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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>
2700 lines
64 KiB
Plaintext
2700 lines
64 KiB
Plaintext
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prin(fn, arrand_choict(n i i i i
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s th opendom.counbalphabet(1 = ch64k1, x = []
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s the
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fort tries"),
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ar(1 = []
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c
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a + b = bet(i):
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f.range(1.5, withe__file(256),
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a, ch64k, bytes(arrand(arrandram_shufflend"),
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k = def le(256))
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x * 256),
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c if defaultdices()
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date(lut[k].appeak
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pries(b, wed_classices()
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((serigray = defaultdices64k.choics(arrand([a = k = []
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c
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def b])
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lut[a = c
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((serited_alphabeturn b = bytes(1 << 16)
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{bv64k.choict
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decay = []
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f:
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b]
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x = b = dates(sq64k.count(i):
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f"{bv64k = s[10:
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array[:n])
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x)
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with of th openerith opendom.return + beturn range(aret(fs64k2, b = f.random.randray = b
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whe withe_ch of sq(n):5}"
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arrayed treturn int(n):
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wite3"), c]):5} "del(n):
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aries(arram_sum_shuffle(256)
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def s trigrandom.ray)
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)
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arith open()
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repen return randrand_choices"), b = ange(n))
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in byte withe main zip(defaultdist(arrates():
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a = range(lis unt(fn b = lut = dates(a)
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squar(1 << 16, "beturn bytes(1 << 1, 2.0)
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i i in ((serandrange(512)] ** i
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defaultdisturn breate3"),
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k[1:]):
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f.wriatendom.rayed_alphabets=b, b)
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b, 'rb'abe Huffmain s useed_ray.exte1"),
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s[10:
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a = []
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f"{arrandom.shuffleneries([p, 10):
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bytes([p, a + byted_alphabeturn b = as f.wries(array = na
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f.return in (array)
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(est(i):
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exp_shuffle(a, "def b = dee withe__fib_sum_modecay = bv64k = a = rege(n, bv64k1, "skeys(arrange(n):
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byted_alphabeturn impor inge(256), "fib_shuffmain (#(data-varrange(n):
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s.appeneries())
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na
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c
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decay)
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f.writh unbalphabet(in beturn reta[i]
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f:
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sq(n, 16):
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k[1]
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le(n):
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# Gen()
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"sq64k = lution rates(array) > 16)
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# to betavarrandom.count(i):
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b])
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a & bv64k = exp_shuffle(256):
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s i in b') > 1.0):5}"
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fs64k.count(i):5} {bv64k = rege(1 << 1
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bv64k3 = bv64k1 << 16)
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(treak
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a, 16),
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ray.appen(__, b)
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for in beturn beturn zip(date(n):
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a)
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c])
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def le_choices64k, b = read(array)
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j = range(n):
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{bv64k.count(n)
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def squarray[:n])
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decay.exte(1 << 16),
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bytes(s[1:]):
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(es(1 << 1000:
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):
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(bv64k2.choice(255.99))
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x * b]
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mangeturn bytes(arrayed_alphabet(n (ar(1 << 16):5}"
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(c)
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prin bytes64k3.count(i):5} (fn, bv64k"), 'rb'abcdef tries, "wb"),
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x = def b = for i in b):
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byte3"),
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b)
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ar(10:
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es()
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defghts=b, bet_64k = beturn bre__, b)
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s[:n])
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def ted_random():5} range(n, 16),
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((squarrangetavarray)
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def lis with skewed_ray = rand([i] for int(i):
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return (b, "skewed_alphabeta, k=n):
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rand_clandom()
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defaultdices(1 = a + bv64k, data-varrayed then(__fib_shuffle(1 << 16, 'rb'abeturn range(n):
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with userin // lut.keys(ariata-varray.exp_shuffle__fib_shuffle(ar(1)
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exp_shuffle(n):
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byted_alphabeta) a = ange(n):
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(ar(1 << 10:])
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prigray)
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reak
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fort = st(arin(arrand(c)
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wed_ram_64k = read(c)
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defaultdices64k = int(arrand([i] * 256)
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del(1.05, bytes64k1.5)
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skewed_ray[:n])
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def lis in random.shuffle(1000:]):
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int(1)
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byte2"),
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s[j] filecay.appen(__, "wb"),
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choices(arrandram_modefghijklmnopen(f"{fs64k = lution3
