Character Set

Character code chart

(hex)	_0	_1	_2	_3	_4	_5	_6	_7	_8	_9	_A	_B	_C	_D	_E	_F
0_ 0	NUL 0000	^b 1D47 \^b	^c 1D9C \^c	^e 1D49 \^e	^g 1D4D \^g	^h 02B0 \^h	^m 1D50 \^m	ⁿ 207F \^n	^p 1D56 \^p	^r 02B3 \^r	^t 1D57 \^t	^v 1D5B \^v	^w 02B7 \^w	^x 02E3 \^x	^y 02B8 \^y	^_A
1_ 16	^𝕔 1D554	^𝔽 1D53D	^𝔾 1D53E	^k 1D4F \^k	^ℝ 211D	^o 1D52 \^o	^d 1D48 \^d	^ℏ 210F	^𝕥 1D565	α 03B1 \Ga	λ 03BB \Gl	Φ 03A6 \O/	γ 03B3 \Gg	^Σ	∞ 221E \oo	ε 03B5 \Ge
2_ 32	SP 0020	! 0021	" 0022	Θ 0398 \GH	e 0065	% 0025	⁻ 207B \^-	' 0027	( 0028	) 0029	* 002A	+ 002B	, 002C	- 002D	. 002E	/ 002F
3_ 48	0 0030	1 0031	2 0032	3 0033	4 0034	5 0035	6 0036	7 0037	8 0038	9 0039	: 003A	∎ 220E \[]	< 003C	= 003D	> 003E	? 003F
4_ 64	; 0040	A 0041	B 0042	C 0043	D 0044	E 0045	F 0046	G 0047	H 0048	I 0049	J 004A	K 004B	L 004C	M 004D	N 004E	O 004F
5_ 80	P 0050	Q 0051	R 0052	S 0053	T 0054	U 0055	V 0056	W 0057	X 0058	Y 0059	Z 005A	[ 005B	𝚋 1D68B	] 005D	^ 005E	_ 005F
6_ 96	o 006F	a 0061	b 0062	c 0063	d 0064	e 0065	f 0066	g 0067	h 0068	i 0069	j 006A	k 006B	l 006C	m 006D	n 006E	o 006F
7_ 112	p 0070	q 0071	r 0072	s 0073	t 0074	u 0075	v 0076	w 0077	x 0078	y 0079	z 007A	_b \_b	← 2190 \<-	s 0073	^_U	? FE56 \!?
8_ 128	n 1D697	÷ 0081 \:-	× 00D7 \.x	√ 221A \v/	∫ 222B \.S	Σ 03A3 \GS	▸ 25B8	π 03C0 \pi	∎ 220E	≤ 2264 \<=	≥ 2265 \>=	≠ 2260 \=/	_y \_y	→ 2192 \->	_𝑥	µ 03BC \Gm
9_ 144	₁₀ 23E8	²	^-1	^x	° 00B0	" 0022	d	… 2026 \..	⌟ 231F	^{^b⁄_c}	^{^d⁄_c}	^𝑥	Ｓ FF33	^σ	θ 03B8 \Gh	^x̄
A_ 160	^ȳ	^≠	^≤	^<	^>	^≥	~ 002C	^a 1D45	⁼ 207C \^=	_x 2093 \_x	Δ 0394 \GD	r 1D69B	^{^d⁄_d}	_,( \,(	σ 03C3 \Gs	x̄ \x-
B_ 176	ȳ 0233 \y-	x̂ \x^	ŷ 0177 \y^	m 1D696	³	⊔ 2294	◢ 25E2	⁰ 2070 \^0	¹ 00B9 \^1	² 00B2 \^2	³ 00B3 \^3	⁴ 2074 \^4	⁵ 2075 \^5	⁶ 2076 \^6	⁷ 2077 \^7	⁸ 2078 \^8
C_ 192	⁹ 2079 \^9	_w \_w	c 0063	a 0061	^A 1D2C \^A	^B 1D2E \^B	^C \^C	^D 1D30 \^D	^E 1D31 \^E	^F \^F	^G 1D33 \^G	^H 1D34 \^H	^I 1D35 \^I	^J 1D36 \^J	^K 1D37 \^K	^L 1D38 \^L
D_ 208	^M 1D39 \^M	^N 1D3A \^N	^O 1D3C \^O	ℤ 2124	η 03B7 \Gn	𝚃 1D683	𝙿 1D67F	^m	^a 1D43 \^a	z 007A	_p 209A \_p	* 002A	↑ 2191 \\|^	↓ 2192 \\|v	’ 2019	)_, \),
E_ 224	, 275B \^,	Y̱ \Y_	^. \^.	^u 1D58 \^u	( 276A \;(	) 2769 \;)	^b	E 1D07	^x̂	^ŷ	^? \^?	𝚑 1D691	𝒾 1D4BE \im	^P 1D3E \^P	^Q \^Q	^R 1D3F \^R
F_ 240	^S \^S	^T 1D40 \^T	^U 1D41 \^U	^V 2C7D \^V	^W 1D42 \^W	^X \^X	^Y \^Y	^Z \^Z	⁺ 207A \^+	^𝒾 \^i	^θ	^₀	𝚍 1D68D	, FF0C	. FF0E	► 25BA \\|>

