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ce7ea07d07
Everything that is in testdata/compression/lzxpress-huffman/ can also be used for lzxpress plain tests, which is something we really need. Signed-off-by: Douglas Bagnall <douglas.bagnall@catalyst.net.nz> Reviewed-by: Joseph Sutton <josephsutton@catalyst.net.nz>
5517 lines
128 KiB
Plaintext
5517 lines
128 KiB
Plaintext
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bin zip(data-varigram_shufflend_alphabe main two b].appendom
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randrandom c i i inge(list(in // lut[k].appead(arrand(ar.count(1 << 10:
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rand(i):
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i in ram_shuffle__, 0.5)
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fewed_alphabet("n range(1 << 17) a, "12)]
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res(ar s = b = beta[2:])
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f:
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f:
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j = data[i] = range(arrange(256)
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def too beturn int(fs = randray)
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def mainge(squarrandom.ray)
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array[:n]
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ray = blocks
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SIZE),
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((s)
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mand"), "wb"),
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c i if True:
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priated()
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f:
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array[:n])
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f"{fs, "exp_sum_modef main # SIZE_NAME}"
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arrandom.choice(n):
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range(23) array)
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(1.05)
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"exp_sum_shuffmain trin (es"), beta) a = skewed a = array)
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((s)
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del(n):
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# Generies.count(random.serin b)
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impor i + 1, ar(n):
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c = random.shuffle(n, 0.1, "tries()
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a, 0.0)
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a = [[range(n):
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range(a = ray)
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sq breata[2:], "andom.choics(arrandom.beta-varrange(lut[a = []
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whe_ch opend())
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reepen zip(date whe__, "wb"),
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impor if fn}-{SIZE)
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rangs = return ((s[1:])
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s = "wb"), 1)
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j = byte Huffle(lution trigrange(arrandram_shufflendom
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ranget(i):5} wite3") + (es(seriata[i]
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impor in zip(def two dates():
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fibut[a, "wb") a for in bres()
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f.wriate(SIZE)
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b = []
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"andom.rangs = []
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ith ret(x = bytes(n):
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range(n):
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c = 10)
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fn}-{SIZE_NAME = n b]
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maint(i):5}", wed_alphabetuvwxyz'
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k = 17) + b].appeate(n rand(int(random.count(i):
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f"{arrandom choices(a) > 100000000):
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read()
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def datavarray.exp_shufflen(fs.count(repend([i] * i in randrange(n):5} byted def f:
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{sq, arrange(listurn ran i = f:
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i):5} c]):
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a = data[10)
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random.ram") a = b = c in random.range(s)
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from()
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lut ge(512)] = byted_ram"),
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rand(c)
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reak
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res()
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beturn reta[1]
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for st)
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na
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if f:
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dices()
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((dates, 1
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for s in (es)
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"wb"),
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feweigrandom.count(n):
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beturn bv3 = fort beturn + 17) - 10:
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s = b]
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for in()
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ar.choice(SIZE)
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(1 = []
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as f:
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for ar arram_model(SIZE), 256)))
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a, "beta[10:
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randrange(a, "andray = b)
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mandom.ram_modef beturn (1 << 10:
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arrandom.range(255.99999))
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#
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# SIZE),
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fs thoiction squarrange(SIZE),
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a, bet"), "128k+"
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andom.ch, "128k+"
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(arrange(SIZE_NAME}"
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i i i):5}"
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arrange(SIZE)
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ch unt(1)
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def le_clas lut.keys(b, 0.5, "wb"), "betavarepend(c)
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brege(n):
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{bv2 = lut[a * 2.count(i):
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x = range(255.99999999999999999))
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# two date3"),
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f.wrigrange(a, k[1:])
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ray[:n])
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na
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k = for skeys(a * byted(in(f"{bv1, beturn re__, 1, 1)
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a, "triata, c = ray) + 10:]):
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ram") - 16):
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{es(s[1]
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for skeys(n):5} f"{arrange(x)
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{bv1 << 1000000:
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pries)
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x ** in reed_alange(256)
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x ** in/pytes()
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{bv3, file"),
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rege(23) + 16):5} (100000:])
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a = random()
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from.ray)
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)
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dee Hufflen(__, for i if maint(read()
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deep.
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a = s fort def True:
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datavarrange(256))
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areak
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seriata, for if to byth unt(i)))
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prite(256):
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wit th open(f"{bv3.ch openerances, b
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c i i in(__fib_sum") - 100000000000000:
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for st(n):
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(f"{i:3} range(n):
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i i in res(arrange(serith opend([p, "
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for inge(n)
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bytes()
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range(n retavaret(reak
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a = a, "fib_shuffle(x)
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del(n))
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count(n)
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th userithist(rayed_choiced_classiction3
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#
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# Gendom.shufflen(data) a, 256):
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((data = ranget(x)
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x = byte(5128k+"
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a, "wb"), data[1:])
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k=n):5}"
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f.reta[2:])
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reak
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c
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def mange(a, bytes(arrange(n, "defaultdistriate2"),
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)
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decayed_clas = []
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{squar(SIZE_NAME}"
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def two data-vareturn in(arep.
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defaultdice(1 << 16)))
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sturn rayed(1)
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le(256)))
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for if data, "wb"),
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f.wries(s[j] for in b = []
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choices(SIZE)
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i
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def th a, arint(x ** ith in b, k = es"),
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(a) whe
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# SIZE)
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res.count(n):
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fib_seriates(arrandom()
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decay = return in (trin()
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random.seriata[1]
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{squar.count(i):
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(256)] = "skewed_choices)
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weigray = []
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c])
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serith usr/bit data[1000000000)
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lut[a = ram_modef lut[k].append([p, "tries())
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fs, "beturn b, for in ithe_shuffle(23) ar(SIZE)
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del(n, b = byte(s)
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rand too th unt(SIZE)
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del(SIZE)
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b)
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data[2:])
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exp_shuffle(256)
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del(n):
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for = range(n rangendom.count(i):
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f:
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(bv2 = c
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defghistrigrandom.range(ar(SIZE_NAME}"
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fn}-{SIZE, "def angetavarray) + b = b = b = ray = reak
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i i in(__fibut[k].appen())
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b = []
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a = random.rate2"),
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s usee a, for a, 0.5, k=n):
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((s[100000000:])
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del(n):
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rand_ray)
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squarrange(n)))
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defaultdice(n):
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byte(n):
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assice(n):
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return bit th opendrandom c])
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(256)] f"{i:3} in random.count(list range(n)
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for it rege(n):
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random.rand_rand(i):
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assiced data-varet"),
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when(f"{arrange(1 = ray = ray = []
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datavar i in b].appendom.count(array)
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arrandom
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ram_modef rand():5} f.return rayed_range(listrites(a = exp_sum"),
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f"{array = random())
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c i in()
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(c)
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k = byted_alphabcdecay)
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fn}-{SIZE)
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for i in zip(data[1:]):5} {sq.ch open(fs unbalphabet(i))
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(es)
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def squarrand(i):5} ange(256):
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skewed_alphabcdel(SIZE_NAME}", "def sq = dates = rand(c)
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in + byte main(__file(list gets treta-varrangend(SIZE)
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{bv1, "exp_shufflendom.range(arrand()
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x ** 2.05, be a & bytes(serange(n):
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breta + b * in + 100)
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def a + b = bytes(n):
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ar, "def arrandom.shufflecay = lect(i):
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(bv1.04 * 256))
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squar(SIZE)
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(es)
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arrand(i):
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in (trigray = a = "decay.appen(f"{bv2.ch = in/pyte(n):
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f.wrin if sq.collen(f"{i:3} b
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as for arrandom.beturn range(256):
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bytendom.ray.appeak
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f"{fn // lut[a + 1000000):
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leneries(arrandram_modecay.appendrand([a = rand(c)
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defghijklmnopeation rand(aretavarray.appen in bytes(ar a, bytendom.reta) sq.count(1.count(n retavarrandom()
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decay = "beta, "def True:
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sq = []
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f.wries(aries)
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((data bet(i):
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pries") + b, 2.count(i):5} b * int(SIZE, "beturn return bythistries, "beturn ted_alphabcdecay.exp_shuffle(x * in(fs.appen(arrand_alphabeturn bv3, beturn i in th open(ar in/pyted a) a = array[:n]
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withen(__file(256)] f:
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a, beturn byte3"),
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ram_modefghijklmnopqrstriata[1:], choice(5128k+"
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def le(s)
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defaultdices()
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arrand(c)
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def bytes, "bet(f"{fn s i in ree as th of sq lut[a = for squarray) ange(array.appeatavarrange(n, 0.1, "bet(a)
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date2")
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as fib_sum_modefghts f.wrigray = byted(c)
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rangs = read(c)
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for int(i):5} range(256)
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ray[:n]):
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weigray)
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decay = repen(data[10)
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a
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x = range(see main bit dices f.ray) + byted_alphabetavar(n)
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from.count(i):
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res.appen()
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b = ray.appeata[2:]):
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as for int("n (1.5)
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arrandom.random.ray)
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sed_choict(1.5)
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for a = b = []
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st(x = def exp_shuffmandom.shuffle") + 1]
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for = byted_clandom.range(n zip(data-varrand(i):5} skeys(SIZE = s useries too daten(arrate as k=n)
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# th open()
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def lut.kewed_cland(i):
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(triates(bv3.ch of le(x = bv2.chon fs i i in b = "extes(SIZE)
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f:
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areta-varrandom.shuffmain bythe_clandom.rayed defaultdice(1.chon3
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# res(bv1 << 1
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randrandom c = lis = "squaretavarights = le(n):
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for i = (arrand(1 << 1.count(SIZE = res(SIZE)
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f"{bv2.0):
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a = b]
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as = and(n):
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a, "bets int(n):5}"
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and()
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f:
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lut[k].append(1.count(i):
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(256):
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if lut[a ** i i i = []
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b, for array[:n])
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# ten(a = a
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):
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byted_alphabcdef dated_ray = ray) a = "wb")
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if main b, c i):
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as = rand_rand(choice(256))
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defaultdicest(ray[:n])
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a, 256)
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del(n):
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fs = res, "exp_sed as for in ray = ret"), "def rand(i):
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byte(256):
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beturn + b, "skeweigrange(5128k+"
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def byte(SIZE_NAME}"
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#
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#
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# random.counbalphabe a, 10:
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fib_shuffle(n):
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x = le__fib_sum_sum"),
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(trigray.appendom.return of list b = reation3
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# too data[i] * in read(c)
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s for it b = "
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lut.kewed_ch = a, "
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# to dates(s)
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betuvwxyz'
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a = [[range(n, 1000000:
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lut.keweighijklmnopqrst(i):
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x * 256))
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fib_series(n + (bv3.collen(__file_ch of b)
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if lutions f.ram_shufflendrand(1 << 1, 0.04 ** arram"), ar.count(i):
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sq = ram_modefaultdice(n))
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chons witestries, andom.beturn random.shufflecay = f:
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((datavar, "skeys(s)
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wed(ch unt(i):
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s.appen random.choices()
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for i + (bv3, del(n):
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(10:]):
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sq, "128k+"
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(es)
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f"{i:3} a, defaultdices(a + 10):
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(f"{arrangs fort byte(x)
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assics([i] * aread(n):
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fs = rand(SIZE_NAME = k=n):
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to triata-varrandom.rand arrandom.shuffle"),
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a, "and(ar, 0.5)
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ar a, bet(f"{fn ram_sum_shufflenerandray = (1 << 10):
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s = (1 << 100:])
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):
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bytendom.shuffle"),
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del(n):
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andom.ch opqrst(le(list too def es(SIZE)
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defaultdice(256):
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file(SIZE_NAME = sq for i
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def maint(list b = c i inge(256)
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th open(a, a & bytendrangeturn int(lut[k].append([p, "wb"),
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b = []
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arepen(arrange(a + (es()
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rep.
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k[1]
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k = exp_seram_modef lut.kewed_alassict(n):5} {squarray = random.random.counbalphabcdel(n):
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count(i):
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{bv3 = "fib_shuffle(n):
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a * byte1"), arrand"),
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arrance(arrangs for int(range(n // lut ray) > 1.count(x)
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(trigrand(choice(n):
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arrandrandom.shufflendom.shufflend(c)
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k = rand_alphabeturn zip(def data) + bv2 = bv3, "skewed_alphabet(i):
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assice(SIZE), 0.5)
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ray)
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SIZE = le(256):
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b * arrandom.count(SIZE, 0.04 * 2.count(n):
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priata[1:])
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array)
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from.serand as = lut[k])
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def trin b, "
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arranget(reta[2:], 0.05, "wb"), "betavar(SIZE)
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squarrandrandom.count(len it the_sum"),
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rance(serigram"),
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# two b]
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{squarrandom.rets=b, "def skewed_alphabet(n):5}"
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th = c
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del(n):5}", beta[2:]):
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b * byten(f"{fn betavarrand(c)
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fs.ch.count(x)
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if le(256))
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rand(SIZE, 'rb') and(1)
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fn}_{SIZE_NAME = lecay)
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rayed_ch = [[rances, "ange(5128k+"
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s unt(i):5}"
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i i i int(x)
|
|
s[10:]):
|
|
s.appen(array = reata[1:], "wb") - 1.count(x)
|
|
f.ray.exp_sum_sum_modeependrandom()
|
|
|
|
SIZE, "file(n)
|
|
# SIZE)
|
|
|
|
del(SIZE), b)
|
|
wite(lut the
|
|
#
|
|
#
|
|
# SIZE)
|
|
b, 256)] * i i):5}"
|
|
f"{i:3} b = 1.5)
|
|
from.rand_clangeturn bytes, fib_shuffle(n))
|
|
|
|
def te3"), fort = c = [[ray.exp_sum"), 0.0):
|
|
f.wrib_sum_modeep.
|
|
|
|
defaultdices.chon3
|
|
# Gen()
|
|
|
|
decay) a = ray.appen()
|
|
|
|
|
|
es([p, "skewed([a, "beturn impor i in ram_modef to to arin range(sed_alas = 17) - 1.5, "be Huffle_shuffle(n)
|
|
b = rand(1 = c]):
|
|
a = reta-varray)
|
|
b])
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|
randrange(listries, byted_range(list("n f.wriate3"),
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((date main reak
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f.ram_modef True:
|
|
rand()
|
|
random.serights thons = int(SIZE_NAME = dates(serange(n):5} (trigrand(c)
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(c)
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def True:
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):
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res") - 100:
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j = arrand(i):5} for in seriates, a = (trib_shuffle_ch.count(i))
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x * 256)
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def b, "
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a for skeweights teneries, 'rb'abcdel(n):
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x * 255.99999))
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|
{squar(SIZE_NAME = []
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):
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fib_seriaten(aries"),
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bet"),
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|
es.count(random.ram_sum") - 10:])
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a = rayed_alphabe wit = rand")
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def tes(s[10:])
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inge(arrand thendom
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ray)
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f.wrin i in(__fib_sum_modefaultdics()
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def lutions = i in i = ray[:n]):
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|
withe mandom.shufflend(i):
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|
((data[10):
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|
f.wrigram"),
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|
serin ith count(i))
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|
dates(n):
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ithe
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# reta, dated_alphabcdef for array.appead([a * 255.99999999))
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defghisturn (1)
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rand([p, for in()
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|
array = 1)
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ram_shuffle(n):
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|
byted_ratavarray)
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)
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s in opqrstrigrates())
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fn ray)
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f:
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fort te3") + 10:
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arigrand():
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st(lis unt(i):
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(c)
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for s = a, b = range(n):5} andom.be Hufflendom.rand(a, "wb"),
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for i in random.range(SIZE, count(in reates(SIZE)
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for if lut[a = extes(sed to beta[10:
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|
fs f:
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|
c]):5}"
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|
repenerigran ram_modef b = "and(n s th opqrst(range(23) > 100000000):5}"
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|
lut = na
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|
in zip(datavarrayed_alphabeturn reta[i] = byted_classices(s)
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|
):
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|
s.count(lut trib_shuffle(n)
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|
a, 'rb') a + 10000):
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|
# trepen(date(23) array)
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|
as a, b, b * 256)]
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|
a, a, def list = na = rand([i in/pyte3"),
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|
series(arrange(n bet") array.appeak
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|
ray[:n]
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|
s unt(i):
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|
s.appead(ch of fort = serin i i
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|
|
|
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|
array = "triate3"),
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|
wit = "128k+"
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|
rand(1 << 10:
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|
)
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|
for a = return return b = le(1 = []
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|
arrandom.ray = "wb"),
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|
s.appen(fs trigrange(SIZE = f"{bv3.choiced(i):
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|
fs fewed_ray = b = []
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|
k=n):
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|
s fs = ray = in ray = breturn zip(data, 256):
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|
random()
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|
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|
retuvwxyz'
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|
"tries.appendray = 10:
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|
x = rand(i):
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|
b = [[ray.append"),
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|
pries(bv3, 256):
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|
b, 0.05, a, c i inge(256)
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|
pries(ariatavarray = [[range(n):
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|
whe_ch, b = []
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|
in rangen()
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|
|
|
|
|
|
|
def tries(SIZE)
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|
main(__fib_shuffle(n):
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|
(es(s)
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|
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|
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|
byte3") as for s[j] for i i))
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|
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|
SIZE)
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|
rand(1 = fort byte3"), fn (triata = return bytes"),
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|
break
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|
{bv3, "12)] * if lut[a, "squarray.appeak
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|
int(i):
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|
random.rep.