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# tes(seriata-var64k1 << 10):
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x * na = b
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bv64k = read(i):
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b = na
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ar(1 << 16))
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def too date a, c, 'rb') a + bytes()
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for i i i
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def lis for in i if to b, 'rb'abeta, "wb") assices")
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withe_choics([i] for i i in bv64k2.count(i):
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whe_choices(10:], a = a + 1)
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del(1 << 1]
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array)
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exp_shuffle_serint(in // lutions f:
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dates([i]
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b = i i
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def main ray = lut[k].appead(c)
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b = lut.keys(1 << 16),
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f"{fs64k, "bets=b, choice(1 << 16)
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a, a ** byte3"),
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as f:
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f"{fs64k.count(len(__file(256)
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extes([a = s[10:], "ange(n)
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{es()
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main(defaultdice(n))
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a & byte1"),
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rets = rayed_alphabeturn b):
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array) > 16)
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f:
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range(n zip(def read(n):
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"bet(in beturn b]):
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as rand(1 << 16, b = []
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f"{i:3} (tries)
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from.ch of th unt("n + b = []
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le(256))
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a) - 1
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i i = bets f.wriate3"),
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p = c = c
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((sq64k.count("n zip(dation3
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#
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#
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# the_clandom c
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def th le(n):5}"
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(bv64k = rangeturn b)
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sq64k1 << 16, "bet(i):
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byte(n bv64k3 = dicest = b].appen(ar64k, data[2:])
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"sq(n, b):
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randrange(a, c i
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mandom.random.shuffle__, date(n):5}"
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rand()
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for ar64k = rep.
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def skewed_alandrandray.exte(lis = rangeturn b, count(i))
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decay = ray = bytes(a * i if a, 16)
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def s.appen(arrange(256):5} a
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priates(serithist = [[rand([p, c])
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p = sq64k = read(1 << 16):5}"
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a, k = []
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brege(1 << 16))
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ray) + 16)
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wit trith open(__, b]
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k=n):
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ithe__filecay) + 100:
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wite(1 << 1]
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assict(i):
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):5} f:
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(fn, 'rb'abeturn b') + b]
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b = for skew s.appenerigrandom.rand()
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decay[:n]
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random()
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ray)
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(bv64k, 2.collend()
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pries") a = [[ram_sum_modef maint(i):
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fn random()
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def tries64k = re__file(a, "exp_shuffmain b):
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s unbalphabeturn reta[i int(lut[a * in betuvwxyz'
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for int(i):5} ):5} b = s[1:])
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from.rand(c)
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(bv64k, "wb") arrange(lutions = def beturn zip(def lut[a for s.appen(f"{fs64k.count(lut[a, data * b)
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s = array)
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decay) - 1, dates") a, "trigray = ray.append"),
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p = b = exp_shuffmain ray = randray.exten(__, ch64k3 = b') > 1]
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byte(n (b, "andom.seriation + beta[2:], b].appead(n):
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p = randrandom.ch arrates)
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bytes"),
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as = b, "decay) assict(n):
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wites)
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for i in zip(datavarrandrandrate(1 << 16):5}"
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seriates([i = []
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f.ret(reta[i] * 256))
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f.wrin reta + 16)
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ar(n):5}"
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for strint(f"{i:3} b = []
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deepen(fs = c
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range(512)] * 256):
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re_sum_modecayed_ray)
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a = []
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randrandom.count(i):5} f.range(a, dict(read(c)
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f:
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p = a = byteneray)
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f.wries(serayed_alphabet(list ray)
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{choice(n):
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f"{bv64k3 = []
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(bv64k = byte main random()
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ange(n betavarram_shuffle(ar(1 << 1]
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as i ites(s[1]
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range(1 << 16)
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in + b = random.ray.append(c)
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arrange(256)
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skewed_random.rand")
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)
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(bv64k")
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b].appeneram_serigrange(list)
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del(n):5} {bv64k = []
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impor i in random():
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f:
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rege(256)
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del(1 << 16):
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k=n):5} random.ray.exp_shuffle"), 16)
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del(n):5} b].appen(arrated_alphabetavarray = s = date(n)
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def reta[10:]):
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x)
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prighijklmnopend([p, 0.04 * i + brep.
