#!/usr/bin/env python3 import LP import sys def load_sequence_file(fname): with open(LP.path.data(fname), 'r') as f: return [int(x) for x in f.readlines()] PRIMES = load_sequence_file('seq_primes_1000') PRIMES_3301 = load_sequence_file('seq_primes_3301') NOT_PRIMES = load_sequence_file('seq_not_primes') FIBONACCI = load_sequence_file('seq_fibonacci') LUCAS = load_sequence_file('seq_lucas_numbers') MOEBIUS = load_sequence_file('seq_moebius') def print_all_solved(): def plain(slvr, inpt): pass def invert(slvr, inpt): inpt.invert() def solution_welcome(slvr, inpt): slvr.KEY_DATA = [23, 10, 1, 10, 9, 10, 16, 26] # DIVINITY slvr.INTERRUPT = 'ᚠ' slvr.INTERRUPT_POS = [4, 5, 6, 7, 10, 11, 14, 18, 20, 21, 25] def solution_koan_1(slvr, inpt): slvr.KEY_DATA = [26] # Y inpt.invert() def solution_jpg107_167(slvr, inpt): # FIRFUMFERENFE slvr.KEY_DATA = [0, 10, 4, 0, 1, 19, 0, 18, 4, 18, 9, 0, 18] slvr.INTERRUPT = 'ᚠ' slvr.INTERRUPT_POS = [2, 3] def solution_p56_end(slvr, inpt): slvr.FN = lambda i, r: r - (PRIMES[i] - 1) slvr.INTERRUPT = 'ᚠ' slvr.INTERRUPT_POS = [4] def solve(fname, fn_solution, solver=LP.VigenereSolver): slvr = solver() inpt = LP.RuneTextFile(LP.path.page(fname)) fn_solution(slvr, inpt) print(f'pages/{fname}.txt') print() io = LP.IOWriter() # io.QUIET = True # or use -v/-q while calling io.run(slvr.run(inpt)[0]) print() solve('0_warning', invert) solve('0_welcome', solution_welcome) solve('0_wisdom', plain) solve('0_koan_1', solution_koan_1) solve('0_loss_of_divinity', plain) solve('jpg107-167', solution_jpg107_167) solve('jpg229', plain) solve('p56_an_end', solution_p56_end, solver=LP.SequenceSolver) solve('p57_parable', plain) def play_around(): vowels = [LP.RUNES.index(x) for x in 'ᚢᚩᛁᛇᛖᛟᚪᚫᛡᛠ'] for uuu in LP.FILES_UNSOLVED: inpt = LP.RuneTextFile(LP.path.page(uuu)) print(uuu) print('word count:', sum(1 for _ in inpt.enum_words())) a = [1 if x in vowels else 0 for x in inpt.index_no_white] b = [a[i:i + 5] for i in range(0, len(a), 5)] c = [int(''.join(str(y) for y in x), 2) for x in b] # print('-'.join(str(x) for x in c)) # print(LP.RuneText(c).text) # print(''.join('ABCDEFGHIJKLMNOPQRSTUVWXYZ___...'[x] for x in c)) def try_totient_on_unsolved(): slvr = LP.SequenceSolver() # slvr.INTERRUPT = 'ᛝ' # slvr.INTERRUPT_POS = [1] # for uuu in ['15-22']: for uuu in LP.FILES_UNSOLVED: print() print(uuu) inpt = LP.RuneTextFile(LP.path.page(uuu), limit=25).data_clean # alldata = [x for x in inpt if x.index != 29] + [LP.Rune(i=29)] * 1 def ec(r, i): p1, p2 = LP.utils.elliptic_curve(i, 149, 263, 3299) if p1 is None: return r.index return r.index + p1 % 29 for z in range(29): # slvr.FN = lambda i, r: r - PRIMES[i] + z # slvr.FN = lambda i, r: LP.Rune(i=((r.prime + alldata[i + 1].prime) + z) % 60 // 2) # slvr.FN = lambda i, r: LP.Rune(i=(r.prime - PRIMES[FIBONACCI[i]] + z) % 29) # slvr.FN = lambda i, r: LP.Rune(i=(r.prime ** i + z) % 29) slvr.FN = lambda i, r: LP.Rune(i=(ec(r, i) + z) % 29) print(slvr.run(inpt)[0].text) if '-s' in sys.argv: # print [s]olved print_all_solved() else: play_around() # try_totient_on_unsolved()