5.2 双 and 􏿴

8.13.0.9

5.2 双 and 􏿴🔗ℹ

Originates from Pairs and Lists and Extends to 􏿴.

5.2.1 Naming Rules🔗ℹ

To extend Naming Rules, specifically there are：

Character	Connotation	Elucidation	Example
􏷫 as radical	resembles 􏿴	Has the similar function process as it resembling and the type of output is same as 􏿴 accordingly.	􏼓 􏼎 􏼏 􏿝
􏷩 as radical	resembles 􏿫	Has the similar function process as it resembling and the type of output is same as (􏿫) accordingly.	􏿜
亻 as component	general subset or cousion	Returns a new list with elements produced from the input list.(Implies the input data and output data are the same type.)	伄攸𰂋偏 􏾜 􏾛 偅𠆯 􏹈 􏷍?
阝 as component	serial subset	Returns a new list with elements serially produced from the input list.(Implies the input data and output data are the same type.)	􏾝 􏾺 𨚞 􏹋
􏸋 as component	serial subset of lists	Returns a new list with elements serially produced from the input lists.(Implies the multiple input data and output data are the same type.)	左􏸑
刂 as component	broken subset	Returns a new list with removing some elements from the input list.	􏷵 􏷴 􏺊 􏾘 𠝤 􏹊 􏹇
􏸌 as component	broken subset of lists	Returns a new list with removing some elements from the input lists.(Implies the multiple input data and output data are the same type.)	左􏸒
分 as component	split input list to values	Implies the type of output data is values(並).	􏸄 􏸃
􏸍 as component	split input lists to values	Implies input data is lists and the type of output data is values(並).	􏸄 􏸃
入 as component	same as /入	Implies the type of input data is function.	􏹃 􏹌 􏹅 􏹇 􏹂
土 as component	product data	Manufactures data and product new one, implies the type of output data is not same as input.	􏷎
Phrase	-	-	-
suffixed with 分	split data to values	分	􏹈分
Punctuation	-	-	-
suffixed with *	strengthen	Strengthen the process, thus the data of output may become longer, and the type may be changed accordingly.	弓* 􏹂* 􏼏*
suffixed with ~	soften	Soften the process, thus the output data shorter.	􏹊~ 􏹇~
suffixed with ^	list as input	Implies the type of input data is list.	􏹊^ 伄^ 􏾘^
inserted with /	extend prefix	Suffix of / can be considered as an extending explanation of its prefix.	􏷍/组合 􏷍/分组
suffixed with ?	boolean as output	Implies the type of output data is boolean.	双? 􏿴? 􏿳?
Hybrid	-	-	-
has /入	function as input	Implies the type of input data is function.	攸/入 􏾺/入𨚞/入

5.2.2 双, 㐅, 􏿴, 􏿫, 阴, 阳 🔗ℹ

Abstractly, we can pair two data together. Integrally, it is called 双. Separately, the position where set the first data is call 阳, the second is call 阴.

Further more, if we put another 双 to 阴 position of the former 双, we get a linked data. Likewise, the linked data can be extended as long as you want. By this way, if we leave 阴 of the ending 双 to be empty(㐅), we get a data called 􏿴; if not, we call it 􏿫.

双: 又: resembles the picture of human’s right hand trying to hold an object. Two human hand here stand for an object with including two holding data.

㐅: simplified from 穴. 穴: simplified from 空, which means empty.

􏿴: the reaching to left bottom 又 means multiple 双 linked together, 㐅 means ending with empty(㐅).

􏿫: resembles 􏿴 except substituting 㐅 with 又, which means the ending position is not empty(㐅).

阳: 日: means sun, implicitly means the former part of an object, or the position aspect of an object. Ref to wiki.

阴: 月: means moon, implicitly means the secondary part of of an object, or the negative aspect of an object. Ref to wiki.