Character tables

ASCII character table

Char	Code (hex)	Description
	`20`	space
`!`	`21`	factorial
`"`	`22`
`%`	`25`	percent symbol
`'`	`27`
`(`	`28`	function bracket
`)`	`29`	function bracket
`*`	`2a`
`+`	`2b`	addition
`,`	`2c`	decimal point
`-`	`2d`	substraction
`.`	`2e`	thousand separator
`/`	`2f`	for example `1/x`
`0..9`	`30..39`	numbers
`:`	`3a`
`<`	`3c`
`=`	`3d`
`>`	`3e`
`?`	`3f`	`INPUT`
`A..Z`	`41..5a`	variables
`[`	`5b`	vector bracket
`]`	`5d`	vector bracket
`^`	`5e`	Exponent
`_`	`5f`
`a..z`	`61..7a`

Alternate letters and variants

Char	Trigraph	Code	Description
`𝙿`	`\214`	`d6`	Mathematical monospace `P`
`𝚃`	`\213`	`d5`	Mathematical monospace `T`
`ℤ`	`\211`	`d3`	double-struck `Z`
`a`	`\195`	`c3`	same as character `a`
`𝚋`	`\092`	`5c`	Mathematical monospace `b` (base binary)
`c`	`\194`	`c2`	same as character `c`
`d`	`\150`	`96`	variant of `d`
`𝚍`	`\252`	`fc`	Mathematical monospace `d` (base decimal)
`e`	`\036`	`24`	same as character `e`
`𝚑`	`\235`	`eb`	Mathematical monospace `h` (base hexadecimal)
`𝒾`	`\im` *	`ec`	script `i` (imaginary number)
`𝚖`	`\179`	`b3`	Mathematical monospace `m` (Slope of a line)
`𝚗`	`\128`	`80`	Mathematical monospace `n` (Number of data pairs)
`o`	`\096`	`60`	same as character `o` (base octal)
`𝚛`	`\171`	`ab`	Mathematical monospace `r` (Correlation coefficient)
`s`	`\125`	`7d`	same as character `s`
`z`	`\217`	`d9`	same as character `z`

Special character

Char	Trigraph *	Code	Description
`Y̱`	`\Y_`	`e1`	`Y-low`
`x̄`	`\x-`	`af`	`x-bar`
`x̂`	`\x^`	`b1`	`x-hat`
`ȳ`	`\y-`	`b0`	`y-bar`
`ŷ`	`\y^`	`b2`	`y-hat`

Greek alphabet

Char	Trigraph *	Modern	Code	Description
`Δ`	`\GD`	`D`	`aa`	Delta
`Θ`	`\GH`	`Th`	`23`	Theta
`Σ`	`\GS`	`Z` **	`85`	Sigma
`Φ`	`\O/`	`Ph`	`1b`	Phi
`α`	`\Ga`	`a`	`19`	alpha
`γ`	`\Gg`	`g`	`1c`	gamma
`ε`	`\Ge`	`e`	`1f`	epsilon
`η`	`\Gn`	`i`	`d4`	eta
`θ`	`\Gh`	`t` **	`9e`	theta
`λ`	`\Gl`	`l`	`1a`	lambda
`μ`	`\Gm`	`m`	`8f`	mu
`π`	`\pi`	`pi` **	`87`	pi
`σ`	`\Gs`	`z` **	`ae`	sigma

