""" This code is a random labyrinth generator, consisting of two parts at the beginning and the end. Thereafter, these two parts are expanded until they are connected. Finally, all vacancies are filled out! """ """ Coded by N. Grpp (28.05.2019) """ from random import * class Assining: def __init__(self, number): self.number = number def assign_symbols(self): if self.number == 0 or self.number == 9: return " " if self.number == 1 or self.number == 5 or self.number == 7: return "_" if self.number == 2 or self.number == 6 or self.number == 8: return "|" ######################################### Zeile = list(range(37)) Vergl = list(range(37)) Pass = list(range(40)) for P in Pass: Pass[P] = 9 for Z in Zeile: Zeile[Z] = 0 Zeile0 = [9] + Pass + [9] Zeile2 = [8] + Zeile + [8] + [9, 9, 9] Zeile3 = [8] + Zeile + [8] + [9, 9, 9] Zeile4 = [8] + Zeile + [8] + [9, 9, 9] Zeile5 = [8] + Zeile + [8] + [9, 9, 9] Zeile6 = [8] + Zeile + [8] + [9, 9, 9] Zeile7 = [8] + Zeile + [8] + [9, 9, 9] Zeile8 = [8] + Zeile + [8] + [9, 9, 9] Zeile9 = [8] + Zeile + [8] + [9, 9, 9] Zeile10 = [8] + Zeile + [8] + [9, 9, 9] Zeile11 = [8] + Zeile + [8] + [9, 9, 9] Zeile12 = [8] + Zeile + [8] + [9, 9, 9] Zeile13 = [8] + Zeile + [8] + [9, 9, 9] Zeile14 = [8] + Zeile + [8] + [9, 9, 9] Zeile15 = [8] + Zeile + [8] + [9, 9, 9] Zeile16 = [8] + Zeile + [8] + [9, 9, 9] Zeile17 = [8] + Zeile + [8] + [9, 9, 9] Zeile18 = [8] + Zeile + [8] + [9, 9, 9] Zeile19 = [8] + Zeile + [8] + [9, 9, 9] Zeile20 = [8] + Zeile + [8] + [9, 9, 9] Zeile21 = [8] + Zeile + [8] + [9, 9, 9] Zeile22 = [8] + Zeile + [8] + [9, 9, 9] Zeile23 = [8] + Zeile + [8] + [9, 9, 9] Zeile24 = [8] + Zeile + [8] + [9, 9, 9] Zeile25 = [8] + Zeile + [8] + [9, 9, 9] Zeile26 = [8] + Zeile + [8] + [9, 9, 9] Zeile27 = [8] + Zeile + [8] + [9, 9, 9] Zeile29 = [9] + Pass + [9] for V in Vergl: Zeile[V] = 7 Zeile1 = [9] + Zeile + [9] + [9, 9, 9] Zeile28 = [8] + Zeile + [8] + [9, 9, 9] Zeile4[0] = 9 Zeile26[38] = 9 Zeile4[1] = 1 Zeile3[1] = 1 Zeile26[37] = 5 Zeile25[37] = 5 Zeilen = [Zeile0, Zeile1, Zeile2, Zeile3, Zeile4, Zeile5, Zeile6, Zeile7, Zeile8, Zeile9, Zeile10, Zeile11, Zeile12, Zeile13, Zeile14, Zeile15, Zeile16, Zeile17, Zeile18, Zeile19, Zeile20, Zeile21, Zeile22, Zeile23, Zeile24, Zeile25, Zeile26, Zeile27, Zeile28, Zeile29] ######################################## Verbindungslinie = "noo" Verbindungsstelle = "noo" def random_direction(): global y global timer global a global m global status global Verbindungslinie global Verbindungsstelle global f global g timer += 1 q = y - 3 ö = y - 2 x = y - 1 z = y + 1 ä = y + 2 p = y + 3 # ------- # l-r # ------- if direction == "links-rechts": if a == 1: if (Zakt[ä] != n and Zakt[ä] != 8) and (Zminus[ö] != 9) and (Zakt[x] == m or Zakt[x] == f or Zakt[x] == 7) and (Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == f or Zminus[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f or Zakt[y] == 7) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == n or Zminus[y] == f or Zminus[y] == g) and (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f) and (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g): if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 elif Zminus[y] == n or Zminus[y] == g: Zminus[y] = n if Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == f: Zakt[z] = m elif Zakt[z] == 7: Zakt[z] = 7 if Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == f: Zminus[z] = m elif Zminus[z] == n or Zminus[z] == g: Zminus[z] = n elif Zminus[z] == 7: Zminus[z] = 7 if Zakt[ä] == g and status != "conected": status = "conected" Verbindungslinie = Zakt Verbindungsstelle = ä return elif Zakt[ä] == g and status == "conected": return q += 2 ö += 2 x += 2 y += 2 z += 2 ä += 2 p += 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus _ ___ # Lakt _ --> ___ l-r # xyz xyz elif (Zakt[x] == 9) and (Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == f or Zminus[x] == g) and (Zplus[x] == n or Zplus[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zakt[z] != n and Zakt[z] != 8): Zakt[y] = m if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return q += 1 ö += 1 x += 1 y += 1 z += 1 ä += 1 p += 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus _ __ # Lakt --> _ l-r # Lplus | | # xyz xyz elif (Zakt[z] != n and Zakt[z] != 8) and (Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f) and (Zminus[ö] == 9) and (Zminus[x] == n or Zminus[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m else: Zakt[y] = 7 if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return q += 1 ö += 1 x += 1 y += 1 z += 1 ä += 1 p += 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus | |_ # Lakt _ --> __ l-r # xyz xyz elif timer < 4: timer += 1 a = 2 random_direction() else: return ##### elif a == 2: if (Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f) and (Zminus[x] == m or Zminus[x] == f) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == n or Zminus[y] == f or Zminus[y] == g) and (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f) and (Zminus[z] == 0 or Zminus[z] == f) and (Zakt[ä] == 0 or Zakt[ä] == n or Zakt[ä] == 8 or Zakt[ä] == m or Zakt[ä] == 7 or Zakt[ä] == f or