Examples:

> (双 1 2)
'(1 . 2)
> (双 1 (双 2 (双 3 (双 4 㐅))))
'(1 2 3 4)
> (􏿴 1 2 3 4)
'(1 2 3 4)
> (双 1 (双 2 (双 3 4)))
'(1 2 3 . 4)
> (􏿫 1 2 3 4)
'(1 2 3 . 4)
> (􏿫 1 2 3 '(4))
'(1 2 3 4)
> (阳 '(1 . 2))
1
> (阴 '(1 . 2))
2
> (阳 '(1 2 3 4))
1
> (阴 '(1 2 3 4))
'(2 3 4)

5.2.3 阴阳+-🔗ℹ

阳+/阴+/阳-/阴-: For the case of functions starting with 阴 or 阳 and following with + or -, + stands for 阳 and - stands for 阴.
For example, (阴+-- lst) is short for (阴 (阴 (阳 (阴 lst)))).

Examples:

> (阴+ '(1 2 3 4))
2
> (阴-+ '(1 2 3 4))
3
> (阳 '((1 1.1) 2 3 4))
'(1 1.1)
> (阳+ '((1 1.1) 2 3 4))
1
> (阳-+ '((1 1.1) 2 3 4))
1.1

5.2.4 􏿝, 􏿜🔗ℹ

􏿝/􏿜: 毌: simplified from 贯, which means append, going through a few objects and connect them together.

Examples:

> (􏿴 1 2 3 4)
'(1 2 3 4)
> (􏿝 '(1) '(2) '(3) '(4))
'(1 2 3 4)
> (􏿝 '(1) '(2 3 4) '(5 6) '(7))
'(1 2 3 4 5 6 7)
> (􏿝 '(a b) 'c)
'(a b . c)
> (􏿝 '(a b) '(c . d))
'(a b c . d)
> (􏿝 '() 'a)
'a
> (􏿝 'a)
'a
> (􏿫 1 2 3 4)
'(1 2 3 . 4)
> (􏿜 '(1) '(2) '(3) '(4))
'(1 2 3 . 4)
> (􏿜 '(1) '(2 3 4) '(5 6) '(7))
'(1 2 3 4 5 6 . 7)
> (􏿫 1 2 3 '(4))
'(1 2 3 4)
> (􏿜 '(1) '(2) '(3) '((4)))
'(1 2 3 4)
> (􏿜 '(1) '(2 22) '(3 33) '((4 44)))
'(1 2 22 3 33 4 44)
> (􏿜 '(1) '(2 22) '((3 33)) '((4 44)))
'(1 2 22 (3 33) 4 44)
> (􏿜 '(a b) '(c))
'(a b . c)
> (􏿜 '(a b) '((c . d)))
'(a b c . d)
> (􏿜 '() '(a))
'a
> (􏿜 '(a))
'a

5.2.5 攸🔗ℹ

攸: 攵: means raping over something to make it changing itself, especially means set value. 丨: means only changing one value.

🐘 𰁦 􏾩 𢪛

Examples:

> (攸 '(10 15 20 25) 1 1555)
'(10 1555 20 25)
> (攸/入 '(10 15 20 25) 1 􏽊)
'(10 16 20 25)

5.2.6 􏼏, 􏼏*🔗ℹ

􏼏: 米: means numbers, ref to: 米.

Examples:

> (􏼏 10)
'(0 1 2 3 4 5 6 7 8 9)
> (􏼏 10 20)
'(10 11 12 13 14 15 16 17 18 19)
> (􏼏 10 20 2)
'(10 12 14 16 18)
> (􏼏* 10 20)
'(10 11 12 13 14 15 16 17 18 19 20)
> (􏼏* 10 20 2)
'(10 12 14 16 18 20)

5.2.7 􏼓, 􏼎🔗ℹ

􏼓: 三: originally means three, especially means duplicate data.

􏼎: 弓.

Examples:

> (􏼓 5 'foo)
'(foo foo foo foo foo)
> (􏼎 5 並)
'(0 1 2 3 4)
> (􏼎 5 􏽊)
'(1 2 3 4 5)
> (􏼎 5 (入 (n)
          (􏼓 5 'foo)))
'((foo foo foo foo foo)
  (foo foo foo foo foo)
  (foo foo foo foo foo)
  (foo foo foo foo foo)
  (foo foo foo foo foo))

5.2.8 弔, 弓,弓, 􏹂, 􏹂🔗ℹ

􏹂: 弓: resembles a rope wraped on stick, thus this rope can be used to count how many circles it is wrapping on stick. Especially means the index of an object in ming-lang.