Mathematical operators

Char	Trigraph *	Code	Description
`∞`	`\oo`	`1e`	infinity
`∎`	`\[]`	`3b`	end of proof
`÷`	`\:-`	`81`	division sign
`×`	`\.x`	`82`	multiplication sign
`√`	`\v/`	`83`	radical sign
`∫`	`\.S`	`84`	integral
`∎`	`\136`	`88`	end of proof

Gerneral punctuation

Char	Trigraph	Code	Description
`;`	`\064`	`40`	same as character `;`
`?`	`\!?` *	`7f`	small question mark
`°`	`\^o`	`94`	degree
`"`	`\149`	`95`	same as character `"`
`…`	`\..` *	`97`	horizontal ellipsis
`*`	`\219`	`db`	same as character `*`
`’`	`\222`	`de`	Right Single Quotation Mark
`,`	`\;,` *	`fd`	fullwidth `,` for tuple
`.`	`\;.` *	`fe`	fullwidth `.`

Other character

Char	Trigraph	Code	Description
`←`	`\<-`	`7c`	for example `←ENG`
`▸`	`\/>`	`86`
`≤`	`\<=`	`89`	less equal
`≥`	`\>=`	`8a`	greater equal
`≠`	`\=/`	`8b`	not equal
`→`	`\->`	`8d`	for example `→kg`
`⌟`	`\152`	`98`	down right corner
`b/c`	`\153`	`99`
`d/c`	`\154`	`9a`
`S`	`\156`	`9c`
`~`	`\166`	`a6`	same as character `~`
`d/d`	`\172`	`ac`
`,(`	`\,(` *	`ad`
`⊔`	`\181`	`b5`
`◢`	`\/∣` *	`b6`
`↑`	`\∣^`	`dc`	`R↑`
`↓`	`\∣v`	`dd`	`R↓`
`),`	`\),` *	`df`
`(`	`\;(` *	`e4`
`)`	`\;)` *	`e5`
`ᴇ`	`\231`	`e7`	small capital `E`
`►`	`\∣>`	`ff`	`STO` in mode algebraic

Superscripts

Superscripts normal characters

Char	Trigraph	Code
`+`	`\^+`	`f8`
`,`	`\^,`	`e0`
`-`	`\^-`	`26`
`.`	`\^.`	`e2`
`O`	`\^O`	`b7`
`1`	`\^1`	`b8`
`2`	`\^2`	`b9`
`3`	`\^3`	`ba`
`4`	`\^4`	`bb`
`5`	`\^5`	`bc`
`6`	`\^6`	`bd`
`7`	`\^7`	`be`
`8`	`\^8`	`bf`
`9`	`\^9`	`c0`
`<`	`\^<`	`a3`
`=`	`\^=`	`a8`
`>`	`\^>`	`a4`
`?`	`\^?`	`ea`
`A`	`\^A`	`c4`
`B`	`\^B`	`c5`
`C`	`\^C`	`c6`
`D`	`\^D`	`c7`
`E`	`\^E`	`c8`
`F`	`\^F`	`c9`
`G`	`\^G`	`ca`
`H`	`\^H`	`cb`
`I`	`\^I`	`cc`
`J`	`\^J`	`cd`
`K`	`\^K`	`ce`
`L`	`\^L`	`cf`
`M`	`\^M`	`d0`
`N`	`\^N`	`d1`
`O`	`\^O`	`d2`
`P`	`\^P`	`ed`
`Q`	`\^Q`	`ee`
`R`	`\^R`	`ef`
`S`	`\^S`	`f0`
`T`	`\^T`	`f1`
`U`	`\^U`	`f2`
`V`	`\^V`	`f3`
`W`	`\^W`	`f4`
`X`	`\^X`	`f5`
`Y`	`\^Y`	`f6`
`Z`	`\^Z`	`f7`
`a`	`\^a`	`d8`
`b`	`\^b`	`01`
`c`	`\^c`	`02`
`d`	`\^d`	`16`
`e`	`\^e`	`03`
`g`	`\^g`	`04`
`h`	`\^h`	`05`
`𝒾`	`\^i`	`f9`
`k`	`\^k`	`13`
`m`	`\^m`	`06`
`n`	`\^n`	`07`
`o`	`\021` *	`15`
`p`	`\^p`	`08`
`r`	`\^r`	`09`
`t`	`\^t`	`0a`
`u`	`\^u`	`e3`
`v`	`\^v`	`0b`
`w`	`\^w`	`0c`
`x`	`\^x`	`0d`
`y`	`\^y`	`0e`