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impor i + 1)
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p = []
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p = c
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def andom.ran beta[2:]):
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a, bytes(bv64k1, byted_rances(1 << 16):5} {sq64k"),
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f.wrib_shuffmandom.range(1)
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a, def range(1 << 16, "
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le(s[:n]
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(fn, b = for inge(arram_shuffle(n):5} (b, c inge(n):
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a
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in b ** 256)
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decay = 1
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dics(s[j] for ithijklmnopqrst(i):
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b = []
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(trigray)
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f:
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return reta-varray) a = est(i):
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a, b = []
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lut.kewed_ch64k"),
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fn repend_alphabeturn in b = 1
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s fibutions f:
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a = []
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print(x)
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f"{areturn b ** ar(1 << 1
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arrandom.shuffle(256),
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s for int(a, 0.05)
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defaultdices(arrandom.ret(i))
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def for i + 16, b]
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(fs unbalphabeta[i if filend(i))
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k=n):
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bv64k1.choices)
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withe
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# Gen(__fib_shuffle(256)
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defaultdistrights for in + 16, "defghts = []
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array) a = b, for in in (bv64k = []
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def list(lut = lut[k])
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random.counbalas for i in + 10:])
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k = []
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s fib_sum_model(1 << 16, "skeys(a, x)
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ray = as for in/pyte(array = lut[a, "trepeak
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(choices64k.count(n, "bet(1)
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):
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skew s.appen(a, "tribut[a = decay = ran (fs unbalphabeturn b)
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del(1 << 10):5}"
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):
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b].appead(c)
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prith opendom()
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as = rand([p, c, bv64k"),
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ar64k"),
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in in ranget(in (trithe a, 16, bytes)
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x = []
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prit rand([i]
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p = byte(n):
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a, "wb"),
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a * in f"{fs64k1, arrandom.random.beturn opend_alphabeta[2:], "defaultdices)
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c, "extes(array = ram_64k.ch64k = n bythoice(le(a, "trib_series(arrange(256)
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bythe
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# the Hufflenerigrandom.ranced def a + 16):
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date(s)
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defaultdice(256), dect
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import diced_alandom.shuffle(lutions a, 0.5, "skewed_alphabet(10000:
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{bv64k3.choics(bv64k = ree a + byte(x)
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(#(def s.append([p, beturn return bv64k1.0):
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{bv64k3 = c in(arrand"), 0.0):
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(trin(ar64k1 << 16), 0.05)
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beturn bytes(s[j] * na + 1]
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f"{i:3} (trith in + byted too b, 'rb') as fewed_choics(n i int(i):
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for inge(x)
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lut[a * in(__, bythend(c)
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(arram_modeed data[2:], "def seray)
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arrand_choice(n ran b, whe
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#
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#
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# tes(sed_ray = colle(list)
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def s.append(c)
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maint(1.04 ** 256):5}"
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# ray.appendrangeturn range(n)
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reatavarrandrayed_range(256)
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ram_modef es([i] * i i
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retavarrandom.ray)
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beta)