弔: simplified from 第 and resembles an stick wrapped with a rope in circles, thus it can be used to ref to an specific circle. Especially means reference in ming-lang.

🐘 伄 􏾘 􏾝

Examples:

> (弔 '(a b c d e c f) 2)
'c
> (弓 '(a b c d e c f) 'c)
2
> (弓* '(a b c d e c f) 'c)
'(2 5)
> (􏹂 '(a b 11 d 22 c f) 米?)
2
> (􏹂* '(a b 11 d 22 c f) 米?)
'(2 4)

5.2.9 􏷜, 􏷛, 􏷚, 􏷙, 􏷘, 􏷗, 􏷖, 􏷕, 􏷔, 􏷓🔗ℹ

一: means one.

二: means two.

三: means three.

四: means four.

五: means five.

六: means six.

七: means seven.

八: means eight.

九: means nine.

十: means ten.

Examples:

> (􏷜 '(1 2 3 4 5 6 7 8 9 10))
1
> (􏷛 '(1 2 3 4 5 6 7 8 9 10))
2
> (􏷚 '(1 2 3 4 5 6 7 8 9 10))
3
> (􏷙 '(1 2 3 4 5 6 7 8 9 10))
4
> (􏷓 '(1 2 3 4 5 6 7 8 9 10))
10

5.2.10 末, 􏹨🔗ℹ

末: originally means treetop, especially means last. (木 means tree or wood, 本 means tree root.)

Examples:

> (末 '(1 2 3 4))
4
> (􏹨 '(1 2 3 4))
'(4)
> (􏹨 '(1 2 3 . 4))
'(3 . 4)

5.2.11 巨🔗ℹ

巨: simplified from 矩, originally means straightedge, ruler, especially means measure length.

🐘 􏹃

Example:

> (巨 '(a b c d e 3 f g))
8

5.2.12 􏾺,𨚞, 􏷵,􏷴, 􏸄,􏸃, 􏾺/入,𨚞/入, 􏾺?🔗ℹ

􏾺/􏷵/􏸄: 左: means left.

𨚞/􏷴/􏸃: 右: means right.

🐘 􏺊

Examples:

> (􏾺 '(a b c d e f g) 2)
'(a b)
> (𨚞 '(a b c d e f g) 2)
'(f g)
> (􏷵 '(a b c d e f g) 2)
'(c d e f g)
> (􏷴 '(a b c d e f g) 2)
'(a b c d e)
> (􏸄 '(a b c d e f g) 2)
'(a b)
'(c d e f g)
> (􏸃 '(a b c d e f g) 2)
'(a b c d e)
'(f g)
> (􏾺/入 '(8 4 a b 1 c d 2 e f g 3 5 9) 米?)
'(8 4)
> (𨚞/入 '(8 4 a b 1 c d 2 e f g 3 5 9) 米?)
'(3 5 9)
> (􏾺? '(a b) '(a b c d e f g))
#t
> (􏾺? '(a b z) '(a b c d e f g))
#f

5.2.13 左􏸑, 左􏸒, 左􏸓🔗ℹ

􏸑/􏸒/􏸓: 同.

Examples:

> (左􏸑 '(a b x y z) '(a b c d e f g))
'(a b)
> (左􏸒 '(a b x y z) '(a b c d e f g))
'(x y z)
'(c d e f g)
> (左􏸓 '(a b x y z) '(a b c d e f g))
'(a b)
'(x y z)
'(c d e f g)

5.2.14 𰂋，偏，􏾜，重、𠝤🔗ℹ

间: means insert between.

扁: means faltten.

糸: simplified from 紊, means shuffle.

重: means duplication.

🐘 偅

Examples:

> (𰂋 '(a b c d) '和)
'(a 和 b 和 c 和 d)
> (偏 '((a b) (c d) (e f)))
'(a b c d e f)
> (􏾜 '(a b c d e d c b a))
'(b d c a e a c b d)
> (重 '(a b c d e d c b a))
'd
> (𠝤 '(a b c d e d c b a))
'(a b c d e)

5.2.15 􏾛、𠆯🔗ℹ

屰: resembles the picture of person standing on his head, means reverse in ming-lang.

川: simplified from 顺, means in order.

