\ket{-}

\ket{+}

\ket{0}

\ket{1}

alpha

beta_{real}

beta_{imaginär}

A = Intersect(xAxis, zAxis)
a = Sphere(A, 1)
alpha_{qubit}: sin(pi / 8)
theta_{qubit}: (2 * acos(alpha_{qubit}))
beta_{qubit_real}: 0
beta_{qubit_imaginary}: -1
phi_{qubit_tan}: atan2(beta_{qubit_imaginary}, beta_{qubit_real})
phi_{qubit} = If(phi_{qubit_tan} < 0, phi_{qubit_tan} + (2 * pi), phi_{qubit_tan})
qubit_x: (sin(theta_{qubit}) * cos(phi_{qubit}))
qubit_y: (sin(theta_{qubit}) * sin(phi_{qubit}))
qubit_z: cos(theta_{qubit})
Qubit = Vector((0, 0, 0), (qubit_x, qubit_y, qubit_z))
Einheitskreis_{x} = CurveCartesian(0, cos(v), sin(v), v, (-pi), pi)
Einheitskreis_{y} = CurveCartesian(cos(u), 0, sin(u), u, (-pi), pi)
Einheitskreis_{xy} = CurveCartesian(cos(u), sin(u), 0, u, (-pi), pi)
phi_{grad}: (phi_{qubit} / pi * 180)
phi_{pi}: phi_{qubit} / pi
InputBox1 = Textfield(alpha_{qubit})
InputBox2 = Textfield(beta_{qubit_real})
InputBox3 = Textfield(beta_{qubit_imaginary})
Qubit_{Marker} = Vector((0, 0, 0), (0, 0, -1))
text1: "\ket{\Psi}=" + (LaTeX[alpha_{qubit}]) + "\cdot\ket{0}+(" + (LaTeX[beta_{qubit_real}]) + " + (" + (LaTeX[beta_{qubit_imaginary}]) + "j))\cdot\ket{1}"