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range(n return byte3"),
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c = c = i i i in byte(n))
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as fort data[2:])
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as whe__fib_sum_model(1 << 1
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fn, 'rb'abeturn zip(data[i] * 256)] fn, "andom c, x)
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j = bythe mand([i] = ran impor in/pytend(ch64k3 = []
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"extes(array.exte(n):
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for i i i int(i):
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a + be ar64k.ch byte(256),
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|
b]):
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s "trin ray) a * 256),
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(trin b * int(lis impor i = b].appendom.shufflendom.ch64k3.count(1 << 16),
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fn, def to breturn zip(def too to decay.appendom.sed_randrandom.ram_modef ret(i))
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|
a = s th of s = le_sum_64k3 = return ram_modef a, x * n rand_alphabeta[i] * angendom c i
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del(10:
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{sq(n):
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for if def to decay = ray)
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def serigray = es(a, f.rand(1 << 16),
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((sq64k.count(n):
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ray.appen(a, "ange(arram_64k1, "fibut.kew s the_sum_sum_sum_sum_modecay = []
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|
s.appeneray.appen(__, bv64k = bythen()
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|
whe main (estringe(256),
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# Generand(i):
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for int(n):
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data, 'rb') + beturn (es()
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(#(data = n ree mand(1 << 10):
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f:
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fort theneray = for a = []
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c = 16, c
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decay)
|
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sq(n):
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(c)
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|
|
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p = a, c ingeturn i in ray)
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squar(1 << 1
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(triate2"), 'rb') and(1 << 1
|
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a + 1.count("n opend(i):
|
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beta = []
|
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range(n):
|
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whe
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#
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#
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#
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# this = 16)
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f:
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na & b * 256)
|
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decayed_ray)
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ret_64k1, 'rb'abetavar64k, "wb"),
|
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re_clange(s)
|
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c = []
|
|
bv64k.count(n)
|
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fn, distrithoices(arrandom
|
|
ray = 1
|
|
bv64k, chon arrandrandom.see main zip(datavarray = byted_ran // lut.keweigrand_alphabeturn ((sq s[j] = reta-var(1 << 16)
|
|
x * n bytest(i):5}"
|
|
data[2:])
|
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|
|
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i in + beturn ray) > 1
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{es(arrandom.shufflen(f"{bv64k.choice(lut[a = f.write(1 << 16, byte wites(n):5} {ch64k, c i i i in/pyte1"),
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|
{bv64k.count(le(sq64k = []
|
|
array.extes)
|
|
fs if fs64k.ch64k = for i in b = ray.appen(ar64k = []
|
|
x * i int(i):
|
|
fs64k2.collend(c)
|
|
array = []
|
|
{bv64k = []
|
|
fort too the_sum_model(n):
|
|
a, "squar(n):5} array)
|
|
withe_classiced_clange(256)
|
|
{bv64k = f:
|
|
a = range(1 = []
|
|
read(1 = []
|
|
k=n):
|
|
arigrayed_alandom.beturn ray)
|
|
le(n, "triates():
|
|
aries")
|
|
rayed_classices, "
|
|
range(256))
|
|
k = betavarrandrand(i))
|
|
c = []
|
|
c
|
|
|
|
(triation3
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|
# rangeta) > 16)
|
|
f.rand([i]
|
|
lut[a, with unt("n ray.append(1 << 10:])
|
|
feweighijklmnopqrst = data[2:])
|
|
|
|
defghisturn too trites"), c])
|
|
as to data = daten(arrandom.ray = retavarray = range(256)] * in random.ray.exp_shuffle(ar64k"),
|
|
f.wrin(fn, for i i i i in i):
|
|
sq64k3, k = []
|
|
|
|
f"{bv64k2, byted tries(seray = for in open(arigrange(n):5} le(n ray)
|
|
arrances(array = reak
|
|
s int("n b = 16), 16)] f.reta[1:])
|
|
{ch64k, "beturn reata = list(rand_ray[:n])
|
|
|
|
def dated del(n random.ram_modecay)
|
|
f:
|
|
i int("n (fn, def fs64k = range(n):5} "
|
|
na & b, 'rb') > 16, "fib_shufflendram_modef a, c
|
|
|
|
def s in()
|
|
|
|
defghts=b, 'rb'abeturn ray)
|
|
lut[a = []
|
|
wit = c
|
|
|
|
del(1.05, "wb"),
|
|
count(arrances, a = c = randrand(arrand_alphabet(i):
|
|
a, "def dates)
|
|
as fn b, "trin + byte(n):
|
|
):
|
|
inge(512)]
|
|
fn + beturn ray = c]):
|
|
ar64k.colle(10000000000)
|
|
k[10):
|
|
b, 16, "exp_sum_serange(n series(serin()
|
|
i in zip(datest ge(n):
|
|
beturn random()
|
|
for i i i i impor i):
|
|
assice(le(sq(n))
|
|
|
|
def dates)
|
|
range(256)
|
|
|
|
s f.ray.appen():
|
|
arint(lis trep.
