Use Numba to increase performance.

gyro.py

@@ -1,52 +1,61 @@
-try:
-    from numpy import complex256
-except ImportError:
-    from numpy import complex128 as complex256 
-
+from numba import jit
 from cmath import sqrt
 from math import tanh, atanh
 from lines import cLineIntersection
 
+@jit
 def ZeroCheck(cN):
-    if cN == complex256(complex(0,0)):
-        return complex256(complex(1,0))
+    if cN == complex(0,0):
+        return complex(1,0)
     else:
         return cN
 
+@jit
 def c_tr(cN):
     return cN.real, cN.imag
 
+@jit
 def cNorm(cN):
     return ZeroCheck(cN)/abs(ZeroCheck(cN))
 
+@jit
 def cDot(cA, cB):
     return (cA * cB.conjugate()).real
 
+@jit
 def cDist(cA, cB):
     return abs(cA-cB)
 
+@jit
 def MobiusInt(cA,cB,cC,cD): # Bruh
     return Klein2Poincare(cLineIntersection(Poincare2Klein(cA),Poincare2Klein(cB),Poincare2Klein(cC),Poincare2Klein(cD)))
 
+@jit
 def MobiusAdd(cA, cB):
     return (cA + cB) / (1 + cA.conjugate() * cB)
 
+@jit
 def MobiusGyr(cA, cB):
     return (1 + cA * cB.conjugate()) / (1 + cA.conjugate() * cB)
 
+@jit
 def MobiusAddGyr(cA, cB):
     return MobiusAdd(cA, cB), MobiusGyr(cA, cB)
 
+@jit
 def MobiusScalar(cA, rT):
     m = abs(cA)
     return tanh(rT * atanh(m)) * cA / m
 
+@jit
 def MobiusCoadd(cA,cB):
     return MobiusAdd(cA, (MobiusGyr(cA,-cB) * cB))
 
+@jit
 def MobiusCosub(cA,cB):
     return MobiusAdd(cA, -(MobiusGyr(cA,cB) * cB))
 
+@jit
 def MobiusLine(cA,cB,rT):
     return MobiusAdd(
             cA,
@@ -54,19 +63,22 @@ def MobiusLine(cA,cB,rT):
                 MobiusAdd(-cA,cB),
                 rT))
 
+@jit
 def MobiusDist(cA,cB):
     return abs(MobiusAdd(-cB,cA))
 
+@jit
 def Poincare2Klein(cN):
     return 2*cN / (1 + cDot(cN,cN))
 
+@jit
 def Klein2Poincare(cN):
     return (1-sqrt(1-cDot(cN,cN)))*cN/cDot(cN,cN)
 
 class GyroVector:
     def __init__(self, cPos, cRot):
-        self.cPos = complex256(cPos)
-        self.cRot = complex256(cRot)
+        self.cPos = complex(cPos)
+        self.cRot = complex(cRot)
         self.normalize()
 
     def __add__(gA, gB):

lines.py

@@ -1,14 +1,20 @@
+from numba import jit
+
+@jit
 def LineIntersection(rX1,rY1,rX2,rY2,rX3,rY3,rX4,rY4):
     rX = ( (rX1*rY2-rY1*rX2)*(rX3-rX4)-(rX1-rX2)*(rX3*rY4-rY3*rX4) ) / ( (rX1-rX2)*(rY3-rY4)-(rY1-rY2)*(rX3-rX4) ) 
     rY = ( (rX1*rY2-rY1*rX2)*(rY3-rY4)-(rY1-rY2)*(rX3*rY4-rY3*rX4) ) / ( (rX1-rX2)*(rY3-rY4)-(rY1-rY2)*(rX3-rX4) )
     return (rX, rY)
 
+@jit
 def cLineIntersection(cA0, cA1, cB0, cB1):
     rX, rY = LineIntersection(cA0.real, cA0.imag, cA1.real, cA1.imag, cB0.real, cB0.imag, cB1.real, cB1.imag)
     return complex(rX, rY)
 
+@jit
 def Between(rA,rB,rN):
     return (rA < rN and rN < rB) or (rB < rN and rN < rA)
 
+@jit
 def cBetween(cA,cB,cN):
     return Between(cA.real,cB.real,cN.real) and Between(cA.imag,cB.imag,cN.imag)

main.py

@@ -1,9 +1,5 @@
 #!/usr/bin/env python3
-try:
-    from numpy import complex256
-except ImportError:
-    from numpy import complex128 as complex256
-    print("Warning! Cannot use full precision!")
+from numba import jit
 
 from time import time_ns, sleep
 from cmath import exp, pi
@@ -15,7 +11,7 @@ from lines import *
 
 def deg2rad(rA): return rA/180*PI
 
-I = complex256(complex(0,1))
+I = complex(0,1)
 WHITE = (255,255,255)
 BLACK = (0,0,0)
 OFFSET = 0.015625
@@ -25,7 +21,7 @@ IROT = 1/ROT
 F = 5 * 10**7
 F_ = 10**9
 
-gOrigin = GyroVector(complex256(0),1)
+gOrigin = GyroVector(0,1)
 
 SKY = (127,127,255)
 GROUND = (102, 51, 0)