tema-maria.py

import matplotlib.pyplot as plt
import math
import cmath

V=complex(0,1)
W=complex(1,1)

def plotc(zs):
    xs=[z.real for z in zs]
    ys=[z.imag for z in zs]
    plt.plot(xs,ys)

def I(z):
    zs=[z,z+V]
    plotc(zs)

def A(z):
   A=z;B=A+complex(0.5, 1);C=A+1
   P=(A+B)/2;Q=(C+B)/2
   zs=[A,B,Q,P,Q,C]
   plotc(zs)

def E(z):
   A=z+1;B=z;C=B+V;D=C+1
   P=B+V*1/2; Q=P+1
   zs=[A,B,P,Q,P,C,D]
   plotc(zs)
def O(z):
   al=2*math.pi/30
   A=z+V/2
   zs=[]
   for i in range(30+1):
      R=A+cmath.rect(1/2,al*i)
      zs.append(R)
   plotc(zs)

def U(z):
   Q=z+V/2
   B=Q-1/2;A=B+V/2
   C=B+1;D=A+1
   al=2*math.pi/30
   zs=[A,B]
   for i in range(15,30+1):
      R=Q+cmath.rect(1/2,al*i)
      zs.append(R)
   zs+=[C,D]
   plotc(zs)

def M(z):
    A = z
    B = A + complex(0, 1)
    C = complex(0.5,0.5) + A
    D = B + complex(1, 0)
    E = A + complex(1, 0)
    zs=[A,B,C,D,E]
    plotc(zs)

def P(z):
    A = z
    B = A + complex(0, 1)
    al = 2*math.pi/30
    zs = [A, B]
    aux = B - complex(0, 0.25)
    for i in range(7, -8, -1):
        R = aux + cmath.rect(1/4, al*i)
        zs.append(R)
    plotc(zs)

def R(z):
    A = z
    B = A + complex(0, 1)
    al = 2*math.pi/30
    zs = [A, B]
    aux = B - complex(0, 0.25)
    for i in range(7, -8, -1):
        R = aux + cmath.rect(1/4, al*i)
        zs.append(R)
    C = (A + B) / 2
    D = A + complex(0.3, 0)
    zs += [C, D]
    plotc(zs)

def Vlitera(z):
    A=z+complex(0,1)
    B=z+complex(0.5,0)
    C=A+complex(1,0)
    zs=[A,B,C]
    plotc(zs)

def L(z):
    A=z+complex(0,1)
    B=z
    C=z+complex(0.5,0)
    zs=[A,B,C]
    plotc(zs)

def caciulita(z):
    Q=z+V/2 + 0.5
    #B=Q-1/2;A=B+V/2
    #C=B+1;D=A+1
    al=2*math.pi/30
    zs=[]
    for i in range(20,25+1):
      R=Q+cmath.rect(1/2,al*i)
      zs.append(R)
    zs+=[]
    plotc(zs)

def punctulPeI(z):
    al=2*math.pi/30
    A=z+V/2
    zs=[]
    for i in range(30+1):
      R=A+cmath.rect(1/16,al*i)
      zs.append(R)
    plotc(zs)

M(complex(0, 2 + 0.2)); A(complex(1.2, 2.2)); R(complex(2.4, 2.2)); I(complex(3.0, 2.2)); A(complex(3.2, 2.2))
P(0); A(0.3); Vlitera(1.1); A(1.9); L(3); A(3.6);U(5.1)
caciulita(complex(0.3, 1.1)); caciulita(complex(1.9, 1.1)); caciulita(complex(3.6, 1.1))
punctulPeI(complex(3.0, 2.9))
plt.show()