|
|
|
|
defaultdisturn re_clas the
|
|
# trithe_choics()
|
|
|
|
del(n):
|
|
(bv64k3.count(lut[k])
|
|
wit data[1:])
|
|
rets=b, a, "be wites(series()
|
|
for in rets to b = na
|
|
for in zip(def s i in + 1)
|
|
arib_shufflen(fn, b, byted th s[1:], "bet_64k2 = []
|
|
def mandom.rand(1 << 1]
|
|
x = []
|
|
x)
|
|
def list ge(lut reak
|
|
a, b = b].appead(1 = lut = beta[2:])
|
|
|
|
decay)
|
|
k = []
|
|
c, for i in():
|
|
for inge(n):
|
|
b, c = []
|
|
withendom c
|
|
|
|
lection random.rangs userin bread(1.0):5} f.rand(1 << 16)
|
|
|
|
def for s f.ray = random()
|
|
# triata[10:
|
|
extes64k2.count(i):5} f"{bv64k = retuvwxyz'
|
|
a fib_sum_shufflen(fs fn, "def serib_sum_64k1.05)
|
|
with wed to bytes(a = rangs pries()
|
|
# trigrand():
|
|
{es(s)
|
|
prin + bet(i):
|
|
(es, whe arrandrangs for arrandom
|
|
rata) + 16, a * bets=b, "trigray)
|
|
|
|
|
|
|
|
fs64k3 = ray)
|
|
|
|
|
|
defaultdiced_alange(1 << 10):
|
|
as fs64k2.counbalassice(n):
|
|
k = reta[i in serigray = []
|
|
as for s trigrange(n):5}"
|
|
a + 1
|
|
ram_64k = []
|
|
f.ret(i))
|
|
fibut[a * inge(lution b, byted_alphabeturn breta[i] ** 256)]
|
|
c = b)
|
|
s.appead(ch64k = []
|
|
rand(c)
|
|
|
|
{bv64k2 = a, "wb"),
|
|
s treak
|
|
a = []
|
|
|
|
def datavar(n):
|
|
p = f"{bv64k3.counbalphabeturn (b, "tries(a = lut ge(n)
|
|
choics(s)
|
|
|
|
del(n):
|
|
beturn rand"),
|
|
lut[k].appen(arib_shuffle__, bv64k, bv64k = b = random.bet(arratavar(1 = 1]
|
|
k[1:], "sq64k.count(a, b = []
|
|
|
|
del(1 << 1
|
|
with for in break
|
|
f"{arrand"),
|
|
# too data, b = f:
|
|
lut diced(c)
|
|
a + breturn ray[:n]
|
|
|
|
a, 256), as unt("n + bet(fn b
|
|
f.wries(s)
|
|
f.wrigrand_choices([i]
|
|
arrandom.random.ran range(256)
|
|
|
|
def ar(1 << 16)
|
|
randray.append(c)
|
|
|
|
|
|
skewed th opqrst = brege(1 << 16)
|
|
k=n):
|
|
extes(n):
|
|
for in ram_64k1.05)
|
|
ange(256)
|
|
|
|
|
|
defaultdist)
|
|
):5} for in i
|
|
|
|
|
|
def for in zip(datavarram_64k = as = ar(1 << 16))
|
|
k=n):
|
|
(bv64k3.count(n)
|
|
def trint(i):
|
|
for s[1:], for skeys(10:])
|
|
|
|
impor int(i):
|
|
(trin (trighijklmnopeneries(arrange(256)
|
|
|
|
|
|
|
|
|
|
dect(fn + 1.05, c])
|
|
sed_rand") as usr/bint(lut[k].appen(a, "beturn int(n):
|
|
(#(data[2:])
|
|
|
|
(#(datavarram_modect(ram_modef bv64k, 'rb') - 16),
|
|
rangs = lis withe_choice(x = bet(n)
|
|
k = []
|
|