Examples:

> (􏾛 '(21 3 888 666 55 77 1000))
'(1000 77 55 666 888 3 21)
> (𠆯 '(21 3 888 666 55 77 1000) <)
'(3 21 55 77 666 888 1000)
> (𠆯 '(21 3 888 666 55 77 1000) >)
'(1000 888 666 77 55 21 3)
> (𠆯 '("cat" "dog" "chicken" "duck" "fox") 句<?)
'("cat" "chicken" "dog" "duck" "fox")
> (𠆯 '("cat" "dog" "chicken" "duck" "fox") 句>?)
'("fox" "duck" "dog" "chicken" "cat")

5.2.16 􏹋、􏹉、􏹊~、􏹊^，􏹅，􏹄，􏹌、􏹈，􏹇~、􏹇🔗ℹ

􏹅/􏹇/􏹄/􏹈/􏹌/􏹊: 彐: simplified from 寻, means find, search.

🐘 􏹊 􏾘 􏺈 􏺇

Examples:

> (􏹋 'c '(a b c d e f))
'(c d e f)
> (􏹉 'c '((a b) (c d) (e f)))
'(c d)
> (􏹊~ 'c '(a b c d e c f))
'(a b d e c f)
> (􏹊^ '(c e) '(a b c d e c f))
'(a b d f)
> (􏹌 米? '(a b 1 c d 3 e 9 f))
1
> (􏹈 米? '(a b 1 c d 3 e 9 f))
'(1 3 9)
> (􏹅 米? '(a b 1 c d 3 e 9 f))
'(1 c d 3 e 9 f)
> (􏹄 米? '((a b) (1 d) (j k) (8 f)))
'(1 d)
> (􏹇 米? '(a b 1 c d 3 e 9 f))
'(a b c d e f)
> (􏹇~ 米? '(a b 1 c d 3 e 9 f))
'(a b c d 3 e 9 f)

5.2.17 􏹈分，􏹈巨🔗ℹ

🐘 巨 􏹃

Examples:

> (􏹈分米? '(a b 1 c d 3 e 9 f))
'(1 3 9)
'(a b c d e f)
> (􏹈巨米? '(a b 1 c d 3 e 9 f))
3

5.2.18 􏷒,􏷑, 􏷐,􏷏，􏷎,右􏷎🔗ℹ

􏷒: 夂: simplified from 各, means each.

􏷑: (􏷑 PROC (􏿴 a b c)) is simplified from: (􏿴 (PROC a) (PROC b) (PROC c))

􏷐: (􏷐 PROC (􏿴 a b c)) is simplf-from: (并 (PROC a) (PROC b) (PROC c))

􏷏: (􏷏 PROC (􏿴 a b c)) is simplified from: (戈 (PROC a) (PROC b) (PROC c))

􏷎: (􏷎 PROC z (􏿴 a b c)) is simplified from: (PROC c (PROC b (PROC a z)))
(右􏷎 PROC z (􏿴 a b c)) is simplified from: (PROC a (PROC b (PROC c z)))

Examples:

> (􏷒 行示 (􏿴 2 4 6 8))
2
4
6
8
> (􏷑 􏽊 '(1 2 3 4))
'(2 3 4 5)
> (􏷑 + '(1 2 3 4) '(100 200 300 400))
'(101 202 303 404)
> (􏷐 􏻛? '(1 2 -3 4))
#f
> (􏷐 + '(1 2 3 4) '(100 200 300 400))
404
> (􏷐 􏻚? '(1 2 -3 4))
#f
> (􏷏 + '(1 2 3 4) '(100 200 300 400))
101
> (􏷎 + 0 '(1 2 -3 4))
4
> (􏷎 双 '() '(1 2 -3 4))
'(4 -3 2 1)
> (右􏷎 双 '() '(1 2 -3 4))
'(1 2 -3 4)

5.2.19 􏷑􏹈,􏷑􏿝, 􏷑􏺗、􏷑􏺘🔗ℹ

Examples:

> (􏹈􏷑 (入 (x) (并 (􏻛? x) (􏽊 x))) '(-2 -1 0 1 2))
'(2 3)
> (􏷑􏿝 􏻿化􏿴 '(#(1) #(2 3) #(4)))
'(1 2 3 4)
> (􏷑􏺗 char->integer '(#\a #\y #\b #\k #\c #\j #\d))
#\y
> (􏷑􏺘 char->integer '(#\a #\y #\b #\k #\c #\j #\d))
#\a
> (􏷑􏺗 阳 '((3 pears) (1 banana) (2 apples)))
'(3 pears)
> (􏷑􏺘 阳 '((3 pears) (1 banana) (2 apples)))
'(1 banana)