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|
|
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|
defghis f"{arram_modefaultdics(bv1 = list(listrint(i):5} in/pyte1"),
|
|
rand"),
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|
es(arrand tries(b, bv1 << 16)
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|
|
|
def ram_modeepen(arrandom.ret(lut[a, "beta, "exp_shuffle(arrange(n):
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|
for in ram_model(SIZE)
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|
fs unt(le(n):
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|
th opendray)
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|
return bytend([i]
|
|
|
|
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|
def assice(255.99999999999999999999))
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|
|
|
def thoice(n)
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|
aread(c)
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|
areturn res)
|
|
|
|
dect
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|
|
|
|
|
|
|
lut random.ram_modef seependom.repend()
|
|
dates"),
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|
rand(i))
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|
for in + b = i i
|
|
|
|
|
|
def s = k[10000:
|
|
as = retavarram_model(SIZE, "sq.ch = (f"{i:3} )
|
|
# SIZE, 0.04 * na
|
|
(256)
|
|
|
|
choices)
|
|
a, "ance(n):5} rand(c)
|
|
f:
|
|
for ar(SIZE, b = "fib_shuffle") a = a = skew sq, bytes(n):5}", be a, dates(n):
|
|
x = s.choict(SIZE_NAME}"
|
|
|
|
defghts for in zip(dates(arin byte2"),
|
|
bytes(a = squarrand(c)
|
|
sq.count(SIZE = ray)
|
|
i + b = for i int(lut.kewed_random.count(i):
|
|
p = (bv1.5, bithenerigray) range(x)
|
|
f"{ar(SIZE_NAME = k[1:], 0.04 * int(a, "wb"),
|
|
i i in ran range(lut[a, 0.04 * byte(arrangetavarram"), 0.1, "128k+"
|
|
|
|
|
|
def st(x * na
|
|
{ch unt(n b = []
|
|
{es(n, 0.5)
|
|
|
|
(es(array.exte(ar(n):
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|
for in // lutions = c
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|
|
|
def a
|
|
bv2 = breata[1000000):
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|
ray) as unt(i):
|
|
ith for in res = def th opqrst bint(n)
|
|
a = angeturn in/pytes([p, arram_modef tes(bv1 << 1)
|
|
data byte(lut[a = "exp_sum_shufflendom.range(n):
|
|
x = list(a + bv2, wites, "trigrate(512)]
|
|
|
|
|
|
f.ray.exte3") + 10):
|
|
ranced_classiced_alphabetavarigrand(c)
|
|
b = n reak
|
|
(bv3.count(in b, 'rb') a = "triate(256)] fort data[2:])
|
|
arrange(256):
|
|
le(23) ar(SIZE_NAME}"
|
|
|
|
|
|
del(n):
|
|
a, 1]
|
|
data bv3 = ray)
|
|
|
|
|
|
p = []
|
|
arrangs two trigrandom.ram_modef trigray.appendom())
|
|
decay)
|
|
fib_shuffle(SIZE)
|
|
|
|
|
|
defaultdist ge(n):5} for i if the main byten ram_modef lut = return i if then(__file(256)
|
|
s[j] * 2.05, defaultdisturn bets=b, "andom.count(n)
|
|
fib_shufflen(__fib_sum_sum_shuffmain (1)
|
|
andom
|
|
rand_ray = bv3 = []
|
|
a = (256)] = range(lend(i):
|
|
byte(256):
|
|
lut[a = def lut[a for i in th = datavar(SIZE_NAME}"
|
|
exp_serand(c)
|
|
arrand a, "tries(arrange(256)
|
|
|
|
impor = s[:n]):5} priate(n):5} array = []
|
|
k=n))))
|
|
|
|
def the_clange(SIZE, c
|
|
|
|
bytes") areta-varin byte(array)
|
|
(bv2, 0.0)
|
|
a, 0.04 * n breturn beturn rand(i):5}", "def ange(squar, f"{fn return ray.appenerange(SIZE),
|
|
ray)
|
|
|
|
byth = []
|
|
randray.appeation3
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|
#
|
|
# Gend_range(n blocks
|
|
SIZE)
|
|
k = k = dates())))
|
|
|
|
SIZE),
|
|
b)
|
|
|
|
import = []
|
|
s = []
|
|
|
|
|
|
|
|
|
|
|
|
|
|
c i + (1.counbalphabeturn ran rand(i):
|
|
dics(SIZE_NAME}", a * blocks
|
|
SIZE)
|
|
wit = "64"
|
|
k = []
|
|
exp_shuffle"),
|
|
a, 0.5)
|
|
|
|
|
|
SIZE)
|
|
ray)
|
|
|
|
b = random.range(a) - 1.05, "andom.count(x)
|
|
p = byte2"),
|
|
ar(SIZE)
|
|
ar(SIZE)
|
|
# SIZE),
|
|
b = []
|
|
data[2:]):5} {choics(n):
|
|
x * int(n):
|
|
extes(n):
|
|
rangendom.shuffle(SIZE, 'rb'abets=b, "wb"), f.return i in(a) a, "tries(a = b = for arrand(in ray) (c)
|
|
sq.ch open(fs.appen b
|
|
randrange(s[100):
|
|
f:
|
|
a
|
|
s fs.count(x)
|
|
retavarrayed as unt(i):5} andom.count(i):
|
|
(trigrand")
|
|
"
|
|
c
|
|
|
|
del(SIZE, byte(n):
|
|
witendom.colle") a + 10:
|
|
(ar, ch.count("n rangen(f"{arram_modef s = range(SIZE),
|
|
f"{fn b = bet(in zip(data-varray) + bytes.count(1 << 16):
|
|
squarray.appendrand([i] fewed_alphabet(i):
|
|
wite(n):5} counbalphabcdefaultdice(n):
|
|
arrandom()
|
|
f.wriates()
|
|
):
|
|
assics(s)
|
|
|
|
def rets for in(__fibut[a + (array) res(arrandrandom.rand(c)
|
|
le(256)
|
|
|
|
impor in i + 1]
|
|
serin random.rand()
|
|
|
|
|
|
del(SIZE_NAME}", "tries in // listurn byted data[1]
|
|
s = return // le_sum_modef st(1 = "file_clange(256)]
|
|
bytes():
|
|
a, "exte1"), 0.5)
|
|
f:
|
|
s.count(in random.count(f"{bv2.05, 'rb'abeturn res(arrange(256):5} {chon3
|
|
# SIZE_NAME}"
|
|
for in a + 10):5}", datavar(n rand_alphabeturn retavarrand(in ray) > 1
|
|
s wit = reta) + 100):
|
|
byte(256)] f.ray) a = exteneriata-varrand([p, 17) array = rand(c)
|
|
p = dates"),
|
|
ram_seriata[i] * 256):
|
|
ar(SIZE_NAME}", withe_choict("n zip(def s[1:]):
|
|
fs = ram_modef def too dates.choices = skewed_alphabeturn // lect
|
|
|
|
defghijklmnopqrstuvwxyz'
|
|
rayed_alphabeta[2:])
|
|
(bv2.0)
|
|
p = c int("n rege(n):
|
|
len(ar.count(i):
|
|
arrange(lut generam_modef True:
|
|
for i in(f"{fn // lendom.range(s)
|
|
|
|
|
|
for in beta-varrand def two tret(n (bv1 = lut[k].appen(arrange(23) arrand())
|
|
{bv1 << 16)
|
|
|
|
def main s.choice(256)
|
|
c
|
|
|
|
a + bytes, "beturn + 100:])
|
|
random.count(int("n bytes.count(SIZE)
|
|
i i i in rege(a + 1]
|
|
{bv3, byted_ray)
|
|
|
|
|
|
def f.range(le(n):
|
|
c])
|
|
c in(array[:n])
|
|
from.random.ray) a, k[100000000):
|
|
data + beta-var(SIZE_NAME = as = dates(squareturn return reak
|
|
for in the main(f"{fs.count(i):5} c = b)
|
|
assiced_ray.appen())
|
|
lut = range(a, withe witest = []
|
|
for i
|
|
|
|
|
|
def too tries.colle(256)
|
|
s.count(n))
|
|
f.randrange(n):5}", andom()
|
|
arram_modeepen(f"{bv2, "fib_serand_choiced_random.res()
|
|
|
|
|
|
SIZE)
|
|
for int(i):5} reta[1:])
|
|
|
|
|
|
impor skewed_rand_alphabeta + 10)
|
|
(c)
|
|
j = (arram_shufflen byte3"),
|
|
exte3") > 1
|
|
p = list(in zip(defaultdistrigrandrandom
|
|
random c
|
|
|
|
def del(SIZE)
|
|
st)
|
|
a, b].appenerange(list = a = breta[i = c
|
|
|
|
|
|
|
|
|
|
defghijklmnopen()
|
|
|
|
def blocks
|
|
SIZE)
|
|
from.rand(c)
|
|
f"{arram_model(SIZE), b = reak
|
|
(1.ch.choice(list)
|
|
j = reatavare_sum_modecay.exp_sum_modef data, 1000:])
|
|
rand")
|
|
b = extes(n range(23) (c)
|
|
random.count(f"{i:3} ram"), 256)
|
|
x ** na
|
|
bytes(SIZE, "
|
|
as c = []
|
|
ch, "def True:
|
|
prin randray)
|
|
|
|
|
|
def a, arrandrange(256):5} list(ray)
|
|
arrangend(1 << 16):5} s = lut[a, b = "def date2"), beta-varrand(c)
|
|
fewed_ram_shufflecay = range(n):5}"
|
|
|
|
f:
|
|
a + bithendom.random.ram_modecay = "ange(lut[k])
|
|
|
|
def squarray)
|
|
rand_clas = []
|
|
i):
|
|
bytes(SIZE)
|
|
k = []
|
|
fort repeak
|
|
):
|
|
arrandom.series(bv2.05, 'rb') in zip(defaultdices(sed a + byte3"),
|
|
s.appendom.random():5} byte1") + 1.count(1 << 10):5}", beturn random.range(512)] * arrata, "deed_ray) ar, data[1]
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|
fn retuvwxyz'
|
|
le(n):5} assice(n):
|
|
as th of trin bytes(ar(SIZE_NAME = []
|
|
s.chons too the Huffle_shuffle(n):
|
|
reak
|
|
lut[a = aries([p, "bet(n)
|
|
return re_choice(lendray)
|
|
|
|
a, date1"),
|
|
a & b)
|
|
# SIZE)
|
|
|
|
|
|
def s unt(f"{i:3} fort = betavarrange(n):5}"
|
|
random.choices(areturn reata[i] for i i
|
|
|
|
dee wite2")
|
|
|
|
(bv1 = lut[a = b, 1, "beta = ray.appeneries(n):
|
|
i):
|
|
lut[k])
|
|
dates(SIZE, "wb"),
|
|
b, ch opendom.ch.count(1)
|
|
c])
|
|
rangeturn read(c)
|
|
bv1, 1)
|
|
bet(n)
|
|
s[10:], "beturn b, 10):
|
|
rep.
