# te'o PA5 cmavo

digit/number: exponential e (approx 2.71828...).

## On affix form:

stero
x1 is x2 steradian(s) [metric unit] in solid angle (default is 1) by standard x3.

## In notes:

dekydugri
du1 is the common logarithm (base 10) of du2.
pavnondugri
d1 is the common logarithm (base 10) of d2.
reldugri
d1 is the binary logarithm of d2.
tezyfrinu
x1 is a fraction with x2 divided by e (natural exponential base)
tezda
x1 is exactly/approximately 1/e^(x2)-th of x3 by standard x4, where e is the natural exponential base; x1 is x2 [li; default: 1] e-fold decreases in x3; x1 is a portion of x3 apportioned by a factor of the (x2)-th power of 1/e
xonba
x1 is exactly/approximately (1/x2)-th-portion [li] of x3 by standard x4.
ka'o'ei
imaginary i, comma - spherical coordinates: first coordinate gives magnitude (complex modulus/radius) of the number, the second number gives the angle from the positive real axis measured counterclockwise toward the 'positive' imaginary axis (default: in the primary branch/Arg) as measured in some units (which that number should contain; the contextless default will suppose radians); the angle is not normalized.
si'oi'e
n-ary mekso operator: Logistical growth, sigmoid function; \bigg( \frac(X2)(1+e^(-X.
te'o'a
unary mekso operator: natural exponentiation operator exp, where exp(a) = ea \forall a.
xi'i'ei
digit/number: Khinchin's constant K0 = 2.6854520010…
te'o zei dugri
d1 is the natural logarithm of d2.