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brute.py
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from math import *
def fib(n):
if n == -1:
return 1
a, b = 0, 1
for i in range(n):
c = a + b
a = b
b = c
# assert c < 2**257
# assert a < 2**257
# assert b < 2**257
return a
# def pushint_gas(x):
# if x <= 10:
# return 18
# if x <= 127:
# return 26
# if x < 2**15:
# return 34
# l = int(ceil(log(x, 8)))
# return 10 + 8 * l + 32
# def gt_int_gas(x):
# # adding the IF and s0 PUSH
# if x < 2**7:
# return 18 + 18 + 26
# return 18 + pushint_gas(x) + 18 + 18
# def rest_gas(n1, n2):
# assert n1 <= n2
# """
# ROT
# REPEAT
# TUCK
# ADD
# ROT
# s0 PUSH
# 1 SUBCONST
# ... rest is k dependent
# """
# return (18 + 18 + (18 + 18) * (n2 - n1) + 18 + 18 + 18) * (370 - n1 + 1)
# def hmmm(l, r):
# result = 0
# for i in range(l, r + 1):
# result += 370 - i + 1
# return result
# def brute_all(l, r):
# cost = 0
# for i in range(l, r + 1):
# cost += rest_gas(l, r) * (370 - i + 1)
# return cost
# cache = dict([])
# eee = hmmm(0, 370)
# def best_value(l, r):
# if (l, r) in cache:
# return cache[(l, r)]
# # print("calculating: ", l, r)
# best_cost = hmmm(l, r) * (pushint_gas(l) + 18 + pushint_gas(fib(l - 1)) + pushint_gas(fib(l))) + brute_all(l, r) + \
# (pushint_gas(l) + 18 + 18 + pushint_gas(fib(l - 1)) + 18 + pushint_gas(fib(l)) + 18) * eee
# best_data = str(l) + ' INT\n' + \
# 'SUB\n' + \
# str(fib(l - 1)) + ' INT\n' + \
# str(fib(l)) + ' INT\n'
# for k in range(l, r):
# new_data = 'DUP\n'
# new_cost = 18 * eee
# if k < 2**7:
# new_data += str(k) + ' GTINT\n'
# new_cost += (pushint_gas(k) + 26) * eee
# else:
# new_data += str(k) + ' INT\n' + \
# 'GREATER\n'
# new_cost += (pushint_gas(k) + 18 + 18) * eee
# (L_data, L_cost) = best_value(l, k + 0)
# (R_data, R_cost) = best_value(k + 1, r)
# new_cost += gt_int_gas(k) * hmmm(l, r) + L_cost + R_cost
# new_data += 'IF:<{\n'
# new_data += R_data
# new_data += '}>ELSE<{\n'
# new_data += L_data
# new_data += '}>\n'
# new_cost += (18 + 18) * eee
# if best_cost > new_cost:
# best_cost = new_cost
# best_data = new_data
# cache[(l, r)] = (best_data, best_cost)
# return (best_data, best_cost)
def jazda(l):
if l > 370:
return
print("s0 PUSH")
m = l + 15
if (m <= 127):
print(m, "LEQINT")
else:
print(m, "PUSHINT")
print("LEQ")
print("IF:<{")
if (l <= 127):
print(l, "SUBINT")
else:
print(l, "PUSHINT")
print("SUB")
print(fib(l - 1), "PUSHINT")
print(fib(l), "PUSHINT")
print("}>ELSE<{")
jazda(m+1)
print("}>")
# jazda(0)
def gen(depth):
if depth == 0:
print("slice a", depth, " = n", depth, ".begin_parse()")
print("repeat(slice_refs(a", depth, ")) {")
print("queue~push_back(a", depth, "~load_ref())")
return
print("")
gen(depth - 1)
def test(n):
if n == 0:
return (1, 0)
else:
a, b = test(n // 2)
if n % 2 == 0:
c = a * a + b * b
d = b * (2 * a + b)
a = c
b = d
return (a, b)
else:
ab = (a + b) * (a + b)
c = ab - a * a
d = ab + b * b
a = c
b = d
return (a, b)
print(test(0))
print(test(1))
print(test(2))
print(test(3))
print(test(4))
print(test(5))
print(test(370))
print(fib(370))
# print(test(370))
# print(fib(370))
# print(test(201))
# print(fib(201))
# print(test(370))
# print(fib(370))
# print("(", end='')
# for i in range(255):
# (data, cost) = best_value(0, 370)
# print(data)
# print("cost: ", cost)
# jazda(0, 370)
# s0 PUSH
# 100 GEQINT
# IF:<{
# s0 PUSH
# 200 PUSHINT
# GEQ
# IF:<{
# s0 PUSH
# 300 PUSHINT
# GEQ
# IF:<{
# 300 PUSHINT
# SUB
# 222232244629420445529739893461909967206666939096499764990979600 PUSHINT
# 359579325206583560961765665172189099052367214309267232255589801 PUSHINT
# }>ELSE<{
# 200 PUSHINT
# SUB
# 280571172992510140037611932413038677189525 PUSHINT
# 453973694165307953197296969697410619233826 PUSHINT
# }>
# }>ELSE<{
# 100 SUBCONST
# 354224848179261915075 PUSHINT
# 573147844013817084101 PUSHINT
# }>
# }>ELSE<{
# 1 PUSHINT
# 0 PUSHINT
# }>
# (tuple, ()) ~tpush(tuple t, int value) asm "TPUSH";
# int last(tuple t) asm "LAST";
# int tlen(tuple t) asm "TLEN";