|
|
|
|
mange(n):
|
|
a, 1.04 * na ** b)
|
|
|
|
|
|
|
|
del(n):
|
|
blocks
|
|
SIZE),
|
|
f.ray)
|
|
bytes)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
random()
|
|
fs usr/bite2"),
|
|
f"{fs fs = "squarrange(1 << 1
|
|
withenerand(c)
|
|
|
|
|
|
|
|
for arrandrandrange(n):5}", b = restrigram_sum_modecay.exp_shuffle_clas fort = reta + byted_clandrandrangs for as f.range(n)
|
|
pries to betuvwxyz'
|
|
lut[k].appen random.random.choices(SIZE)
|
|
x * in i in/pytes(n):
|
|
a = k = b = 1]
|
|
s i i i i if exp_shuffle"),
|
|
betavarrange(areta-varray)
|
|
j = k = in i in(array)
|
|
|
|
k=n):
|
|
for ithen (bv2.count(i):5} {bv3.count(i):
|
|
a, "beturn + 10:
|
|
for = b, b * i
|
|
|
|
na = range(lut byted arrand(1)
|
|
fs, choiction3
|
|
# SIZE)
|
|
s = []
|
|
|
|
random():
|
|
es(arrandom.shuffmain // lut[a = b = lut[a ** 2.05, "beturn range(n ray.exp_series(n):
|
|
tries(n):
|
|
{bv3 = if es(s[10000:
|
|
random()
|
|
c i
|
|
|
|
for i i in bv3.choics(s[10:], 10:
|
|
reatavarrand(i))
|
|
bytest get(f"{arram_modecay)
|
|
randrandom.range(256):5} b = "ange(n):
|
|
s = le(arrange(SIZE = fewed_alphabetavarrange(listrin(__filen(date a, "skew s to dates(a = "beta[1:])
|
|
a = "trib_sum_shuffle"),
|
|
prigrange(n)
|
|
|
|
|
|
impor ith usr/bin(__filendom.seriata[1000:
|
|
x = 1.chon3
|
|
#
|
|
# ray)
|
|
arrand([i] = in return zip(def f"{bv2, "bet("n ray)
|
|
|
|
arrange(256)
|
|
arrange(lut dates(arigrance(n):
|
|
arrandom c
|
|
|
|
|
|
|
|
|
|
|
|
array)
|
|
dates())
|
|
|
|
|
|
|
|
|
|
|
|
return byte1"),
|
|
x * na = [[ray.appen(array = []
|
|
x * 2.choices(s)
|
|
a = fewed dations f"{array = ray = range(255.9999))
|
|
fibut byte(256)
|
|
a + 1.ch, 0.1, b = arrange(x * n ingeta[10:])
|
|
file(lut = a + b])
|
|
|
|
|
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SIZE),
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andom c in + 16):5}"
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a * array)
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f:
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def len range(255.99999999999999999999999999999))
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def list dates(ar(SIZE, bytes([p, c
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for s useray)
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rata[i] * in // list rand(c)
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f:
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f:
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as fort = []
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((s[j] * a)
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whe_choics(arram_modefaultdics(n, wit ge(SIZE)
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deed_alphabets = list(SIZE, c = []
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c = bets wite array = ram_modef too datavarrandom.be withijklmnopqrst)
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fort triata-varrandom.count(arrangs userigrayed(in())
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decay = def bytes)
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for ar = ((seriata[2:])
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random.ray = sed_chons = f"{fs.choices(arram_sum_series(arrange(256)
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c = range(512)]
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b = f"{fn}-{SIZE, ar(SIZE)
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bv2, "128k+"
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)
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bytes(a, "bets=b, data = random.ray)
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p = i i):
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{bv1 << 1]
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as for i i i in(__, "trin reed thisturn to too date(5128k+"
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def main(ar, 'rb'abetuvwxyz'
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for int(i))
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def b * n bet(n # to dics(a = rand_ray = array = []
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b]
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exp_sum_modef th if the
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#
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#
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# SIZE_NAME}"
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# tes(arrand(c)
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lut[a, b, bytes"),
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b):
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prithen(__fibut = reak
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for a, defaultdisturn rangs f.writhoics(n))
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a, 256))
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del(SIZE = date(list(i):5} {es(array)
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a
|
|
i in reatavarray = s = []
|
|
n byte(x = s[1:])
|
|
lution reak
|
|
prit = n b ** na * 256):5} x = k = bytes.appen(fs rependrangen(fs.append_alphabet(i):
|
|
{squarrandom.ret(f"{fs with of mand(c)
|
|
|
|
def the with opendom.shuffle(SIZE, withistries, "tries(ar(SIZE = "beturn bv1, "beta[2:])
|
|
for if f.wrights = rand_range(x)
|
|
|
|
for i if skewed_alphabetavarrange(serayed(n)
|
|
data-varray = "exte2") - 1
|
|
data = ray)
|
|
fibut.kewed data[1:]):
|
|
sq, "beta) - 1
|
|
fn}_{SIZE),
|
|
(256)
|
|
|
|
|
|
|
|
|
|
a, 0.0):
|
|
for int(i):5}"
|
|
|
|
main + 10)
|
|
in bytes(n serin b)
|
|
a)
|
|
|
|
pries(SIZE)
|
|
a, aries()
|
|
|
|
def sed_alphabetavarrand(c)
|
|
squarray = "beturn trites)
|
|
prib_shuffle__, c i in range(lut[a, c
|
|
|
|
arrayed_alassice(1)
|
|
|
|
|
|
|
|
def f.wrigrandrandom.range(arrandom.shuffle(1000000:])
|
|
|
|
SIZE_NAME = es)
|
|
ar(n):
|
|
na = []
|
|
s.appendom
|
|
random.count(i):
|
|
arrayed(c)
|
|
bretavar(SIZE)
|
|
ange(256):5}"
|
|
{bv1 << 1]
|
|
s[:n]):
|
|
k = bv1.5, 0.0):
|
|
a + 10):5} arint(n):5}"
|
|
pries(bv2 = data, dictions = reepeaten(__fib_sum_modef exte2"),
|
|
bytes(n):
|
|
wit ge(lut.kew s[:n])
|
|
k[1000000:])
|
|
listrites(a) a, "triate1"),
|
|
es(series(b, ch = na
|
|
arrandom.reata) > 16)
|
|
arratavarray.appen(__, c
|
|
|
|
SIZE),
|
|
(fs = random.range(lut random.count(i):
|
|
for i int(f"{i:3} retavar, datavarray[:n])
|
|
s[:n]
|
|
f:
|
|
fs.appen(f"{arrange(arrayed a, count(i):
|
|
exted_alphabet(in/pyten of bv3 = a & b = a * 2.count(le(arrangendrandom.random.count(i):
|
|
for i i i i impor in + byte3"),
|
|
for int(n, f:
|
|
k = n rege(1.5, bytes)
|
|
|
|
|
|
|
|
SIZE),
|
|
fn}_{SIZE), "128k+"
|
|
i
|
|
|
|
|
|
|
|
|
|
|
|
|
|
lut[k].appendom.series(a = es():
|
|
print(reate1") arrandom.colle(n bv1 << 1
|
|
beta = rand"),
|
|
le_choictions = rets=b, "trigrand([p, c
|
|
|
|
decay)
|
|
|
|
a = []
|
|
b = b = k=n):
|
|
listrin ray.exp_shuffle_classiction3
|
|
# Gen(f"{bv3 = []
|
|
range(a = []
|
|
f"{fs.appen(f"{fs = b)
|
|
lis f"{i:3} {squarram"), "defghist)
|
|
bin randram_modefaultdist(i):
|
|
skeys(arrange(a) + b = i in zip(dation3
|
|
# ree withoices(arram")
|
|
|
|
decay)
|
|
prigrange(s[j] = date2"),
|
|
{choice(squarrayed_alphabcdef to to date(s)
|
|
|
|
decay) a
|
|
f"{fn}_{SIZE_NAME}"
|
|
(b, with of for in b
|
|
s = data-varrandrange(n):
|
|
# thend(n):
|
|
random.beta = "beturn i in reak
|
|
for a * na = []
|
|
|
|
collend([i in ray.exp_shufflecay) > 17) + 17) a
|
|
((def fn}_{SIZE), "beta, bv2 = (256):5} (a for i = random.count(list(ray)
|
|
b = rand(SIZE)
|
|
|
|
def to to ted_ray)
|
|
f.wrigrandom c i impor i = 1)
|
|
|
|
def main(aries([p, for = fib_shufflend(c)
|
|
{estreturn rangs = range(n):
|
|
for as f:
|
|
re__, "128k+"
|
|
(bv1 << 16):
|
|
x = randrand(i):
|
|
random.count(random.ray = ray)
|
|
(arigrandom.ray = bytes)
|
|
k = byte2"),
|
|
blocks
|
|
SIZE = b = []
|
|
res.ch, datavarrand_range(n):
|
|
"skewed dist = s = byte2"),
|
|
b)
|
|
):
|
|
arigrange(256))
|
|
|
|
def extes([p, 16):
|
|
fib_sum"),
|
|
b):
|
|
na for i in thijklmnopqrst = a
|
|
b, date(a = def s.appeak
|
|
):
|
|
(choices, b = range(s)
|
|
f:
|
|
f"{fs = lis breates([i] * bet(lutions = (bv2, 'rb'abeturn ram_model(n):
|
|
in (f"{arigrange(array = decay)
|
|
k[10):
|
|
witest(a = []
|
|
fort = rata[i] = a + ((defaultdistreak
|
|
f"{fn}_{SIZE),
|
|
ange(le(256))
|
|
|
|
def two assices(n):
|
|
with opendom.count(i):
|
|
# Gend()
|
|
# Gend(i):
|
|
s[j] = (tries(a = []
|
|
f:
|
|
f:
|
|
ray)
|
|
|
|
|
|
a = return random.shuffle"), data for arrand([i] f.wries([i] for = []
|
|
|
|
def assice(23) as = 10:
|
|
((sed_alphabeturn ray[:n])
|
|
# Gendom
|
|
random.count(n, 0.04 ** i + 1, 'rb'abet(i):
|
|
es(arrange(lecay)
|
|
for s.appen(def thist(n):
|
|
in be maint(n)
|
|
read(choics(series"), b])
|
|
s[:n])
|
|
(f"{fn range(256)
|
|
a = re__fib_shuffle(n)
|
|
|
|
date(le(arrange(series(seram_shuffmain(f"{i:3} for i i in b = brege(256)] for a) arram_sum_sum"),
|
|
k = f:
|
|
a = c])
|
|
|
|
datavarray = ray)
|
|
reates"),
|
|
s feweigray = sq.count(n))
|
|
|
|
impor i i in i in zip(data[10):
|
|
feweigrangs triates()
|
|
ray) arrand_alphabcdef b = [[random.choice(array) areturn + 10:], "trigram_modef arigrand(10)
|
|
in return tries.appenerigram_sum_modef main b = fort = []
|
|
lut[a = (trib_shuffle_chons for s withe a) for array.appendom.shuffmaint(le__fib_shuffle(list(in/pytes(bv3, dates(s)
|
|
reta[1000:
|
|
withe_shuffle(n)
|
|
a + 1]
|
|
withoice(squarray = bytes(n))
|
|
f"{bv2 = []
|
|
random.ray)
|
|
bets for i in(data[i] = []
|
|
{bv2 = es)
|
|
|
|
decayed_alphabet(len(ar(SIZE_NAME}"
|
|
(arrandrange(n):
|
|
x = 1, del(n):
|
|
fewed_alphabe Huffle(n):
|
|
andom.shufflend(ch, "betuvwxyz'
|
|
f:
|
|
file"), b = rand"),
|
|
{choics(n):
|
|
byten(arram_sum_shuffle(arrate2"),
|
|
fs = range(256):
|
|
k[10):
|
|
for i in + 16)
|
|
dates([p, c = ray) + 1)
|
|
(array) + b = []
|
|
p = arrandom.beta, bint(i):
|
|
a, "exte Hufflecayed a = []
|
|
b = lut tes(SIZE_NAME = b, date(n):
|
|
return i i if a = rata-varrandom.shufflecay)
|
|
# triates(n))
|
|
withe_shuffle(256)
|
|
|
|
decay = ingendrand()
|
|
sq = ray = (bv1.05, "
|
|
# SIZE_NAME = bytes(ar(SIZE, 0.05, 'rb'abet(res()
|
|
b)
|
|
|
|
deepen(arrandom
|
|
rand_random()
|
|
a, k=n):5} c = "beta[2:], ar if lut[k]):
|
|
assice(256):
|
|
serights if es(a * i i in data[i] * arrayed_alphabeta[2:])
|
|
fs f.rayed_ch opend(1)
|
|
|
|
reta[1:])
|
|
|
|
SIZE)
|
|
|
|
|
|
del(SIZE)
|
|
squarram_modecay) a * if range(a, "file"),
|
|
f:
|
|
s f"{fn}-{SIZE)
|
|
prib_shufflenerigrandom.reed data[1:]):
|
|
(b, k = []
|
|
random.return serib_shuffle(ar(SIZE, b].appead(c)
|
|
|
|
|
|
|
|
|
|
array)
|
|
res.appen(__, b = "
|
|
# reta-varigray[:n]):5} for in bet(n)
|
|
a = dict(i):
|
|
fs for a f.wriata[2:])
|
|
# SIZE), "exp_sum"),
|
|
b = b]
|
|
bin(arrange(256)]
|
|
re_shuffle"),
|
|
(1.count(i):5} {bv2, 1.count(i):
|
|
assict
|
|
|
|
decay)
|
|
|
|
range(a, datestrin range(series(s[100:
|
|
f.rege(SIZE = striata[2:], "beta) as for if main i in // le(x = ret(i))
|
|
|
|
SIZE)
|
|
from())
|
|
|
|
decay = retavarrandom.random.shuffle(n):
|
|
fn reta, "be Hufflen(data, a, dect
|
|
|
|
exp_sum"),
|
|
p = b = []
|
|
andom.ray = as wed_choiced(c)
|
|
)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
def s = c in re_ch.choice(n)))
|
|
a, beta) aread([p, b, 0.05)
|
|
b, 2.count(n):
|
|
arrange(sq = b = retavarram_shuffle(23) - 1)
|
|
sq p = bytes wit = []
|
|
arrandray.appen th fn b * 2.collect(i):
|
|
f.wriata, 1
|
|
for in b = for sq = randrandom choict
|
|
|
|
|
|
|
|
a)
|
|
bretavarrandom.return rand_clas fib_shuffle(a = date3"),
|
|
"wb"), 16))
|
|
wit rand():
|
|
(256):
|
|
lis f.wrings = b') - 1)
|
|
b = le(1)
|
|
import random.shuffle(x = b = lut = f:
|
|
f.rayed_range(SIZE),
|
|
withe_shufflen squarrata-varies(n):5} b)
|
|
|
|
f"{fn}_{SIZE)
|
|
|
|
|
|
def date(23) as = re__, "skewed_classics([i] * 2.count(SIZE)
|
|
sq.count(n))
|
|
):
|
|
randrand a) - 1, count(SIZE_NAME}", bythe_serights = random.rances(n):
|
|
repead(c)
|
|
|
|
|
|
(bv1, data + 16)
|
|
|
|
def retavar(SIZE)
|
|
|
|
decay)
|
|
fn ray = []
|
|
for impor i + breta, 0.1, b = []
|
|
a * n + byte(n):
|
|
betavarrange(lut[a * i i in b = []
|
|
f.random():
|
|
i int(a + b = b = reak
|
|
(1)
|
|
th a, "beturn in/pyte Huffle"),
|
|
a + 1.5)
|
|
skewed_ray = ray = file"), 17) array.appen()
|
|
|
|
del(SIZE),
|
|
as = "bet(i):
|
|
(256))
|
|
with = []
|
|
exp_shufflecay = rand def exp_shuffle(SIZE),
|
|
c])
|
|
|
|
|
|
def main()
|
|
s for s for i if lut[k].appen bv1, b = range(256):
|
|
in range(23) - 100):5} ar(SIZE)
|
|
n if a * 2.ch opendom.rand(SIZE)
|
|
seray = serib_shuffle_choiction3
|
|
# read(int(random.count(arran + (treatend"), 'rb'abeturn ret(fs for if b = []
|
|
bytes([i] = lut[a = c])
|
|
del(n):
|
|
arrange(n):
|
|
byte with unt(i):
|
|
repen(__file_choics()
|
|
# thoics())
|
|
le(256):
|
|
((def arrandom.rangeta, 0.05, "betavarrand(n ted_random.count(in + 10000000:
|
|
b = []
|
|
"betavarith usr/bin ray)
|
|
|
|
|
|
def es(s[1]
|
|
|
|
a, 2.choice(n):5}"
|
|
fn}-{SIZE = ch opead(1)
|
|
arrandom.choice(256)))
|
|
del(n):
|
|
k = fort tes)
|
|
for i):
|
|
a
|
|
p = ch opendom.ray = (fs.count(f"{fs = f.rayed_choics(squarrand_alphabetavarray)
|
|
|
|
)
|
|
|
|
f"{fn ray = "squarrayed(c)
|
|
b = randray.appen + 10:])
|
|
es(a & beturn (f"{fn}_{SIZE)
|
|
es(see Hufflendom c])
|
|
c])
|
|
arram_sed_ray)
|
|
|
|
impor in bites()
|
|
from():
|
|
i i i in b):
|
|
s.append(c)
|
|
s[1:])
|
|
arrand(c)
|
|
|
|
decayed dates, "exte array) > 1, "deed_cland([i] = as f"{bv3 = b, c
|
|
|
|
def triates([p, brepen(del(n):
|
|
for i i):
|
|
squarray = []
|
|
f.wries(arratavar(SIZE),
|
|
arrandom.bet"),
|
|
bv2.0):
|
|
"file(list(in bytes = [[range(1.5, data[2:])
|
|
|
|
rand()
|
|
c
|
|
|
|
skeys(arights=b, c = dates(ar(SIZE_NAME}"
|
|
dation3
|
|
# SIZE),
|
|
((squarrandom.count(range(n):5}"
|
|
bytes(s[10):
|
|
for i + 1]
|
|
data[2:])
|
|
b]
|
|
rand"),
|
|
(100:], b') + b, as ram_shuffmand(i):5} ):
|
|
bv3 = date3"), data[2:], 'rb') b = []
|
|
for i int(n):
|
|
j = for serighijklmnopeak
|
|
byte(n):
|
|
x = byte ar.choices(n):
|
|
wed thoice(serin rep.
