[%zpcb *]
~_ (show %o p.gen)
=+ hum=$(gen q.gen)
[p.hum [%10 [%spot %1 p.gen] q.hum]]
::
[%zpcm *] [(nice (play p.gen)) [%1 q.gen]] :: XX validate!
[%zpcn ~] =+(pet=seed [(nice p.pet) [%1 q.pet]])
[%zpfs *]
?: vet
~_ (dunk(sut (play p.gen)) 'lost')
~|(%mint-lost !!)
[%void [%0 0]]
::
[%zpsm *]
=+ vos=$(gol %noun, gen q.gen) :: XX validate!
:: [(nice (cell (sift (play p.gen)) p.vos)) (cons [%1 p.vos] q.vos)]
[(nice (cell (play p.gen) p.vos)) (cons [%1 p.vos] q.vos)]
::
[%zpts *] [(nice %noun) [%1 q:$(vet |, gen p.gen)]]
[%zpzp ~] [%void [%0 0]]
*
=+ doz=~(open ap gen)
?: =(doz gen)
~_ (show [%c 'hoon'] [%q gen])
~|(%mint-open !!)
$(gen doz)
==
::
++ nice
|= typ=type
~| %mint-nice
?> ?|(!vet (nest(sut gol) & typ))
typ
::
++ grow
|= [mel=?(%gold %iron %lead %zinc) ruf=twig dab=(map term foot)]
^- [p=type q=nock]
=+ dan=^$(gen ruf, gol %noun)
=+ toc=(core p.dan [%gold p.dan [~ dab]])
=+ dez=(harp(sut toc) dab)
:- (nice (core p.dan mel p.dan [dez dab]))
(cons [%1 dez] q.dan)
--
::
++ moot
=+ gil=*(set type)
|- ^- ?
?- sut
[%atom *] |
[%bull *] $(sut q.sut)
[%cell *] |($(sut p.sut) $(sut q.sut))
[%core *] $(sut p.sut)
[%cube *] |
[%face *] $(sut q.sut)
[%fork *] &($(sut p.sut) $(sut q.sut))
[%hold *] |((~(has in gil) sut) $(gil (~(put in gil) sut), sut repo))
%noun |
%void &
==
::
++ mull
~/ %mull
|= [gol=type dox=type gen=twig]
^- ?
?. vet
&
=< &
|^ ^- [p=type q=type]
?: =(%void sut)
~|(%mull-none !!)
?- gen
::
[^ *]
=+ hed=$(gen p.gen, gol %noun)
=+ tal=$(gen q.gen, gol %noun)
[(nice (cell p.hed p.tal)) (cell q.hed q.tal)]
::
[%bcpt *]
=+ sep=(seep %read p.gen)
=+ pox=(seep(sut dox) %read p.gen)
?. =(p.pox p.sep) ~|(%mull-bonk-wing !!)
$(gen (~(whip al q.gen) p.sep))
::
[%brcn *] (grow %gold [~ 1] p.gen)
[%cnts *]
=+ lar=(foil (seek %read p.gen))
=+ vug=(foil (seek(sut dox) %read p.gen))
?. &(=(p.lar p.vug) =(p.q.lar p.q.vug))
~|(%mull-bonk-e !!)
=+ mew=(snub q.gen)
=- [(nice (fire p.yom)) (fire(vet |) q.yom)]
^= yom
|- ^- [p=(list ,[p=type q=foot]) q=(list ,[p=type q=foot])]
?~ mew
[q.q.lar q.q.vug]
=+ zil=^$(gen q.i.mew, gol %noun)
=+ cuf=(tock p.i.mew p.zil q.q.lar)
=+ dof=(tock p.i.mew q.zil q.q.vug)
?. .=(p.cuf p.dof)
~|(%mull-bonk-f !!)
$(mew t.mew, q.q.lar q.cuf, q.q.vug q.dof)
::
[%dtkt *] =+($(gen p.gen, gol %noun) (beth %noun))
[%dtls *] =+($(gen p.gen, gol [%atom %$]) (beth [%atom %$]))
[%dtzy *] (beth (play gen))
[%dtzz *] (beth (play gen))
[%dttr *]
=+([$(gen p.gen, gol %noun) $(gen q.gen, gol %noun)] (beth %noun))
::
[%dtts *]
=+([$(gen p.gen, gol %noun) $(gen q.gen, gol %noun)] (beth bool))
::
[%dtwt *] =+($(gen p.gen, gol %noun) (beth bool)) :: XX =|
[%ktbr *]
=+(vat=$(gen p.gen) [(wrap(sut p.vat) %iron) (wrap(sut q.vat) %iron)])
::
[%ktls *]
=+ hif=[p=(nice (play p.gen)) q=(play(sut dox) p.gen)]
=+($(gen q.gen, gol p.hif) hif)
::
[%kthx *]
=+ hif=[p=(nice (play p.gen)) q=(play(sut dox) p.gen)]
=+($(gen q.gen, gol p.hif) hif)
::
[%ktpm *]
=+(vat=$(gen p.gen) [(wrap(sut p.vat) %zinc) (wrap(sut q.vat) %zinc)])
::
[%ktts *]
=+(vat=$(gen q.gen) [(conk(sut p.vat) p.gen) (conk(sut q.vat) p.gen)])
::
[%ktwt *]
=+(vat=$(gen p.gen) [(wrap(sut p.vat) %lead) (wrap(sut q.vat) %lead)])
::
[%ktsg *] $(gen p.gen)
[%sgzp *] ~_(duck(sut (play p.gen)) $(gen q.gen))
[%sggr *] $(gen q.gen)
[%tsgr *]
=+ lem=$(gen p.gen, gol %noun)
$(gen q.gen, sut p.lem, dox q.lem)
::
[%tstr *]
%= $
gen r.gen
sut (busk p.gen q.gen)
dox (busk(sut dox) p.gen q.gen)
==
::
[%wtcl *]
=+ nor=$(gen p.gen, gol bool)
=+ ^= hiq ^- [p=type q=type]
=+ fex=[p=(gain p.gen) q=(gain(sut dox) p.gen)]
?: =(%void p.fex)
[%void ?:(=(%void q.fex) %void ~|(%wtcl-z (play(sut q.fex) q.gen)))]
?: =(%void q.fex)
~|(%mull-bonk-b !!)
$(sut p.fex, dox q.fex, gen q.gen)
=+ ^= ran ^- [p=type q=type]
=+ wux=[p=(lose p.gen) q=(lose(sut dox) p.gen)]
?: =(%void p.wux)
[%void ?:(=(%void q.wux) %void ~|(%wtcl-a (play(sut q.wux) r.gen)))]
?: =(%void q.wux)
~|(%mull-bonk-c !!)
$(sut p.wux, dox q.wux, gen r.gen)
[(nice (fork p.hiq p.ran)) (fork q.hiq q.ran)]
::
[%wtts *]
=+ nob=~(bunt al p.gen)
=+ waz=[p=(play nob) q=(play(sut dox) nob)]
=+ ^= syx :- p=(cove q:(mint %noun [%cnzz q.gen]))
q=(cove q:(mint(sut dox) %noun [%cnzz q.gen]))
=+ pov=[p=(fish(sut p.waz) p.syx) q=(fish(sut q.waz) q.syx)]
?. &(=(p.syx q.syx) =(p.pov q.pov))
~|(%mull-bonk-a !!)
(beth bool)
::
[%zpcb *] ~_((show %o p.gen) $(gen q.gen))
[%zpcm *] [(nice (play p.gen)) (play(sut dox) p.gen)]
[%zpcn ~] =+(pet=seed [(nice p.pet) p.pet])
[%zpfs *]
?: vet
:: ~_ (dunk(sut (play p.gen)) 'also')
~|(%mull-skip !!)
(beth %void)
::
[%zpts *] (beth %noun)
[%zpsm *]
=+ vos=$(gol %noun, gen q.gen) :: XX validate!
[(nice (cell (play p.gen) p.vos)) (cell (play(sut dox) p.gen) q.vos)]
::
[%zpzp ~] (beth %void)
*
=+ doz=~(open ap gen)
?: =(doz gen)
~_ (show [%c 'hoon'] [%q gen])
~|(%mull-open !!)
$(gen doz)
==
::
++ beth
|= typ=type
[(nice typ) typ]
::
++ nice
|= typ=type
:: ~_ (dunk(sut gol) 'need')
:: ~_ (dunk(sut typ) 'have')
~| %mull-nice
?> ?|(!vet (nest(sut gol) & typ))
typ
::
++ grow
|= [mel=?(%gold %iron %lead %zinc) ruf=twig dab=(map term foot)]
~| %mull-grow
^- [p=type q=type]
=+ dan=^$(gen ruf, gol %noun)
=+ ^= toc :- p=(core p.dan [%gold p.dan [~ dab]])
q=(core q.dan [%gold q.dan [~ dab]])
=+ (bake(sut p.toc, dox q.toc) dab)
:- (nice (core p.dan mel p.dan [[%0 0] dab]))
(core q.dan [mel q.dan [[%0 0] dab]])
::
++ bake
|= dab=(map term foot)
^- *
?: ?=(~ dab)
~
=+ ^= vad
?+ -.q.n.dab !!
%ash ^$(gol %noun, gen p.q.n.dab)
%elm ~
==
?- dab
[* ~ ~] vad
[* ~ *] [vad $(dab r.dab)]
[* * ~] [vad $(dab l.dab)]
[* * *] [vad $(dab l.dab) $(dab r.dab)]
==
--
::
++ meet |=(ref=type &((nest | ref) (nest(sut ref) | sut)))
++ nest
~/ %nest
|= [tel=? ref=type]
^- ?
=| $: gem=(set ,[p=type q=type]) :: prune ref
gul=(set ,[p=type q=type]) :: assume match
meg=(set ,[p=type q=type]) :: prune sut
==
=< dext
|%
++ cong
^- ?
?> ?&(?=([%core *] sut) ?=([%core *] ref))
?: =(q.sut q.ref)
dext(sut p.sut, ref p.ref)
?. ?& dext(sut q.q.sut, ref p.sut)
dext(sut p.sut, ref q.q.sut)
dext(sut q.q.ref, ref p.ref)
==
|
?&
?|(=(p.q.sut p.q.ref) =(%gold p.q.ref))
::
?| (~(has in gul) [sut ref])
%+ %= cram
gul (~(put in gul) [sut ref])
sut sut(p q.q.sut)
ref ref(p q.q.ref)
==
q.r.q.sut
q.r.q.ref
==
::
?- p.q.sut
%gold
=+ pac=[s=q.q.sut r=q.q.ref]
?& dext(sut s.pac, ref r.pac)
dext(sut r.pac, ref s.pac)
==
::
%iron
=+ sam=[s=(peek(sut q.q.sut) %rite 2) r=(peek(sut q.q.ref) %rite 2)]
dext(sut r.sam, ref s.sam)
::
%lead &
%zinc
=+ pal=[s=(peek(sut q.q.sut) %read 2) r=(peek(sut q.q.ref) %read 2)]
dext(sut s.pal, ref r.pal)
==
==
::
++ cram
|= [dab=(map term foot) hem=(map term foot)]
^- ?