5.2.20 􏷍/组合、􏷍/排列组合，􏷍/笛卡尔积，􏷍/分组🔗ℹ

Examples:

> (􏷍/组合 '(a b c))
'(() (a) (b) (a b) (c) (a c) (b c) (a b c))
> (􏷍/排列组合 '(a b c))
'((a b c) (b a c) (a c b) (c a b) (b c a) (c b a))
> (􏷍/笛卡尔积 '(1 2 3) '(a b c))
'((1 a) (1 b) (1 c) (2 a) (2 b) (2 c) (3 a) (3 b) (3 c))
> (􏷍/分组米? '(1 a 2 b 3 c))
'((1 2 3) (a b c))

5.2.21 ming/racket/base🔗ℹ

(require ming/racket/base)

package: ming

composition
双 : 又 + 又 = cons
composition
双? : 双 + ? = pair?
composition
阳 : 阝 + 日 = car
composition
阴 : 阝 + 月 = cdr
composition
㐅? : 㐅 + ? = null?
composition
㐅 : 㐅 = null
composition
􏿴 : 􏿴 = list
composition
􏿫 : 􏿫 = list*
composition
􏿴? : 􏿴 + ? = list?
composition
􏼎 : 弓 + 􏷫 = build-list
composition
弔 : 弔 = list-ref
composition
巨 : 巨 = length
composition
􏿝 : 毌 + 􏷫 = append
composition
􏾛 : 亻 + 屰 = reverse
composition
􏹊~ : 􏹊 + ~ = remove
composition
􏹊~/􏷇 : 􏹊~ + / + 􏷇 = remw
composition
􏹊~/􏷅 : 􏹊~ + / + 􏷅 = remv
composition
􏹊~/冃 : 􏹊~ + / + 冃 = remq
composition
􏹊^ : 􏹊 + ^ = remove*
composition
􏹊^/􏷇 : 􏹊^ + / + 􏷇 = remw*
composition
􏹊^/􏷅 : 􏹊^ + / + 􏷅 = remv*
composition
􏹊^/冃 : 􏹊^ + / + 冃 = remq*
composition
𠆯 : 亻 + 川 = sort
composition
􏹋 : 彐 + 阝 = member
composition
􏹋/􏷇 : 􏹋 + / + 􏷇 = memw
composition
􏹋/􏷅 : 􏹋 + / + 􏷅 = memv
composition
􏹋/冃 : 􏹋 + / + 冃 = memq
composition
􏹅 : 􏹌 + 阝 = memf
composition
􏹉 : 日 + 彐 = assoc
composition
􏹉/􏾗 : 􏹉 + / + 􏾗 = assw
composition
􏹉/􏾃 : 􏹉 + / + 􏾃 = assv
composition
􏹉/侗 : 􏹉 + / + 侗 = assq
composition
􏹄 : 日 + 􏹌 = assf
composition
􏹌 : 彐 + 入 = findf
composition
􏹈 : 亻 + 􏹌 = filter
composition
􏷒 : 夂 + 入 = for-each
composition
􏷑 : 亻 + 􏷒 = map
composition
􏷐 : 并 + 􏷒 = andmap
composition
􏷏 : 戈 + 􏷒 = ormap
composition
􏷎 : 土 + 􏷒 = foldl
composition
右􏷎 : 右 + 􏷎 = foldr
composition
阳+ : 阳+ = caar
composition
阴+ : 阴+ = cadr
composition
阳- : 阳- = cdar
composition
阴- : 阴- = cddr
composition
阳++ : 阳+ = caaar
composition
阴++ : 阴+ = caadr
composition
阳-+ : 阳- = cadar
composition
阴-+ : 阴- = caddr
composition
阳+- : 阳+ = cdaar
composition
阴+- : 阴+ = cdadr
composition
阳-- : 阳- = cddar
composition
阴-- : 阴- = cdddr
composition
阳+++ : 阳+ = caaaar
composition
阴+++ : 阴+ = caaadr
composition
阳-++ : 阳- = caadar
composition
阴-++ : 阴- = caaddr
composition
阳+-+ : 阳+ = cadaar
composition
阴+-+ : 阴+ = cadadr
composition
阳--+ : 阳- = caddar
composition
阴--+ : 阴- = cadddr
composition
阳++- : 阳+ = cdaaar
composition
阴++- : 阴+ = cdaadr
composition
阳-+- : 阳- = cdadar
composition
阴-+- : 阴- = cdaddr
composition
阳+-- : 阳+ = cddaar
composition
阴+-- : 阴+ = cddadr
composition
阳--- : 阳- = cdddar
composition
阴--- : 阴- = cddddr