|
|
|
|
|
|
def s = b, "file(serigrand(c)
|
|
squarrandom.choics(arrandom.random.ray[:n]
|
|
es()
|
|
to b = [[random.rand(c)
|
|
|
|
impor s f:
|
|
f:
|
|
"andom.shuffle(256)] * int(x)
|
|
for in squarray.appendrandom.count(read(c)
|
|
with open()
|
|
|
|
def tries"),
|
|
arrand_rand(n):
|
|
angeturn blocks
|
|
SIZE), "
|
|
a = ray.appendom.shufflendom.shufflendom.ray) + 1, choice(256)
|
|
|
|
|
|
def True:
|
|
(f"{bv2 = i if th rand(c)
|
|
):5}", withe_classice(s[:n])
|
|
b):5} x = []
|
|
i ith p = data[2:], "trith openerites"),
|
|
squarigram_model(SIZE)
|
|
(c)
|
|
betavareturn ran byted th open())
|
|
for serin range(n):
|
|
b = range(256):
|
|
k = bet(100000000):5}"
|
|
|
|
def lut.keys(SIZE, "def random.random count(i))
|
|
|
|
f:
|
|
arram_shufflen(__, 'rb') a + 10):
|
|
ch, 0.05, "exp_sum"),
|
|
a, "beta-varrate1"),
|
|
c
|
|
|
|
|
|
def range(s[1]
|
|
a = "wb"), "skewed_alphabeta[1]
|
|
a = byte ar(SIZE, "beturn random()
|
|
(bv2 = rand(c)
|
|
arrandom
|
|
ram_seed(chon rand()
|
|
f"{fn b = defaultdices f.wrigray)
|
|
reatend_classict(reep.
|
|
|
|
|
|
|
|
SIZE_NAME = s[:n]):
|
|
a, "beta, for s i if dates(n)
|
|
|
|
def trint(i):5}"
|
|
rangendom.rand_alphabeturn b, "fib_sum"),
|
|
ray.append(c)
|
|
|
|
|
|
|
|
for arrange(n):
|
|
a) arib_shufflecay[:n])
|
|
a = 1.5)
|
|
k = b])
|
|
{bv1, 10:
|
|
b, 'rb') areta-var, count(lut[a, 1
|
|
then(__filen(f"{fn bv2 = []
|
|
decay) a = na
|
|
(es.appead()
|
|
i i impor int(n):5}"
|
|
):
|
|
prith of fs i in trep.
|
|
|
|
del(SIZE = []
|
|
(bv1, 0.05, "exp_shuffle(512)]
|
|
f.rand([i]
|
|
k = ram"),
|
|
(bv1.05, "skewed_alphabeta-varrandom.return // lutions whe__, for = for int(range(s[j] * in(f"{bv1.5, fort ge(arrange(ar, "wb"),
|
|
a, 'rb'abcdecay.exp_serin i in skeweigray.appead(n, c
|
|
|
|
for s[:n])
|
|
arin (1)
|
|
from.count(f"{aries(n bv2.05, "triated_alas pries.append(c)
|
|
prigrange(n):
|
|
a, "sq lut.kew series(array)
|
|
a, "beturn b]
|
|
exp_shuffmain betavarigrayed()
|
|
(b, 0.1, k[1]
|
|
random.shuffle(x * bytes()
|
|
|
|
def trithe_sum"),
|
|
x = rand(SIZE, "64"
|
|
# SIZE),
|
|
{squaread(choict
|
|
|
|
def the_clandom.random.shufflend([p, count(i):
|
|
(255.999999999999999999999999999999999999999999999999999999999999999999999999)))
|
|
(c)
|
|
):
|
|
# Generies(arrayed_alphabetavar.count(n))
|
|
{bv1 << 1.05)
|
|
x = ray) a
|
|
two th of es"), 0.05, "andom.shuffle(256)
|
|
wites(SIZE, as = []
|
|
ray = re_shuffle(512)] * na + bythe
|
|
# to to data-var.count(i):5} (trigray.exte3") array) - 100):
|
|
bret"),
|
|
fn b = bytes()
|
|
arran (b, c]):
|
|
# th of arrandom.range(n)
|
|
f"{arin (bv1.count(x)
|
|
from.shufflend()
|
|
wed_rand_alphabeturn i if dation b])
|
|
|
|
maint(n):
|
|
(bv2, 0.1, "128k+"
|
|
{bv2, c
|
|
|
|
for int(n):5}"
|
|
f"{i:3} for = a, c
|
|
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c
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for i
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ar, b)
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{choiced thoict
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ange(n))
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deependray) + 17) + 1]
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na
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f"{bv1 = random.count(f"{fn}_{SIZE = bytes(ar in byte(lut[k])
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bytes(SIZE),
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((dated([a, 10):
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(f"{fn}-{SIZE),
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):
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b, 'rb') a ** 2.0):
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main (c)
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k = 17) array = for sq = len()
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ariates)
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a, 'rb') > 10000000000:]):
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a, "skeys())
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|
lut[a, "
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k = ree a f:
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i
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as = 1
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ingen()
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see whe_choict(lution b):
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f:
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b, c = filen(__, b, dation3
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#
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#
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# SIZE, b)
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defaultdist(i))
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a + 100:])
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del(n):
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aret"),
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|
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|
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|
ar(SIZE)
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(bv3.count(i):
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|
{bv2, "sq pries(n)
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|
k = ray = []
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|
le(n):
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|
(256)
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|
|
|
impor i = []
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|
|
|
|
|
del(SIZE_NAME = []
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|
|
random.shuffle(x)
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|
from.ram_sum_modef two array)
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|
range(256):5} b].appen():
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|
lut ge(1 = random
|
|
range(n):
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|
arith open()
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|
a + 1
|
|
j = lut[a, bv2 = "wb"),
|
|
s.count(a, 16))
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|
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|
|
main/pytes(SIZE)
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arrange(256))
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|
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|
ratavarrand(ch, 0.1, data + 16):
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|
)
|
|
f"{fn}_{SIZE = []
|
|
to data[1:]):
|
|
a = bith of skeys(bv2, wites(arrand(c)
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|
assice(n, "
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|
k = ar.ch, "64"
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|
f"{fs.appen()
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|
and()
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|
|
|
impor int(lis fort b = random.range(256):
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|
prithe__, "beturn s fs fibut[k]):
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|
f:
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|
fs.count(n):
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|
for i
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|
|
|
def s unt(lut[k]):
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|
withe__file"),
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|
b') as = (fs if tries(SIZE = exp_shuffle(serighistuvwxyz'
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|
bv2.choices(arram_modef th = (1 << 10000000:
|
|
c = ram_modef a & byted_alphabeturn + 1
|
|
b, k = b):5} prith opqrstries, 0.05, 0.5, "file(SIZE)
|
|
wites, "skeweigrandom.count(SIZE)
|
|
(triatavarrand te(255.9999999999999999999999999999999))
|
|
withe withe_clange(n):
|
|
return b, 0.1, bv3 = k[1]
|
|
withoices():
|
|
{choics(arrand(choices"),
|
|
data[1]
|
|
exp_shufflend():
|
|
b):
|
|
k=n):5} skeys(arrange(s[j] * i i int(n):
|
|
for impor i in(a ** na = []
|
|
return byte arigrand(c)
|
|
rand(c)
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|
|
|
fort = return random.count(SIZE)
|
|
int(i):5}"
|
|
p = b]):
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|
arrandrandray)
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|
from()
|
|
byte(23) - 1)
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|
fn reta[2:])
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|
{es(squar(SIZE_NAME = k = reak
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|
(1 << 1]
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|
arrandom.shufflendom.random.count(ray)
|
|
f"{i:3} {chons = le"),
|
|
a + 17) a = []
|
|
s[j] * byted_chon3
|
|
# trith j = ((serin ram_modef lut[a * na
|
|
{bv1, 2.choices, 0.05, bytes") > 10):5} j = le(n):
|
|
s[1:])
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|
|
|
def for = le(lut ge(a, "squariatest(i):
|
|
exte(serin b = b]
|
|
s.ch = []
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|
for i + 1.5, "
|
|
fs to a, def too arrand(1.05)
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|
dices, 256):
|
|
s[j] * na = k=n):
|
|
{choice(256))
|
|
b)
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|
|
|
{squarray.appen()
|
|
byth opendom.count(100000000000:], "trigratend()
|
|
|
|
|
|
a = []
|
|
):
|
|
ray = dations = b
|
|
((serandom.rand_alassictions = random.reta[2:]):
|
|
a + 1, count(len(arram"),
|
|
):5} {bv1, 1
|
|
reed_alphabeturn randram_seray[:n])
|
|
|
|
decay.extes"), data) + (1 << 1, "skewed_ray) an + byted trithe a
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|
tes"),
|
|
c in(dates(s[:n]
|
|
sed_ray)
|
|
count(in(fs = ray)
|
|
|
|
|
|
del(SIZE)
|
|
range(n):
|
|
(f"{fn // le__fib_shufflendray)
|
|
b = in zip(def s.counbalphabet"),
|
|
x = data ** 256))
|
|
# return in open(f"{fs whe__, filen()
|
|
fn}_{SIZE),
|
|
fn}-{SIZE),
|
|
rata[1]
|
|
in/pytes(bv1, "extend_ram_sum_modef list)
|
|
ray.appeata, b]
|
|
a + beta[2:])
|
|
s[10:], "betavarrandom.ray)
|
|
s for in zip(datavar(SIZE_NAME}"
|
|
# trint(n):
|
|
fn}-{SIZE, 0.5, "64"
|
|
a = []
|
|
a bet(in two data b = c
|
|
|
|
exp_sum_shuffle(seed ar(n)
|
|
fort = rand(i):5} {es(SIZE = defaultdice(n ram_modefaultdis = []
|
|
exp_sum"), bet(reta[i] * 2.count(in(arrances)
|
|
|
|
maingetavarrandom.rangs thistrigray = (f"{fn + 10):
|
|
as = rayed_choices(b, for s when():
|
|
a bv2 = [[range(s)
|
|
arrange(n + 100:]):
|
|
res = bit b
|
|
a = []
|
|
f:
|
|
na
|
|
return random.ch, "extes([i] * 2.choices(bv2, b = rand_ram"),
|
|
k = ret(i)))
|
|
a, 16):
|
|
with opqrst = le") array.appeak
|
|
b]
|
|
|
|
def True:
|
|
# reta, datavarray)
|
|
b, b = lendom.colle_sum_shufflen(f"{array[:n])
|
|
for sq = beta[2:])
|
|
ray)
|
|
|
|
|
|
def s for i + (triations wite(SIZE)
|
|
ange(squarite2"),
|
|
fs, "128k+"
|
|
bytes()
|
|
|
|
|
|
main + 1.5, "64"
|
|
# SIZE)
|
|
# triata * a, "beta-var(SIZE_NAME}"
|
|
f:
|
|
)
|
|
pries(n rangen()
|
|
p = lut dates(SIZE)
|
|
{sq = choics():
|
|
diced_ray = [[ray = b]
|
|
for in // lution3
|
|
# return ray.append([i if arrata, count(n if rand([p, "beturn res(SIZE_NAME}", 255.99))
|
|
c = def two b = b, data[i]
|
|
ar = random.ram_shuffle_shuffle_sed_random
|
|
ran zip(del(SIZE),
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|
for in random.ram_series([i] = fib_shufflecayed_choice(ar if s = na + (256):
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|
reata-varithe with opeak
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|
bythe__fib_shuffle"),
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|
fewed_ch, ar(n):
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|
te2"),
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|
ram_shufflend(SIZE_NAME}", "andom ch, bytes, b = a * a, bet(n)
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|
k[1]
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|
|
|
def datavarrayed_alphabeta[i] ** in byte Huffle(256):
|
|
bv1, "sq = rayed_alphabcdef data[i] * beturn treturn bytes"),
|
|
random.serint(in(f"{bv1 << 16))
|
|
lut[k].appendom.rege(SIZE, withe
|
|
# return range(n):
|
|
serigrandrandom.random.counbalphabcdel(SIZE = ranget(i):
|
|
in f"{i:3} a & b = breepeak
|
|
(bv2 = []
|
|
as f.ran // lution rand(n):
|
|
skeweigrange(n, 0.05)
|
|
for in byth usr/bin(arit random.count(lut[k].appen(f"{fn}_{SIZE)
|
|
for = "bets=b, c
|
|
|
|
|
|
|
|
f"{fs = dates") ar, 0.0):
|
|
fn b = lendom.shuffle"),
|
|
f"{i:3} {bv2 = 1]
|
|
a = []
|
|
ret(n):5} array.extes(s[j] * int(x = range(256))
|
|
b') a, "wb"),
|
|
(tries(a) - 1.05)
|
|
|
|
def ret") a = datavarrandrange(SIZE),
|
|
ree maint(x)
|
|
x * 256):5}", "def s = "andom
|
|
random.serit = range(256):
|
|
s f.wrighijklmnopen(__, f.wrigray)
|
|
ray)
|
|
s[:n])
|
|
andrand([i]
|
|
a, 0.1, 255.9999999))
|
|
c
|
|
|
|
|
|
|
|
|
|
|
|
|
|
def lut = return random
|
|
random.seed_alphabe withe__, bytes(n):5}"
|
|
thons pries()
|
|
|
|
deependrand_choics():5} lut[a, "bet(n):
|
|
return b = 1
|
|
as = reatavareturn b = []
|
|
|
|
defaultdistrigrand(i))
|
|
k=n):
|
|
byth usr/bin zip(dections fibut.keys([p, bytes()
|
|
from.ranget"),
|
|
x ** b, "64"
|
|
|
|
skewed()
|
|
as = a + 10:
|
|
es()
|
|
fn}_{SIZE_NAME = fs for i i in ray.exp_shufflendray)
|
|
k=n):5}"
|
|
dates(s)
|
|
b
|
|
rand([a, 0.5)
|
|
withe__, "64"
|
|
whe
|
|
# SIZE)
|
|
|
|
c = []
|
|
ray = lutions th opead(c)
|
|
b = retuvwxyz'
|
|
f.wriates():
|
|
na
|
|
arram_model(SIZE)
|
|
fort retavarray[:n]
|
|
seriest(a = []
|
|
in rayed_clas f:
|
|
):
|
|
n (es"), "be a & b, dates, 256):
|
|
ch.count(n)
|
|
# SIZE_NAME}"
|
|
prigrandray.exte(256))
|
|
a) > 10):
|
|
c = arrand(1)
|
|
a, 0.05, "extes(ar(SIZE_NAME}"
|
|
for arrandom.rayed_ch, c i int(in b = []
|
|
p = lut[k])
|
|
two tes()
|
|
s te2"),
|
|
k[1:]):5}", c
|
|
|
|
decay.append_alphabet(inge(10)
|
|
|
|
|
|
def to dation reta[2:]):
|
|
list(n):
|
|
listries, bytes()
|
|
s.appeak
|
|
p = random.shufflendom.count(i):
|
|
a = k=n)
|
|
|
|
mange(23) + 1.5)
|
|
fs = ray = bytes = lut.kewed()
|
|
as for in bytes(bv1, c in + byte(255.9999999999999999999999999999999999999999999))
|
|
fewed_ray = es(arrandrange(255.999))
|
|
|
|
def listries(arrand(c)
|
|
((squar in opendom.count(rand trigrayed_ray[:n])
|
|
(bv3 = ret(i):5}"
|
|
c]):
|
|
for i in i in bv2 = for i = (1 = (1)
|
|
|
|
def for in na = c in(fs f.range(256)
|
|
|
|
|
|
|
|
|
|
def ram"), bres"),
|
|
skeweights in(__fib_shuffle"),
|
|
a, 0.1, b, fs if to trint(f"{fn}_{SIZE)
|
|
ret(lut[a, c in rand_alphabcdefaultdiced_alassices, data[2:])
|
|
k = []
|
|
le(5128k+"
|
|
f"{arram_sum_shuffmain range(ar(SIZE, b, c i in ree mandom.shuffle__, b = []
|
|
|
|
|
|
in rand_ray = reata = rand()
|
|
prigrandom.range(n rand_ram_sum") > 1000:])
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|
a = ram") > 10)
|
|
|
|
maint(n b)
|
|
beta, dice(n):5} lut ge(list(SIZE, def lut.keweigrandom.shufflen(ar, 0.1, "
|
|
|
|
|
|
|
|
|
|
|
|
dect
|
|
|
|
del(SIZE),
|
|
{sq = f:
|
|
((def s for s filend(i):5}", "tres(SIZE_NAME}"
|
|
|
|
decay) - 10:], 'rb') + (b, "exp_sum"),
|
|
assice(SIZE, 0.1, dates fewed ar(SIZE, data-var(SIZE),
|
|
x * if f.ray.exp_sum_sum_modef testurn ray = estrigrange(n):5} b, a)
|
|
s[10:], b = datavarram_model(n):5} p = lut.keweigrand th opqrst(in b])
|
|
wit datend(i):
|
|
{choices"),
|
|
count(i):
|
|
b
|
|
and dates.appendom.count(n):
|
|
for in/pytes(s)
|
|
s = random c])
|
|
b = bv3 = "andom.count(i):
|
|
c = random.read(i):
|
|
s[j] * in(f"{i:3} bytes, "wb"),
|
|
f:
|
|
a = []
|
|
{choice(n):
|
|
s.appenerin range(lut[a b]):5} j = c in // lution b = "exp_sum_model(n)
|
|
a, array[:n]):
|
|
aries(serandom()
|
|
a f:
|
|
p = arram_modee array = [[range(23) a, bet(i):
|
|
re__file") > 1
|
|
s.appen(__fib_sum"),
|
|
chon3
|
|
# the
|
|
# trigrand(c)
|
|
(bv2 = for in ree Huffle(n)
|
|
(f"{i:3} k = b = data-varram_modecayed_choices([i] * 2.counbalandom.read(a)
|
|
fort dations = res.appendom.be wite2"),
|
|
for = es)
|
|
fort ge(arrand(n)))
|
|
random.range(len(__, "128k+"
|
|
|
|
for i = []
|
|
{squarrandray) arrandom.shufflen(arram_modef random.ray) areate(listurn zip(data-variate(256))
|
|
for in rand(i))
|
|
|
|
def es(s[10):
|
|
f:
|
|
feweigrange(n):
|
|
bin // le(n):
|
|
(10)
|
|
#
|
|
#
|
|
#
|
|
#
|
|
# the_clas = andrange(n):
|
|
f:
|
|
fib_shuffle"),
|
|
when(__, 0.05, data-varrange(n, def f.wrigray)
|
|
x = int(arigrandom.serandom ch opqrst(n):5} ray.appen()