?- dab
~ =(hem ~)
^
?& ?=(^ hem)
=(p.n.dab p.n.hem)
$(dab l.dab, hem l.hem)
$(dab r.dab, hem r.hem)
?- -.q.n.dab
%ash
?& ?=(%ash -.q.n.hem)
dext(sut (play p.q.n.dab), ref (play(sut ref) p.q.n.hem))
==
%elm =(q.n.dab q.n.hem)
%oak ?=(?(%oak %yew) -.q.n.hem)
%yew
?& ?=(%yew -.q.n.hem)
$(dab p.q.n.dab, hem p.q.n.hem)
==
==
==
==
::
++ dare
?& !(~(has in meg) [sut ref])
dext(tel |, meg (~(put in meg) [sut ref]))
==
::
++ dear
^- ?
?- sut
%void sint
%noun &
::
[%atom *]
?. ?=([%atom *] ref)
sint
(fitz p.sut p.ref)
::
[%cell *]
?. ?=([%cell *] ref)
sint
?&
dext(sut p.sut, ref p.ref)
dext(sut q.sut, ref q.ref)
==
::
[%core *]
?. ?=([%core *] ref)
sint
cong
::
[%cube *]
?: ?=([%cube *] ref)
=(p.sut p.ref)
sint
::
[%bull *]
?& dext(sut q.sut)
dext(sut s.p.sut, ref (peek(sut ref) %free r.p.sut))
==
[%face *] dext(sut q.sut)
[%fork *]
?. ?=(?([%atom *] %noun [%cell *] [%cube *] [%core *]) ref)
sint
|(dare(sut p.sut) dare(sut q.sut))
::
[%hold *] dext(sut repo)
==
::
++ dext
^- ?
=- ?: tyn
&
?: tel
:: ~_ (dunk %need)
:: ~_ (dunk(sut ref) %have)
~|(%type-fail !!)
|
^= tyn
?: =(sut ref) &
dear
::
++ sext
?| (~(has in gem) [sut ref])
dext(gem (~(put in gem) [sut ref]))
==
::
++ sint
^- ?
?- ref
[%atom *] |
[%cell *] |
[%fork *] &(sext(ref p.ref) sext(ref q.ref))
[%hold *] dext(ref repo(sut ref))
%noun |
%void &
* dext(ref repo(sut ref))
==
--
::
++ park
~/ %park
|= [way=?(%read %rite %both %free) axe=axis]
^- ?
?> ?=([%core *] sut)
?|
!vet
?- way
%both =(%gold p.q.sut)
%free &
%read
?- p.q.sut
%gold &
%iron |
%lead |
%zinc =(2 (cap axe))
==
::
%rite
?- p.q.sut
%gold &
%iron =(2 (cap axe))
%lead |
%zinc |
==
==
==
::
++ peek
~/ %peek
|= [way=?(%read %rite %both %free) axe=axis]
^- type
?: =(1 axe)
sut
=+ [now=(cap axe) lat=(mas axe)]
=+ gil=*(set type)
|- ^- type
?- sut
[%atom *] %void
[%cell *] ?:(=(2 now) ^$(sut p.sut, axe lat) ^$(sut q.sut, axe lat))
[%core *]
?: =(3 now)
?. (park way lat)
:: ~_ (dunk 'type')
~_ (show [%c 'axis'] [%d axe])
~|(%peek-park !!)
^$(sut p.sut, axe lat)
%noun
::
[%fork *] (fork $(sut p.sut) $(sut q.sut))
[%hold *]
?: (~(has in gil) sut)
%void
$(gil (~(put in gil) sut), sut repo)
::
%void %void
%noun %noun
* $(sut repo)
==
::
++ play
~/ %play
=> .(vet |)
|= gen=twig
^- type
?- gen
[^ *] (cell $(gen p.gen) $(gen q.gen))
[%bcpt *] $(gen (~(whip al q.gen) p:(seep %read p.gen)))
[%brcn *] (core sut %gold sut [[%0 0] p.gen])
[%cnts *] =+ lar=(foil (seek %read p.gen))
=+ mew=(snub q.gen)
=+ rag=q.q.lar
%- fire
|- ^- (list ,[p=type q=foot])
?~ mew
rag
$(mew t.mew, rag q:(tock p.i.mew ^$(gen q.i.mew) rag))
[%dtkt *] %noun
[%dtls *] [%atom %$]
[%dtzy *] ?:(=(%f p.gen) ?>((lte q.gen 1) bool) [%atom p.gen])
[%dtzz *] [%cube q.gen ?:(.?(q.gen) %noun [%atom p.gen])]
[%dttr *] %noun
[%dtts *] bool
[%dtwt *] bool
[%ktbr *] (wrap(sut $(gen p.gen)) %iron)
[%kthx *] $(gen p.gen)
[%ktls *] $(gen p.gen)
[%ktpm *] (wrap(sut $(gen p.gen)) %zinc)
[%ktsg *] $(gen p.gen)
[%ktts *] (conk(sut $(gen q.gen)) p.gen)
[%ktwt *] (wrap(sut $(gen p.gen)) %lead)
[%sgzp *] ~_(duck(sut ^$(gen p.gen)) $(gen q.gen))
[%sggr *] $(gen q.gen)
[%tsgr *] $(gen q.gen, sut $(gen p.gen))
[%tstr *] $(gen r.gen, sut (busk p.gen q.gen))
[%wtcl *] =+ [fex=(gain p.gen) wux=(lose p.gen)]
%+ fork
?:(=(%void fex) %void $(sut fex, gen q.gen))
?:(=(%void wux) %void $(sut wux, gen r.gen))
[%zpcb *] ~_((show %o p.gen) $(gen q.gen))
[%zpcm *] (play p.gen)
[%zpcn ~] p:seed
[%zpfs *] %void
[%zpsm *] (cell $(gen p.gen) $(gen q.gen))
[%zpts *] %noun
[%zpzp ~] %void
* =+ doz=~(open ap gen)
?: =(doz gen)
~_ (show [%c 'hoon'] [%q gen])
~|(%play-open !!)
$(gen doz)
==
::
++ reco
|* fuy=_|=(p=type p)
=+ por=repo
=+ yot=(fuy por)
?: =(yot por)
?:(=(%void por) por sut)
yot
::
++ repo
^- type
?- sut
[%bull *] q.sut
[%core *] [%cell %noun p.sut]
[%cube *] q.sut
[%face *] q.sut
[%hold *] (rest p.sut)
%noun [%fork [%atom %$] [%cell %noun %noun]]
* ~|(%repo-fltt !!)
==
::
++ rest
~/ %rest
|= leg=(list ,[p=type q=twig])
^- type
?: (lien leg |=([p=type q=twig] (~(has in fan) [p q])))
~|(%rest-loop !!)
=> .(fan (~(gas in fan) leg))
%+ roll
%- %~ tap
in
%- ~(gas in *(set type))
(turn leg |=([p=type q=twig] (play(sut p) q)))
~
=+([p=*type q=`type`%void] |.((fork p q)))
::
++ seek
~/ %seek
|= [way=?(%read %rite %both %free) hyp=wing]
^- port
?~ hyp
[1 %& sut]
=> .(i.hyp ?^(i.hyp i.hyp [%| p=0 q=i.hyp]))
=+ zar=$(hyp t.hyp)
=+ ^= syp
?- -.q.zar
& p.q.zar
| (fire (turn q.q.zar |=([p=type q=foot] [p [%ash ~ 1]])))
==
?- i.hyp
[& *]
[(peg p.zar p.i.hyp) %& (peek(sut syp) way p.i.hyp)]
::
[| *]
=> .(sut syp)
=+ hud=(fink p.i.hyp way q.i.hyp)
[(peg p.zar p.hud) q.hud]
==
::
++ seep
|= [way=?(%read %rite %both %free) hyp=wing]
^- [p=axis q=type]
=+ zar=(seek way hyp)
?>(?=(& -.q.zar) [p.zar p.q.zar])
::
++ sift
|= ref=type
~+
^- type
!!
:: ~|(%sift-lose ?>((nest(sut ref) & -:!>(*typo)) ref))
::
++ snub
~/ %snub
|= har=(list ,[p=wing q=twig])
^- (list ,[p=wing q=twig])
(turn har |=([a=wing b=twig] [(flop a) b]))
::
++ tack
~/ %tack
|= [peh=wing mur=type]
=+ axe=1
|- ^- [p=axis q=type]
?~ peh
[axe mur]
=> .(i.peh ?^(i.peh i.peh [%| p=0 q=i.peh]))
?- i.peh
[& *]
=+ ^= sap ^- (unit term)
?.(&(=(1 p.i.peh) ?=([%face *] sut)) ~ [~ p.sut])
=+ vas=(peek %rite p.i.peh)
=+ gav=$(peh t.peh, sut vas, axe (peg axe p.i.peh))
=+ heh=(heal ~ p.i.peh q.gav)
[p.gav ?~(sap heh (face u.sap heh))]
::
[| *]
=+ dob=`post`(need q:(fino p.i.peh %rite q.i.peh))
~| [%tack-limb q.i.peh]
?: ?=(%2 -.q.dob)
=+ hoc=(peg axe p.dob)
=+ guh=$(peh t.peh, sut s.p.q.dob, axe (peg hoc r.p.q.dob))
=+ zig=$(peh q.p.q.dob, sut q.q.dob, mur q.guh)
=+ zug=(heal [~ q.i.peh] p.dob (busk(sut q.zig) p.p.q.dob q.p.q.dob))
[p.guh zug]
=+ wuf=(flay (flee dob))
=+ gav=$(peh t.peh, sut q.wuf, axe (peg axe p.wuf))
[p.gav (heal [~ q.i.peh] p.wuf q.gav)]
==
::
++ tock
~/ %tock
|= [peh=wing mur=type men=(list ,[p=type q=foot])]
^- [p=axis q=(list ,[p=type q=foot])]
=- [(need p.wib) q.wib]
^= wib
|- ^- [p=(unit axis) q=(list ,[p=type q=foot])]
?~ men
[*(unit axis) ~]
=+ geq=(tack(sut p.i.men) peh mur)
=+ mox=$(men t.men)
[(mate p.mox `_p.mox`[~ p.geq]) [[q.geq q.i.men] q.mox]]
::
++ wrap
~/ %wrap
|= yoz=?(%lead %iron %zinc)
^- type
?- sut
[%core *] ?.(=(%gold p.q.sut) ~|(%wrap-metl !!) sut(p.q yoz))
[%fork *] (fork $(sut p.sut) $(sut q.sut))
[%hold *] $(sut repo)
* ~|(%wrap-type !!)