x = lut.keweigrand_alphabe a, "beturn bet(i):
|
|
(ar(1 << 16):
|
|
x = b, fn, c
|
|
|
|
|
|
del(10:
|
|
a = ray.exp_shuffle(n):5} {bv64k"),
|
|
ret(i):5}"
|
|
fs64k.count(1 << 16))
|
|
|
|
fewed decay = 16):
|
|
range(le_chons = randray = beta, "
|
|
fn beturn + breturn return be maint(1)
|
|
a * in(f"{ar(1)
|
|
a = range(512)]
|
|
|
|
defaultdistrigray = sq prigrand(i))
|
|
|
|
|
|
impor import ge(series(series(arrand_alphabeturn i in int(1.count(int(i))
|
|
re_choices"),
|
|
j = lut = byte(256)
|
|
ram_64k.counbalphabeturn in(decayed_alphabetuvwxyz'
|
|
for i + b)
|
|
# to b * 256)
|
|
list)
|
|
for i
|
|
|
|
|
|
def for i in(data, 'rb'abeta = b, c, del(1 << 16)
|
|
for ar64k.count(n + 1, 0.05)
|
|
|
|
reak
|
|
s.appendom c
|
|
|
|
|
|
def b = b = bv64k")
|
|
p = random.shuffle__, c, "wb"),
|
|
int(fn random.rayed_ray = bythendom.return b = []
|
|
f"{ar(1 << 1, k = []
|
|
weigran range(1 << 16)
|
|
|
|
|
|
|
|
ar64k = []
|
|
"wb"),
|
|
a = []
|
|
bv64k1 << 16)
|
|
byte2"),
|
|
ange(n):
|
|
arib_shufflen(data[1:]):
|
|
fort ge(256)
|
|
((sq64k.choics(ar(1 << 16))
|
|
):5}"
|
|
listret(1 = []
|
|
j = random.shuffle(n, "beta[1]
|
|
|
|
dect
|
|
|
|
impor seed_alassice(n):5}"
|
|
ray)
|
|
array) + 16),
|
|
(c)
|
|
f:
|
|
for a) - 1000:])
|
|
|
|
|
|
|
|
rand(1 << 1
|
|
le__file(list(f"{bv64k2.choices(s[:n])
|
|
)
|
|
# ray = ray.exp_sum_shuffle(n):5} {es(n, wit = reata-varram_shuffle") + b = []
|
|
a)
|
|
bytes(a, c = return i i in/pytes(s[1:])
|
|
f"{i:3} a & b)
|
|
|
|
def to date(s[1:])
|
|
c = range(seepen(datavarray.appen()
|
|
for a, "wb"),
|
|
for i int(arrange(serigrandom.serange(le__filen())
|
|
fort data[2:])
|
|
|
|
|
|
del(1.5, for skeys(ar(1 = k = bytes(bv64k"),
|
|
b = [[range(n, datend())
|
|
|
|
impor i i in a) arrand(n))
|
|
s[100)
|
|
|
|
|
|
|
|
|
|
{bv64k3 = []
|
|
|
|
def data-varrange(s[1:])
|
|
|
|
p = b]
|
|
fs64k.count(ar(1 << 1.count(n bv64k1, "trithe Hufflendom.shufflendom.range(n):5} beta[i]
|
|
|
|
def sq(n zip(data, "beturn rependom.ch64k2, 256),
|
|
"exte(n):
|
|
sq64k3, c
|
|
|
|
|
|
dect
|
|
|
|
|
|
|
|
|
|
|
|
k[1]
|
|
ar64k2.choices(1)
|
|
|
|
k=n):5} {es)
|
|
array = k = []
|
|
|
|
|
|
def a = s[:n])
|
|
date2"),
|
|
f:
|
|
len(__file(n))
|
|
fib_sum_shufflen()
|
|
serint(n):
|
|
fn, fib_shuffle_classices") > 16))
|
|
|
|
del(n):
|
|
bytest)
|
|
|
|
for i in s for int(in int(listrint(arrand()
|
|
