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name	img	entity	num	wide
backcong		≌	≌	≌
backepsilon		϶	϶	϶
backprime		‵	‵	‵
backsim		∽	∽	∽
backsimeq		⋍	⋍	⋍
Backslash		∖	∖	∖
Barv		⫧	⫧	⫧
barvee		⊽	⊽	⊽
barwed		⌅	⊼	⊼
Barwed		⌆	⌆	⌆
barwedge		⌅	⊼	⊼
bbrk		⎵	⎵	⎵
bcong		≌	≌	≌
bcy		б	б	б
Bcy		Б	Б	Б
becaus		∵	∵	∵
because		∵	∵	∵
Because		∵	∵	∵
bemptyv		⦰	⦰	⦰
bepsi		϶	϶	϶
bernou		ℬ	ℬ	ℬ
Bernoullis		ℬ	ℬ	ℬ
beta		β	β	β
beth		ℶ	ℶ	ℶ
between		≬	≬	≬
Bfr		𝔅	𝔅	𝔅
bfr		𝔟	𝔟	𝔟
bigcap		⋂	⋂	⋂
bigcirc		◯	◯	◯
bigcup		⋃	⋃	⋃
bigodot		⨀	⊙	⊙
bigoplus		⨁	⊕	⊕
bigotimes		⨂	⊗	⊗
bigsqcup		⨆	⊔	⊔
bigstar		★	★	★
bigtriangledown		▽	▽	▽
bigtriangleup		△	△	△
biguplus		⨄	⊎	⊎
bigvee		⋁	⋁	⋁
bigwedge		⋀	⋀	⋀
bkarow		⤍	⤍	⤍
blacklozenge		⧫	⧫	⧫
blacksquare		▪	▪	▪
blacktriangle		▴	▴	▴
blacktriangledown		▾	▾	▾
blacktriangleleft		◂	◂	◂
blacktriangleright		▸	▸	▸
blank		␣	␣	␣
blk12		▒	▒	▒
blk14		░	░	░
blk34		▓	▓	▓
block		█	█	█
bne		=⃥	=⃥	=⃥
bnequiv		≡⃥	≡⃥	≡⃥
bnot		⌐	⌐	⌐
bNot		⫭	⫭	⫭
Bopf		𝔹	𝔹	𝔹
bopf		𝕓	𝕓	𝕓
bot		⊥	⊥	⊥
bottom		⊥	⊥	⊥
bowtie		⋈	⋈	⋈
boxbox		⧉	⧉	⧉
boxdL		╕	╕	╕
boxdl		┐	┐	┐
boxDL		╗	╗	╗
boxDl		╖	╖	╖
boxDR		╔	╔	╔
boxDr		╓	╓	╓
boxdr		┌	┌	┌
boxdR		╒	╒	╒
boxh		─	─	─
boxH		═	═	═
boxhd		┬	┬	┬
boxHD		╦	╦	╦
boxHd		╤	╤	╤
boxhD		╥	╥	╥
boxhu		┴	┴	┴
boxHU		╩	╩	╩
boxHu		╧	╧	╧
boxhU		╨	╨	╨
boxminus		⊟	⊟	⊟
boxplus		⊞	⊞	⊞
boxtimes		⊠	⊠	⊠
boxuL		╛	╛	╛
boxul		┘	┘	┘
boxUL		╝	╝	╝
boxUl		╜	╜	╜
boxuR		╘	╘	╘
boxur		└	└	└
boxUR		╚	╚	╚
boxUr		╙	╙	╙
boxV		║	║	║
boxv		│	│	│
boxvH		╪	╪	╪
boxvh		┼	┼	┼
boxVH		╬	╬	╬
boxVh		╫	╫	╫
boxvL		╡	╡	╡
boxvl		┤	┤	┤
boxVL		╣	╣	╣
boxVl		╢	╢	╢
boxVr		╟	╟	╟
boxvr		├	├	├
boxvR		╞	╞	╞
boxVR		╠	╠	╠
bprime		‵	‵	‵
Breve		˘	˘	˘
breve		˘	˘	˘
brvbar		¦	¦	¦
bscr		𝒷	𝒷	𝒷
Bscr		ℬ	ℬ	ℬ
bsemi		⁏	⁏	⁏
bsim		∽	∽	∽
bsime		⋍	⋍	⋍
bsol		\	\	\
bsolb		⧅	⧅	⧅
bsolhsub		⟈	\⊂	\⊂
bull		•	•	•
bullet		•	•	•
bump		≎	≎	≎
bumpE		⪮	⪮	⪮
bumpe		≏	≏	≏
bumpeq		≏	≏	≏
Bumpeq		≎	≎	≎

Source Code:

        N/A
  

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