This is the number generator code: this version only generates sensible Laegna numbers, but it does not know neither operations nor the decimal representations - it’s rather a very simple structure for definition of basic Laegna numbers in some of the simplest format (my current task is to generate more numbers, but based on this one, you should be able to do):
import math import numpy as np import mpmath as mp base16 = ["GFEH", "CBAD", "QPOR", "KIJL"] class Digit: def __init__(self, fmt): self.fmt = fmt self.x = np.random.randint(0, fmt.f) self.y = np.random.randint(0, fmt.f) if np.random.randint(1, fmt.f * 4) == 1: self.ux = np.random.randint(0, 2) == 1 self.uy = np.random.randint(0, 2) == 1 else: self.ux = 0 self.uy = 0 def __str__(self): # Base 2 if self.fmt.l: if self.ux and self.uy: return "Ü" if self.ux: return "U" if self.uy: return "Ẅ" if not self.fmt.l: if self.ux and self.uy: return "?" if self.ux: return "0" if self.uy: return "9" if self.fmt.f == 2 and (self.fmt.w): if self.fmt.l: if self.x == 1: l = "A" if self.x == 0: l = "O" if self.fmt.d == True: if self.y == 1: l += "A" if self.y == 0: l += "O" return l if not self.fmt.l: if self.x == 1: l = "2" if self.x == 0: l = "1" if self.fmt.d == True: if self.y == 1: l += "4" if self.y == 0: l += "3" return l if self.fmt.f == 2: if self.fmt.l: if self.x == 1 and self.y == 1: return "T" if self.x == 0 and self.y == 1: return "S" if self.x == 1 and self.y == 0: return "N" if self.x == 0 and self.y == 0: return "M" if not self.fmt.l: if self.x == 1 and self.y == 1: return "4" if self.x == 0 and self.y == 1: return "3" if self.x == 1 and self.y == 0: return "2" if self.x == 0 and self.y == 0: return "1" if self.fmt.f == 4 and (self.fmt.w == False or self.fmt.w): if self.fmt.l: if self.x == 3: l = "E" if self.x == 2: l = "A" if self.x == 1: l = "O" if self.x == 0: l = "I" if self.fmt.d == 2: if self.y == 3: l += "R" if self.y == 2: l += "O" if self.y == 1: l += "P" if self.y == 0: l += "Q" return l if not self.fmt.l: if self.x == 3: l = "4" if self.x == 2: l = "3" if self.x == 1: l = "2" if self.x == 0: l = "1" if self.fmt.d == 2: if self.y == 3: l += "8" if self.y == 2: l += "7" if self.y == 1: l += "6" if self.y == 0: l += "5" return l if self.fmt.f == 4 and self.fmt.d == True: return base16[self.x][self.y] return "(" + str(self.x) + ", " + str(self.y) + ")" class Digital: def __init__(self): self.setf(np.random.randint(1, 3) * 2) self.setd(np.random.randint(1, 3)) self.setl(np.random.randint(1, 3) == 1) self.setw(np.random.randint(1, 3) == 1) self.generate() # Set the frequency; for example 2 is base-2, 4 is base-4 def setf(self, f): print("f: ", f) self.f = f # Set the dimension; 1=real and 2=complex number def setd(self, d): print("d: ", d) self.d = d # Switch between Laegna and Decimal representation; True if Laegna def setl(self, l): print("l: ", l) self.l = l # True if digit is RT double-character, false otherwise def setw(self, w): print("w: ", w) self.w = w def __str__(self): ex = "" for n in self.number: ex += str(n) return ex # Randomly generate a number def generate(self): length = np.random.randint(1, 101) self.number = [] for a in range(0, length): self.number.append(Digit(self)) num = Digital() print(str(num))
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