5.2.22 ming/racket/list🔗ℹ

(require ming/racket/list)

package: ming

composition
穴 : 穴 = empty
composition
􏷜 : 弔 + 一 = first
composition
􏷛 : 弔 + 二 = second
composition
􏷚 : 弔 + 三 = third
composition
􏷙 : 弔 + 四 = fourth
composition
􏷘 : 弔 + 五 = fifth
composition
􏷗 : 弔 + 六 = sixth
composition
􏷖 : 弔 + 七 = seventh
composition
􏷕 : 弔 + 八 = eighth
composition
􏷔 : 弔 + 九 = ninth
composition
􏷓 : 弔 + 十 = tenth
composition
末 : 末 = last
composition
􏹨 : 末 + 双 = last-pair
composition
􏼓 : 三 + 􏷫 = make-list
composition
攸 : 亻 + 丨 + 攵 = list-set
composition
攸/入 : 攸 + / + 入 = list-update
composition
弓 : 弓 = index-of
composition
􏹂 : 弓 + 入 = index-where
composition
弓* : 弓 + * = indexes-of
composition
􏹂* : 􏹂 + * = indexes-where
composition
􏾺 : 左 + 阝 = take
composition
𨚞 : 右 + 阝 = take-right
composition
􏷵 : 左 + 刂 = drop
composition
􏷴 : 右 + 刂 = drop-right
composition
􏾺/入 : 􏾺 + / + 入 = takef
composition
𨚞/入 : 𨚞 + / + 入 = takef-right
composition
􏷵/入 : 􏷵 + / + 入 = dropf
composition
􏷴/入 : 􏷴 + / + 入 = dropf-right
composition
􏸄 : 左 + 分 = split-at
composition
􏸃 : 右 + 分 = split-at-right
composition
􏸄/入 : 􏸄 + / + 入 = splitf-at
composition
􏸃/入 : 􏸃 + / + 入 = splitf-at-right
composition
􏾺? : 􏾺 + ? = list-prefix?
composition
左􏸑 : 左 + 同 + 􏸋 = take-common-prefix
composition
左􏸒 : 左 + 同 + 􏸌 = drop-common-prefix
composition
左􏸓 : 左 + 同 + 􏸍 = split-common-prefix
composition
􏿜 : 毌 + 􏷩 = append*
composition
𰂋 : 亻 + 间 = add-between
composition
偏 : 亻 + 扁 = flatten
composition
􏾜 : 亻 + 糸 = shuffle
composition
重 : 重 = check-duplicates
composition
𠝤 : 重 + 刂 = remove-duplicates
composition
􏹇 : 􏹌 + 刂 = filter-not
composition
􏹈分 : 􏹈 + 分 = partition
composition
􏹈巨 : 􏹈 + 巨 = count
composition
􏹈􏷑 : 􏹈 + 􏷑 = filter-map
composition
􏷑􏿝 : 􏷑 + 􏿝 = append-map
composition
􏼏 : 米 + 􏷫 = range
composition
􏼏* : 􏼏 + * = inclusive-range
composition
􏷍/组合 : 􏷍 + / + 组合 = combinations
composition
􏷍/排列组合 : 􏷍 + / + 排列组合 = permutations
composition
􏷍序列/组合 : 􏷍序列 + / + 组合 = in-combinations
composition
􏷍序列/排列组合 : 􏷍序列 + / + 排列组合 = in-permutations
composition
􏷑􏺗 : 􏷑 + 􏺗 = argmax
composition
􏷑􏺘 : 􏷑 + 􏺘 = argmin
composition
􏷍/分组 : 􏷍 + / + 分组 = group-by
composition
􏷍/笛卡尔积 : 􏷍 + / + 笛卡尔积 = cartesian-product
composition
􏹇~ : 􏹇 + ~ = remf