==
--
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 2fD, grammar ::
::
++ vang
|= [bug=? wer=path]
%*(. vast bug bug, wer wer)
::
++ vast
=+ [bug=`?`| was=*(set path) wer=*path]
|%
++ gash %+ cook
|= a=(list tyke) ^- tyke
?~(a ~ (weld i.a $(a t.a)))
(more fas gasp)
++ gasp ;~ pose
%+ cook
|=([a=tyke b=tyke c=tyke] :(weld a b c))
;~ plug
(cook |=(a=(list) (turn a |=(b=* ~))) (star tis))
(cook |=(a=twig [[~ a] ~]) hasp)
(cook |=(a=(list) (turn a |=(b=* ~))) (star tis))
==
(cook |=(a=(list) (turn a |=(b=* ~))) (plus tis))
==
++ glam ~+((glue ace))
++ hasp ;~ pose
(ifix [sel ser] wide)
(stag %cnhp (ifix [pel per] (most ace wide)))
(stag %dtzy (stag %t qut))
%+ cook
|=(a=coin [%dtzy ?:(?=([~ %tas *] a) %tas %ta) ~(rent co a)])
nuck:so
==
++ mota %+ cook
|=([a=tape b=tape] (rap 3 (weld a b)))
;~(plug (star low) (star hig))
::
++ plex
|= gen=twig ^- (unit path)
?: ?=([%zpcb *] gen)
$(gen q.gen)
?. ?=([%clsg *] gen) ~
%+ reel p.gen
|= [a=twig b=_`(unit path)`[~ u=/]]
?~ b ~
?. ?=(%dtzy -.a) ~
`[q.a u.b]
::
++ pray
|= gen=twig ~| %pray ^- (unit twig)
=+ rev=(plex gen)
?~ rev ~
:- ~
?: (~(has in was) u.rev)
~|(%pray-loop !!)
=+ ruv=`path`(weld u.rev `path`[%hoon ~])
~& [%pray-disabled ruv]
!!
:: =+ txt=(,@ta .^(%cx ruv))
:: ~| ruv
:: %+ rash txt
:: (ifix [gay gay] tall(was (~(put in was) u.rev), wer u.rev, bug |))
::
++ prey
|= gun=(list twig) ^- (unit twig)
?~ gun `[~ 1]
=+ gup=(pray i.gun)
?~ gup ~
?~ t.gun gup
(bind $(gun t.gun) |=(a=twig [%tsgr u.gup a]))
::
++ phax
|= ruw=(list (list beer))
=+ [yun=*(list twig) cah=*(list ,@)]
=+ wod=|=([a=tape b=(list twig)] ^+(b ?~(a b [[%clfs %smdq (flop a)] b])))
|- ^+ yun
?~ ruw
(flop (wod cah yun))
?~ i.ruw $(ruw t.ruw)
?@ i.i.ruw
$(i.ruw t.i.ruw, cah [i.i.ruw cah])
$(i.ruw t.i.ruw, cah ~, yun [p.i.i.ruw (wod cah yun)])
::
++ posh !:
|= [pre=(unit tyke) pof=(unit ,[p=@ud q=tyke])]
^- (unit (list twig))
=- ?^(- - ~&(%posh-fail -))
=+ wom=(poof wer)
%+ biff
?~ pre `u=wom
%+ bind (poon wom u.pre)
|= moz=(list twig)
?~(pof moz (weld moz (slag (lent u.pre) wom)))
|= yez=(list twig)
?~ pof `yez
=+ zey=(flop yez)
=+ [moz=(scag p.u.pof zey) gul=(slag p.u.pof zey)]
=+ zom=(poon (flop moz) q.u.pof)
?~(zom ~ `(weld (flop gul) u.zom))
::
++ poof |=(pax=path ^-(tusk (turn pax |=(a=@ta [%dtzy %ta a]))))
++ poon
|= [pag=tusk goo=tyke]
^- (unit tusk)
?~ goo `~
%+ both
?^(i.goo i.goo ?~(pag ~ `u=i.pag))
$(goo t.goo, pag ?~(pag ~ t.pag))
::
++ poor
%+ sear posh
;~ plug
(stag ~ gash)
;~(pose (stag ~ ;~(pfix cen porc)) (easy ~))
==
::
++ porc
;~ plug
(cook |=(a=(list) (lent a)) (star cen))
;~(pfix fas gash)
==
::
++ rump
%+ sear
|= [a=wing b=(unit twig)] ^- (unit twig)
?~(b [~ %cnzz a] ?.(?=([@ ~] a) ~ [~ [%dtzz %tas i.a] u.b]))
;~(plug rope ;~(pose (stag ~ ;~(pfix fas wide)) (easy ~)))
::
++ rood
;~ pfix fas
(stag %clsg poor)
==
::
++ rupl
%+ cook
|= [a=? b=(list twig) c=?]
?: a
?: c
[%clsg [%clsg b] ~]
[%clsg b]
?: c
[%clsg [%cltr b] ~]
[%cltr b]
;~ plug
;~ pose
(cold | (just '['))
(cold & (jest '~['))
==
::
;~ pose
(ifix [ace gap] (most gap tall))
(most ace wide)
==
::
;~ pose
(cold & (jest ']~'))
(cold | (just ']'))
==
==
::
++ sail :: template language
|= tol=? =| lin=?
|%
++ ape :: product twig
%- cook
:_ amp
|= tum=tuna ^- twig
?: ?=([%e *] tum)
[p.tum (sag q.tum)]
(sag tum ~)
::
++ amp :: entry point
;~(pfix sem ?:(tol bam bat))
::
++ bam :: tall top
%+ knee *tuna |. ~+
;~ pose
(stag %f ;~(pfix (plus ace) (cook rab puv)))
(stag %e ;~(plug hag nal))
(stag %e hul)
(stag %f nup)
;~(pfix tis (stag %f nol))
;~(pfix hep (stag %a ;~(pfix gap tall)))
;~(pfix lus (stag %b ;~(pfix gap tall)))
;~(pfix tar (stag %c ;~(pfix gap tall)))
;~(pfix cen (stag %d ;~(pfix gap tall)))
(easy [%f [%a [%smdq 10 ~]] ~])
==
::
++ bat :: wide outer top
%+ knee *tuna |. ~+
;~ pose
(stag %f nup)
(stag %f ped)
(stag %e ;~(plug hig lif))
==
::
++ bet :: wide inner top
%+ knee *tuna |. ~+
;~ pose
bat
;~(pfix hep (stag %a wide))
;~(pfix lus (stag %b wide))
;~(pfix tar (stag %c wide))
;~(pfix cen (stag %d wide))
==
::
++ fry :: mane as twig
%+ cook
|= [a=@tas b=(unit ,@tas)]
?~ b
[%dtzz %tas a]
[[%dtzz %tas a] [%dtzz %tas u.b]]
;~(plug sym ;~(pose (stag ~ ;~(pfix cab sym)) (easy ~)))
::
++ hag :: script or style
%+ cook |=(a=twig a)
;~ plug
(stag %dtzz (stag %tas ;~(pose (jest %script) (jest %style))))
(stag %clsg jaw)
==
::
++ hig :: simple head
(cook |=([a=twig b=(list twig)] [a %clsg b]) hog)
::
++ hog :: tag head
%+ cook
|= $: a=twig
b=(list ,[@tas @tas])
c=$|(~ [p=@tas q=twig])
d=(list twig)
==
^- [twig (list twig)]
=- [a (welp - ?~(c d [[[%dtzz %tas p.c] q.c] d]))]
=- (~(tap by -))
%. |=(e=(list tank) [%smdq ~(ram re %rose [" " `~] e)])
=< ~(run by f:(reel b .))
|= [e=[p=term q=term] f=(jar twig tank)]
(~(add ja f) [[%dtzz %tas p.e] [%leaf (trip q.e)]])
;~ plug
fry
=- (star ;~(plug - sym))
;~(pose (cold %class dot) (cold %id hax))
=- ;~(pose ;~(plug - (stag %smdq soil)) (easy ~))
;~(pose (cold %href fas) (cold %src pat))
;~ pose
%+ ifix [pel per]
%+ more ;~(plug com ace)
;~(plug fry ;~(pfix ace wide))
::
(easy ~)
==
==
::
++ hoy :: tall attributes
%- star
;~ pfix ;~(plug gap tis)
;~(plug fry ;~(pfix gap tall))
==
::
++ hul :: tall preface
%+ cook
|= [a=[p=twig q=(list twig)] b=(list twig) c=(list tuna)]
^- [twig (list tuna)]
[[p.a %clsg (weld q.a b)] c]
;~(plug hog hoy nol)
::
++ jaw :: wide attributes
;~ pose
%+ ifix [pel per]
%+ more ;~(plug com ace)
;~(plug fry ;~(pfix ace wide))
::
(easy ~)
==
::
++ lif :: wide elements
%+ cook |=(a=(list tuna) a)
;~(pose ;~(pfix col pep) (cold ~ sem) (easy ~))
::
++ luf :: wide elements
%+ cook |=(a=(list tuna) a)
(star ;~(pfix ace bet))
::
++ nal :: unescaped tall tail
%+ cook |=(a=(list tuna) a)
%+ ifix [gap ;~(plug gap duz)]
%+ most gap
;~ pfix sem
;~ pose
;~ pfix ace
%+ cook
|= a=tape
[%a %smdq (weld a `tape`[`@`10 ~])]
(star (shim 32 255))
==
(easy [%a %smdq `@`10 ~])
==
==
::
++ nol :: tall tail
?> tol
%+ cook |=(a=(list tuna) a)
;~ pose
(cold ~ sem)
;~(pfix col pep(tol |))
;~(pfix ;~(plug col ace) (cook rab(tol |) puv))
(ifix [gap ;~(plug gap duz)] (most gap amp))
==
::
++ nup :: wide quote
%+ cook |=(a=(list tuna) a)
;~ pose
;~(less (jest '"""') (ifix [doq doq] (cook rab puv)))
(inde (ifix [(jest '"""\0a') (jest '\0a"""')] (cook rab puv(lin |))))
==
::
++ pab (ifix [kel ker] ;~(plug hig luf)) :: bracketed element
++ ped :: wide flow
%+ cook |=(a=(list tuna) a)
(ifix [pel per] (more ace bet))
::
++ pep :: wrapped tuna
%+ cook |=(a=(list tuna) a)
;~ pose
ped
(ifix [pel per] (more ace bet))
(cook |=(@t [%a %smdq (trip +<)]~) qut)
;~ plug
bat
(easy ~)
==
==
::
++ puv :: wide/tall flow
%+ cook |=(a=(list beet) a)
%- star
;~ pose
;~(pfix bas ;~(pose (mask "-+*%;\{") bas doq bix:ab))
;~(pfix hep (stag %a sump))
;~(pfix lus (stag %b sump))
;~(pfix tar (stag %c sump))
;~(pfix cen (stag %d sump))
;~(pfix sem (stag %e pab(tol |)))
;~(less bas kel ?:(tol fail doq) prn)
?:(lin fail ;~(less (jest '\0a"""') (just '\0a')))
(stag %a sump)
==
::
++ rab :: beet to tuna
|= reb=(list beet)
^- (list tuna)
=| [sim=(list ,@) tuz=(list tuna)]
|- ^- (list tuna)
?~ reb
=. sim
?. tol sim
[10 |-(?~(sim sim ?:(=(32 i.sim) $(sim t.sim) sim)))]
?~(sim tuz [[%a %smdq (flop sim)] tuz])
?@ i.reb
$(reb t.reb, sim [i.reb sim])
=+ zut=$(reb t.reb, sim ~)
?~ sim [i.reb zut]
[[%a %smdq (flop sim)] i.reb zut]
::
++ sag :: tuna to twig
|= [lut=(list tuna)]
^- twig
:- %cltr
|- ^- (list twig)
?~ lut [[%dtzz %n ~] ~]
?- -.i.lut
%a [[%clfs p.i.lut] $(lut t.lut)]
%b [p.i.lut $(lut t.lut)]
%c :_ ~
:+ %cndt `twig`[p.i.lut [%cltr $(lut t.lut)]]
:+ %tsbr `tile`[[%axil %noun] [%axil %noun]]
:- %brcn
^- (map term foot)
:_ [~ ~]
=+ sug=[[%& 12] ~]
:+ %$ %elm
:^ %wtsg sug
[%cnts sug [[[[%& 1] ~] [~ 13]] ~]]
[%cnts sug [[[[%& 3] ~] [%cnts [%$ ~] [[sug [~ 25]] ~]]] ~]]
%d [[%cnhp p.i.lut [%cltr $(lut t.lut)] ~] ~]
%e [[p.i.lut ^$(lut [[%f q.i.lut] ~])] $(lut t.lut)]
%f $(lut (weld p.i.lut t.lut))
==
--
::
++ scat !:
%+ knee *twig |. ~+
%- stew
^. stet ^. limo
:~
:- '!'