Zakt[ä] == g) and (Zminus[ä] == 0 or Zminus[ä] == n or Zminus[ä] == 8 or Zminus[ä] == f or Zminus[ä] == g): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == f): Zakt[z] = m elif Zakt[z] == 7: Zakt[z] = 7 if (Zakt[ä] == 0 or Zakt[ä] == n or Zakt[ä] == m or Zakt[ä] == f or Zakt[ä] == g or Zakt[ä] == 7): Zakt[ä] = n elif Zakt[ä] == 8: Zakt[ä] = 8 if Zminus[z] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = z status = "conected" return elif Zminus[z] == f and status == "conected": return q += 1 ö += 1 x += 1 y += 1 z += 1 ä += 1 p += 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus _ _ # Lakt _ --> ___| u-o # xyz xyzä elif (Zakt[x] == 9) and (Zminus[ö] != 9) and (Zminus[x] == m or Zminus[x] == n or Zminus[x] == f or Zminus[x] == g) and (Zplus[x] == n or Zplus[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == g): Zakt[y] = m if (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g): Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zminus[x] == g: Zminus[x] = g elif Zminus[x] == n: Zminus[x] = n else: Zminus[x] = 0 if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus _ ( ) # Lakt _| u-o # Lplus | --> | # xyz xyz elif (Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f) and (Zminus[ö] == 9) and (Zminus[x] == n or Zminus[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == m or Zakt[z] == f or Zakt[z] == g or Zakt[z] == 7): Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus | | # Lakt _ --> __| u-o # xyz xyz elif timer < 4: timer += 1 a = 3 random_direction() else: return ##### elif a == 3: if (Zakt[x] == m or Zakt[x] == f) and (Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == f) and (Zakt[y] == 0 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == n or Zminus[y] == f or Zminus[y] == g) and (Zakt[z] == 0 or Zakt[z] == f) and (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == f) and (Zakt[ä] == 0 or Zakt[ä] == n or Zakt[ä] == 8 or Zakt[ä] == g): if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m elif (Zminus[y] == n or Zminus[y] == g): Zminus[y] = n else: Zminus[y] = 7 if (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == f): Zminus[z] = m else: Zminus[z] = 7 if (Zakt[ä] == 0 or Zakt[ä] == n or Zakt[ä] == g): Zakt[ä] = n else: Zakt[ä] = 8 if Zakt[z] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == f and status == "conected": return else: Zakt[z] = 9 Zakt[y] = 9 q += 1 ö += 1 x += 1 y += 1 z += 1 ä += 1 p += 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus _ ___ # Lakt _ --> _ | o-u # xyz xyzä elif (Zakt[x] == m or Zakt[x] == f) and (Zminus[x] == n or Zminus[x] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == f or Zakt[z] == g): Zminus[y] = m if (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == f or Zakt[z] == g): Zakt[z] = n else: Zakt[z] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 Zakt[x] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus | |_ # Lakt _ --> ( )| o-u # xyz xyz elif (Zakt[x] == 9) and (Zplus[x] == n or Zplus[x] == g) and (Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == f or Zminus[x] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == f or Zakt[z] == g): if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == f or Zakt[z] == g): Zakt[z] = n else: Zakt[z] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus _ __ # Lakt --> | o-u # Lplus | | # xyz xyz elif timer < 4: timer += 1 a = 1 random_direction() else: return ############################################## # ------- # r-l # ------- if direction == "rechts-links": if a == 1: if (Zakt[x] != n and Zakt[x] != 8) and (Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f) and (Zminus[ä] == 9) and (Zminus[z] == n or Zminus[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m else: Zakt[y] = 7 if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return q -= 1 ö -= 1 x -= 1 y -= 1 z -= 1 ä -= 1 p -= 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus _| | # Lakt __ <-- _ r-l # xyz xyz elif (Zakt[ö] != n and Zakt[ö] != 8) and (Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f) and (Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f) and (Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == f or Zminus[x] == g): if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == f: Zakt[x] = m elif Zakt[x] == 7: Zakt[x] = 7 if Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == f: Zminus[x] = m elif Zminus[x] == g or Zminus[x] == n: Zminus[x] = n elif Zminus[x] == 7: Zminus[x] = 7 if Zakt[ö] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = ö status = "conected" return elif Zakt[ö] == g and status == "conected": return q -= 2 ö -= 2 x -= 2 y -= 2 z -= 2 ä -= 2 p -= 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus ___ _ # Lakt ___ <-- _ r-l # xyz xyz elif (Zakt[z] == 9) and (Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g) and (Zplus[z] == n or Zplus[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zakt[x] != n and Zakt[x] != 8): Zakt[y] = m if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return q -= 1 ö -= 1 x -= 1 y -= 1 z -= 1 ä -= 1 p -= 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus __ _ # Lakt _ <-- r-l # Lplus | | # xyz