Numeric

This is a list of commands that accept numerics as input in the order that they appear in the code page. This structure is subject to change.

Vectorized numeric commands (commands that also work on lists of numerics) appear on the forthcoming List page. Actual numbers appears on the Literals page.

a and b are any two numeric inputs. z is a complex number. [a] is a list.

Symbol	Inputs	Function
▲	a,b	LCM(a,b).
▼	a,b	Push b//gcd(a,b),a//gcd(a,b).
!	a	Factorial(a).
%	a,b	Modulus.
&	a,b	Bitwise AND.
*	a,b	Multiply.
+	a,b	Add.
-	a,b	Subtract.
/	a,b	Float division.
<	a,b	Less-than.
=	a,b	Equality.
>	a,b	Greater-than.
A	a	Absolute value.
B	a,b	A random integer in [a,b); randrange(a,b).
C	a	Cosine; cos(a).
D	a	Decrement.
E	a	Error function.
F	a	a-th number in the Fibonacci sequence.
G	a	A random float in the range [0,1); random().
J	a	A random integer in [0,a); randrange(a).
K	a	Ceiling function.
L	a	Floor function.
P	a	The a-th prime (zero-indexed).
R	a	Range; [1,2,...,a].
S	a	Sine; sin(a).
T	a	Tangent; tan(a).
V	a,b	A random float between a and b; uniform(a,b).
\	a,b	Integer division.
^	a,b	Bitwise XOR.
_	a	Natural logarithm; ln(a).
d	a,b	Divmod.
e	a	Exponential function.
f	a	Fibonacci index of a if a is a Fibonacci number, else -1.
g	a,b	GCD(a,b).
h	a,b	Euclidean norm, sqrt(aa+bb).
m	a	modf(a); push int(a), frac(a).
o	a	Full prime factorization of
p	a	Check if a number is prime.
r	a	Lowered range; [0,1,...,a-1].
s	a	Sign function.
u	a	Increment.
v	a	Seed the RNG with a; random.seed(a).
w	a	Prime factorization of
x	a	Range [a,b); [a,a+1,...,b-1].
y	a	Prime factors of
`	`	a,b
~	a	Bitwise negate.
Ç	a,b	Push the complex number a+bi.
â	a	Inverse sine; asin(a).
ä	a	Inverse cosine; acos(a).
à	a	Inverse tangent; atan(a).
å	a,b	atan2(a,b).
ç	a	Inverse hyperbolic sine; asinh(a).
ê	a	Inverse hyperbolic cosine; acosh(a).
ë	a	Inverse hyperbolic tangent; atanh(a).
î	a	0+ai.
ì	a	Inverse; 1/a.
Ä	a	Hyperbolic sine; sinh(a).
Å	a	Hyperbolic cosine; cosh(a).
É	a	Hyperbolic tangent; tanh(a).
¢	a,b	abs(a)*sgn(b).
₧	z	Phase of a complex number.
á	z	Complex conjugate.
º	a	Convert a to degrees.
¿	[a],b	Interpret [a] as a base-b integer.
⌐	a	a+2
¬	a	a-2
½	a	a/2 (float division)
¼	a	a/4 (float division)
¡	a,b	Convert a to base b, pushes a string, only works up to base 36.
▒	a	Totient function.
▓	a	Prime-counting function.
┤	a,b	Check if a and b are coprime.
╣	a	The a-th row of Pascal's triangle.
├	a	bin(a).
─	a	hex(a).
╤	a	10**a.
╥	a	Logarithm base 10.
╙	a	2**a.
╘	a	Logarithm base 2.
╫	a	Real and imaginary parts of a; Re(a), Im(a).
█	a,b	Combination function; C(a,b).
▄	a,b	Permutation function; P(a,b).
▀	a	Digits in base a.
Γ	a	Gamma function.
τ	a	Double; 2*a.
±	a	Unary negate; -a.
≥	a	Greater than or equal to.
≤	a	Less than or equal to.
÷	a	All positive divisors of a.
≈	a	Convert a to an integer.
°	a	Convert a to radians.
√	a	Square root; sqrt(a).
ⁿ	a,b	a to the power of b; pow(a,b).
²	a	Square.