asciijelly.txt

®	restore
³	third
⁴	fourth
⁵	fifth
⁶	sixth
⁷	seventh
⁸	leftarg
⁹	rightarg
Ɠ	stdineval
ƈ	stdinchar
ɠ	stdinraw
¬	vecnot
½	sqrt
!	fact
A	abs
B	tobits
C	complement
D	todigits
E	allequal
F	flat
G	grid
H	halve
I	increments
J	indices
K	spacejoin
L	length
M	maxindices
N	negative
O	ord
P	product
Q	unique
R	range
S	sum
T	truths
U	pend
V	eval1
W	wrap
X	random
Y	linejoin
Z	zip1
~	bitnot
°	rads
¹	id
²	square
Ạ	all
Ḅ	frombits
Ḍ	fromdigits
Ẹ	any
Ḥ	double; unhalve
Ị	insig
Ḳ	spacesplit
Ḷ	lowrange
Ṃ	min
Ṇ	flatnot
Ọ	char
Ṛ	rev
Ṣ	sort
Ṭ	untruth
Ụ	grade
Ṿ	uneval
Ẉ	lens
Ỵ	linesplit
Ẓ	prime
Ȧ	anyall
Ḃ	bit
Ċ	ceil
Ḋ	dequeue
Ė	enum
Ḟ	floor
Ġ	group
Ḣ	head
İ	inv
Ṁ	max
Ṅ	print
Ȯ	out
Ṗ	pop
Ṙ	repr
Ṡ	sign
Ṫ	tail
Ẇ	windows
Ẋ	shuffle
Ẏ	tighten
Ż	zero
§	sums
Ä	scansum
‘	inc
’	dec
×	mult
÷	div
%	mod
&	bitand
*	pow
+	add
,	pair
:	intdiv
;	concat
<	lt
=	equal
>	gt
^	bitxor
_	sub
a	and
b	tobase
c	combs
d	divmod
e	in
f	filter
g	gcd
i	index
j	join
k	part
l	log
m	modmirror
n	neq
o	or
p	cproduct
r	range2
s	slices
t	trim
v	eval2
w	windex
x	times
y	trans
z	zip2
|	bitor
⁼	flateq
⁻	flatneq
ạ	absdiff
ḅ	frombase
ḍ	divides
ẹ	find
ḥ	hash
ị	atindex
ḷ	left
ṃ	custombase
ọ	order
ṛ	right
ṣ	splitat
ṭ	tack
ȧ	flatand
ḃ	bijective
ċ	count
ḋ	dotprod0
ḟ	filterout
ḣ	head2
ṁ	mold
ȯ	flator
ṗ	cpower
ṙ	rotate
ṡ	overlaps
ṫ	tail
ẇ	wexists
ẋ	repeat
ż	zip
«	min2
»	max2
ؽ	onetwo
Ø%	4294967296
Ø(	parens
Ø+	signs+
Ø-	signs-
Ø.	bits
Ø0	zeroes
Ø1	ones
Ø2	twos
Ø<	angles
ØA	ualpha
ØB	basedigits
ØḄ	lconsonants
ØḂ	uconsonants
ØC	aconsonants
ØD	digits
ØH	uhex
ØJ	codepage
ØP	pi
ØQ	uqwerty
ØV	urv
ØW	word
ØY	bconsonantsy
Ø[	brackets
Ø^	slashes
Øa	lalpha
Øb	base64
Øc	vowels
Øe	euler
Øh	lhex
Øp	phi
Øq	lqwerty
Øv	lrv
Øy	bvowelsy
Ø{	braces
Ø°	360
Ø⁵	250
Ø⁷	128
ØẠ	balpha
ØỴ	lconsonantsy
Øẹ	lvowels
Øỵ	lvowelsy
ØṖ	ascii
ØẎ	uconsonantsy
Øė	uvowels
Øẏ	uvowelsy
Æ!	tofact
Æ¡	fromfact
Æ?	toprimorial
Æ¿	fromprimorial
ƽ	intsqrt
ÆA	acos
ÆC	countprimes
ÆD	divisors
ÆE	toexponent
ÆF	primefact
ÆN	zthprime
ÆP	prime
ÆR	primerange
ÆS	sin
ÆT	tan