xyz elif timer < 4: timer += 1 a = 2 random_direction() else: return ##### elif a == 2: if (Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f) and (Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == f) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == n or Zminus[y] == f or Zminus[y] == g) and (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f) and (Zminus[x] == 0 or Zminus[x] == f) and (Zakt[ö] == 0 or Zakt[ö] == n or Zakt[ö] == 8 or Zakt[ö] == m or Zakt[ö] == 7 or Zakt[ö] == g or Zakt[ö] == f) and (Zminus[ö] == 0 or Zminus[ö] == n or Zminus[ö] == 8 or Zminus[ö] == f or Zminus[ö] == g): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == f): Zakt[x] = m elif Zakt[x] == 7: Zakt[x] = 7 if (Zakt[ö] != 8): Zakt[ö] = n elif Zakt[ö] == 8: Zakt[ö] = 8 if Zminus[x] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zminus[x] == f and status == "conected": return q -= 1 ö -= 1 x -= 1 y -= 1 z -= 1 ä -= 1 p -= 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus _ _ # Lakt |___ <-- _ u-o # öxyz öxyz elif (Zakt[z] == 9) and (Zminus[ä] != 9) and (Zminus[z] == m or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g) and (Zplus[z] == n or Zplus[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g or Zakt[x] == 8): if (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g): Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zminus[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y return elif Zminus[y] == f and status == "conected": return if Zminus[z] == g: Zminus[z] = g elif Zminus[z] == n: Zminus[z] = n else: Zminus[z] = 0 Zakt[y] = m y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus ( ) _ # Lakt |_ u-o # Lplus | <-- | # xyz xyz elif (Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == 0) and (Zminus[ä] == 9) and (Zminus[z] == n or Zminus[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g): if (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f): Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == m or Zakt[x] == f or Zakt[x] == g or Zakt[x] == 7): Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lminus | | # Lakt |__ <-- _ u-o # xyz xyz elif timer < 4: timer += 1 a = 3 random_direction() else: return ##### elif a == 3: if (Zakt[z] == m or Zakt[z] == f) and (Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == f) and (Zakt[y] == 0 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == n or Zminus[y] == f or Zminus[y] == g) and (Zakt[x] == 0 or Zakt[x] == f) and (Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == f) and (Zakt[ö] == 0 or Zakt[ö] == n or Zakt[ö] == 8 or Zakt[ö] == g): if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m elif Zminus[y] == n or Zminus[y] == g: Zminus[y] = n else: Zminus[y] = 7 if (Zminus[x] == 0 or Zminus[x] == m) or Zminus[x] == f: Zminus[x] = m else: Zminus[x] = 7 if (Zakt[ö] == 0 or Zakt[ö] == n or Zakt[ö] == g): Zakt[ö] = n else: Zakt[ö] = 8 if Zakt[x] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == f and status == "conected": return else: Zakt[x] = 9 Zakt[y] = 9 q -= 1 ö -= 1 x -= 1 y -= 1 z -= 1 ä -= 1 p -= 1 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus ___ _ # Lakt | _ <-- _ o-u # öxyz öxyz elif (Zakt[z] == m or Zakt[z] == f) and (Zminus[z] == n or Zminus[z] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == f or Zakt[x] == g): Zminus[y] = m if (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == f or Zakt[x] == g): Zakt[x] = n else: Zakt[x] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 Zakt[z] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus _| | # Lakt |( ) <-- _ o-u # xyz xyz elif (Zakt[z] == 9) and (Zplus[z] == n or Zplus[z] == g) and (Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == g): if (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f): Zminus[y] = m else: Zminus[y] = 7 if (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g): Zakt[x] = n else: Zakt[x] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus __ _ # Lakt | <-- o-u # Lplus | | # xyz xyz elif timer < 4: timer += 1 a = 1 random_direction() else: return ############################################## # ------- # o-u # ------- if direction == "oben-unten": if a == 1: if (Zminus[x] == n or Zminus[x] == 8) and (Zminus[y] == 9) and (Zminus[z] == n or Zminus[z] == 8) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == f or Zakt[x] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == f or Zakt[z] == g): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == f or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == f or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lminus | | | | # Lakt --> | | o-u # xyz xyz elif (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[x] == 9) and (Zminus[y] == 9) and (Zminus[z] == n or Zminus[z] == 8 or Zminus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == f or Zakt[x] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == f or Zakt[z] == g): Zakt[x] = n if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == f or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lfirst _ _ # Lminus | | # Lakt --> | | o-u # xyz xyz elif (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[x] == n