algebra_binary.desmos

a_{ddnum}\left(n,m\right)=n+m
s_{nap}\left(z,n\right)=\left(n\cdot\operatorname{round}\left(\frac{z.x}{n}\right),n\cdot\operatorname{round}\left(\frac{z.y}{n}\right)\right)
A_{dd}\left(N,M\right)=\left(a_{ddnum}\left(N.x,M.x\right),a_{ddnum}\left(N.y,M.y\right)\right)
m_{inusnum}\left(n,m\right)=a_{ddnum}\left(n,N_{egnum}\left(m\right)\right)
M_{inus}\left(N,M\right)=A_{dd}\left(N,C_{oneg}\left(M\right)\right)
t_{akefrom}\left(M,N\right)=A_{dd}\left(N,C_{oneg}\left(M\right)\right)
m_{ultnum}\left(n,m\right)=nm
d_{ivnumint}\left(n,m\right)=\operatorname{floor}\left(\frac{n}{m}\right)
d_{ivnum}\left(n,m\right)=\frac{n}{m}
M_{odnum}\left(n,m\right)=m\left(d_{ivnum}\left(n,m\right)-d_{ivnumint}\left(n,m\right)\right)
M_{ult}\left(N,M\right)=\left(m_{inusnum}\left(\left(m_{ultnum}\left(N.x,M.x\right)\right),\left(m_{ultnum}\left(N.y,M.y\right)\right)\right),a_{ddnum}\left(\left(m_{ultnum}\left(N.x,M.y\right)\right),\left(m_{ultnum}\left(N.y,M.x\right)\right)\right)\right)
D_{iv}\left(z,s\right)=M_{ult}\left(z,R_{ealPow}\left(s,N_{umber}\left(-1\right)\right)\right)
l_{nbranch}\left(z,n\right)=\left(\ln\left(P_{olar}\left(z\right).x\right),a_{ddnum}\left(A_{rg}\left(z\right),\tau n\right)\right)
R_{ealPow}\left(z,s\right)=E_{xp}\left(M_{ult}\left(L_{n}\left(z\right),s\right)\right)
d_{oublecross}\left(z,s\right)=M_{inus}\left(z,S_{wap}\left(s\right)\right)
N_{thrt}\left(z,n\right)=\left[P_{ow}\left(z,N_{umber}\left(\frac{1}{n}\right),H\right)\operatorname{for}H=\left[1...n\right]\right]
M_{andlebrot}\left(z,c\right)=s_{quare}\left(z\right)+c