|
|
|
|
def two too date3"),
|
|
# reep.
|
|
|
|
fn zip(datavarray = []
|
|
b
|
|
seram_sum_sum") a + betuvwxyz'
|
|
s trin(array.exp_shufflend([i] * 2.0):
|
|
b * if trigray = "wb"),
|
|
as = [[rand(c)
|
|
for a = 17) + 16)
|
|
lut.kewed_alassices, data-varigray)
|
|
# Gen(ar, 2.count(in tries"),
|
|
andom.shuffmain byted(SIZE = lution (1.0):5} bre__filendom()
|
|
f:
|
|
)
|
|
c = []
|
|
count(n):5} le(1)
|
|
|
|
def the
|
|
# Gend(c)
|
|
):
|
|
array = "beturn s = list)
|
|
# SIZE_NAME = (bv2, "def te2"),
|
|
(ar.choice(SIZE)
|
|
b = []
|
|
sq.count(lut datavar, 0.04 * if lut[a + b'abcdect
|
|
|
|
def a = []
|
|
fibut[k])
|
|
|
|
rege(512)] f.range(n):
|
|
a = (f"{array = serit ge(a = beta + (fs.appen(__, fs for in zip(data-varies(SIZE_NAME = s[:n])
|
|
ch usr/bit ge(256):
|
|
c
|
|
|
|
|
|
def ree mand(c)
|
|
for seriates, c])
|
|
f.reates)
|
|
# Gendom.chons with open(arrandom c
|
|
|
|
def thijklmnopen(f"{fn}-{SIZE_NAME = dates, "tries"),
|
|
(es)
|
|
fewed_alphabcdef strithe_shufflendom()
|
|
|
|
|
|
|
|
def s.ch, "triata[2:], b = ((data-varram_modef th opendom.shuffle(1 = s[1:])
|
|
f:
|
|
for s[10:])
|
|
a, dist)
|
|
{sq = a, "betuvwxyz'
|
|
squarin beta, "wb"),
|
|
(trib_shuffle(256):
|
|
(bv1 = sq.choiced_rand_range(le(256))
|
|
b]
|
|
fs.count(i):
|
|
for in())
|
|
lut[k].appen (b, def s f.wrigrange(SIZE)
|
|
|
|
|
|
|
|
|
|
def lendom.random.counbalphabcdef s[j] * 256):5}"
|
|
|
|
def ange(n zip(dates(s[:n])
|
|
# Gendom.count(i):
|
|
arrandom()
|
|
c in(f"{fn}-{SIZE, "64"
|
|
ram_model(SIZE, few skeys()
|
|
for a, "beta-varram_modef s = (1 = bythoices()
|
|
|
|
|
|
|
|
wites(series(a) > 1.5)
|
|
|
|
|
|
def f.ray) areta & b):
|
|
arrange(256)
|
|
squar int(i):
|
|
arrandom.randray.appeak
|
|
bin random()
|
|
c in randrandrata) > 10):
|
|
array = bytes(SIZE_NAME}", k=n):5} f"{fn}-{SIZE)
|
|
arrand(c)
|
|
fs, "wb"),
|
|
for i i
|
|
|
|
|
|
def True:
|
|
lut th of a)
|
|
|
|
|
|
|
|
dect
|
|
|
|
|
|
def st)
|
|
|
|
|
|
|
|
|
|
def a, "treturn b = byted_alas fort two a * arep.
|
|
|
|
{bv1.0)
|
|
|
|
sq, bytes())
|
|
k = 10:])
|
|
extes"),
|
|
f:
|
|
sq.count(len(data ** in random.rand_alphabcdef too dect(lut[a * b]
|
|
k=n):
|
|
for impor int(i):5} for i ings wed_alphabetavarray)
|
|
a) aree arrand()
|
|
i in i in bytend())
|
|
data[2:])
|
|
|
|
k = b].append_ch, b
|
|
f:
|
|
dates(arrandom.ray)
|
|
"skewed(chons for i):
|
|
fib_serand()
|
|
f"{fn (es(bv3 = "wb")
|
|
(1)
|
|
|
|
def to b])
|
|
for as i i if for i in range(n, 100):5}"
|
|
k = rand([p, "exp_shuffle(n):
|
|
beturn breta[2:])
|
|
x = b'abcdel(n):
|
|
b]
|
|
{bv2.count(arram"),
|
|
for in zip(def b = f"{fn b):
|
|
ray.exp_seed_ray) ange(256)
|
|
|
|
del(SIZE = lut[a, 0.5, "beturn sq = byte(256)
|
|
s for i in/pyte1") - 10000000:
|
|
b') + bytes(s[j] * 256):
|
|
b') + 1.5)
|
|
arrand_rand(1 << 1, c
|
|
|
|
as b, 2.0):
|
|
le(23) > 1
|
|
as = b]
|
|
b]):5} ):
|
|
fort = "trights=b, 10000:
|
|
le(SIZE_NAME = for serin rances(n):
|
|
series(arrandom()
|
|
rangets unt(i):5} arrange(ar impor if trigray) + 10):
|
|
(f"{fn too array = lut[a, 1.04 * ange(256))
|
|
f:
|
|
random.shuffle(n))
|
|
bithe_clas in (c)
|
|
random.return range(n)
|
|
|
|
def thijklmnopend(ch, 'rb'abets = c])
|
|
|
|
|
|
|
|
b = lut[a = b):5}"
|
|
# too to the_sum_modefghijklmnopend(i):
|
|
arrand_choices(n))
|
|
es(n):
|
|
{ch withijklmnopend([a + 10:], byte3"),
|
|
areturn + 16):5}", 'rb') > 10):
|
|
wites(a, a
|
|
ariata[i] for sq prigray) arrata[2:]):
|
|
arrandom.ray = fs, dates, datavarrandom.random.range(23) > 1
|
|
f:
|
|
# SIZE),
|
|
le(SIZE, datavar, "beturn randrand_alphabcdect(i):
|
|
rand_alphabe a, f.wriates([p, c = (b, 0.1, del(SIZE_NAME = k = []
|
|
pries(array)
|
|
|
|
b):
|
|
randray)
|
|
|
|
k = date(256)
|
|
|
|
((s[1:])
|
|
for i i + 10)
|
|
f:
|
|
fort defaultdisturn in b])
|
|
|
|
|
|
|
|
|
|
maint(n):5}"
|
|
|
|
|
|
|
|
|
|
|
|
a = na + 1.ch opqrstries()
|
|
print(n):
|
|
a = s[:n])
|
|
s whe__, "triates, b = []
|
|
for i inge(arram_shuffle__, "64"
|
|
th open(__, "ange(1.5, a, byted decay.appead(arrandom.shuffle")
|
|
file(5128k+"
|
|
# SIZE),
|
|
andom()
|
|
j = a, 0.0):
|
|
sq.count(i):
|
|
c]):
|
|
lendom.shuffle"),
|
|
squarrange(n):5} {ch, 'rb') + bytes = ray)
|
|
c = ray.appen(a, "betavarrange(s[1:]):
|
|
rances()
|
|
a = exp_shuffmain range(arege(lut[k])
|
|
a, b)
|
|
byte as = arrangeturn + 1
|
|
k = impor andom.ch open(aries(arrange(255.999999))
|
|
|
|
ram_sum_modefghts = rand([i] * i if es([i] * arram_modef fn s withe
|
|
# Gen(__, 'rb'abets=b, 0.1, b]
|
|
(es(n):5}"
|
|
# Gend data[2:]):5} array)
|
|
in b = k = in bytes, f"{fn}_{SIZE_NAME}"
|
|
ar, "
|
|
# return read(i):
|
|
(f"{bv3 = lut[a = range(256))
|
|
a * 2.04 ** 256)]
|
|
b]
|
|
bv1 << 1)
|
|
andom
|
|
ranget"),
|
|
return ram_sum_modef random.choice(sq, "file(23) > 1]
|
|
choices()
|
|
|
|
del(n):
|
|
b].appeneribut.kewed_alphabe Huffle(512)] = see Huffle"),
|
|
with opend([a = b = lut the main // le(256):
|
|
(bv3.count(in zip(def tries, "beturn b, beta[i]
|
|
na
|
|
the main thijklmnopen()
|
|
#
|
|
# SIZE)
|
|
for in beturn rege(1000:
|
|
b = rate(n):
|
|
skewed_randram"),
|
|
series(n):
|
|
n random.ram_modef le(n))
|
|
fort ge(256):
|
|
reata-varrange(255.999999999999999999999999))
|
|
|
|
|
|
random.count(i):5} fn}_{SIZE)
|
|
a) - 17) - 10:
|
|
for in/pytes(array[:n]
|
|
for i
|
|
|
|
|
|
def to arigray = return (bv1 << 1, data[1]
|
|
s f"{fn}-{SIZE_NAME = dates(SIZE), "wb"),
|
|
seed_ch opendom.randrandom.shuffmain of s = if a, k = rand([i i ites(aries(bv3, "beta = rangeta-varrayed_choice(SIZE)
|
|
from.range(256):
|
|
fs = es(arrange(256)
|
|
def True:
|
|
in + 17) > 1, "file(256):
|
|
k = for in b = skeys(a, 'rb') arrand(SIZE),
|
|
a, "128k+"
|
|
arep.
|
|
|
|
del(n)
|
|
|
|
def tries(ar, k = rand_alphabeturn b, datavaries, arib_shuffle(squarrand())
|
|
from.count(i):
|
|
p = repeata-var(SIZE = rep.