or Zminus[x] == 8 or Zminus[x] == g) and (Zminus[y] == 9) and (Zminus[z] == 9) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == f or Zakt[x] == g) and (Zakt[y] == 0 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == f or Zakt[z] == g): Zakt[z] = n if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == f or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zakt[y] == f and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = y status = "conected" return elif Zakt[y] == f and status == "conected": return else: Zakt[y] = 9 y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zplus, x, y, z).checking_position() # Lfirst _ _ # Lminus | | # Lakt --> | | o-u # xyz xyz elif timer < 4: timer += 1 a = 2 random_direction() else: return ##### elif a == 2: if (Zminus[x] == n or Zminus[x] == 8 or Zminus[x] == g) and (Zminus[y] == 9) and (Zminus[z] == n or Zminus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == g or Zakt[x] == f) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == f: Zakt[z] = m elif Zakt[z] == 7: Zakt[z] = 7 elif Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return q += 2 ö += 2 x += 2 y += 2 z += 2 ä += 2 p += 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus | | | | # Lakt --> |__ l-r # xyz xyz elif (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[x] == 9) and (Zminus[y] == 9) and (Zminus[z] == n or Zminus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == g or Zakt[z] == f): Zakt[x] = n if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == f: Zakt[z] = m elif Zakt[z] == 7: Zakt[z] = 7 elif Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return q += 2 ö += 2 x += 2 y += 2 z += 2 ä += 2 p += 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lfirst _ _ # Lminus | --> | l-r # Lakt |__ # xyz xyz elif (Zakt[p] != n and Zakt[p] != 8) and (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[x] == n or Zminus[x] == 8 or Zminus[x] == g) and (Zminus[y] == 9) and (Zminus[z] == 9) and (Zminus[ä] == m or Zminus[ä] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g) and (Zakt[ä] == 0 or Zakt[ä] == m or Zakt[ä] == 7 or Zakt[ä] == f or Zakt[ä] == 9): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return elif Zakt[z] == 0 or Zakt[z] == m or Zakt[z] == f: Zakt[z] = m elif Zakt[z] == 7: Zakt[z] = 7 if Zakt[ä] == 0 or Zakt[ä] == m or Zakt[ä] == f: Zakt[ä] = m elif Zakt[ä] == 7: Zakt[ä] = 7 q += 3 ö += 3 x += 3 y += 3 z += 3 ä += 3 p += 3 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lfirst _ _ # Lminus | --> | _ l-r # Lakt |___ # xyz xyzä elif timer < 4: timer += 1 a = 3 random_direction() else: return ##### elif a == 3: if (Zminus[x] == n or Zminus[x] == g) and (Zminus[y] == 9) and (Zminus[z] == n or Zminus[z] == 8 or Zminus[z] == g) and (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == g or Zakt[x] == f) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g): if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == f: Zakt[x] = m elif Zakt[x] == 7: Zakt[x] = 7 elif Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return q -= 2 ö -= 2 x -= 2 y -= 2 z -= 2 ä -= 2 p -= 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus | | | | r-l # Lakt --> __| # xyz xyz elif (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[x] == n or Zminus[x] == g) and (Zminus[y] == 9) and (Zminus[z] == 9) and (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == g or Zakt[x] == f) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g): if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 Zakt[z] = n if Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == f: Zakt[x] = m elif Zakt[x] == 7: Zakt[x] = 7 elif Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return q -= 2 ö -= 2 x -= 2 y -= 2 z -= 2 ä -= 2 p -= 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lfirst _ _ # Lminus | --> | r-l # Lakt __| # xyz xyz elif (Zakt[q] != n and Zakt[q] != 8) and (Zfirst[y] == m or Zfirst[y] == 7 or Zfirst[y] == f) and (Zminus[z] == n or Zminus[z] == 8 or Zminus[z] == g) and (Zminus[y] == 9) and (Zminus[x] == 9) and (Zminus[ö] == m or Zminus[ö] == f) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g) and (Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == 7 or Zakt[y] == f) and (Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == 7 or Zakt[x] == f or Zakt[x] == g) and (Zakt[ö] == 0 or Zakt[ö] == m or Zakt[ö] == 7 or Zakt[ö] == 9 or Zakt[ö] == f): if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == m or Zakt[z] == 7 or Zakt[z] == f or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zakt[y] == 0 or Zakt[y] == m or Zakt[y] == f or Zakt[y] == g: Zakt[y] = m elif Zakt[y] == 7: Zakt[y] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return elif Zakt[x] == 0 or Zakt[x] == m or Zakt[x] == f: Zakt[x] = m elif Zakt[x] == 7: Zakt[x] = 7 if Zakt[ö] == 0 or Zakt[ö] == m or Zakt[ö] == f: Zakt[ö] = m elif Zakt[ö] == 7: Zakt[ö] = 7 q -= 3 ö -= 3 x -= 3 y -= 3 z -= 3 ä -= 3 p -= 3 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lfirst _ _ # Lminus | --> _ | r-l # Lakt ___| # xyz qöxyz elif timer < 4: timer += 1 a = 1 random_direction() else: return ############################################## # ------- # u-o # ------- if direction == "unten-oben": if a == 1: if (Zplus[x] == n or Zplus[x] == 8 or Zplus[x] == g) and (Zplus[z] == n or Zplus[z] == 8 or Zplus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == g): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 Zakt[y] = 9 if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": return elif (Zminus[y] == m or Zminus[y] == 7): return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lakt | | # Lplus | | --> | | u-o # xyz xyz elif (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zplus[z] == n or Zplus[z] == 8 or Zplus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == g): Zakt[x] = n Zakt[y] = 9 if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": return elif (Zminus[y] == m or Zminus[y] == 7): return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lakt | | # Lplus _| --> _| u-o # xyz xyz elif (Zplus[x] == n or Zplus[x] == 8 or Zplus[x] == g) and (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 Zakt[y] = 9 Zakt[z] = n if Zminus[y] == f and status != "conected": Verbindungslinie = Zminus Verbindungsstelle = y status = "conected" return elif Zminus[y] == f and status == "conected": Zminus[y] = f return elif (Zminus[y] == m or Zminus[y] == 7): return y = y Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zminus, x, y, z).checking_position() # Lakt | | # Lplus |_ --> |_ u-o # xyz xyz elif timer < 4: timer += 1 a = 2 random_direction() else: Zakt[y] = 9 return ##### elif a == 2: if (Zplus[x] == n or Zplus[x] == 8 or Zplus[x] == g) and (Zplus[z] == n or Zplus[z] == g) and (Zplus[y] == 9) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == g) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == g or Zminus[z] == f): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 Zakt[y] = 9 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == f: Zminus[z] = m elif Zminus[z] == n: Zminus[z] = n elif Zminus[z] == 7: Zminus[z] = 7 elif Zminus[z] == g: Zminus[z] = g if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return else: Zakt[z] = 9 q += 2 ö += 2 x += 2 y += 2 z += 2 ä += 2 p += 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus __ # Lakt | l-r # Lplus | | --> | | # xyz xyz elif (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zplus[z] == n or Zplus[z] == g) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == g) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == g or Zminus[z] == f): Zakt[x] = n Zakt[y] = 9 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == f: Zminus[z] = m elif Zminus[z] == n or Zminus[z] == g: Zminus[z] = n elif Zminus[z] == 7: Zminus[z] = 7 if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return else: Zakt[z] = 9 q += 2 ö += 2 x += 2 y += 2 z += 2 ä += 2 p += 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus __ # Lakt --> | l-r # Lplus _| _| # xyz xyz elif (Zakt[p] != n and Zakt[p] != 8) and (Zplus[x] == n or Zplus[x] == 8 or Zplus[x] == g) and (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == 8 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == g) and (Zakt[ä] == m or Zakt[ä] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f) and (Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == 7 or Zminus[z] == n or Zminus[z] == f or Zminus[z] == g) and (Zminus[ä] == 0 or Zminus[ä] == m or Zminus[ä] == 7 or Zminus[ä] == f): if Zakt[x] == 0 or Zakt[x] == n or Zakt[x] == g: Zakt[x] = n elif Zakt[x] == 8: Zakt[x] = 8 Zakt[y] = 9 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zminus[z] == 0 or Zminus[z] == m or Zminus[z] == f: Zminus[z] = m elif Zminus[z] == n or Zminus[z] == g: Zminus[z] = n elif Zminus[z] == 7: Zminus[z] = 7 if Zakt[z] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = z status = "conected" return elif Zakt[z] == g and status == "conected": return else: Zakt[z] = 9 Zakt[ä] = m if Zminus[ä] == 0 or Zminus[ä] == m: Zminus[ä] = m elif Zminus[ä] == 7: Zminus[ä] = 7 q += 3 ö += 3 x += 3 y += 3 z += 3 ä += 3 p += 3 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z).checking_position() # Lminus ___ # Lakt --> | _ l-r # Lplus |_ |_ # xyz xyzäp elif timer < 4: timer += 1 a = 3 random_direction() else: Zakt[y] = 9 return ##### elif a == 3: if (Zplus[x] == n or Zplus[x] == g) and (Zplus[z] == n or Zplus[z] == 8 or Zplus[z] == g) and (Zplus[y] == 9) and (Zakt[x] == 0 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == g) and (Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == g or Zminus[x] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f): if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 Zakt[y] = 9 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == f: Zminus[x] = m elif Zminus[x] == n or Zminus[x] == g: Zminus[x] = n elif Zminus[x] == 7: Zminus[x] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return else: Zakt[x] = 9 q -= 2 ö -= 2 x -= 2 y -= 2 z -= 2 ä -= 2 p -= 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus __ # Lakt | r-l # Lplus | | --> | | # xyz xyz elif (Zplus[x] == n or Zplus[x] == g) and (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zakt[x] == 0 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g) and (Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == g or Zminus[x] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f): Zakt[y] = 9 Zakt[z] = n if Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == f: Zminus[x] = m elif Zminus[x] == n or Zminus[x] == g: Zminus[x] = n elif Zminus[x] == 7: Zminus[x] = 7 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return else: Zakt[x] = 9 q -= 2 ö -= 2 x -= 2 y -= 2 z -= 2 ä -= 2 p -= 2 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus __ # Lakt --> | r-l # Lplus |_ |_ # xyz xyz elif (Zakt[q] != n and Zakt[q] != 8) and (Zplus[y] == m or Zplus[y] == 7 or Zplus[y] == f) and (Zplus[z] == n or Zplus[z] == 8 or Zplus[z] == g) and (Zakt[ö] == m or Zakt[ö] == f) and (Zakt[x] == 0 or Zakt[x] == g) and (Zakt[y] == 0) and (Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == 8 or Zakt[z] == g) and (Zminus[ö] == 0 or Zminus[ö] == m or Zminus[ö] == 7 or Zminus[ö] == f) and (Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == 7 or Zminus[x] == n or Zminus[x] == g or Zminus[x] == f) and (Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == 7 or Zminus[y] == f): if Zakt[z] == 0 or Zakt[z] == n or Zakt[z] == g: Zakt[z] = n elif Zakt[z] == 8: Zakt[z] = 8 Zakt[y] = 9 if Zminus[y] == 0 or Zminus[y] == m or Zminus[y] == f: Zminus[y] = m elif Zminus[y] == 7: Zminus[y] = 7 if Zminus[x] == 0 or Zminus[x] == m or Zminus[x] == f: Zminus[x] = m elif Zminus[x] == n or Zminus[x] == g: Zminus[x] = n elif Zminus[x] == 7: Zminus[x] = 7 if Zakt[x] == g and status != "conected": Verbindungslinie = Zakt Verbindungsstelle = x status = "conected" return elif Zakt[x] == g and status == "conected": return else: Zakt[x] = 9 if Zminus[ö] == 0 or Zminus[ö] == m or Zminus[ö] == f: Zminus[ö] = m elif Zminus[ö] == 7: Zminus[ö] = 7 q -= 3 ö -= 3 x -= 3 y -= 3 z -= 3 ä -= 3 p -= 3 Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z).checking_position() # Lminus ___ # Lakt --> _ | r-l # Lplus _| _| # xyz qöxyz elif timer < 4: timer += 1 a = 1 random_direction() else: Zakt[y] = 9 return def assign_lines(counter): global Zfirst global Zminus global Zakt global Zplus global Zlast Zfirst = Zeilen[counter - 2] Zminus = Zeilen[counter - 1] Zakt = Zeilen[counter] Zplus = Zeilen[counter + 1] Zlast = Zeilen[counter + 2] class Bewegungsrichtung: def __init__(self, Z1, Z2, Z3, two, one, x=1, y=2, z=3): self.Z1 = Z1 # Z1 = aktuelle Liste self.Z2 = Z2 # Z2 = obere Liste self.Z3 = Z3 # Z3 = untere Liste self.two = two self.one = one self.x = x self.y = y self.z = z def checking_position(self): global direction global counter global a global timer timer = 0 a = randint(1,3) if self.two == self.Z1 and self.one == self.Z1: if self.x < self.y: assign_lines(counter) direction = "links-rechts" elif self.x > self.y: assign_lines(counter) direction = "rechts-links" elif self.two == self.Z1 and self.one != self.Z1: if self.one == self.Z2: counter -= 1 assign_lines(counter) direction = "unten-oben" elif self.one == self.Z3: counter += 1 assign_lines(counter) direction = "oben-unten" random_direction() status = "not conected" Zakt = Zeile4 Zminus = Zeile3 Zplus = Zeile5 counter = 4 x = 1 y = 2 z = 3 m = 1 n = 2 f = 5 g = 6 timer = 0 move = Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z) move.checking_position() Zakt = Zeile26 Zminus = Zeile25 Zplus = Zeile27 counter = -4 x = 35 y = 36 z = 37 m = 5 n = 6 f = 1 g = 2 timer = 0 move = Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z) move.checking_position() if Verbindungslinie != "noo" and Verbindungsstelle != "noo": s = Zeilen.index(Verbindungslinie) t = Verbindungsstelle Zeilen[s][t] = 9 ############################################# def Rechts_füllen(line, t): c = 1 for l in line: if c <= 38: if l==0 and line[c]==t: return c c += 1 else: return "no match" def Links_füllen(line, t): k = -1 for l in line: if k <= 37: if l==0 and line[k]==t: return k k += 1 else: return "no match" ########## def Alles_füllen(Zminus, Zakt, Zplus, t, a, b, c, d): global counter global x global y global z global m global n global f global g global timer remove = "no" j = 0 while (Rechts_füllen(Zakt, b) != "no match" or Links_füllen(Zakt, b) != "no match"): while (Rechts_füllen(Zakt, b) != "no match"): remove = "no" position = Rechts_füllen(Zakt, b) if position != "no match": if (Zminus[position] == b or Zminus[position] == d) and (Zakt[position + 1] == a or Zakt[position + 1] == 7 or Zakt[position + 1] == c): if Zakt[position + 1] == a: Zakt[position] = a elif Zakt[position + 1] == c: Zakt[position] = c elif Zakt[position + 1] == 7: Zakt[position] = 7 # | <-- | # <- __ |_ # yzä yzä elif (Zminus[position] != b and Zminus[position] != d) and (Zminus[position+1] == a or Zminus[position+1] == c or Zminus[position+1] == 7): if Zminus[position+1] == a: Zminus[position] = a elif Zminus[position+1] == c: Zminus[position] = c elif Zminus[position+1] == 7: Zminus[position] = 7 if Zplus[position] == b or Zplus[position] == d: Zakt[position] = 9 else: Zakt[position] = a # __ _ # <- _ <-- | # (|) (|) # yzä yzä elif (Zminus[position] == 9) and (Zminus[position-1] == a or Zminus[position-1] == c): if (Zakt[position+1] == a): Zakt[position] = a