;~ pose
(stag %wtzp ;~(pfix zap wide))
(stag %zpzp (cold ~ ;~(plug zap zap)))
:: (stag %zpcn (cold ~ ;~(plug zap cen)))
==
:- '$'
rump
:: (cook |=(a=wing [%cnts a ~]) rope)
:- '%'
;~ pfix cen
;~ pose
(stag %clsg (sear |=([a=@ud b=tyke] (posh ~ ~ a b)) porc))
(stag %dtzz (stag %tas (cold %$ buc)))
(stag %dtzz (stag %f (cold & pam)))
(stag %dtzz (stag %f (cold | bar)))
(stag %dtzz (stag %t qut))
(cook (jock &) nuck:so)
(stag %clsg (sear |=(a=(list) (posh ~ ~ (lent a) ~)) (star cen)))
:: (easy [%clsg (poof wer)])
==
==
:- '&'
;~ pose
(cook |=(a=wing [%cnts a ~]) rope)
(stag %wtpm ;~(pfix pam (ifix [pel per] (most ace wide))))
;~(plug (stag %dtzz (stag %f (cold & pam))) ;~(pfix fas wide))
(stag %dtzy (stag %f (cold & pam)))
==
:- '\''
(stag %dtzy (stag %t qut))
:- '('
(stag %cnhp (ifix [pel per] (most ace wide)))
:- '*'
(stag %bctr ;~(pfix tar hill))
:- '+'
;~ pose
(stag %dtls ;~(pfix lus (ifix [pel per] wide)))
::
%+ cook
|= a=(list (list beer))
:- %clfs
[%smdq |-(?~(a ~ (weld i.a $(a t.a))))]
(most dog ;~(pfix lus soil))
::
(cook |=(a=wing [%cnts a ~]) rope)
==
:- '-'
;~ pose
(stag %dtzy tash:so)
::
%+ cook
|= a=(list (list beer))
[%clsg (phax a)]
(most dog ;~(pfix hep soil))
::
(cook |=(a=wing [%cnts a ~]) rope)
==
:- '.'
;~ pose
(cook (jock |) ;~(pfix dot perd:so))
(cook |=(a=wing [%cnts a ~]) rope)
==
:- ['0' '9']
(stag %dtzy bisk:so)
:- ':'
;~ pfix col
;~ pose
(stag %smcl (ifix [pel per] (most ace wide)))
;~(pfix fas (stag %clfs wide))
==
==
:- '='
(stag %dtts ;~(pfix tis (ifix [pel per] ;~(glam wide wide))))
:- '?'
(stag %bccm (stag %fern ;~(pfix wut (ifix [pel per] (most ace toil)))))
:- '['
rupl
:- ','
(stag %bccm ;~(pfix com hill))
:- '^'
;~ pose
(stag %cnzz rope)
==
:- '`'
;~ pfix tec
;~ pose
%+ cook
|=([a=@ta b=twig] [%ktls [%dtzy a 0] [%ktls [%dtzy %$ 0] b]])
;~(pfix pat ;~(plug mota ;~(pfix tec wide)))
(stag %kthp ;~(plug toil ;~(pfix tec wide)))
(stag %ktls ;~(pfix lus ;~(plug wide ;~(pfix tec wide))))
(cook |=(a=twig [[%dtzz %n ~] a]) wide)
==
==
:- '"'
%+ cook
|= a=(list (list beer))
[%smdq |-(?~(a ~ (weld i.a $(a t.a))))]
(most dog soil)
:- ['a' 'z']
rump
:- '|'
;~ pose
(cook |=(a=wing [%cnts a ~]) rope)
(stag %wtbr ;~(pfix bar (ifix [pel per] (most ace wide))))
;~(plug (stag %dtzz (stag %f (cold | bar))) ;~(pfix fas wide))
(stag %dtzy (stag %f (cold | bar)))
==
:- '~'
;~ pose
rupl
::
;~ pfix sig
;~ pose
(stag %clsg (ifix [sel ser] (most ace wide)))
::
%+ stag %cnsg
%+ ifix
[pel per]
;~(glam rope wide (stag %cltr (most ace wide)))
::
(cook (jock |) twid:so)
(easy [%bczp %null])
==
==
==
:- '/'
rood
:- '<'
(ifix [gal gar] (stag %hxgl (most ace wide)))
:- '>'
(ifix [gar gal] (stag %hxgr (most ace wide)))
==
++ soil
;~ pose
;~ less (jest '"""')
%+ ifix [doq doq]
%- star
;~ pose
;~(pfix bas ;~(pose bas doq kel bix:ab))
;~(less doq bas kel prn)
(stag ~ sump)
==
==
::
%- inde %+ ifix
[(jest '"""\0a') (jest '\0a"""')]
%- star
;~ pose
;~(pfix bas ;~(pose bas kel bix:ab))
;~(less bas kel prn)
;~(less (jest '\0a"""') (just `@`10))
(stag ~ sump)
==
==
++ sump (ifix [kel ker] (stag %cltr (most ace wide)))
++ noil
|= tol=?
=< ;~ pfix buc
%- stew
^. stet ^. limo
:~
['|' (rung bar %reed exqb)]
['&' (rung pam %bush exqb)]
['?' (rung wut %fern exqc)]
['_' (rung cab %weed exqd)]
['^' (rung ket %herb exqd)]
['=' (rung tis %bark exqe)]
:- '+'
%+ cook
|=([a=tile b=tile] [%weed [%brls a [%bctr b]]])
;~(pfix lus (toad exqb))
:- '%'
;~ pfix cen
%+ sear
|= a=(list tile) ^- (unit tile)
=- ?~(b ~ ?~(u.b ~ [~ %kelp i.u.b t.u.b]))
^= b
|- ^- (unit (list line))
?~ a [~ ~]
=+ c=$(a t.a)
?~ c ~
?. ?=([[%leaf *] *] i.a) ~
[~ [p.i.a q.i.a] u.c]
(toad exqc)
==
:- ':'
;~ pfix col
%+ cook
|=(a=(list tile) ?~(a !! ?~(t.a i.a [i.a $(a t.a)])))
(toad exqc)
==
==
==
|%
++ toad
|* har=_exqa
=+ dur=(ifix [pel per] $:har(tol |))
?:(tol ;~(pose ;~(pfix gap $:har(tol &)) dur) dur)
::
++ rung
|* [dif=_rule tuq=* har=_exqa]
;~(pfix dif (stag tuq (toad har)))
::
++ gunk ~+((glue muck))
++ muck ?:(tol gap ace)
++ butt |*(zor=_rule ?:(tol ;~(sfix zor ;~(plug gap duz)) zor))
++ loaf ?:(tol howl toil)
++ lobe ?:(tol tall wide)
++ exqa |.(loaf)
++ exqb |.(;~(gunk loaf loaf))
++ exqc |.((butt (most muck loaf)))
++ exqd |.(lobe)
++ exqe |.(;~(gunk sym loaf))
--
++ norm :: rune regular form
|= tol=?
=< %- stew
^. stet ^. limo
:~ :- '|'
;~ pfix bar
%- stew
^. stet ^. limo
:~ ['_' (rune cab %brcb expv)]
['%' (rune cen %brcn expe)]
['.' (rune dot %brdt expa)]
['/' (rune fas %brfs expv)]
['-' (rune hep %brhp expa)]
['^' (rune ket %brkt expr)]
['+' (rune lus %brls expo)]
['*' (rune tar %brtr expo)]
['=' (rune tis %brts expo)]
['?' (rune wut %brwt expa)]
==
==
:- '%'
;~ pfix cen
%- stew
^. stet ^. limo
:~ ['_' (rune cab %cncb exph)]
[':' (rune col %cncl expb)]
['.' (rune dot %cndt expb)]
['^' (rune ket %cnkt expd)]
['+' (rune lus %cnls expc)]
['-' (rune hep %cnhp expk)]
['~' (rune sig %cnsg expq)]
['*' (rune tar %cntr expm)]
['=' (rune tis %cnts exph)]
==
==
:- '$'
;~ pose
;~ pfix buc
%- stew
^. stet ^. limo
:~
[',' (rune com %bccm expt)]
['*' (rune tar %bctr expt)]
['@' (rune pat %bcpt expu)]
==
==
(stag %bccm (noil tol))
==
:- ':'
;~ pfix col
%- stew
^. stet ^. limo
:~ ['_' (rune cab %clcb expb)]
:: ['~' (rune cen %clcn exps)]
['/' (rune fas %clfs expa)]
['^' (rune ket %clkt expd)]
['+' (rune lus %clls expc)]
['-' (rune hep %clhp expb)]
['~' (rune sig %clsg exps)]
['*' (rune tar %cltr exps)]
==
==
:- '.'