Superscript special character

Char	Trigraph *	Code	Description
`h̄`	`\023`	`17`	sup `h-bar`
`x̄`	`\159`	`9f`	sup `x-bar`
`x̂`	`\232`	`e8`	sup `x-hat`
`ȳ`	`\160`	`a0`	sup `y-bar`
`ŷ`	`\233`	`e9`	sup `y-hat`
`≠`	`\161`	`a1`	sup `neq`
`≤`	`\162`	`a2`	sup `leq`
`≥`	`\165`	`a5`	sup `geq`

Superscript greek alphabet

Char	Trigraph *	Code	Description
`∑`	`\029`	`1d`	sup `Sigma`
`θ`	`\250`	`fa`	sup `theta`
`σ`	`\157`	`9d`	sup `sigma`

Superscript variants

Char	Trigraph *	Code	Description
`0`	`\251`	`fb`	superscript subscript `0`
`-1`	`\146`	`92`	double superscript `-1`
`2`	`\145`	`91`	double superscript `2`
`3`	`\180`	`b4`	double superscript `3`
`A`	`\015`	`0f`	superscript small capital `A` (Avogadro constant)
`𝔽`	`\017`	`11`	superscript double-struck `F`
`𝔾`	`\018`	`12`	superscript double-struck `G`
`ℝ`	`\020`	`14`	superscript double-struck `R`
`U`	`\126`	`7e`	superscript subscript `U`
`ɑ`	`\167`	`a7`	variant of `\^a`
`b`	`\230`	`e6`	variant of `\^b`
`𝕔`	`\016`	`10`	superscript double-struck `c`
`m`	`\215`	`d7`	variant of `\^m`
`𝕥`	`\024`	`18`	superscript double-struck `t`
`x`	`\155`	`9b`	variant of `\^x`
`x`	`\147`	`93`	double superscript `x`

Subscripts

Char	Trigraph	Code	Description
`b`	`\_b`	`7b`	subscript `b`
`𝑥`	`\_x`	`8e`	subscript italic `x`
`y`	`\_y`	`8c`	subscript `y`
`10`	`\144` *	`90`	subscript `10`
`x`	`\169` *	`a9`	double subscript `x`
`p`	`\_p`	`da`	subscript `p`
`w`	`\_w`	`c1`	subscript `w`

Constants

Constant	Trigraph	Code (hex)
`𝕔`	`\016` *	`10`
`g`	`\^g`	`04`
`𝔾`	`\018` *	`12`
`Vm`	`\^V\^m`	`f3 06`
`NA`	`\^N\015`	`d1 0f`
`R∞`	`\^R\oo`	`ef 1e`
`eV`	`\^e\^V`	`03 f3`
`me`	`\^m\^e`	`06 03`
`mp`	`\^m\^p`	`06 08`
`mn`	`\^m\^n`	`06 07`
`mµ`	`\^m\Gm`	`06 8f`
`k`	`\^k`	`13`
`h`	`\^h`	`05`
`h̄`	`\023` *	`17`
`Φ0`	`\O/\021`	`1b 15`
`a0`	`\^a\021`	`d8 15`
`ε0`	`\Ge\021`	`1f 15`
`ℝ`	`\020` *	`14`
`𝔽`	`\017` *	`11`
`u`	`\^u`	`e3`
`μ0`	`\Gm\021` *	`8f 15`
`μB`	`\Gm\^B`	`8f c5`
`μN`	`\Gm\^N`	`8f d1`
`μp`	`\Gm\^p`	`8f 08`
`μe`	`\Gm\^e`	`8f 03`
`μn`	`\Gm\^n`	`8f 07`
`μμ`	`\Gm\Gm` *	`8f 8f`
`re`	`\^r\^e`	`09 03`
`Z0`	`\^Z\021`	`f7 15`
`λc`	`\Gl\^c`	`1a 02`
`λcn`	`\Gl\^c\^n`	`1a 02 07`
`λcp`	`\Gl\^c\^p`	`1a 02 08`
`α`	`\Ga` *	`19`
`σ`	`\157` *	`9d`
`𝕥`	`\024` *	`18`
`ɑtm`	`\167\^t\^m`	`a7 0a 06`
`γp`	`\Gg\^p`	`1c 08`
`C1`	`\^C\^1`	`c6 b8`
`C2`	`\^C\^2`	`c6 b9`
`G0`	`\^G\021`	`ca 15`
`e`	`\^e`	`03`

Equation Character

Following the lists of characters that can be represented by the command EQN.