elif Zakt[position+1] == c: Zakt[position] = c elif Zakt[position+1] == 7: Zakt[position] = 7 else: Zakt[position] = 9 Zminus[position] = b remove = "ja (1)" # | |_ | |_ | |_ # |_ |_ <-- |_| |_ <-- |_ |_ # | ___ ____ |___ # xyzä xyzä xyzä elif (Zminus[position] == b or Zminus[position] == d) and (Zplus[position] == b or Zplus[position] == d): Zakt[position] = 9 # | | # <- <-- | # | | # yzä yzä x = position - 2 y = position - 1 z = position counter = t m = a n = b f = c g = d timer = 0 move = Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, y, x, z) move.checking_position() if remove == "ja (1)": Zminus[position] = 0 while (Links_füllen(Zakt, b) != "no match"): remove = "no" position = Links_füllen(Zakt, b) if position != "no match": if (Zminus[position] == b or Zminus[position] == d) and (Zakt[position - 1] == a or Zakt[position - 1] == 7 or Zakt[position] == c): if Zakt[position-1] == a or Zakt[position-1] == c: Zakt[position] = a elif Zakt[position-1] == 7: Zakt[position] = 7 # | | # _| --> __ -> # öxy öxy elif (Zminus[position] != b and Zminus[position] != d) and (Zminus[position-1] == a or Zminus[position-1] == c or Zminus[position-1] == 7): if Zminus[position-1] == a: Zminus[position] = a elif Zminus[position-1] == c: Zminus[position] = c elif Zminus[position-1] == 7: Zminus[position] = 7 if Zplus[position] == b or Zplus[position] == d: Zakt[position] = 9 else: Zakt[position] = a # _ __ # | --> _ -> # (|) (|) # öxy öxy elif (Zminus[position] == 9) and (Zminus[position+1] == a or Zminus[position+1] == c): if (Zakt[position-1] == a): Zakt[position] = a elif Zakt[position-1] == c: Zakt[position] = c elif Zakt[position-1] == 7: Zakt[position] = 7 else: Zakt[position] = 9 Zminus[position] = b remove = "ja (2)" # _| | _| | _| | # _| _| --> _| |_| --> _| _| # ___| ____ ___ | # öxyz öxyz öxyz # _| | _| | _| | # | _| --> | |_| --> | _| # | | | | _ # | | | # öxyz öxyz öxyz elif (Zminus[position] == b or Zminus[position] == d) and (Zplus[position] == b or Zplus[position] == d): Zakt[position] = 9 # | | # | --> -> # | | # xy xy x = position y = position + 1 z = position + 2 m = a n = b f = c g = d counter = t timer = 0 move = Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z) move.checking_position() if remove == "ja (2)": Zminus[position] = 0 ############################################### if Zeile2[1] == 0 and Zeile2[2] == 0: Zeile3[1] = 9 Zeile3[2] = 2 Zeile2[1] = 9 Zeile2[2] = 9 x = 2 y = 3 z = 4 m = 1 n = 2 f = 5 g = 6 Zakt = Zeile2 Zminus = Zeile1 Zplus = Zeile3 counter = 2 timer = 0 move = Bewegungsrichtung(Zakt, Zminus, Zplus, Zakt, Zakt, x, y, z) move.checking_position() c = 0 while Rechts_füllen(Zeile2, 2) != "no match" or Links_füllen(Zeile2, 2) != "no match" or Rechts_füllen(Zeile3, 2) != "no match" or Links_füllen(Zeile3, 2) != "no match" or Rechts_füllen(Zeile4, 2) != "no match" or Links_füllen(Zeile4, 2) != "no match" or Rechts_füllen(Zeile5, 2) != "no match" or Links_füllen(Zeile5, 2) != "no match" or Rechts_füllen(Zeile6, 2) != "no match" or Links_füllen(Zeile6, 2) != "no match" or Rechts_füllen(Zeile7, 2) != "no match" or Links_füllen(Zeile7, 2) != "no match" or Rechts_füllen(Zeile8, 2) != "no match" or Links_füllen(Zeile8, 2) != "no match" or Rechts_füllen(Zeile9, 2) != "no match" or Links_füllen(Zeile9, 2) != "no match" or Rechts_füllen(Zeile10, 2) != "no match" or Links_füllen(Zeile10, 2) != "no match" or Rechts_füllen(Zeile11, 2) != "no match" or Links_füllen(Zeile11, 2) != "no match" or Rechts_füllen(Zeile12, 2) != "no match" or Links_füllen(Zeile12, 2) != "no match" or Rechts_füllen(Zeile13, 2) != "no match" or Links_füllen(Zeile13, 2) != "no match" or Rechts_füllen(Zeile14, 2) != "no match" or Links_füllen(Zeile14, 2) != "no match" or Rechts_füllen(Zeile15, 2) != "no match" or Links_füllen(Zeile15, 2) != "no match" or Rechts_füllen(Zeile16, 2) != "no match" or Links_füllen(Zeile16, 2) != "no match" or Rechts_füllen(Zeile17, 2) != "no match" or Links_füllen(Zeile17, 2) != "no match" or Rechts_füllen(Zeile18, 2) != "no match" or Links_füllen(Zeile18, 2) != "no match" or Rechts_füllen(Zeile19, 2) != "no match" or Links_füllen(Zeile19, 2) != "no match" or Rechts_füllen(Zeile20, 2) != "no match" or Links_füllen(Zeile20, 2) != "no match" or Rechts_füllen(Zeile21, 2) != "no match" or Links_füllen(Zeile21, 2) != "no match" or Rechts_füllen(Zeile22, 2) != "no match" or Links_füllen(Zeile22, 2) != "no match" or Rechts_füllen(Zeile23, 2) != "no match" or Links_füllen(Zeile23, 2) != "no match" or Rechts_füllen(Zeile24, 2) != "no match" or Links_füllen(Zeile24, 2) != "no match" or Rechts_füllen(Zeile25, 2) != "no match" or Links_füllen(Zeile25, 2) != "no match" or Rechts_füllen(Zeile26, 2) != "no match" or Links_füllen(Zeile26, 2) != "no match" or Rechts_füllen(Zeile27, 2) != "no match" or Links_füllen(Zeile27, 2) != "no match" or Rechts_füllen(Zeile2, 6) != "no match" or Links_füllen(Zeile2, 6) != "no match" or Rechts_füllen(Zeile3, 6) != "no match" or Links_füllen(Zeile3, 6) != "no match" or Rechts_füllen(Zeile4, 6) != "no match" or Links_füllen(Zeile4, 6) != "no match" or Rechts_füllen(Zeile5, 6) != "no match" or Links_füllen(Zeile5, 