;~ pfix dot
%- stew
^. stet ^. limo
:~ ['+' (rune lus %dtls expa)]
['*' (rune tar %dttr expb)]
['=' (rune tis %dtts expb)]
['?' (rune wut %dtwt expa)]
['^' (rune ket %dtkt expn)]
==
==
:- '^'
;~ pfix ket
%- stew
^. stet ^. limo
:~ ['|' (rune bar %ktbr expa)]
['.' (rune dot %ktdt expb)]
['-' (rune hep %kthp expo)]
['+' (rune lus %ktls expb)]
['#' (rune hax %kthx expb)]
['&' (rune pam %ktpm expa)]
['~' (rune sig %ktsg expa)]
['=' (rune tis %ktts expg)]
['?' (rune wut %ktwt expa)]
==
==
:- '~'
;~ pfix sig
%- stew
^. stet ^. limo
:~ ['|' (rune bar %sgbr expb)]
['$' (rune buc %sgbc expg)]
['_' (rune cab %sgcb expb)]
['%' (rune cen %sgcn hind)]
['/' (rune fas %sgfs hine)]
['<' (rune gal %sggl hinb)]
['>' (rune gar %sggr hinb)]
['+' (rune lus %sgls hinc)]
['&' (rune pam %sgpm hinf)]
['?' (rune wut %sgwt hing)]
['=' (rune tis %sgts expb)]
['!' (rune zap %sgzp expb)]
==
==
:- ';'
;~ pfix sem
%- stew
^. stet ^. limo
:~ [':' (rune col %smcl expi)]
['.' (rune dot %smdt expi)]
['~' (rune sig %smsg expi)]
[';' (rune sem %smsm expo)]
==
==
:- '='
;~ pfix tis
%- stew
^. stet ^. limo
:~ ['|' (rune bar %tsbr expo)]
['.' (rune dot %tsdt expq)]
['^' (rune ket %tskt expd)]
[':' (rune col %tscl expp)]
['<' (rune gal %tsgl expb)]
['>' (rune gar %tsgr expb)]
['-' (rune hep %tshp expb)]
['*' (rune tar %tstr expj)]
['+' (rune lus %tsls expb)]
['~' (rune sig %tssg expi)]
==
==
:- '?'
;~ pfix wut
%- stew
^. stet ^. limo
:~ ['|' (rune bar %wtbr exps)]
[':' (rune col %wtcl expc)]
['.' (rune dot %wtdt expc)]
['<' (rune gal %wtgl expb)]
['>' (rune gar %wtgr expb)]
['-' (rune hep %wthz expx)]
['^' (rune ket %wtkz expf)]
['=' (rune tis %wttz expw)]
['+' (rune lus %wtlz expy)]
['&' (rune pam %wtpm exps)]
['@' (rune pat %wtpz expf)]
['~' (rune sig %wtsz expf)]
['!' (rune zap %wtzp expa)]
==
==
:- '!'
;~ pfix zap
%- stew
^. stet ^. limo
:~ [':' ;~(pfix col (toad expz))]
['.' ;~(pfix dot (toad |.(loaf(bug |))))]
[',' (rune com %zpcm expb)]
[';' (rune sem %zpsm expb)]
['^' ;~(pfix ket (sear prey (toad exps)))]
['>' (rune gar %zpgr expa)]
['=' (rune tis %zpts expa)]
['?' (rune wut %zpwt hinh)]
==
==
==
|%
++ boog :: core arms
%+ knee [p=*term q=*foot] |. ~+
;~ pfix lus
;~ pose
%+ cook
|=([a=%ash b=term c=twig] [b a c])
;~ gunk
(cold %ash (just '+'))
;~(pose (cold %$ buc) sym)
loaf
==
::
%+ cook
|=([a=%elm b=term c=twig] [b a c])
;~ gunk
(cold %elm (just '-'))
;~(pose (cold %$ buc) sym)
loaf
==
::
%+ cook
|=([a=%oak b=term] [b a ~])
;~ gunk
(cold %oak (just '|'))
;~(pose (cold %$ buc) sym)
==
==
==
::
++ wisp :: core tail
%- ulva
%+ cook
|=(a=(list ,[p=term q=foot]) (~(gas by *(map term foot)) a))
(most muck boog)
::
++ toad :: untrap parser exp
|* har=_expa
=+ dur=(ifix [pel per] $:har(tol |))
?:(tol ;~(pose ;~(pfix gap $:har(tol &)) dur) dur)
::
++ rune :: build rune
|* [dif=_rule tuq=* har=_expa]
;~(pfix dif (stag tuq (toad har)))
::
++ glop ~+((glue mash)) :: separated by space
++ gunk ~+((glue muck)) :: separated list
++ butt |* zor=_rule :: closing == if tall
?:(tol ;~(sfix zor ;~(plug gap duz)) zor)
++ ulva |* zor=_rule :: closing -- and tall
?.(tol fail ;~(sfix zor ;~(plug gap dun)))
++ hank (most muck loaf) :: gapped twigs
++ loaf ?:(tol tall wide) :: hoon, current width
++ lobe ?:(tol howl toil) :: tile form
++ mash ?:(tol gap ;~(plug com ace)) :: list separator
++ muck ?:(tol gap ace) :: general separator
++ teak %+ knee *tiki |. ~+ :: wing or twig
=+ ^= gub
|= [a=term b=$%([& p=wing] [| p=twig])]
^- tiki
?-(-.b %& [%& [~ a] p.b], %| [%| [~ a] p.b])
=+ ^= wyp
;~ pose
%+ cook gub
;~ plug
sym
;~(pfix tis ;~(pose (stag %& rope) (stag %| wide)))
==
::
(stag %& (stag ~ rope))
(stag %| (stag ~ wide))
==
?. tol wyp
;~ pose
wyp
::
;~ pfix
;~(plug ket tis gap)
%+ cook gub
;~ plug
sym
;~(pfix gap ;~(pose (stag %& rope) (stag %| tall)))
==
==
::
(stag %| (stag ~ tall))
==
++ race (most mash ;~(gunk lobe loaf)) :: list [tile twig]
++ rack (most mash ;~(gunk loaf loaf)) :: list [twig twig]
++ rick (most mash ;~(gunk rope loaf)) :: list [wing twig]
:: Rune contents
++ expa |.(loaf) :: one twig
++ expb |.(;~(gunk loaf loaf)) :: two twigs
++ expc |.(;~(gunk loaf loaf loaf)) :: three twigs
++ expd |.(;~(gunk loaf loaf loaf loaf)) :: four twigs
++ expe |.(wisp) :: core tail
++ expf |.(;~(gunk teak loaf loaf)) :: tiki and two twigs
++ expg |.(;~(gunk sym loaf)) :: term and twig
++ exph |.((butt ;~(gunk rope rick))) :: wing, [tile twig]s
++ expi |.((butt ;~(gunk loaf hank))) :: one or more twigs
++ expj |.(;~(gunk sym rope loaf)) :: term, wing, and twig
++ expk |.(;~(gunk loaf ;~(plug loaf (easy ~)))) :: list of two twigs
++ expm |.((butt ;~(gunk rope loaf rick))) :: several [tile twig]s
++ expn |.((stag %cltr (butt hank))) :: autoconsed twigs
++ expo |.(;~(gunk lobe loaf)) :: tile and twig
++ expp |.(;~(gunk (butt rick) loaf)) :: [wing twig]s, twig
++ expq |.(;~(gunk rope loaf loaf)) :: wing and two twigs
++ expr |.(;~(gunk loaf wisp)) :: twig and core tail
++ exps |.((butt hank)) :: closed gapped twigs
++ expt |.(lobe) :: tile
++ expu |.(;~(gunk rope lobe)) :: wing and tile
++ expv |.(;~(gunk lobe wisp)) :: tile, core tail
++ expw |.(;~(gunk lobe teak)) :: tile and tiki
++ expx |.((butt ;~(gunk teak race))) :: tiki, [tile twig]s
++ expy |.((butt ;~(gunk teak loaf race))) :: tk twig [tile twig]s
++ expz |.(loaf(bug &)) :: twig with tracing
:: Hint syntaces (nock 10)
++ hinb |.(;~(gunk bont loaf)) :: hint and twig
++ hinc |. :: optional =en, twig
;~(pose ;~(gunk bony loaf) ;~(plug (easy ~) loaf))
++ hind |.(;~(gunk bonk loaf bonz loaf)) :: jet twig "bon"s twig
++ hine |.(;~(gunk bonk loaf)) :: jet-hint and twig
++ hinf |. :: 0-3 >s, two twigs
;~ pose
;~(gunk (cook lent (stun [1 3] gar)) loaf loaf)
(stag 0 ;~(gunk loaf loaf))
==
++ hing |. :: 0-3 >s, three twigs
;~ pose
;~(gunk (cook lent (stun [1 3] gar)) loaf loaf loaf)
(stag 0 ;~(gunk loaf loaf loaf))
==
++ bonk :: jet signature
;~ pfix cen
;~ pose
;~(plug sym ;~(pfix col ;~(plug sym ;~(pfix dot ;~(pfix dot dem)))))
;~(plug sym ;~(pfix col ;~(plug sym ;~(pfix dot dem))))
;~(plug sym ;~(pfix dot dem))
sym
==
==
++ hinh |. :: 1/2 numbers, twig
;~ gunk
;~ pose
dem
(ifix [sel ser] ;~(plug dem ;~(pfix ace dem)))
==
loaf
==
++ bont ;~ (bend) :: term, optional twig
;~(pfix cen sym)
;~(pfix dot ;~(pose wide ;~(pfix muck loaf)))
==
++ bony (cook |=(a=(list) (lent a)) (plus tis)) :: base 1 =en count
++ bonz :: term-labelled twigs
;~ pose
(cold ~ sig)
%+ ifix
?:(tol [;~(plug duz gap) ;~(plug gap duz)] [pel per])
(more mash ;~(gunk ;~(pfix cen sym) loaf))
==
--
::
++ lung
~+
%- bend
|= $: ros=twig
$= vil
$% [%tis p=twig]
[%col p=twig]
[%ket p=twig]
[%pat p=tile]
[%pel p=tram]
==
==
^- (unit twig)
?- -.vil
%col [~ %tsgl ros p.vil]
%pel [~ %cnts ~(rake ap ros) p.vil]
%pat [~ %bcpt ~(rake ap ros) p.vil]
%ket [~ ros p.vil]
%tis =+ tog=~(hock ap ros)
?:(=([%0 ~] tog) ~ [~ %ktts tog p.vil])
==
::
++ long
%+ knee *twig |. ~+
;~ lung
scat
;~ pose
;~(plug (cold %tis tis) wide)
;~(plug (cold %col col) wide)
;~(plug (cold %ket ket) wide)
;~(plug (cold %pat pat) hill)
;~ plug
(easy %pel)
(ifix [pel per] lobo)
==
==
==
::
++ lobo (most ;~(plug com ace) ;~(glam rope wide))
++ loon (most ;~(plug com ace) ;~(glam wide wide))
++ lute :: tall [] noun
~+
%+ stag %cltr
%+ ifix
[;~(plug sel gap) ;~(plug gap ser)]
(most gap tall)
::
++ rope :: wing form
%+ knee *wing
|. ~+
%+ (slug |=([a=limb b=wing] [a b]))
dot
;~ pose
%+ cook
|=([a=(list) b=term] ?~(a b [%| (lent a) b]))
;~(plug (star ket) ;~(pose sym (cold %$ buc)))
::
%+ cook
|=(a=axis [%& a])
;~ pose
;~(pfix lus dim:ag)
;~(pfix pam (cook |=(a=@ ?:(=(0 a) 0 (mul 2 +($(a (dec a)))))) dim:ag))
;~(pfix bar (cook |=(a=@ ?:(=(0 a) 1 +((mul 2 $(a (dec a)))))) dim:ag))
ven
(cold 1 dot)
==
==
::
++ tall %+ knee *twig :: full tall form
|.(~+((wart ;~(pose (norm &) long lute ape:(sail &)))))
++ wide %+ knee *twig :: full wide form
|.(~+((wart ;~(pose (norm |) long ape:(sail |)))))
++ hill (knee *tile |.(~+(;~(pose (noil |) toil))))
++ howl (knee *tile |.(~+(;~(pose (noil &) toil))))
++ toil
%+ knee *tile |. ~+
%- stew
^. stet ^. limo
:~
:- '%'
;~ pfix cen
;~ pose
(stag %leaf (stag %tas (cold %$ buc)))
(stag %leaf (stag %f (cold & pam)))
(stag %leaf (stag %f (cold | bar)))
(stag %leaf (stag %t qut))
%+ cook
|= lot=coin ^- tile
?- -.lot
~ [%leaf p.lot]
%blob
?@(p.lot [%leaf %$ p.lot] [$(p.lot -.p.lot) $(p.lot +.p.lot)])
::
%many
?~(p.lot [%leaf %n ~] [$(lot i.p.lot) $(p.lot t.p.lot)])
==
nuck:so
==
==
:- '&'
(stag %leaf (stag %f (cold & pam)))
:- '*'
(cold [%axil %noun] tar)
:- '?'