Sort by Opcode

Char	Trigraph	Code	Description
`c`	`\^c` *	`02`	Constant `λc`
`e`	`\^e` *	`03`	Constant `e`
`g`	`\^g` *	`04`	Constant `g`
`h`	`\^h` *	`05`	Constant `h`
`m`	`\^m` *	`06`	Constant `me`
`n`	`\^n` *	`07`	Constant `mn`
`p`	`\^p` *	`08`	Constant `mp`
`r`	`\^r` *	`09`	Constant `re`
`t`	`\^t` *	`0a`	Constant `atm`
`A`	`\015`	`0f`	Constant `NA`
`𝕔`	`\016`	`10`	Constant `𝕔`
`𝔽`	`\017`	`11`	Constant `𝔽`
`𝔾`	`\018`	`12`	Constant `𝔾`
`k`	`\^k` *	`13`	Constant `k`
`ℝ`	`\020`	`14`	Constant `ℝ`
`0`	`\021`	`15`	Constant `G0`
`h̄`	`\023`	`17`	Constant `h̄`
`𝕥`	`\024`	`18`	Constant `𝕥`
`α`	`\Ga`	`19`	Constant `α`
`λ`	`\Gl`	`1a`	Constant `λc`
`Φ`	`\O/`	`1b`	Constant `Φ0`
`γ`	`\Gg`	`1c`	Constant `γp`
`∞`	`\oo`	`1e`	Constant `R∞`
`ε`	`\Ge`	`1f`	Constant `ε0`
		`20`	Space
`!`		`21`	Factorial symbol
`%`		`25`	Percent symbol `%CHG`
`-`	`\^-` *	`26`	Sign symbol `+/-`
`(`		`28`	Function bracket
`)`		`29`	Function bracket
`+`		`2b`	Addition sign
`-`		`2d`	Substraction sign
`0..9`		`30..39`	Number
`=`		`3d`	Equal symbol
`A..Z`		`41..5a`	Variable
`[`		`5b`	Vector bracket
`𝚋`	`\092`	`5c`	Base binary `b`
`]`		`5d`	Vector bracket
`^`		`5e`	Exponent `y˟`
`o`	`\096`	`60`	Base octal `o`
`b`	`\_b` *	`7b`	Linear regression `b`
`s`	`\125`	`7d`	Standard Deviation `s`
`𝚗`	`\128`	`80`	Summation statistics `n`
`÷`	`\:-`	`81`	Division sign
`×`	`\.x`	`82`	Multiplication sign
`Σ`	`\GS`	`85`	Summation statistics `Σ𝑥`
`π`	`\pi`	`87`	Greek small pi `π`
`y`	`\_y` *	`8c`	Standard Deviation `σy`
`→`	`\->`	`8d`	Unit Conversion `→l`
`𝑥`	`\_x` *	`8e`	Standard Deviation `σ𝑥`
`µ`	`\Gm`	`8f`	Constant `µµ`
`²`	`\145`	`91`	Summation statistics `Σ𝑥²`
`°`	`\^o`	`94`	Degree `→°F`
`σ`	`\157`	`9d`	Constant `σ`
`θ`	`\Gh`	`9e`	Complex small theta `θ`
`ɑ`	`\167`	`a7`	Constant `atm`
`𝚛`	`\171`	`ab`	Linear regression `r`
`σ`	`\Gs`	`ae`	Standard Deviation `σ𝑥`
`x̄`	`\x-`	`af`	Mean `x̄`
`ȳ`	`\y-` *	`b0`	Mean `ȳ`
`x̂`	`\x^` *	`b1`	Linear estimation `x̂`
`ŷ`	`\y^` *	`b2`	Linear estimation `ŷ`
`𝚖`	`\179`	`b3`	Linear regression `m`
`1`	`\^1` *	`b8`	Constant `C1`
`2`	`\^2` *	`b9`	Constant `C2`
`w`	`\_w` *	`c1`	Mean `x̄w`
`B`	`\^B` *	`c5`	Constant `µB`
`C`	`\^C` *	`c6`	Constant `C1`
`G`	`\^G` *	`ca`	Constant `G0`
`N`	`\^N` *	`d1`	Constant `NA`
`a`	`\^a` *	`d8`	Constant `a0`
`u`	`\^u` *	`e3`	Constant `u`
`E`	`\231`	`e7`	Exponent `E`
`𝚑`	`\235`	`eb`	Base hexadecimal `h`
`𝒾`	`\im` *	`ec`	Complex script small `i`
`R`	`\^R` *	`ef`	Constant `R∞`
`V`	`\^V` *	`f3`	Constant `Vm`
`Z`	`\^Z` *	`f7`	Constant `Z0`
`𝚍`	`\252`	`fc`	Base decimal `d`
`,`	`\;,` *	`fd`	comma `,` for tuple in function
`►`	`\∣>`	`ff`	`STO` in mode algebraic