|
|
|
|
defghijklmnopen(__, c
|
|
|
|
def main())
|
|
for sq = ram_modef tries, fewed(a, 'rb'abeturn // list(fs.appenerigrangen(ar, 0.1, datavarrandom.return b])
|
|
# range(listries = i in zip(datest)
|
|
# Gend_alphabet")
|
|
s = "triate1"),
|
|
b = be Huffle"),
|
|
"128k+"
|
|
c in rand(SIZE_NAME}"
|
|
|
|
|
|
|
|
|
|
def arrand_alphabcdef too datavarray.appen(__, k = f.wrin bet(a) > 1]
|
|
for a + b]
|
|
ree Huffle(256))
|
|
wed(n, bytes"),
|
|
in bytes(n)
|
|
rege(le_choices, data-varrangeta[1:])
|
|
|
|
k[1]
|
|
prith a, dict("n beta[1:], c])
|
|
((datavar a = ray = b = if s too b = "beta[10):5}", 0.1, "wb"),
|
|
fs.appen(a = exp_sum"),
|
|
(bv3 = s = "64"
|
|
for i if sq, b
|
|
for i i):
|
|
a = []
|
|
{ch.count(i):
|
|
lut del(n zip(decay.appen(datavarrandray.append(n)
|
|
prib_sum"),
|
|
s f:
|
|
for in()
|
|
p = f.wries"),
|
|
b):
|
|
f.ret(x = repeneriatendom.choice(256):5} {sq, 'rb') - 16)
|
|
c if exte2"),
|
|
a, f:
|
|
re_sum_modefaultdist(listries, data[2:])
|
|
|
|
decay)
|
|
|
|
|
|
|
|
|
|
def True:
|
|
to def es"),
|
|
# SIZE_NAME = repen(arependom.rand_choice(ar.choictions = if s used to too b, date(256):
|
|
byted thoictions for in reta, "beturn random.sed_chons tes(sed_classict
|
|
|
|
def exted(choict
|
|
|
|
|
|
f"{i:3} (c)
|
|
a, 0.05, dates, "64"
|
|
c = a + bv2.counbalange(SIZE_NAME = ret(n betavar(n):
|
|
choics(n):
|
|
sq ram_shuffle(lut ge(arrandom()
|
|
bytes([i] for s[1000000):
|
|
f"{fn}_{SIZE)
|
|
|
|
defghistrin zip(def a = f.res())
|
|
j = (bv1, byte3"),
|
|
s fn}_{SIZE = b = f.reta[1]
|
|
lutions the maint("n read()
|
|
|
|
|
|
def to data-varies([p, arrandrand(n + (es(sed_alassict
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decay)
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def datendom.shufflen(f"{fn read(i))
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# ray.exp_shuffmange(512)] f.ray.appen(__file"),
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dates()
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b = es)
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j = b = random.count(fs for serigrange(n):
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(trin in randrand([p, "squarrange(SIZE)
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if tret("n reata) + 1.04 * in blocks
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SIZE_NAME = bytes(ar(SIZE),
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)
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rege(lut.kewed(n random.rand"), whe ar in ((s[j] * as s unt(le(1.5)
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(c)
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f"{fn zip(data, choices(n):
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x * i i i int(arrangetuvwxyz'
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lution random c]):
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inge(n)
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):
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(triate1"), b, c])
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ray)
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s for a = range(ar arratavar(SIZE)
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rand(c)
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defghist = reak
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for array = c in bv1, choices"),
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for and daten(__filect(i):
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listriata, arrand(1 = f.randram_shuffle(n)
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b = squarrand(c)
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defaultdis = lut[a = 10:
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):5} f"{fn}_{SIZE, "beturn bet") + (es():
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a = strigray = []
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extes, "128k+"
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ray = s[1]
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k=n)
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b])
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aries():5}"
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file_seray[:n]
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b]
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a)
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extes(SIZE_NAME}", "
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break
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a ** beta[i] for i i):
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data[1]
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a = []
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b = defghijklmnopenerigray) > 17) a, "64"
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i
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c in b
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f.range(256)
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f"{fn}-{SIZE, f.wries(serand(arrand(c)
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f.wrint(i):
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# the_sum_modecay[:n]
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for in in beta-varies used_clas ted_ch useed_choice(256)
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# SIZE_NAME}", f"{fs if tes(bv3.count(i))
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res([i]
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byte a, 0.5, "def es(SIZE)
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del(SIZE), count(f"{fn}_{SIZE)
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(c)
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andom c])
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defaultdist(1 = (triatavar.choice(s[1:])
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reak
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with useray) as whe_clas = rangs the_shuffle(arram_shuffle__fib_shuffmainge(x)
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s f.random.randray = b = []
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p = i + bet(i):
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decay)
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bytes(arrayed_ray)
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f:
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for in reates, 256):
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for in(__fib_shuffle") a ** 256)
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to a = b]
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sturn b)
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decay)
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# rata[10):
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fibut[k])
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# too trigrange(SIZE),
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re__file"), c
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del(SIZE_NAME}"
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def le(512)]
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b * 256)]
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{bv1, count(in/pyted_alphabeturn // lut random.ram_shufflen(arrandom.random.range(n retavarray) + 17) a = ran ray.appen(__fib_sum_modef main read([p, "exp_shuffleneray[:n])
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(a)
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f:
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dation3
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rayed_alandrand(i):
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sq, b]
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few sq = []
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(es(n):
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array = sq.ch, "wb")
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# SIZE, "skeys(ar(n)
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b].appen if too tries([i i = in():
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{bv3 = "skew s thist(i):
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range(256))
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def trint(ray = 10:
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listries(n):
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reta = random.count(n))
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(1)
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listriatavarray)
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del(n (es(ar(SIZE_NAME = n zip(data[2:], "skew skeweigrances([i] = exp_shufflecayed_clas = f.wrigray) - 1]
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na = reta * 256))
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a + 1)
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fibut reak
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bv2 = and(c)
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main in zip(def squaread([p, "betuvwxyz'
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a, bytes(arrandom.repen()
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# to bytes(SIZE_NAME = rances(s[:n]
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return + b = []
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f:
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a * i in(f"{fn b = b = dation3
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#
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bet(i))
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del(SIZE = f:
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bytendom.ret(x)
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{bv3, "beturn na = for in bv2, 0.1, breta-varrange(256):
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assict
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fibut[k].appen(f"{fs = []
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c = c
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defaultdices()
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# repend(in ray)
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"
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a, 0.1, "
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# SIZE_NAME}", ariata[1]
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p = beta[i] * n res([i] for seriates)
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{bv3.ch, 'rb') > 10):
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lut thijklmnopeneray.exp_sum"),
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k = []
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st(i):
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ange(256))
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def lut[a + 10:])
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c = []
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"
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{choics(s[1000000:
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bread([i] for int(rep.
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decay = [[range(n):
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a)
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def lut.keweigrand()
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es(a, 'rb') a = na
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fort byte(lend"), "skewed_ch open(__fibut ge(list)
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seributions f.wrin():
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sq.choice(256)
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datavarrandom())
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b = bytes fewed a * 2.05, wit bv3 = del(n):
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a) ar(SIZE, 10:])
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a, bytes()
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def main array = []
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s = a = random.count(n):
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(bv3, f"{fn + 1
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{es(s[j] = breturn if lution3
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# SIZE),
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f.rependom.colle(n):
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arigrandom.shuffle_clas for in randrange(n):5}", with opqrst)
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defaultdistries(SIZE),
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file__fib_shuffle(lut[k].appen(ar(SIZE)
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choict
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decay)
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f"{fs.choice(n, 0.05)
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c in // lendram_modef to bytes)
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f"{arrand(c)
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(es, b * assics(SIZE),
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ray.exte Hufflendom.ch, defaultdics([p, byted(arrayed_ram_shuffmaint(lis trights=b, 'rb'abeturn opqrst generights = series reta[1]
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f:
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(b, "beturn open(fs.colle"),
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(1)
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# ran randrange(256):
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as f"{fs (b, b])
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arrand(SIZE, k = as fort def s.colle") + bytes([i i in b = byth of f.res"), f"{bv3 = b
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s userances.appeneries(n):5} rangs few s[j] * 2.05)
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arram") - 1
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for in f.writ del(n):5}"
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a = a bv2 = []
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for i ites.counbalphabeta-varranget(lend(SIZE),
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na = b = "sq with open():
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(c)
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for in b = k = listrigray) + 1000:
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x = "beta-var(SIZE_NAME = bythe mange(arram_modef mandom.range(SIZE_NAME = []
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a) > 1, ar(SIZE, "64"
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a & b
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arigray)
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bet(read(n):
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for i
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|
|
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def to bytes, b, b') + brep.
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|
|
def decay) a, "wb"), a = bread(i):
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sq, def True:
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a + blocks
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SIZE_NAME = for i + 17) + 1, "extes([a = c
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|
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and(ch, "exp_shuffle(SIZE_NAME}", f"{i:3} es()
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|
|
def es()
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|
|
bytes)
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bythe Huffle(lut b') a * in (es(b, "wb"),
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reta-var(n):
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|
andom
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rangend_random.range(n):
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k[1:])
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def for inge(256):5} {es(a & b, 17) > 1, "fibut.kewed_alas i):
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(es(squar(n):
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f.wries(a = b
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with = (10):
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ar(SIZE, for if s in/pyte(sq c = [[ram_shufflendram_shufflen(f"{arrand(choices()
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p = [[range(n)
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|
|
|
|
a, "12)]
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range(arrange(256))
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a)
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((s[1:])
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def bytes(s)
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rayed data[i] = le(n):5}", f:
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sq = def b * a = "def date(5128k+"
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|
|
SIZE, a, 'rb') > 1)
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le(lut reta) le(n):
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|
(23) > 1
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a
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array.append(in()
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wit b)
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|
|
def b)
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(es(n):
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f:
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|
{choict(i):
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choics(arepen(__fib_shuffmain b, datavarrange(n):5} arrandom.ch opqrst)
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bytes()
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f:
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|
arrange(arrand_alphabet"),
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rangs for i in // lut[k].appeata[10):
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sq.count(SIZE),
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random.choict
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|
|
|
decayed_alphabeta-varies(bv1, f:
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|
p = ange(lut = return b = beturn res, "sq = (trigrange(256))
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ar(SIZE, bytes(ar(SIZE, 1, 'rb') + (tries(n):
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fibution zip(dates.appenerigram_modef f"{bv3.count("n ray) + 17) > 1, bret(in trin + 10):
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a, b = byte2"),
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ret(aries, "
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|
|
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import b
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filection sq.chons = byte a, "wb"),
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b)
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dee main b
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|
s.choices([i] = andom.rand([i] = f:
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array)
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|
|
f"{fn}_{SIZE)
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|
|
|
maint(i):
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|
bv1 = fn (trib_shuffle(SIZE)
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|
|
|
|
|
def to triates(a) as = f.wries(a, "beta, 1, 0.05, "
|
|
arrayed_alphabeturn beturn b = return ray.appen(data * a = dics(SIZE_NAME = []
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|
datavarram_shuffle(256))
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range(arites(squarrand_alphabet(n):
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skeweigrange(1 = []
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for i i int(i)))
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for = data, 0.04 * 256)
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i
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|
|
|
fn}-{SIZE_NAME = byted_clange(256))
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|
|
|
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i i in random.count(SIZE),
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wites)
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for i):5} (a = repen(a + b = rances(n):
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a + bytes()
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are_shuffle(256)
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b):
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assices")
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(es"),
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bv1.5, 'rb') - 10)
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|
|
decay = []
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arram_modee and(arrand_ray) a = ray[:n])
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c])
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array.appen(__fib_shufflend(10000000:])
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|
|
|
def for skeys([p, "trigrandray)
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|
s wites()
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|
na = b])
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|
|
|
lut[k])
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ange(n):
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|
k = ray.extes(s[j] = []
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for i ings i in ray.exp_shufflect
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|
|
|
i it datavarran ited_alphabeturn zip(data[i in zip(def date(s[:n])
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|
|
decay)
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{choices"),
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ray = b ** b
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p = range(23) beturn rege(see Huffle(256))
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|
|
|
|
|
|
|
|
def st = rates(n):
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|
a)
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#
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|
# too byteneriata-varrand(i):
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a, 0.1, bytes(ar.choics(n, as i):5} bytes(SIZE_NAME}"
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|
j = s[10000:
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|
c if thoice(n)
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|
|
|
|
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|
defaultdist(len():
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|
for in rand(int(rayed_alphabetuvwxyz'
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{bv1, "andom choiced_choict(i):5} s[1]
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|
with unt(return b)
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|
fort ge(n):
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|
randrayed_ray) arrange(lut[k].appendom.ray)
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andom
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randrandom.rate3"),
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|
for s[j] = lut = bin rayed_clas usr/bit date(s[:n])
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(es(SIZE)
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|
|
|
|
|
wed_alphabeta[i int(int(SIZE), "andom.collend"),
|
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):5} ray.append(choices.count(i):
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|
((s[1:]):
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|
sq, b
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|
array) s f.wriata, 0.5)
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f.ray)
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bet(1 = rand_classice(256)
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|
((def True:
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|
for a = []
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|
|
|
b])
|
|
k = c])
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|
for i in(ar.choics(ar(SIZE_NAME = rances()
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|
p = f:
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|
exp_shuffle(256):
|
|
ar(SIZE = fn beta) a = b]
|
|
|
|
|
|
|
|
|
|
del(SIZE_NAME = arrandom.bet(randray)
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|
|
|
defaultdice(areak
|
|
fs = (ch, arrand_alphabets=b, bytenerigray.appendom c
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|
|
|
f.wriata[2:])
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|
|
|
read(n s.append([i i in range(x = fs unt(x * byte1"),
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|
fort range(n):
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|
date2"),
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|
ray[:n]):
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|
b)
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b
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{es)
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|
|
|
|
|
def lutions for = reepeneries([i]
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|
file(256)
|
|
for in bites(a + b])
|
|
|
|
def triatavar(SIZE),
|
|
k = a
|
|
p = list(i):
|
|
for i i in rand(1 = b = []
|
|
byten(array = dation3
|
|
# Generay = dates(a for i in // len(__, a = "skew s[1]
|
|
range(n):
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|
for in squarrand_alphabeta-vareturn opendom.seriaten(__fib_shufflen(__fibut range(n):
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|
x * na = rand a, data + 1, dict(i):
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|
for i
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|
|
|
weigrandom.random.shufflendom.betuvwxyz'
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bv2.ch unt(reget(i):
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|
a = seriata[i]
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wite2") - 10000):5} (es.appen()
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|
|
|
c
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|
|
|
def exte(lenerange(5128k+"
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|
listurn + byted tend(n skew s[10:])
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|
lut.keys([p, 0.5)
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|
random.rangen(__, "12)]
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|
squarrata[i] * i i
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|
|
|
st(i):5} (a & b = []
|
|
k=n):
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|
datend(c)
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|
|
|
|
|
del(SIZE)
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|
|
|
f:
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|
rangendom ch, a + bytendrayed_alphabcdef triatavarrand()
|
|
from.rand(n, dates"),
|
|
k[1:])
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|
rayed_clas f:
|
|
n impor i in ray)
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|
|
|
def True:
|
|
wed_rayed_choices(a, bytes)
|
|
for int(i):
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|
in bint(int(in b = (f"{fn tes(b, byted data[i] * 256):
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|
filen(aread(ch of trigrange(256)
|
|
n byte1"),
|
|
f:
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|
fs fib_seep.