1	Rationale
2	Startup
3	Naming Rules
4	Ming Libraries
5	Racket Libraries
6	Appendix
	Index

5.1	同
5.2	双 and 􏿴
5.3	􏻿
5.4	􏿰
5.5	字
5.6	勺
5.7	勾
5.8	句
5.9	米
5.10	􏺃
5.11	Conditionals
5.12	並
5.13	禾
5.14	未分类

5.2.1	Naming Rules
5.2.2	双, 㐅, 􏿴, 􏿫, 阴, 阳
5.2.3	阴阳+ -
5.2.4	􏿝, 􏿜
5.2.5	攸
5.2.6	􏼏, 􏼏*
5.2.7	􏼓, 􏼎
5.2.8	弔, 弓,弓, 􏹂, 􏹂
5.2.9	􏷜, 􏷛, 􏷚, 􏷙, 􏷘, 􏷗, 􏷖, 􏷕, 􏷔, 􏷓
5.2.10	末, 􏹨
5.2.11	巨
5.2.12	􏾺,𨚞, 􏷵,􏷴, 􏸄,􏸃, 􏾺/ 入,𨚞/ 入, 􏾺?
5.2.13	左􏸑, 左􏸒, 左􏸓
5.2.14	𰂋，偏，􏾜，重、𠝤
5.2.15	􏾛、𠆯
5.2.16	􏹋、􏹉、􏹊~、􏹊^，􏹅，􏹄，􏹌、􏹈，􏹇~、􏹇
5.2.17	􏹈分，􏹈巨
5.2.18	􏷒,􏷑, 􏷐,􏷏，􏷎,右􏷎
5.2.19	􏷑􏹈,􏷑􏿝, 􏷑􏺗、􏷑􏺘
5.2.20	􏷍/ 组合、􏷍/ 排列组合，􏷍/ 笛卡尔积，􏷍/ 分组
5.2.21	ming/ racket/ base
5.2.22	ming/ racket/ list

5.2 双 and 􏿴🔗ℹ

5.2.1 Naming Rules🔗ℹ

5.2.2 双, 㐅, 􏿴, 􏿫, 阴, 阳 🔗ℹ

5.2.3 阴阳+-🔗ℹ

5.2.4 􏿝, 􏿜🔗ℹ

5.2.5 攸🔗ℹ

5.2.6 􏼏, 􏼏*🔗ℹ

5.2.7 􏼓, 􏼎🔗ℹ

5.2.8 弔, 弓,弓*, 􏹂, 􏹂*🔗ℹ

5.2.9 􏷜, 􏷛, 􏷚, 􏷙, 􏷘, 􏷗, 􏷖, 􏷕, 􏷔, 􏷓🔗ℹ

5.2.10 末, 􏹨🔗ℹ

5.2.11 巨🔗ℹ

5.2.12 􏾺,𨚞, 􏷵,􏷴, 􏸄,􏸃, 􏾺/入,𨚞/入, 􏾺?🔗ℹ

5.2.13 左􏸑, 左􏸒, 左􏸓🔗ℹ

5.2.14 𰂋，偏，􏾜，重、𠝤🔗ℹ

5.2.15 􏾛、𠆯🔗ℹ

5.2.16 􏹋、􏹉、􏹊~、􏹊^，􏹅，􏹄，􏹌、􏹈，􏹇~、􏹇🔗ℹ

5.2.17 􏹈分，􏹈巨🔗ℹ

5.2.18 􏷒,􏷑, 􏷐,􏷏，􏷎,右􏷎🔗ℹ

5.2.19 􏷑􏹈,􏷑􏿝, 􏷑􏺗、􏷑􏺘🔗ℹ

5.2.20 􏷍/组合、􏷍/排列组合，􏷍/笛卡尔积，􏷍/分组🔗ℹ

5.2.21 ming/racket/base🔗ℹ

5.2.22 ming/racket/list🔗ℹ

5.2.8 弔, 弓,弓, 􏹂, 􏹂🔗ℹ