Æc	carmichael
Æd	divcount
Æe	exp
Æf	primefacts
Æi	reimag
Æị	ascomplex
Æl	ln
Æm	mean
Æn	next
Æp	previous
Ær	roots
Æs	divsum
Æv	numuniqprimefact
ÆẠ	cos
ÆĊ	catalan
ÆḌ	propdivs
ÆẸ	fromexponents
ÆṢ	asin
ÆṬ	atan
ÆḊ	det
ÆḞ	fib
ÆĿ	lucas
ÆṪ	eulerphi
Æḍ	propdivcount
Æṃ	mode
Æṛ	fromroots
Æṣ	propdivsum
Æṭ	trace
Æṁ	median
Æ°	degs
Ʋ	issquare
æ.	dotprod1
æ×	matmul
æ%	symmod
æ*	matpow
æA	atan2
æC	convpow
æR	primerange2
æc	conv
æi	modinv
æị	tocomplex
æl	lcm
ær	round
æp	precision
æċ	ceilpow
æḟ	floorpow
æ«	shiftleft
æ»	shiftright
Œ!	perms
Œ¿	permindex
Œ?	permunindex
ŒB	bounce
ŒḄ	flatbounce
ŒḂ	ispalindrome
ŒD	diagonal
ŒĖ	multienum
ŒG	getreq
ŒĠ	multigroup
ŒH	halves
ŒJ	multiindices
Œb	emptyparts
Œc	pairs
Œċ	pairsreplace
Œd	antidiagonals
Œḍ	fromantidiagonals
Œg	groupruns
Œɠ	grouprunlens
Œl	lower
ŒM	multimaxindices
Œœ	oddeven
Œr	rle
Œṙ	rld
Œs	swapcase
Œt	title
ŒỤ	multigrade
Œu	upper
ŒP	powerset
Œp	selfcprod
ŒṖ	partitions
Œṗ	intpartitions
ŒḌ	fromdiagonals
ŒḊ	depth
ŒQ	uniquesieve
ŒR	absrange
ŒṘ	pyrepr
ŒT	time
ŒṪ	multitruths
ŒṬ	multiuntruth
ŒV	pyeval
œ!	permsnoreplace
œ&	setintersect
œ-	setdiff
œ^	setsymdiff
œ¿	permindices
œ?	permatindex
œc	combsnoreplace
œẹ	multifind
œi	multiindex
œị	multiatindex
œl	trimleft
œr	trimright
œs	chunks
œ|	setunion
œS	sleep
œṣ	Splitsublist
œċ	combsreplace
œṖ	partat
œṗ	partbefore
œP	partatlose
œp	partbeforelose
œṡ	splitfirst
©	copy
ß	recurse
¢	last0
Ç	last1
ç	last2
Ñ	next1
ñ	next2
£	link0
Ŀ	link1
ŀ	link2
¦	at
¡	repeat
¿	while
/	reduce
ƒ	reduce2
\	scan
¤	nilads
$	2monads
Ɗ	3monads
Ʋ	4monads
¥	2dyads
ɗ	3dyads
ʋ	4days
#	nfind
?	if
Ƒ	invariant
⁺	again
@	swap
`	asmonad
"	zipwith
'	flatspawn
þ	table
{	ldyad
}	rdyad
€	each
Þ	sortby
Ɲ	neighbours
Ƥ	prefixes
ƙ	key
ɼ	register
ƭ	tie
Ɱ	eachright
С	repeatkeep
п	whilekeep
ÐƤ	suffixes
Ƈ	comb; filterkeep
Ðḟ	filterfalse; filterdiscard
ÐL	loop
Ƭ	loopsteps
ÐḶ	looploop	
ÐṂ	minlink
ÐṀ	maxlink
Ðe	ateven
Ðo	atodd
“	"
”	strend
»	strdict
‘	strord
’	strbase
⁾	2chars
⁽	2base
¶	newline
ø	0chain
µ	1chain
)	eachchain
ð	2chain
ɓ	revchain
ı	i
ȷ	e