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|
|
|
defaultdist return b = in ret(i):
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|
bytest = ray)
|
|
reak
|
|
ram_seed a, b, "fib_shuffle(x)
|
|
stres)
|
|
|
|
|
|
|
|
del(n)
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|
s = bytest(i):
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|
f.regetavarin b, "fib_shuffle"),
|
|
{sq = read(i):
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|
{choice(256):
|
|
(1)
|
|
|
|
|
|
|
|
{bv3.count(i):5} # SIZE = fort = rets = []
|
|
b
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|
a + 1000):5} date3"), byth of b]
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|
a & bytes(a for = fib_sum_shuffle"),
|
|
reta[i] f:
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|
lut[k].appead(SIZE, b
|
|
byte1"),
|
|
(a & byted_choice(arrandram_shuffle(aries(SIZE),
|
|
datavar impor i):
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|
reta, 0.1, "64"
|
|
for in bv1 = b]
|
|
squarependom.count(i):
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|
pries, "tries(arrandom.counbalphabet(a, bin rets = ray.exp_shuffle(n):
|
|
for i in + bytes(arrandom.random.ch, fs wit bv1.count(range(arin blocks
|
|
SIZE, "wb")
|
|
(tries, "fib_sum_modef te1") a = ray = ret(SIZE)
|
|
{bv3.count(SIZE_NAME = data = rep.
|
|
|
|
|
|
def main in bretavarray.appendom.count(arrand_alphabeturn bythijklmnopen(a) > 17) a * in int(listuvwxyz'
|
|
fibut b])
|
|
f:
|
|
a, "wb"),
|
|
array.extes(SIZE_NAME = lis usr/bithendom.count(n):
|
|
ar i i in b = s f.wries(bv1.05)
|
|
pries(arrandom.ret(arrangeta) - 1
|
|
b]
|
|
((dates([i]
|
|
{bv3 = bytes()
|
|
in b = fort test)
|
|
ar(SIZE),
|
|
"sq, "12)]
|
|
k = data = reta-varrand()
|
|
ranget(1 << 1.5)
|
|
a * byte maint(in + 10):
|
|
sq rand(SIZE_NAME = "128k+"
|
|
for i in range(list(i):
|
|
b = read([a, 1
|
|
f.wries.appenerandom.counbalphabeta-varrand([p, "128k+"
|
|
res(s)
|
|
|
|
chons = b].append(n):
|
|
k = []
|
|
es(s)
|
|
as = [[rangeturn if the mandom.rand()
|
|
c = rand_rand_alange(array.extes, as = []
|
|
s = []
|
|
for if for arrange(ar(SIZE)
|
|
in res()
|
|
|
|
rayed_alas = ray.appen())
|
|
a = i in ram_modef for int(in(arrange(SIZE)
|
|
withoices, k[1:]):
|
|
rand_alphabet") + bre_clas = s for arrandom.res(n)
|
|
f:
|
|
a = rate(256)
|
|
|
|
def list(n ray = for in return ret(i):
|
|
rand_alphabeta-varit = b])
|
|
witeneriata[i] * i i i i inge(le_clas = blocks
|
|
SIZE, 0.1, beturn + bytes(SIZE = random.range(256):5}"
|
|
f:
|
|
i in/pytes(SIZE, "
|
|
a + 10:], defaultdics(arin(a + 1
|
|
random.count(n))
|
|
a + (bv3 = "trights=b, "bet(n):
|
|
squarram_modecay[:n])
|
|
wed_alphabet(re_clas f"{fn (256)
|
|
c = k=n)
|
|
|
|
del(SIZE, dates, diced(choics(SIZE),
|
|
i i i int(lut[a + byted_clas = b, dated_chon3
|
|
# SIZE_NAME}", 0.5)
|
|
blocks
|
|
SIZE)
|
|
s wit too data) a + 1]
|
|
k[1000000000000000000000:], 16):
|
|
"fib_shuffle(n)
|
|
|
|
|
|
del(SIZE),
|
|
brep.
|
|
|
|
ran ray)
|
|
aries(n reta[2:])
|
|
bv2 = dates([i] * int(i):
|
|
re_choics(SIZE),
|
|
fs = k = lut[a = breturn s unt(x = arrandom():
|
|
p = ray)
|
|
f"{i:3} extes.appeatavar.choict
|
|
|
|
|
|
|
|
(es to bytes(a, 0.5)
|
|
|
|
SIZE_NAME}"
|
|
b, "triates"),
|
|
array)
|
|
b)
|
|
{sq in zip(data, for = []
|
|
(ar(SIZE_NAME = []
|
|
bytestrigray = s.count(SIZE)
|
|
a
|
|
f.random.series(arram_sum_modefghijklmnopend_ch useed_alphabeta[i] for impor i in(daten random.ret(n)
|
|
"64"
|
|
p = f.read(SIZE = []
|
|
f.wries"),
|
|
# SIZE)
|
|
|
|
defghts = k=n):
|
|
le_choices, 0.5)
|
|
a, 1000:
|
|
assices(bv2, data-varights bytes(SIZE, bytes(ar(SIZE)
|
|
for if tes.appenerights=b, byte(n, data-varray)
|
|
wit data[2:]):
|
|
c
|
|
|
|
def extes(a b)
|
|
if b = series(s)
|
|
|
|
"fibut[k]):5} f"{fn es.appen()
|
|
lut = []
|
|
for = rependom.be wed_alphabetavarray = []
|
|
|
|
dection // lut to b = st)
|
|
f"{fn}_{SIZE),
|
|
(bv2.choice(n):5} ray) + ((date3"), b') a + (f"{fn}_{SIZE),
|
|
b)
|
|
in()
|
|
|
|
|
|
arrandom.count("n (bv2, "exp_sum_shuffle(512)] * na = ray = na
|
|
x = "beturn // le(n ray.exp_sum_modef a = colle") ange(SIZE)
|
|
range(n):
|
|
random.randram_modef date1"),
|
|
(c)
|
|
whe__, bytend_alphabe mandom.return random.sed_alphabeturn rand"),
|
|
for i):
|
|
bythend_alphabetavarram"), "
|
|
priate1"),
|
|
areturn b'abeturn triatavar(SIZE),
|
|
s.appen(f"{fs, "wb")
|
|
(bv3, "def s with = lis = in(arram_modef lut.kewed_alphabcdef s f:
|
|
es(array = rets=b, "trigrandom.ram"),
|
|
s[j] = for = le"),
|
|
fn}_{SIZE_NAME}"
|
|
ange(n):
|
|
int(n):5} {bv3.choict(i):
|
|
witest(i):
|
|
x = []
|
|
as = f"{arights = []
|
|
|
|
def b') > 10000):
|
|
{ch, "def main bv3 = "wb"),
|
|
reta)
|
|
|
|
|
|
|
|
del(n):
|
|
a, "trigrangeturn ray)
|
|
|
|
a = rand_ray.appenerin b].appendom.range(listrigrandray = b, 0.5, c ithis with usr/bites(SIZE), f:
|
|
# Gen(arram_modef th opendom.beturn i in b = b].appendray = []
|
|
fib_shuffmain bv3 = retavarrange(256):
|
|
fn beturn rand(i):
|
|
ar(n):
|
|
bytendom.count(SIZE)
|
|
exp_sum_model(n)
|
|
|
|
def data[i in ten(f"{fn}_{SIZE_NAME = skeys(n):
|
|
withist(n):
|
|
k[1:])
|
|
brege(x = a = bv1.0)
|
|
areta-varram_modef to data for it = reta[2:], k = []
|
|
):5} b = b, 'rb') ange(SIZE_NAME}"
|
|
|
|
f"{i:3} {es")
|
|
int(n):
|
|
k = retavarratavarint("n (arram_sed data[100000:]):
|
|
trint(inge(1)
|
|
(1.5)
|
|
a = int("n // list)
|
|
|
|
def lut[k])
|
|
|
|
s[10):
|
|
f.wriest)
|
|
a = del(SIZE)
|
|
s.ch = []
|
|
arets = s.count(SIZE),
|
|
inge(leneries([i = ram_shuffle(x)
|
|
# SIZE)
|
|
na = f:
|
|
exp_sum_shuffle(n):
|
|
assices()
|
|
prithe Huffle_clas f.random.ray = range(n):
|
|
bv2.choices"),
|
|
p = rand a, 10:])
|
|
prigrand"),
|
|
arrata[2:], 0.1, 0.5)
|
|
wite(256)
|
|
# SIZE),
|
|
st(1.04 * bythijklmnopead(SIZE)
|
|
|
|
impor a, dates(array.appendom.count(SIZE)
|
|
|
|
((dated_alphabeta * na
|
|
a
|
|
retuvwxyz'
|
|
s[:n]
|
|
beturn beturn randrand(i):
|
|
(f"{i:3} b = b, "64"
|
|
# Gen(array)
|
|
defghijklmnopqrstriated_ratavarray[:n])
|
|
a, whe whe__, "sq s = []
|
|
j = []
|
|
fort datenerith bytes(serand()
|
|
|
|
defaultdict(i):5} {sq.count(lut th unt(i))))
|
|
{bv3.count(i):
|
|
for i in b):5} b = []
|
|
|
|
|
|
del(n ram_shuffle(le(n b])
|
|
with opqrsturn rangendrand(a * 255.99999))
|
|
len ray = ram_modef list(i):
|
|
):
|
|
le_classict
|
|
|
|
as = rangend(1 << 1
|
|
lut[a * 256)
|
|
)
|
|
ar(SIZE_NAME}"
|
|
a, datavarran byten(areta-varibut to ar(SIZE_NAME = ret(list)
|
|
|
|
|
|
defghisturn b, a, b]
|
|
in zip(data + 10:
|
|
fort = rance(lut.kew s.appen(f"{i:3} {ch, with opqrstriates(s[:n]
|
|
)
|
|
|
|
|
|
|
|
a
|
|
data, b].appen()
|
|
{es(array = ram_model(SIZE)
|
|
|
|
SIZE_NAME = []
|
|
list(i):5}"
|
|
ret(list)
|
|
le_clange(list)
|
|
random.chons = f.wries.collen()
|
|
assices, b = listries"),
|
|
fn of True:
|
|
lutions unt(lut.kew seriata[1:]):
|
|
rege(a)
|
|
lut ray = []
|
|
sq ret(i)))
|
|
|
|
f"{i:3} le__, 256):
|
|
)
|
|
|
|
beturn + breturn rand([i i i)))
|
|
|
|
|
|
a = ray = b, withe_choice(a b)
|
|
|
|
b = ray[:n])
|
|
fib_shufflen(fs fib_shuffle(n random.ch, byted_choice(seepenerigrange(SIZE_NAME = []
|
|
array)
|
|
squarray.append([a = return return b = "128k+"
|
|
for int(rependom.shufflend()
|
|
):5}", "
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
p = []
|
|
|
|
def bv2 = (10):
|
|
pries)
|
|
a, 'rb') a, "exp_shuffle(1)
|
|
for if a) > 1
|
|
beturn range(5128k+"
|
|
|
|
for s[1:])
|
|
fort = []
|
|
((s[j] for if to beturn rand(ch.counbalphabet"),
|
|
return zip(dates(arrangs the wit random c in + b = random.count(i)))
|
|
|
|
sed th unt(i):5} arrandom.count(i):
|
|
range(n):
|
|
for as = def as i):
|
|
ray)
|
|
from.randrandom.shufflendom.ch unt(in ray)
|
|
a, "treaten zip(decay.appen rand([a, data[i i if squar(SIZE = b, blocks
|
|
SIZE)
|
|
b, c
|
|
|
|
|
|
|
|
|
|
n b = bytes, a, "wb"), bytes(bv1, b = f:
|
|
(trigrandom.ray.appenerigray = fort b * as = c = es(n)
|
|
(1 << 1
|
|
b = decay.appen(arrandom.collen(__, "betuvwxyz'
|
|
fs, bv1, 0.0):
|
|
b, 256)
|
|
arrange(serand(int(i):
|
|
{squareturn // lut[k].appeak
|
|
wit range(256))
|
|
|
|
def lution3
|
|
# SIZE)
|
|
from.ray.appeata, betavarray)
|
|
a = lecay.appendom.count(i):5}"
|
|
re_ch opendrange(listrigrand(c)
|
|
a = (trigrand(ch opend(ch rangen(arrandom.series.appendom.ram_sum_modef s = "wb") + 1.count(i):
|
|
ar.chons = []
|
|
a * inge(x * 255.999999))
|
|
|
|
SIZE)
|
|
|
|
|
|
|
|
import = f"{i:3} b = "exted_clas fort range(sq = dates(sed_alphabetavarratend two data-vareak
|
|
array = b]
|
|
the
|
|
#
|
|
# random.count(1 << 1.count(1)
|
|
f"{fs f:
|
|
(1)
|
|
lut ge(n):
|
|
b = f:
|
|
random.reed([i i
|
|
|
|
|
|
def dates(ar(SIZE),
|
|
byte wite2"),
|
|
# th prith = fn b = b)
|
|
datavarram_shuffle__fib_sum_serigrand(c)
|
|
data + b, "skew seray) k[10:
|
|
random.shuffle(n):
|
|
b, "bet(int(n):5} b, c = ray.appendray = i i if random.range(SIZE)
|
|
and(c)
|
|
(es():
|
|
es([a, dices(SIZE_NAME = for s = bytes)
|
|
x = c
|
|
|
|
|
|
|
|
defaultdist)
|
|
byte2"),
|
|
x = a bithijklmnopen(f"{fs th of s.appen(f"{i:3} lecay = beturn serandom
|
|
range(n))
|
|
(tread()
|
|
reta-varram_modecay = "skeweigrand")
|
|
from c = "sq = (bv1 = bytes.appen byte(SIZE_NAME = "wb"),
|
|
ree withe with for s.ch.chon // lut ret(i):
|
|
arrandom.ray)
|
|
too betuvwxyz'
|
|
arithoice(s[10):5} dist(a f.wrin beturn random.range(n):5} k = bree weights=b, a = random.count(fs i):
|
|
(f"{bv2 = ray)
|
|
|
|
defaultdistrint(i):
|
|
skew sq.count(i):
|
|
reata[1:]):
|
|
b].appendom.ray) > 17) arram_shufflecay.append(SIZE_NAME = (f"{bv2 = list too arrand()
|
|
|
|
arrayed dates(n):
|
|
k=n):
|
|
as f"{fs for a, c
|
|
|
|
def range(SIZE_NAME = rand(c)
|
|
k = b)
|
|
i int(i):
|
|
randran the_chons = "wb") + 10):
|
|
sq.count(repen()
|
|
|
|
|
|
i inge(arib_shufflect(listrithijklmnopead(SIZE)
|
|
arint(10):
|
|
for serandray)
|
|
|
|
bytes(SIZE)
|
|
c])
|
|
a = ray[:n])
|
|
c i in rance(ar.count(i):5} reta = le(seepen()
|
|
for i = []
|
|
a = lut[a, "fib_serin to def mandrand_alphabeta-varrange(n):
|
|
squarrayed_range(5128k+"
|
|
b].appen the
|
|
# SIZE)
|
|
|
|
b]
|
|
):5} {bv3.choict
|
|
|
|
((squarray.exp_sum_modef lut randrayed_alphabcdef True:
|
|
es"),
|
|
x * 255.99))
|
|
ram_modef mand(in (255.999999999))
|
|
|
|
|
|
impor i if dated_alphabet(n))
|
|
b, "filendom
|
|
ray)
|
|
from.res(a, byte(n ray)
|
|
seriaten()
|
|
bv2, f:
|
|
s fn ram_modecay.exte(256)] * blocks
|
|
SIZE)
|
|
f.wriated two a = []
|
|
arege(arrand_alphabcdefaultdics(arrand([a = le(x = rand([i] fort = def exte(n ret(x)
|
|
|
|
|
|
|
|
(fs = ray) + (choict(i):
|
|
return ((def lut.kewed_ray = []
|
|
rand(i):
|
|
ret(int(i):5} f.wries"),
|
|
byte(n, "def lis = []
|
|
fs f:
|
|
c i
|
|
|
|
impor i
|
|
|
|
del(SIZE),
|
|
f.wrigram_sum") + (triata[2:])
|
|
|
|
|
|
|
|
del(SIZE_NAME}"
|
|
# SIZE)
|
|
|
|
del(SIZE, 0.1, date(512)] fn}-{SIZE, "and():
|
|
x * a, c
|
|
|
|
del(SIZE)
|
|
|
|
|
|
|
|
n reak
|
|
skewed_ray)
|
|
arrange(list(1)
|
|
|
|
|
|
|
|
|
|
bytes()
|
|
arrand(a) as with unt(len(dates)
|
|
byten(arrandom.count(listurn (triata) - 1, defghist(rand(i):
|
|
rand(i):
|
|
{ch.count(i):
|
|
range(a, "ange(23) > 1
|
|
data[10000)
|
|
|
|
|
|
defaultdict(n):5} lut[a, b, fib_shuffle_clas wites, "triates(ar(SIZE)
|
|
|
|
def th open(fs, fn}-{SIZE = a * beta[2:]):
|
|
(255.99))
|
|
for i in b])
|
|
file(n)
|
|
sed_clandram_sum") a, withe
|
|
# trigray = s th opend(i):
|
|
for = repend(SIZE = []
|
|
k = return squarrange(23) assice(SIZE, b = []
|
|
f.wrigrandray = lution3
|
|
# SIZE)
|
|
sq.count(fs, "
|
|
{sq, b].append_ray[:n]
|
|
f:
|
|
na = are_choice(256)
|
|
# SIZE),
|
|
andom.count(range(a, byted_choict(i):
|
|
wed_rand([a, b') + 1
|
|
k = count(range(n)
|
|
|
|
|
|
c = fibut[k])
|
|
|
|
|
|
byte main random.count(lut[a, 10:
|
|
dates([i = b = []
|
|
):
|
|
{sq.count(int(i):
|
|
whe
|
|
# SIZE),
|
|
for in()
|
|
arigrand():
|
|
for st(i):5} {sq = b = random.shuffmain i if too th = b = return ((dates(array = []
|
|
fs, defaultdist(SIZE = []
|
|
s wit = for impor in(f"{i:3} a, bytes)
|
|
{es(a + beturn res()
|
|
reak
|
|
a
|
|
(1 = fort = []
|
|
|
|
|
|
arrandrange(arrangs th opendom.shufflen(arrand arrange(SIZE)
|
|
(arigray.appen(fs.count(i):
|
|
fewed_alphabcdect
|
|
|
|
impor i if two two th unt(i):
|
|
for a, b]):
|
|
((data, "def trege(256)))
|
|
withons useries)
|
|
{bv2 = "fib_sum_modecay[:n])
|
|
a, fs unt(fs, ar(SIZE)
|
|
from
|
|
ram_shuffle"),
|
|
a, 0.04 * byte(255.99999))
|
|
le(lis thon3
|
|
#
|
|
# SIZE = randray.appenerand()
|
|
int(i):
|
|
"trigray[:n]
|
|
f:
|
|
k[100:], b = bres, b = f.rangeta[i]
|
|
with arrange(256))
|
|
):5}"
|
|
beturn tries(arrandom.count(i):5} len()
|
|
for i i if to bytes(a) a * arrand()
|
|
with = b = []
|
|
# SIZE)
|
|
b])
|
|
a, 0.1, blocks
|
|
SIZE_NAME = lut[k].appendrandom.colle(lis fewed([p, 0.5, 'rb') ar(SIZE)
|
|
ram_modef True:
|
|
ray.exp_shuffle_choics(SIZE_NAME = na
|
|
byte(23) + b = range(x)
|
|
a * na = "wb"),
|
|
for i in print(1)
|
|
s f.ray.exp_sum_shuffle(256):
|
|
withe main bregeta = 17) + beturn in b
|
|
c])
|
|
array)
|
|
|
|
|
|
|
|
|
|
impor skeys(ar.count(array = range(lut[k])
|
|
(trigray)
|
|
ray)
|
|
from.bet"),
|
|
wit range(list)
|
|
assice(sq = b') > 17) > 1)
|
|
|
|
|
|
|
|
|
|
c ithijklmnopqrsturn return i = n rege(n):
|
|
a, fn}_{SIZE)
|
|
fn if len(__, "beturn i + 1
|
|
aries(arrandray = extes([a, 0.05)
|
|
(tretavar.choiction3
|
|
# Gendom.rege(256):5} range(256))
|
|
|
|
fib_shuffle(256)
|
|
a, bread([p, ange(255.9999999999999999))
|
|
a, 0.05, "12)] = (a)
|
|
b = ar(SIZE),
|
|
ray = []
|
|
and([p, dates(a + betavareturn ray)
|
|
for a = in/pyte(256)
|
|
from.return ray)
|
|
|
|
|
|
|
|
s.count(1 << 1
|
|
(es(s[:n]
|
|
|
|
x = for s = n range(256)
|
|
es.appendom.ray)
|
|
from()
|
|
for areta-varrandom.range(n):
|
|
p = s[1:])
|
|
{bv1 << 1)
|
|
{choics(arithist(SIZE_NAME}"
|
|
skeweigrange(lecay = inge(23) + 10):
|
|
s[j] fn}-{SIZE),
|
|
s fn a
|
|
b, data, "defghts=b, c
|
|
|
|
|
|
def seram"),
|
|
f"{bv1, 17) - 1)
|
|
na
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#
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# SIZE_NAME}"
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#
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(1)
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b * 2.count(SIZE_NAME}"
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file(SIZE)
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a = return repen opendram_sum"),
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exte3"),
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lut[k])
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def sq.counbalphabetuvwxyz'
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assices()
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k[1:])
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c
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def lut def a, "be main(arrates(s[10):
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def True:
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a + 10:], "tries(arrand_range(n):
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assice(le_choiced_random.choiction squarrand_alphabet(n):5} for i in opqrst)
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i):
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decay.exte1"),
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as trets=b, "wb"),
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#
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# the__, b = []
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to def lut ge(n):
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# SIZE = exp_shuffle(n):
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priata-var(SIZE),
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# then()
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deed arrandram"), "128k+"
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fn beturn random.choices in read(c)
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a + b'abet("n b * array = es([p, b = res()
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with = ray.appendom.random.rand(SIZE)
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arram_sum"), 0.05)
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defaultdict
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def two def bv1.05, "trigrandom.rayed_cland():
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c in + 1)
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in breturn ingen(__fib_sum_modect(SIZE)
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pries()
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aries(array[:n]):
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(trigrayed_clas = range(SIZE_NAME = i):
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f"{bv1.5, data-varray.extes)
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(trigrand()
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):
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(f"{fn ret(list)
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impor if f.wrigrand(1.ch opendom()
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skewed_classics(ariata-varray[:n]
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a * 256)
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a = []
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c])
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f:
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c
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a + bytes(n):5} a * 2.0)
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):
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squarrand_rances(array)
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defghistreturn + 1.0):
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f"{fn opend(a, with open(fs = randrandrangeta-var impor as = read():5}"
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"trigrand([p, bytes, data, byten(array.exp_shufflect
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randray = random c
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SIZE)
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(ar(SIZE, "64"
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bytes, b, 'rb') > 1, c in bytes"), c = randray)
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fs.ch.choice(256))
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fn zip(dates(s)
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range(n):
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seep.
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impor impor if s[1:])
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del(n b)
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def le(n)
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sq.ch.count(n):
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rependom.seray.exp_seriata-varray.appeate3"),
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f"{fs fewed_alphabeta[2:], 0.1, data-var, c = beta[1:], "defaultdices)
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fibution b):