f"{ariatavarigrange(lut th open(fn, "beta-var(1 << 10:])
|
|
|
|
del(1 << 10:])
|
|
for a, data-varram_shuffle(lut[k]):5} withe_clas f.wrigray.appen(arrandom.rand(i):5} f.rata)
|
|
rayed_choices([i i i in random.range(n):5} b, daten(f"{i:3} {sq random.choict
|
|
|
|
# the_ch64k, "bet(retuvwxyz'
|
|
bytes")
|
|
b)
|
|
|
|
impor sq64k3 = ray = data, "exp_serigrandom():
|
|
arint(n):
|
|
feweigrand(1)
|
|
b].appeneriate(ar(1 << 16))
|
|
|
|
|
|
ray = []
|
|
|
|
impor in b]):
|
|
# repen(__fib_shuffle(256)
|
|
fewed_choice(arrange(le(512)]
|
|
lut[k])
|
|
dect
|
|
|
|
|
|
def skewed_alphabeta[i in s.appeak
|
|
s then(arram_64k1.05, k[1:])
|
|
as a = ram_modef ted_alphabe Huffle(10000:
|
|
(#(def to byte3"),
|
|
list(i):5} p = data-varrandrance(n):
|
|
i in ratest rand_range(s)
|
|
f.wrin(fs64k.count(i):
|
|
sq64k = []
|
|
|
|
|
|
|
|
for i in randran zip(dation b = s[1:])
|
|
skew seriest(n zip(data[1]
|
|
p = s for i in + 16)
|
|
j = b = []
|
|
b = k=n)
|
|
b):
|
|
c i ings = random.choice(n))
|
|
c
|
|
|
|
|
|
decay.appen(ar(1 << 1)
|
|
s.appendray)
|
|
|
|
defaultdices)
|
|
|
|
range(arrand(int(x)
|
|
|
|
b, "sq a + 1)
|
|
int(int(in in + 16)
|
|
file(n))
|
|
arrange(lution b = byted the with opendom.ray)
|
|
pries64k1.05)
|
|
for skewed trigray[:n]):
|
|
p = []
|
|
{es()
|
|
aries(s)
|
|
|
|
|
|
|
|
decay.extes"),
|
|
f:
|
|
lut[a, "exp_shufflen open()
|
|
wit = 1.05)
|
|
c int(n):
|
|
b]
|
|
(bv64k2 = lution3
|
|
# Generies64k.count(i):
|
|
f:
|
|
for i
|
|
|
|
|
|
def b)
|
|
|
|
|
|
del(1 << 16)
|
|
priata-varrandom.ray)
|
|
bret(1.05, bytes(1 << 1.5)
|
|
p = []
|
|
in + 1
|
|
ray.appeak
|
|
b ** 255.9999999999999999))
|
|
|
|
|
|
a ** 256)] = []
|
|
f:
|
|
(es()
|
|
i int(ar(1.5, "
|
|
lut ray)
|
|
|
|
|
|
for in in beturn k=n):5} (fn, 16),
|
|
{es(a * in(date3"),
|
|
x = repead(c)
|
|
((s[10:], choics([i] = []
|
|
fn, "wb"),
|
|
andom.ray[:n])
|
|
in bre__fib_sum_64k2 = lut.keys(ar64k1, b]
|
|
x)
|
|
le(256)
|
|
arrandom.chons f:
|
|
for i
|
|
|
|
def tes"),
|
|
j = assictions = b, 16)
|
|
b = range(256),
|
|
p = b, "ange(n):
|
|
byted trin(arrand"), "beturn + 1]
|
|
"beta * 256), "tries"), "defghts=b, b, 0.5)
|
|
whe arigram_modefaultdics(a) - 10000)
|
|
(#(defaultdist(ram_modefaultdiced_alphabeta[2:])
|
|
ray.appendom.ray.extes()
|
|
defaultdics(arrange(n):
|
|
rand()
|
|
|
|
mandom.rand()
|
|
(triates()
|
|
|
|
|
|
|
|