Trigraph shortcuts

Trigraph	Char	Code
`\092`	`b`	`5c`
`\096`	`o`	`60`
`\125`	`s`	`7d`
`\128`	`n`	`80`
`\:-`	`/`	`81`
`\.x`	`*`	`82`
`\_y` *	`y`	`8c`
`\_x` *	`x`	`8e`
`\171`	`r`	`ab`
`\179`	`m`	`b3`
`\_w` *	`w`	`c1`
`\231`	`e`	`e7`
`\235`	`h`	`eb`
`\im` *	`i`	`ec`
`\252`	`d`	`fc`
`\;,` *	`,`	`fd`

Translations

EQN Translations

Char	RPL	Unicode	(Markdown inline) HTML	Plain
`c`	`\^c` *	`ᶜ`	`<sup>c</sup>`	`^c`
`e`	`\^e` *	`ᵉ`	`<sup>e</sup>`	`^e`
`g`	`\^g` *	`ᵍ`	`<sup>g</sup>`	`^g`
`h`	`\^h` *	`ʰ`	`<sup>h</sup>`	`^h`
`m`	`\^m` *	`ᵐ`	`<sup>m</sup>`	`^m`
`n`	`\^n` *	`ⁿ`	`<sup>n</sup>`	`^n`
`p`	`\^p` *	`ᵖ`	`<sup>p</sup>`	`^p`
`r`	`\^r` *	`ʳ`	`<sup>r</sup>`	`^r`
`t`	`\^t` *	`ᵗ`	`<sup>t</sup>`	`^t`
`A`	`\015`	`ᴀ`	`<sup><sub>A</sub></sup>`	`^A`
`𝕔`	`\016`	`𝕔`	`<sup>&copf;</sup>`	`c`
`𝔽`	`\017`	`𝔽`	`<sup>&Fopf;</sup>`	`F`
`𝔾`	`\018`	`𝔾`	`<sup>&Gopf;</sup>`	`G`
`k`	`\^k` *	`ᵏ`	`<sup>k</sup>`	`^k`
`ℝ`	`\020`	`ℝ`	`<sup>&Ropf;</sup>`	`R`
`0`	`\021`	`ᵒ`	`<sup>o</sup>`	`^o`
`h̄`	`\023`	`ʰ̄`	`<sup>&hbar;</sup>`	`h`
`𝕥`	`\024`	`𝕥`	`<sup>&topf;<sup>`	`t`
`α`	`\Ga`	`α`	`α`	`a`
`λ`	`\Gl`	`λ`	`λ`	`l`
`ϕ`	`\O/`	`Φ`	`Φ`	`Ph`
`γ`	`\Gg`	`γ`	`γ`	`g`
`∞`	`\oo`	`∞`	`∞`	`oo`
`ε`	`\Ge`	`ε`	`ε`	`e`
		` `	` `
`-`	`\^-` *	`⁻`	`<sup>-</sup>`	`^-`
`𝚋`	`\092`	`𝚋`	`b`	`b`
`^`	`^`	`^`	`&circ;`	`^`
`o`	`\096`	`o`	`o`	`o`
`b`	`\_b` *	`b`	`<sub>b</sub>`	`b`
`s`	`\125`	`s`	`s`	`s`
`𝚗`	`\128`	`𝚗`	`n`	`n`
`÷`	`\:-`	`÷`	`÷`	`/`
`×`	`\.x`	`×`	`×`	`*`
`∑`	`\GS`	`Σ`	`Σ`	`Z`
`π`	`\pi`	`π`	`π`	`pi`
`y`	`\_y` *	`y`	`<sub>y</sub>`	`y`
`→`	`\->`	`→`	`→`	`->`
`𝑥`	`\_x` *	`ₓ`	`<sub>x</sub>`	`x`
`µ`	`\Gm`	`μ`	`μ`	`m`
`²`	`\145`	`x²`	`²`	`^2`
`°`	`\^o`	`°`	`°`	`^o`
`σ`	`\157`	`σ`	`<sup>σ</sup>`	`^z`
`θ`	`\Gh`	`θ`	`θ`	`t`
`ɑ`	`\167`	`ᵅ`	`<sup>α</sup>`	`^a`
`𝚛`	`\171`	`𝚛`	`r`	`r`
`σ`	`\Gs`	`σ`	`σ`	`z`
`x̄`	`\x-`	`x̄`	`x&x0304;`	`x`
`ȳ`	`\y-` *	`ȳ`	`y&x0304;`	`y`
`x̂`	`\x^` *	`x̂`	`x&x0302;`	`x`
`ŷ`	`\y^` *	`ŷ`	`&ycirc;`	`y`
`𝚖`	`\179`	`𝚖`	`m`	`m`
`1`	`\^1` *	`¹`	`<sup>1</sup>`	`^1`
`2`	`\^2` *	`²`	`<sup>2</sup>`	`^2`
`w`	`\_w` *	`w`	`<sub>w</sub>`	`w`
`B`	`\^B` *	`ᴮ`	`<sup>B</sup>`	`^B`
`C`	`\^C` *	`ᴄ`	`<sup>C</sup>`	`^C`
`G`	`\^G` *	`ᴳ`	`<sup>G</sup>`	`^G`
`N`	`\^N` *	`ᴺ`	`<sup>N</sup>`	`^N`
`a`	`\^a` *	`ᵃ`	`<sup>a</sup>`	`^a`
`u`	`\^u` *	`ᵘ`	`<sup>u</sup>`	`^u`
`ᴇ`	`\231`	`ᴇ`	`e`	`e`
`h`	`\235`	`𝚑`	`h`	`h`
`𝒾`	`\im` *	`𝒾`	`&iscr;`	`i`
`R`	`\^R` *	`ᴿ`	`<sup>R</sup>`	`^R`
`V`	`\^V` *	`ⱽ`	`<sup>V</sup>`	`^V`
`Z`	`\^Z` *	`ᴢ`	`<sup>Z</sup>`	`^Z`
`𝚍`	`\252`	`𝚍`	`d`	`d`
`,`	`\;,` *	`，`	`<strong>,<strong>`	`,`
`►`	`\∣>`	`►`	`►`	`>`