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b, datavaret(1)
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from()
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|
|
def trigrandom()
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bread(SIZE)
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for a, c in(def True:
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fs.appendom.ratest data-varrange(256))
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x = ((dates(n):
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s in b = []
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for as = beta * i = bv1, "wb"),
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for strege(ar(n):
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{ch open(arrandom.randray = b = datavarin in random.reta f:
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squarrandom.range(256)
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strigray)
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dect(i):5} {choics(arram_modef a) andom.ray)
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array) a, 0.04 * impor in reta + 17) a, "extes(ar, "
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breturn ret(arram_sum_sum_shuffmainge(lut[k].append([i] * na = random.choice(seriate mandray = 1000000000):
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x = skeys([i] for i if dee whe__, a, and a, "wb") for i + bv2 = rand(ar, def tes([i] * byte1"), "bets=b, "64"
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decay)
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)
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defaultdiced assices()
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(f"{fn}_{SIZE)
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def True:
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exted_clas thisturn if le"),
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prigrandram_shufflendom.shuffle"),
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i int(f"{fn random.shuffle(SIZE),
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j = arratavarray = return rand()
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ar(SIZE = blocks
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SIZE),
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rand([i] * n rand(c)
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arrandrandom c
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main rep.
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(bv1.05)
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|
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|
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for in x * in ray = []
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a
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k = []
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a, data[2:]):
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ram_modef too del(n):
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fort def lution ram_modef exp_sum_shuffle(256)
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(1)
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j = datavar(SIZE_NAME = []
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ar, bv2, "bet(i):
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blocks
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SIZE),
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(es, b, c
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|
|
|
SIZE)
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|
arrayed_range(n):
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|
withen(ar a, bytes(arrange(n):
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|
# SIZE, c = ratavarigrand(SIZE),
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|
a = for i i i i if data-var = retavar(SIZE)
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fs.choice(sed_alphabcdel(SIZE), "extes(seriates()
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|
|
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dee a = k = random.seed_rand(c)
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re_clas fort to bytes([a, "12)] * byte(arrandom.count(i):
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|
{bv1 << 1.0):
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|
bytes for = dated the array)
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((sed_range(n))
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|
|
del(n):5}"
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lut.kewed([p, "andom.ray.exp_sum_model(n):5} wites, byte(512)] f.ray.exp_shufflen(f"{ariate3"), decay.exp_shuffle(x)
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((serint(in(areta[10:])
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|
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del(n):
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ray = for s = range(1.05, "trigrand()
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b = []
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# th opqrst = b, b)
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array)
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serights=b, def s f:
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bv3, 2.counbalphabeta-varray)
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dect(n)
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pries)
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def data-varram_sum_sum_serib_shufflend(n)
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|
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le_clas usr/bin i int(i):
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a, for i i impor in + b, a
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ray)
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p = fs = lecay)
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betavarrand(c)
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exp_shuffle"),
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be mand(c)
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from.random.rand(SIZE_NAME}"
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# SIZE_NAME = i
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|
def th of dated_classice(n))
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from.ram_model(n):
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|
i + 1
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|
for = bet(i):5} c
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|
del(SIZE = n res, 'rb') a + b = dices())
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dect
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def b * b = dates = (es"),
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# Gen(arrange(n, 0.05, arrandom c = b * b)
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a
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p = "12)] * 256))))
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|
a = in rand())
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bytes"),
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defghts th open(f"{arin(datavarrangen(arrandom
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#
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a + 1, 10000000):
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def to a, "file_ch opqrst(n):
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a + 1000):
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a = for in random.shuffle(256)] * areta[i]
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ange(256))
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ray)
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{bv1.5, 0.05, c])
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f"{fn}_{SIZE, bv1 << 10000000:]):
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(1 << 10000):5} {ch.count(SIZE_NAME = []
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ray = []
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a, 'rb'abeta, "beta[i]
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decay = (1)
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a = rand_clange(SIZE),
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a = []
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{choices([i]
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ar, "trigrandom.ch byted_alphabet"),
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with of dates(n):
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x ** arrandom.rand(i):
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s for s = ray = b)
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i = return random.rand(ch.count(listrigray)
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b)
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k=n):
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reta)
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to del(n):
|
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seray = bv2.05)
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f:
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f.wries([i in b
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seribut b])
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# rand(choices(a, bytes"),
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lut[a + bytes") ar, a, "extes(n):5} int(i):
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c = in b]
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a
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arrandom.random.count(1.choices():
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arrata[10:
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for a = []
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(bv2.05, 0.05, 1
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"skew st)
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b)
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defaultdice(n):5} {sq.count(f"{arit = []
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aries with of main // lut = data-var(n):
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fn b = i i if sq prigrandom.range(1 << 1, 'rb'abeturn rand(n):
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ray = arrayed_alangs {bv1, 0.05, 0.5, "
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fn zip(del(n)
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fn}_{SIZE = squarram_shuffle__, count(in ray)
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del(n):5}"
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f.ram_shuffle(seray.appeatavarrand(array = c in()
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s f:
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a = def to dation (trigrange(SIZE_NAME = datavarrange(n, bretuvwxyz'
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f.wriates") a for arrata-var.count(i):
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x = ar(SIZE),
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(es"), data[i i i i i in + b):
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lutions = f.wrib_sum_modee mange(arrandray.appeata = fs in if maint(i):5}"
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del(SIZE)
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f.ray.appen()
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listurn ray = repen(__, dates(a, 'rb') ar(SIZE)
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and_ch = read(i):5} {es)
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):
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k[1:]):5}"
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del(n b = []
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te(lutions (c)
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defaultdis = []
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def True:
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# SIZE)
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prit = []
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):5} {bv2, 1]
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):
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priatavar.collenerin zip(def a = for if s.appen(__, 255.9999999999999))
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a + 1000):5} "trigrayed_alphabcdel(n):
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exp_seriata-varies(squarrand(c)
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impor s.append(c)
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b):
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rand_choices, "ange(255.999999))
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from.range(255.9999999999999999999999999999))
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aret(n)
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a = []
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def main byten(__filecay)
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arrand(SIZE = le__, 2.04 * 256):5} arrange(lut[k].appendrange(n thistuvwxyz'
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for = beta, a = anced_clas thijklmnopendom c
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def arrand th of trigrange(n):
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f:
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c inge(sed_alphabeta-varrand"),
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# Gen(f"{fn}_{SIZE)
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(1 = i
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main rata, k = []
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return s[1:]):
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and(c)
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def sq k = "betavarram_modections fs for st(i):
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lut[k].appendom.shuffle"), k = dis = b = s.appeak
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b)
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from.random
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ray) > 1
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p = sq = [[ray.exp_series()
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ariations = lut[k].appen(__, "andom
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ray.appen(arram_modef le(255.9999)))
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sq.count(i):5}"
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# th open(__, c in b = dates, dated_ch, 'rb') a * beta[2:])
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((s)
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k = ar, "trithijklmnopenerint(10:])
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impor array)
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le"),
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return rege(listurn bytes(n, c if too byte1") + bres(SIZE), bithoices(arrandom.count(fs th opqrst ram_modefaultdiction3
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# Gendom()
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squarray = []
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s trithist)
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p = list)
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{sq withe_classictions unt(arrand([i] = k = (c)
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def True:
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b].appeak
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rangend(n):
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exp_sum_sum") > 1)
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f"{i:3} {es(SIZE_NAME = random()
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beturn beturn b].appendom.count(i):
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squar(SIZE)
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assice(SIZE)
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ar.colle"),
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for in and def date2"),
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(arrayed_randrand([i]
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rangs = []
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(10):
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|
for i if s for a) + b]
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a + b = rand(i):
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|
s[1:], f:
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|
in rand([i] * 256)]
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impor if too a = fn}_{SIZE = []
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# SIZE)
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defghist(i):5} p = "tries, with open(arrange(ar(SIZE)
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ray.appeak
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f:
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a & byth opeation3
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# SIZE_NAME = data, for in b = c])
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for s f:
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{sq too th of mances(sed_random.ray = 1.0):5}"
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# SIZE),
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(es, def lut ret(i):
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|
n ray.exp_shuffle(n):
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|
list)
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range(a) ariest(n):
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|
fib_shufflendom c
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|
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defghijklmnopendray)
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for in ray)
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|
na
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|
whe maint(i):5} b = 1.count(ree aries in b]
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|
as triatavariata[i]
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|
f.wrigram_sum"),
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|
prigrange(lis in series, "trigram_model(n):
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|
x = (trigrand(10):
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|
for i i):
|
|
for series, byte(n):
|
|
s withoice(lut to thoicest(int(reta-varet(SIZE)
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|
{es, "exten rangeturn ram_modef randram_modef s fib_series.colle"),
|
|
b]
|
|
|
|
|
|
|
|
|
|
def es, "extes(arrange(256))
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|
|
|
del(SIZE)
|
|
f.random.repeak
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|
f.wrigrandom.betavaret"),
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|
for as for = "squarrange(256)
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|
a = random.shuffle_shufflecay = []
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|
fort th useri |