;~ pose
(stag %fern ;~(pfix wut (ifix [pel per] (most ace toil))))
(stag %axil (cold %bean wut))
==
:- '@'
;~(pfix pat (stag %axil (stag %atom mota)))
:- '^'
;~ pose
(stag %herb (stag %cnzz rope))
(cold [%axil %cell] ket)
==
:- '('
(stag %herb wide)
:- '.'
(stag %herb (stag %cnzz rope))
:- '['
%+ ifix [sel ser]
%+ cook
|= a=(list tile)
?~(a !! ?~(t.a i.a [i.a $(a t.a)]))
(most ace toil)
:- '_'
(stag %weed ;~(pfix cab wide))
:- ['0' '9']
(stag %leaf bisk:so)
:- ['a' 'z']
;~ pose
(stag %bark ;~(plug sym ;~(pfix tis toil)))
(stag %herb wide)
==
:- '$'
;~ pose
(noil |)
(stag %herb wide)
==
:- '|'
(stag %leaf (stag %f (cold | bar)))
:- '~'
(stag %leaf (stag %n (cold ~ sig)))
==
++ wart
|* zor=_rule
%+ here
|= [a=pint b=twig]
?:(bug [%zpcb [wer a] b] b)
zor
--
::
++ vest
~/ %vest
|= tub=nail
~| %vest
^- (like twig)
%. tub
%- full
(ifix [gay gay] tall:vast)
::
++ vice
|= txt=@ta
^- twig
(rash txt wide:vast)
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: profiling support; move me ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
++ doss
$: mon=moan :: sample count
hit=(map term ,@ud) :: hit points
cut=(map path hump) :: cut points
==
++ moan :: sample metric
$: fun=@ud :: samples in C
noc=@ud :: samples in nock
glu=@ud :: samples in glue
mal=@ud :: samples in alloc
far=@ud :: samples in frag
coy=@ud :: samples in copy
euq=@ud :: samples in equal
== ::
::
++ hump
$: mon=moan :: sample count
out=(map path ,@ud) :: calls out of
inn=(map path ,@ud) :: calls into
==
::
++ pi-heck
|= [nam=@tas day=doss]
^- doss
=+ lam=(~(get by hit.day) nam)
day(hit (~(put by hit.day) nam ?~(lam 1 +(u.lam))))
::
++ pi-noon :: sample trace
|= [mot=term paz=(list path) day=doss]
=| lax=(unit path)
|- ^- doss
?~ paz day(mon (pi-mope mot mon.day))
%= $
paz t.paz
lax `i.paz
cut.day
%+ ~(put by cut.day) i.paz
^- hump
=+ nax=`(unit path)`?~(t.paz ~ `i.t.paz)
=+ hup=`hump`=+(hup=(~(get by cut.day) i.paz) ?^(hup u.hup [*moan ~ ~]))
:+ (pi-mope mot mon.hup)
?~ lax out.hup
=+ hag=(~(get by out.hup) u.lax)
(~(put by out.hup) u.lax ?~(hag 1 +(u.hag)))
?~ nax inn.hup
=+ hag=(~(get by inn.hup) u.nax)
(~(put by inn.hup) u.nax ?~(hag 1 +(u.hag)))
==
++ pi-mope :: add sample
|= [mot=term mon=moan]
?+ mot mon
%fun mon(fun +(fun.mon))
%noc mon(noc +(noc.mon))
%glu mon(glu +(glu.mon))
%mal mon(mal +(mal.mon))
%far mon(far +(far.mon))
%coy mon(coy +(coy.mon))
%euq mon(euq +(euq.mon))
==
++ pi-moth :: count sample
|= mon=moan ^- @ud
:(add fun.mon noc.mon glu.mon mal.mon far.mon coy.mon euq.mon)
::
++ pi-mumm :: print sample
|= mon=moan ^- tape
=+ tot=(pi-moth mon)
;: welp
^- tape
?: =(0 noc.mon) ~
(welp (scow %ud (div (mul 100 noc.mon) tot)) "n ")
::
^- tape
?: =(0 fun.mon) ~
(welp (scow %ud (div (mul 100 fun.mon) tot)) "c ")
::
^- tape
?: =(0 glu.mon) ~
(welp (scow %ud (div (mul 100 glu.mon) tot)) "g ")
::
^- tape
?: =(0 mal.mon) ~
(welp (scow %ud (div (mul 100 mal.mon) tot)) "m ")
::
^- tape
?: =(0 far.mon) ~
(welp (scow %ud (div (mul 100 far.mon) tot)) "f ")
::
^- tape
?: =(0 coy.mon) ~
(welp (scow %ud (div (mul 100 coy.mon) tot)) "y ")
::
^- tape
?: =(0 euq.mon) ~
(welp (scow %ud (div (mul 100 euq.mon) tot)) "e ")
==
::
++ pi-tell :: produce dump
|= day=doss
^- (list tape)
=+ tot=(pi-moth mon.day)
;: welp
[(welp "events: " (pi-mumm mon.day)) ~]
::
%+ turn
(~(tap by hit.day) ~)
|= [nam=term num=@ud]
:(welp (trip nam) ": " (scow %ud num))
["" ~]
::
%- zing
^- (list (list tape))
%+ turn
%+ sort (~(tap by cut.day))
|= [one=(pair path hump) two=(pair path hump)]
(gth (pi-moth mon.q.one) (pi-moth mon.q.two))
|= [pax=path hup=hump]
=+ ott=(pi-moth mon.hup)
;: welp
[(welp "label: " (spud pax)) ~]
[(welp "price: " (scow %ud (div (mul 100 ott) tot))) ~]
[(welp "shape: " (pi-mumm mon.hup)) ~]
::
?: =(~ out.hup) ~
:- "into:"
%+ turn
(~(tap by out.hup) ~)
|= [pax=path num=@ud]
^- tape
:(welp " " (spud pax) ": " (scow %ud num))
::
?: =(~ inn.hup) ~
:- "from:"
%+ turn
(~(tap by inn.hup) ~)
|= [pax=path num=@ud]
^- tape
:(welp " " (spud pax) ": " (scow %ud num))
::
["" ~]
~
==
==
--
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: volume 3, Arvo models and skeleton ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
~% %arvo + ~
|%
++ arch ,[p=@uvI q=(unit ,@uvI) r=(map ,@ta ,~)] :: fundamental node
++ arvo (mold ,[p=term q=mill] mill) :: arvo card
++ beam ,[[p=ship q=desk r=case] s=path] :: global name
++ beak ,[p=ship q=desk r=case] :: garnish with beak
++ bone ,@ud :: opaque duct
++ care ?(%$ %u %v %w %x %y %z) :: namespace mode
++ case :: version
$% [%da p=@da] :: date
[%tas p=@tas] :: label
[%ud p=@ud] :: sequence
== ::
++ desk ,@tas :: ship desk case spur
++ cage (cask vase) :: global metadata
++ cask |*(a=_,* (pair mark a)) :: global data
++ cuff :: permissions
$: p=(unit (set monk)) :: can be read by
q=(set monk) :: caused or created by
== ::
++ curd ,[p=@tas q=*] :: typeless card
++ duct (list wire) :: causal history
++ hypo |*(a=$+(* *) (pair type a)) :: type associated
++ hobo |* a=$+(* *) :: kiss wrapper
$? $% [%soft p=*] ::
== ::
a ::
== ::
++ kirk (unit (set monk)) :: audience
++ lens :: observation core
$_ ^? ::
|% ++ u *(unit (unit ,~)) :: existence
++ v *(unit (unit cage)) :: full history
++ w *(unit (unit (unit cage))) :: latest diff
++ x *(unit (unit cage)) :: data at path
++ y *(unit (unit arch)) :: directory
++ z *(unit (unit cage)) :: current subtree
-- ::
++ marc :: structured mark
$| mark :: plain mark
$% [%tabl p=(list (pair marc marc))] :: map
== ::
++ mark ,@tas :: content type
++ mass (pair cord (each noun (list ,mass))) :: memory usage
++ mill (each vase milt) :: vase/metavase
++ milt ,[p=* q=*] :: metavase
++ monk (each ship ,[p=@tas q=@ta]) :: general identity
++ mold :: new kernel action
|* [a=$+(* *) b=$+(* *)] :: forward/reverse
$% [%pass p=path q=a] :: advance
[%slip p=a] :: lateral
[%sick p=b] :: lame refactoring
[%give p=b] :: retreat
== ::
++ muse ,[p=@tas q=duct r=arvo] :: sourced move
++ move ,[p=duct q=arvo] :: arvo move
++ ovum ,[p=wire q=curd] :: typeless ovum
++ pane (list ,[p=@tas q=vase]) :: kernel modules
++ pone (list ,[p=@tas q=vise]) :: kernel modules, old
++ ship ,@p :: network identity
++ sink (trel bone ship path) :: subscription
++ sled $+ [(unit (set monk)) term beam] :: namespace function
(unit (unit cage)) ::
++ slad $+ [(unit (set monk)) term beam] :: undertyped
(unit (unit (cask))) ::
++ slut $+(* (unit (unit))) :: old namespace
++ vile :: reflexive constants
$: typ=type :: -:!>(*type)
duc=type :: -:!>(*duct)
pah=type :: -:!>(*path)
mev=type :: -:!>([%meta *vase])
== ::
++ wire path :: event pretext
::::: hacks and tools
++ slod
|= sed=slad
^- slut
|= raw=*
=+ pux=((soft path) raw)
?~ pux ~
?. ?=([@ @ @ @ *] u.pux) ~