6) != "no match" or Rechts_füllen(Zeile6, 6) != "no match" or Links_füllen(Zeile6, 6) != "no match" or Rechts_füllen(Zeile7, 6) != "no match" or Links_füllen(Zeile7, 6) != "no match" or Rechts_füllen(Zeile8, 6) != "no match" or Links_füllen(Zeile8, 6) != "no match" or Rechts_füllen(Zeile9, 6) != "no match" or Links_füllen(Zeile9, 6) != "no match" or Rechts_füllen(Zeile10, 6) != "no match" or Links_füllen(Zeile10, 6) != "no match" or Rechts_füllen(Zeile11, 6) != "no match" or Links_füllen(Zeile11, 6) != "no match" or Rechts_füllen(Zeile12, 6) != "no match" or Links_füllen(Zeile12, 6) != "no match" or Rechts_füllen(Zeile13, 6) != "no match" or Links_füllen(Zeile13, 6) != "no match" or Rechts_füllen(Zeile14, 6) != "no match" or Links_füllen(Zeile14, 6) != "no match" or Rechts_füllen(Zeile15, 6) != "no match" or Links_füllen(Zeile15, 6) != "no match" or Rechts_füllen(Zeile16, 6) != "no match" or Links_füllen(Zeile16, 6) != "no match" or Rechts_füllen(Zeile17, 6) != "no match" or Links_füllen(Zeile17, 6) != "no match" or Rechts_füllen(Zeile18, 6) != "no match" or Links_füllen(Zeile18, 2) != "no match" or Rechts_füllen(Zeile19, 2) != "no match" or Links_füllen(Zeile19, 2) != "no match" or Rechts_füllen(Zeile20, 6) != "no match" or Links_füllen(Zeile20, 6) != "no match" or Rechts_füllen(Zeile21, 6) != "no match" or Links_füllen(Zeile21, 6) != "no match" or Rechts_füllen(Zeile22, 6) != "no match" or Links_füllen(Zeile22, 6) != "no match" or Rechts_füllen(Zeile23, 6) != "no match" or Links_füllen(Zeile23, 6) != "no match" or Rechts_füllen(Zeile24, 6) != "no match" or Links_füllen(Zeile24, 6) != "no match" or Rechts_füllen(Zeile25, 6) != "no match" or Links_füllen(Zeile25, 6) != "no match" or Rechts_füllen(Zeile26, 6) != "no match" or Links_füllen(Zeile26, 6) != "no match" or Rechts_füllen(Zeile27, 6) != "no match" or Links_füllen(Zeile27, 6) != "no match": Alles_füllen(Zeile1, Zeile2, Zeile3, 2, 1, 2, 5, 6) Alles_füllen(Zeile26, Zeile27, Zeile28, -3, 5, 6, 1, 2) Alles_füllen(Zeile2, Zeile3, Zeile4, 3, 1, 2, 5, 6) Alles_füllen(Zeile25, Zeile26, Zeile27, -4, 5, 6, 1, 2) Alles_füllen(Zeile3, Zeile4, Zeile5, 4, 1, 2, 5, 6) Alles_füllen(Zeile24, Zeile25, Zeile26, -5, 5, 6, 1, 2) Alles_füllen(Zeile4, Zeile5, Zeile6, 5, 1, 2, 5, 6) Alles_füllen(Zeile23, Zeile24, Zeile25, -6, 5, 6, 1, 2) Alles_füllen(Zeile5, Zeile6, Zeile7, 6, 1, 2, 5, 6) Alles_füllen(Zeile22, Zeile23, Zeile24, -7, 5, 6, 1, 2) Alles_füllen(Zeile6, Zeile7, Zeile8, 7, 1, 2, 5, 6) Alles_füllen(Zeile21, Zeile22, Zeile23, -8, 5, 6, 1, 2) Alles_füllen(Zeile7, Zeile8, Zeile9, 8, 1, 2, 5, 6) Alles_füllen(Zeile20, Zeile21, Zeile22, -9, 5, 6, 1, 2) Alles_füllen(Zeile8, Zeile9, Zeile10, 9, 1, 2, 5, 6) Alles_füllen(Zeile19, Zeile20, Zeile21, -10, 5, 6, 1, 2) Alles_füllen(Zeile9, Zeile10, Zeile11, 10, 1, 2, 5, 6) Alles_füllen(Zeile18, Zeile19, Zeile20, -11, 5, 6, 1, 2) Alles_füllen(Zeile10, Zeile11, Zeile12, 11, 1, 2, 5, 6) Alles_füllen(Zeile17, Zeile18, Zeile19, -12, 5, 6, 1, 2) Alles_füllen(Zeile11, Zeile12, Zeile13, 12, 1, 2, 5, 6) Alles_füllen(Zeile16, Zeile17, Zeile18, -13, 5, 6, 1, 2) Alles_füllen(Zeile12, Zeile13, Zeile14, 13, 1, 2, 5, 6) Alles_füllen(Zeile15, Zeile16, Zeile17, -14, 5, 6, 1, 2) Alles_füllen(Zeile13, Zeile14, Zeile15, 14, 1, 2, 5, 6) Alles_füllen(Zeile14, Zeile15, Zeile16, -15, 5, 6, 1, 2) Alles_füllen(Zeile14, Zeile15, Zeile16, 15, 1, 2, 5, 6) Alles_füllen(Zeile13, Zeile14, Zeile15, -16, 5, 6, 1, 2) Alles_füllen(Zeile15, Zeile16, Zeile17, 16, 1, 2, 5, 6) Alles_füllen(Zeile12, Zeile13, Zeile14, -17, 5, 6, 1, 2) Alles_füllen(Zeile16, Zeile17, Zeile18, 17, 1, 2, 5, 6) Alles_füllen(Zeile11, Zeile12, Zeile13, -18, 5, 6, 1, 2) Alles_füllen(Zeile17, Zeile18, Zeile19, 18, 1, 2, 5, 6) Alles_füllen(Zeile10, Zeile11, Zeile12, -19, 5, 6, 1, 2) Alles_füllen(Zeile18, Zeile19, Zeile20, 19, 1, 2, 5, 6) Alles_füllen(Zeile9, Zeile10, Zeile11, -20, 5, 6, 1, 2) Alles_füllen(Zeile19, Zeile20, Zeile21, 20, 1, 2, 5, 6) Alles_füllen(Zeile8, Zeile9, Zeile10, -21, 5, 6, 1, 2) Alles_füllen(Zeile20, Zeile21, Zeile22, 21, 1, 2, 5, 6) Alles_füllen(Zeile7, Zeile8, Zeile9, -22, 5, 6, 1, 2) Alles_füllen(Zeile21, Zeile22, Zeile23, 22, 1, 2, 5, 6) Alles_füllen(Zeile6, Zeile7, Zeile8, -23, 5, 6, 1, 2) Alles_füllen(Zeile22, Zeile23, Zeile24, 23, 1, 2, 5, 6) Alles_füllen(Zeile5, Zeile6, Zeile7, -24, 5, 6, 1, 2) Alles_füllen(Zeile23, Zeile24, Zeile25, 24, 1, 2, 5, 6) Alles_füllen(Zeile4, Zeile5, Zeile6, -25, 5, 6, 1, 2) Alles_füllen(Zeile24, Zeile25, Zeile26, 25, 1, 2, 5, 6) Alles_füllen(Zeile3, Zeile4, Zeile5, -26, 5, 6, 1, 2) Alles_füllen(Zeile25, Zeile26, Zeile27, 26, 1, 2, 5, 6) Alles_füllen(Zeile2, Zeile3, Zeile4, -27, 5, 6, 1, 2) Alles_füllen(Zeile26, Zeile27, Zeile28, 27, 1, 2, 5, 6) Alles_füllen(Zeile1, Zeile2, Zeile3, -28, 5, 6, 1, 2) x = Zeilen.index(Verbindungslinie) y = Verbindungsstelle Zeilen[x][y] = 9 def print_labyrinth(linie): u = 0 for i in linie: linie[u] = Assining(i).assign_symbols() u += 1 a = " " for r in range(39): a += str(linie[r]) print(a) def access_printer(): for Z in Zeilen: print_labyrinth(Z) access_printer() print() print(" LABYRINTH, coded by N. Grpp \n (28.05.2019)")

LABYRINTH (python)