Display Translations

Char	RPL	Unicode	(Markdown inline) HTML	Plain
`√x`	`\v/x`	`√x`	`√x`	`sqrt`
`x√y`	`x\v/y`	`x√y`	`x√y`	`xroot`
`ʃ`	`\.S`	`∫`	`∫`	`$`
`≤`	`\<=`	`≤`	`≤`	`<=`
`≥`	`\>=`	`≥`	`≥`	`>=`
`≠`	`\=/`	`≠`	`≠`	`!=`
`←`	`\<-`	`←`	`←`	`<-`
`↓`	`\∣v`	`↓`	`↓`	`v`
`↑`	`\∣^`	`↑`	`↑`	`^`
`˟`	`\^x`	`ˣ`	`<sup>x</sup>`	`^x`

Key Translations

Char	RPL	Unicode	(Markdown inline) HTML	Plain
`⇦`	`\BS` *	`⇦`	`⇦`	`bksp`
`🄲`	`\CC` *	`🄲`	`🄲`	`cancel`
`<`	`\.<` *	`<`	`<`	`left`
`>`	`\.>` *	`>`	`>`	`right`
`∨`	`\.v` *	`∨`	`&vee;`	`down`
`∧`	`\.^` *	`∧`	`&wedge;`	`up`
`⮢`	`\<+` *	`↰`	`&lsh;`	`ctrl`
`⮣`	`\+>` *	`↱`	`&rsh;`	`shift`
`x≶`	`x\<>` *	`x≶`	`x&lg;`	`x<>`

Links

HP-35s Startpage
Assembler
Emulator
Applications Book (en|de)
- Introduction
  - Elementare Funktionen u. Operationen (de)
- Machine Related Operations
- Number Theory and Algebra
- Geometry and Trigonometry
- Miscellany
  - Weekday
- Appendix
  - Character Set
  - Knowledge Base

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