=+ :* hyr=(slay i.u.pux)
fal=(slay i.t.u.pux)
dyc=(slay i.t.t.u.pux)
ved=(slay i.t.t.t.u.pux)
tyl=t.t.t.t.u.pux
==
?. ?=([~ %$ %tas @] hyr) ~
?. ?=([~ %$ %p @] fal) ~
?. ?=([~ %$ %tas @] dyc) ~
?. ?=(^ ved) ~
=+ ron=q.p.u.hyr
=+ bed=[[q.p.u.fal q.p.u.dyc (case p.u.ved)] (flop tyl)]
=+ bop=(sed ~ ron bed)
?~ bop ~
?~ u.bop [~ ~]
[~ ~ +.q.u.u.bop]
::::::::::::::::::::::::::::::::::::::::::::::::::::::::::
:: section 3bE, Arvo core ::
::
++ vent :: vane core
|= [lal=@tas vil=vile bud=vase sew=(pair worm vase)]
~% %vent +>+ ~
|%
++ ruck :: update vase
|= [pax=path txt=@ta]
^+ +>
=+ arg=[~2000.1.1 0 =>(~ |+(* ~))]
=+ rig=(slym q.sew arg)
=+ rev=(slym (slap bud (rain pax txt)) bud)
=+ syg=(slym rev arg)
~| %load-lost
+>.$(q.sew (slam (slap syg [%cnzy %load]) (slap rig [%cnzy %stay])))
::
++ wink :: deploy
|= [now=@da eny=@ ski=slad]
=+ rig=(slym q.sew +<) :: activate vane
~% %wink +>+> ~
|%
++ doze
|= [now=@da hen=duct]
^- (unit ,@da)
((hard (unit ,@da)) q:(slym (slap rig [%cnzy %doze]) +<))
::
++ slid
|= [hed=mill tal=mill]
^- mill
?: &(?=(& -.hed) ?=(& -.tal))
[%& (slop p.hed p.tal)]
[%| [%cell p.p.hed p.p.tal] [q.p.hed q.p.tal]]
::
++ slix
|= hil=mill
^- mill
?- -.hil
& [%& (slop [typ.vil p.p.hil] p.hil)]
| [%| [%cell typ.vil p.p.hil] p.hil]
==
::
++ slur :: call gate on
|= [gat=vase hil=mill]
^- (unit (pair vase worm))
=+ sam=(slot 6 gat)
=+ ^= hig
?- -.hil
& (~(nest wa p.sew) p.sam p.p.hil)
| (~(nets wa p.sew) p.sam p.p.hil)
==
?.(-.hig ~ `[(slym gat +>.hil) +.hig])
::
++ slur-a ~/(%slur-a |=([gat=vase hil=mill] (slur gat hil)))
++ slur-b ~/(%slur-b |=([gat=vase hil=mill] (slur gat hil)))
++ slur-c ~/(%slur-c |=([gat=vase hil=mill] (slur gat hil)))
++ slur-d ~/(%slur-d |=([gat=vase hil=mill] (slur gat hil)))
++ slur-e ~/(%slur-e |=([gat=vase hil=mill] (slur gat hil)))
++ slur-f ~/(%slur-f |=([gat=vase hil=mill] (slur gat hil)))
++ slur-g ~/(%slur-g |=([gat=vase hil=mill] (slur gat hil)))
++ slur-z ~/(%slur-z |=([gat=vase hil=mill] (slur gat hil)))
::
++ slur-pro :: profiling slur
~/ %slur-pro
|= [lal=@tas gat=vase hil=mill]
?+ lal (slur-z gat hil)
%a (slur-a gat hil)
%b (slur-b gat hil)
%c (slur-c gat hil)
%d (slur-d gat hil)
%e (slur-e gat hil)
%f (slur-f gat hil)
%g (slur-g gat hil)
==
::
++ song :: reduce metacard
~/ %song ::
|= mex=vase :: mex: vase of card
^- (unit (pair mill worm)) ::
=^ hip p.sew (~(nell wa p.sew) p.mex) ::
?. hip ~ :: a card is a cell
?. ?=(%meta -.q.mex) `[[%& mex] p.sew] :: ordinary card
=^ tiv p.sew (~(slot wa p.sew) 3 mex) ::
=^ hip p.sew (~(nell wa p.sew) p.tiv) ::
?. hip ~ :: a vase is a cell
=^ vax p.sew (~(slot wa p.sew) 2 tiv) ::
=^ hip p.sew (~(nest wa p.sew) typ.vil p.vax) ::
?. hip ~ :: vase head is type
%- biff ::
:_ |=(a=(pair milt worm) `[[%| p.a] q.a]) :: milt to mill
=+ mut=(milt q.tiv) :: card type, value
|- ^- (unit (pair milt worm)) ::
?. ?=([%meta p=* q=milt] q.mut) `[mut p.sew] :: ordinary metacard
=^ hip p.sew (~(nets wa p.sew) mev.vil p.mut) ::
?. hip ~ :: meta-metacard
$(mut +.q.mut) :: descend into meta
::
++ sump :: vase to move
~/ %sump
|= wec=vase
^- (unit (pair move worm))
%+ biff ((soft duct) -.q.wec)
|= a=duct
%- bind :_ |=(b=(pair arvo worm) [`move`[a p.b] q.b])
=- ?- -.har
| ~& [%dead-card p.har] ~ :: XX properly log?
& (some p.har)
==
^= har ^- (each (pair arvo worm) term)
=^ caq p.sew (~(spot wa p.sew) 3 wec)
?+ q.caq [%| (cat 3 %funk (,@tas q.caq))]
::
[%pass p=* q=@tas r=[p=@tas q=*]]
%- (bond |.([%| p.r.q.caq]))
%+ biff ((soft ,@) q.q.caq)
|= lal=@tas
?. ((sane %tas) lal) ~
%+ biff ((soft path) p.q.caq)
|= pax=path
=^ yav p.sew (~(spot wa p.sew) 15 caq)
%+ bind (song yav)
|= [hil=mill vel=worm]
[%& [%pass pax lal hil] vel]
::
[%give p=[p=@tas q=*]]
%- (bond |.([%| p.p.q.caq]))
=^ yav p.sew (~(spot wa p.sew) 3 caq)
%+ bind (song yav)
|= [hil=mill vel=worm]
[%& [%give hil] vel]
::
[%sick p=[p=@tas q=*]]
%- (bond |.([%| p.p.q.caq]))
=^ yav p.sew (~(spot wa p.sew) 3 caq)
%+ bind (song yav)
|= [hil=mill vel=worm]
[%& [%sick hil] vel]
::
[%slip p=@tas q=[p=@tas q=*]]
%- (bond |.([%| p.q.q.caq]))
%+ biff ((soft ,@) p.q.caq)
|= lal=@tas
?. ((sane %tas) lal) ~
=^ yav p.sew (~(spot wa p.sew) 7 caq)
%+ bind (song yav)
|= [hil=mill vel=worm]
[%& [%slip lal hil] vel]
==
::
++ said :: vase to (list move)
|= vud=vase
|- ^- (pair (list move) worm)
?: =(~ q.vud) [~ p.sew]
=^ hed p.sew (~(slot wa p.sew) 2 vud)
=^ tal p.sew (~(slot wa p.sew) 3 vud)
=^ mov p.sew (need (sump hed))
=^ moz p.sew $(vud tal)
[[mov moz] p.sew]
::
++ scry :: read namespace
~/ %scry
|= $: fur=(unit (set monk))
ren=care
bed=beam
==
^- (unit (unit (cask)))
:: ~& [%arvo-scry ren bed]
=+ ^= old
:* fur
ren
p.bed
q.bed
`coin`[%$ r.bed]
(flop s.bed)
==
^- (unit (unit (cask)))
=+ pro=(slym (slap rig [%cnzy %scry]) old)
?~ q.pro ~
?~ +.q.pro [~ ~]
=+ dat=(slot 7 pro)
[~ ~ (mark -.q.dat) +.q.dat]
::
++ soar :: scrub vane
|= sev=vase
^- vase
?: &(=(-.q.q.sew -.q.sev) =(+>.q.q.sew +>.q.sev))
q.sew :: unchanged, use old
sev(+<.q [*@da *@ =>(~ |+(* ~))]) :: clear to stop leak
::
++ swim
~/ %swim
|= $: org=@tas
pux=(unit wire)
hen=duct
hil=mill
==
^- [[p=(list move) q=worm] q=vase]
:: ~& [%swim-wyt `@ud`~(wyt in p.sew)]
=+ ^= pru
?~ pux
~| [%swim-call-vane lal (,[term ~] +.p.hil)]
=^ vax p.sew (~(slap wa p.sew) rig [%cnzy %call])
%^ slur-pro lal vax
(slid [%& duc.vil hen] (slix hil))
~| [%swim-take-vane lal (,[term ~] +.p.hil)]
=^ vax p.sew (~(slap wa p.sew) rig [%cnzy %take])
%^ slur-pro lal vax
;: slid
[%& pah.vil u.pux]
[%& duc.vil hen]
(slix (slid [%& [%cube org %atom %tas] org] hil))
==
?~ pru
~& [%swim-lost lal (,@tas +>-.hil)]
[[~ p.sew] q.sew]
=^ pro p.sew (need pru)
=^ moz p.sew (~(slap wa p.sew) pro [%cnzy %p])
=^ vem p.sew (~(slap wa p.sew) pro [%cnzy %q])
[(said moz) (soar vem)]
--
--
::
++ vint :: create vane
|= [lal=@tas vil=vile bud=vase pax=path txt=@ta] ::
(vent lal vil bud *worm (slym (slap bud (rain pax txt)) bud))
::
++ viol :: vane tools
|= but=type
^- vile
=+ pal=|=(a=@t ^-(type (~(play ut but) (vice a))))
:* typ=(pal '*type')
duc=(pal '*duct')
pah=(pal '*path')
mev=(pal '*[%meta vase]')
==
::
++ is :: operate in time
|= [vil=vile eny=@ bud=vase niz=(pair worm (list ,[p=@tas q=vase]))]
|_ now=@da
++ beck
^- slad
|= [fur=(unit (set monk)) ron=term bed=beam]
^- (unit (unit (cask)))
=> .(fur ?^(fur fur `[[%& p.bed] ~ ~])) :: XX heinous
=+ lal=(end 3 1 ron)
=+ ren=(care (rsh 3 1 ron))
|- ^- (unit (unit (cask)))
?~ q.niz ~
?. =(lal p.i.q.niz) $(q.niz t.q.niz)
%- scry:(wink:(vent lal vil bud p.niz q.i.q.niz) now (shax now) ..^$)
[fur ren bed]
::
++ dink :: vase by char
|= din=@tas ^- vase
?~(q.niz !! ?:(=(din p.i.q.niz) q.i.q.niz $(q.niz t.q.niz)))
::
++ dint :: input routing
|= hap=path ^- @tas
?+ hap !!
