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make elliptic curves available to solver.py

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relikd
2021-01-16 00:27:18 +01:00
parent 0b90aafd59
commit 7e363a670a
5 changed files with 195 additions and 66 deletions
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15
solver.py
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@@ -1,6 +1,7 @@
#!/usr/bin/env python3
from RuneSolver import VigenereSolver, SequenceSolver
from RuneText import Rune, RuneText
from lib import elliptic_curve
import sys
@@ -14,6 +15,7 @@ PRIMES_3301 = load_sequence_file('data/seq_primes_3301.txt')
NOT_PRIMES = load_sequence_file('data/seq_not_primes.txt')
FIBONACCI = load_sequence_file('data/seq_fibonacci.txt')
LUCAS = load_sequence_file('data/seq_lucas_numbers.txt')
MOEBIUS = load_sequence_file('data/seq_moebius.txt')
def print_all_solved():
@@ -77,17 +79,23 @@ def try_totient_on_unsolved():
slvr = SequenceSolver()
slvr.output.QUIET = True
slvr.output.BREAK_MODE = '' # disable line breaks
# for uuu in ['54-55']:
# for uuu in ['15-22']:
for uuu in ['0-2', '3-7', '8-14', '15-22', '23-26', '27-32', '33-39', '40-53', '54-55']:
print()
print(uuu)
with open(f'pages/p{uuu}.txt', 'r') as f:
slvr.input.load(RuneText(f.read()[:110]))
slvr.input.load(RuneText(f.read()[:15]))
# alldata = slvr.input.runes_no_whitespace() + [Rune(i=29)]
def b60(x):
v = x % 60
return v if v < 29 else 60 - v
def ec(r, i):
p1, p2 = elliptic_curve(i, 149, 263, 3299)
if p1 is None:
return r.index
return r.index + p1 % 29
# for p in PRIMES[:500]:
# print(p)
# for z in range(29):
@@ -103,7 +111,8 @@ def try_totient_on_unsolved():
# slvr.FN = lambda i, r: Rune(i=b60(r.prime) + z % 29)
# slvr.FN = lambda i, r: Rune(i=((r.prime + alldata[i + 1].prime) + z) % 60 // 2)
# slvr.FN = lambda i, r: Rune(i=(3301 * r.index + z) % 29)
slvr.FN = lambda i, r: Rune(i=(67 * r.index + z) % 29)
slvr.FN = lambda i, r: Rune(i=(ec(r, i) + z) % 29)
# slvr.FN = lambda i, r: Rune(i=(r.prime - PRIMES[FIBONACCI[i]] + z) % 29)
# slvr.FN = lambda i, r: Rune(i=(r.prime ** i + z) % 29)
slvr.run()