[@ %ames *] %a
[@ %boat *] %c
[@ %newt *] %a
[@ %sync *] %c
[@ %term *] %d
[@ %http *] %e
[@ %temp *] %t
==
::
++ doos :: sleep until
|= hap=path ^- (unit ,@da)
=+ lal=(dint hap)
(doze:(wink:(vent lal vil bud p.niz (dink lal)) now 0 beck) now [hap ~])
::
++ hurl :: start loop
|= [lac=? ovo=ovum]
~? &(!lac !=(%belt -.q.ovo)) [%unix -.q.ovo p.ovo]
^- [p=(list ovum) q=(pair worm (list ,[p=@tas q=vase]))]
?> ?=(^ p.ovo)
%+ kick lac
:~ :* i.p.ovo
~
:^ %pass t.p.ovo
(dint p.ovo)
:+ %&
[%cell [%cube %soft [%atom %tas]] %noun]
[%soft q.ovo]
==
==
::
++ race :: take
|= [org=@tas lal=@tas pux=(unit wire) hen=duct hil=mill ves=vase]
^- [p=[p=(list move) q=worm] q=vase]
=+ ven=(vent lal vil bud [p.niz ves])
=+ win=(wink:ven now (shax now) beck)
(swim:win org pux hen hil)
::
++ fire :: execute
|= [org=term lal=term pux=(unit wire) hen=duct hil=mill]
?: &(?=(^ pux) ?=(~ hen))
[[[[lal u.pux] (curd +>.hil)]~ ~] niz]
=+ naf=q.niz
|- ^- [[p=(list ovum) q=(list muse)] _niz]
?~ naf [[~ ~] [p.niz ~]]
?. =(lal p.i.naf)
=+ tuh=$(naf t.naf)
[-.tuh [+<.tuh [i.naf +>.tuh]]]
=+ fiq=(race org lal pux hen hil q.i.naf)
[[~ (turn p.p.fiq |=(a=move [lal a]))] [q.p.fiq [[p.i.naf q.fiq] t.naf]]]
::
++ jack :: dispatch card
|= [lac=? gum=muse]
^- [[p=(list ovum) q=(list muse)] _niz]
:: =. lac |(lac ?=(?(%g %f) p.gum))
:: =. lac &(lac !?=(%b p.gum))
%+ fire
p.gum
?- -.r.gum
%pass
~? &(!lac !=(%$ p.gum))
:^ %pass [p.gum p.q.r.gum]
[(,@tas +>-.q.q.r.gum) p.r.gum]
q.gum
[p.q.r.gum ~ [[p.gum p.r.gum] q.gum] q.q.r.gum]
::
%give
?> ?=(^ q.gum)
?. ?=(^ i.q.gum)
~& [%jack-bad-duct q.gum]
~& [%jack-bad-card +>-.p.r.gum]
!!
~? &(!lac |(!=(%blit +>-.p.r.gum) !=(%d p.gum)))
[%give p.gum (,@tas +>-.p.r.gum) `duct`q.gum]
[i.i.q.gum [~ t.i.q.gum] t.q.gum p.r.gum]
::
%slip
~? !lac [%slip p.gum (,@tas +>-.q.p.r.gum) q.gum]
[p.p.r.gum ~ q.gum q.p.r.gum]
::
%sick
?> ?=(^ q.gum)
?> ?=(^ i.q.gum)
~? !lac [%sick p.gum (,@tas +>-.p.r.gum) `duct`q.gum]
[i.i.q.gum ?~(t.i.q.gum ~ [~ t.i.q.gum]) t.q.gum p.r.gum]
==
::
++ kick :: new main loop
|= [lac=? mor=(list muse)]
=| ova=(list ovum)
|- ^- [p=(list ovum) q=(pair worm (list ,[p=@tas q=vase]))]
?~ mor [(flop ova) niz]
=^ nyx niz (jack lac i.mor)
$(ova (weld p.nyx ova), mor (weld q.nyx t.mor))
--
--
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
:::::: :::::: Postface ::::::
:::::: ::::::::::::::::::::::::::::::::::::::::::::::::::::::
=+ pit=`vase`!>(.) ::
=+ bud=pit :: becomes tang
=+ vil=(viol p.bud) :: cached reflexives
=| $: lac=? :: laconic bit
eny=@ :: entropy
niz=(pair worm (list ,[p=@tas q=vase])) :: modules
== ::
=< |%
++ come |= [@ (list ovum) pone] :: 11
^- [(list ovum) _+>]
~& %hoon-come
=^ rey +>+ (^come +<)
[rey +>.$]
++ keep |=(* (^keep ((hard ,[@da path]) +<))) :: 4
++ load |= [@ (list ovum) pane] :: 86
^- [(list ovum) _+>]
~& %hoon-load
=^ rey +>+ (^load +<)
[rey +>.$]
++ peek |=(* (^peek ((hard ,[@da path]) +<))) :: 87
++ poke |= * :: 42
^- [(list ovum) *]
=> .(+< ((hard ,[now=@da ovo=ovum]) +<))
?: =(%verb -.q.ovo)
[~ +>.$(lac !lac)]
?: ?=(%veer -.q.ovo)
[~ +>.$(+ (veer now q.ovo))]
=^ ova +>+ (^poke now ovo)
|- ^- [(list ovum) *]
?~ ova
[~ +>.^$]
?: ?=(%verb -.q.i.ova)
$(ova t.ova, lac !lac)
?: ?=(%veer -.q.i.ova)
$(ova t.ova, +>+.^$ (veer now q.i.ova))
?: ?=(%vega -.q.i.ova)
(vega now t.ova (path +.q.i.ova))
?: ?=(%mass -.q.i.ova)
=+ avo=$(ova t.ova)
:_ +.avo
:_ -.avo
%= i.ova
q.q
:- %userspace
:- %|
:~ hoon/`pit
zuse/`bud
hoon-cache/`p.niz
q.q.i.ova
dot/`.
==
==
=+(avo=$(ova t.ova) [[i.ova -.avo] +.avo])
++ wish |=(* (^wish ((hard ,@ta) +<))) :: 20
--
|%
++ come :: load incompatible
|= [yen=@ ova=(list ovum) nyf=pone]
^+ [ova +>]
(load yen ova (turn nyf |=([a=@tas b=vise] [a (slim b)])))
::
++ keep :: wakeup delay
|= [now=@da hap=path]
=> .(+< ((hard ,[now=@da hap=path]) +<))
(~(doos (is vil eny bud niz) now) hap)
::
++ load :: load compatible
|= [yen=@ ova=(list ovum) nyf=pane]
^+ [ova +>]
=: eny yen
q.niz nyf
==
|- ^+ [ova +>.^$]
?~ ova
[~ +>.^$]
?: ?=(%verb -.q.i.ova)
$(ova t.ova, lac !lac)
?: ?=(%veer -.q.i.ova)
$(ova t.ova, +>.^$ (veer *@da q.i.ova))
=+(avo=$(ova t.ova) [[i.ova -.avo] +.avo])
::
++ peek :: external inspect
|= [now=@da hap=path]
^- (unit)
?~ hap [~ hoon]
=+ rob=((slod ~(beck (is vil eny bud niz) now)) hap)
?~ rob ~
?~ u.rob ~
[~ u.u.rob]
::
++ poke :: external apply
|= [now=@da ovo=ovum]
=. eny (mix eny (shax now))
:: ~& [%poke -.q.ovo]
^- [(list ovum) _+>]
=^ zef niz
(~(hurl (is vil eny bud niz) now) lac ovo)
[zef +>.$]
::
++ vega :: reboot kernel
|= [now=@da ova=(list ovum) hap=path]
^- [p=(list ovum) q=*]
=+ pax=(weld hap `path`[%hoon ~])
~& [%vega-start hap]
=+ src=((hard ,@t) (need (peek now cx/pax)))
=+ saz=(shax src)
=+ gen=(rain hap src)
~& %vega-parsed
=+ ken=.*(0 q:(~(mint ut %noun) %noun gen))
=+ ^= nex
=+ gat=.*(ken .*(ken [0 87]))
(need ((hard (unit ,@)) .*([-.gat [[now ~] +>.gat]] -.gat)))
~& [%vega-compiled hoon nex]
?> (lte nex hoon)
=+ gat=.*(ken .*(ken [0 ?:(=(nex hoon) 86 11)]))
=+ sam=[eny ova q.niz]
=+ raw=.*([-.gat [sam +>.gat]] -.gat)
[[[~ %vega hap] ((list ovum) -.raw)] +.raw]
::
++ veer :: install vane/tang
|= [now=@da fav=curd]
=> .(fav ((hard ,[%veer lal=@ta pax=path txt=@t]) fav))
?: =(%$ lal.fav)
~& [%tang pax.fav `@p`(mug txt.fav)]
=+ gen=(rain pax.fav txt.fav)
=+ vax=(slap pit gen)
+>.$(bud vax)
%_ +>
q.niz
|- ^+ q.niz
?~ q.niz
~& [%vane `@tas`lal.fav pax.fav `@p`(mug txt.fav)]
[[lal.fav q.sew:(vint lal.fav vil bud pax.fav txt.fav)] q.niz]
?. =(lal.fav p.i.q.niz)
[i.q.niz $(q.niz t.q.niz)]
~& [%vane `@tas`lal.fav pax.fav `@p`(mug txt.fav)]
:_ t.q.niz
:- p.i.q.niz
q.sew:(ruck:(vent lal.fav vil bud [p.niz q.i.q.niz]) pax.fav txt.fav)
==
::
++ wish :: external compute
|= txt=@
q:(slap bud (ream txt))
--
. ==
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