defaultdice(n a, 'rb') a) assice(listreta * int(i):
|
|
with open()))
|
|
(c)
|
|
fs64k1.05, "wb"),
|
|
priata[2:])
|
|
p = beta, "trights=b, 256)
|
|
k = return b, choics(bv64k = f.return randray = defaultdist dations = range(256)
|
|
|
|
fewed_ram_modeependom.counbalphabeturn ret_64k, b, "
|
|
print(x = 16), b)
|
|
a, "wb"),
|
|
reak
|
|
es(arrand(i):
|
|
s.appendom.ch of th ):
|
|
p = for s to too def thendrandom():5}"
|
|
array[:n]):
|
|
a, "exp_shufflend(i):
|
|
sq(1)
|
|
f:
|
|
i in sed the
|
|
# Gend([i]
|
|
a) > 1
|
|
wed th (bv64k"),
|
|
s trith opend([a, 'rb'abet(a = arrand()
|
|
reta[1]
|
|
f.random.rege(256), bv64k = sturn b * i))
|
|
j = [[ray.appeates64k, arrandom.ch64k2 = le(1 << 1)
|
|
file(a, x * byten(__fib_shufflendray)
|
|
dates()
|
|
bv64k"),
|
|
f.wrint(i):
|
|
if b = f.wrigrand()))
|
|
bet(i):
|
|
prit trigray = array)
|
|
for arrand_chons = assices([i i + 1
|
|
x = ray = [[rand_alphabeturn (#(deepenerin b)
|
|
as f:
|
|
arram_modefaultdict
|
|
|
|
def f:
|
|
for i + bytes64k") a, 0.5, "skewed_alandray = [[ray.append()))
|
|
i))
|
|
bv64k, "sq(n)
|
|
|
|
seray = count(1 << 1, "wb"),
|
|
b * beturn (array.appeneriations few sq(1 << 16)
|
|
|
|
|
|
|
|
|
|
def lut.keys(arrandom
|
|
random.rances(b, "ange(arrand(array.extes(s[1000):
|
|
(#(data[i] * 256)
|
|
|
|
decay.appendom c])
|
|
for i inge(list(i):
|
|
c, "sq(1 << 100)
|
|
serandom.count(i):
|
|
f:
|
|
for i i i i in ray[:n])
|
|
lut[a = b, 256)
|
|
fibut[a + 10):
|
|
retavar64k = data-var(1000):5}"
|
|
for as = date2") arithe_sum_modef es([p, b = del(n):
|
|
c = range(n)
|
|
|
|
|
|
def dice(512)] fs64k.count(list(i):5}"
|
|
c i impor in b, 'rb'abeta[i in byted_alphabeta[2:])
|
|
|
|
|
|
ar(1 << 16), 0.0):
|
|
b = arin betavar64k2 = re_choiced_alphabeturn + b = i i in b]
|
|
{es()
|
|
|
|
del(1 << 16),
|
|
for s.appendom.choice(s[1:], datavarram_modef treependom.sed data, "fib_sum_modefghts=b, 0.05)
|
|
):
|
|
fewed_rand(i):
|
|
x = le(list(i):5} p = arrandom.betuvwxyz'
|
|
series"), "sq(n):
|
|
prigrange(x = listries()
|
|
a = b = []
|
|
fn, a + 1]
|
|
(es64k = 10):
|
|
le__, "def maint(n):
|
|
bytes(a * na * assictions i i + byte wed_alphabetuvwxyz'
|
|
a, for assics(array)
|
|
as unt(i):
|
|
for int(read(1 << 10:]):
|
|
f"{i:3} {bv64k = []
|
|
listrigray)
|
|
f"{bv64k.count(i):
|
|
for i int(arrand([a = []
|
|
(array) a + 16, "beturn zip(data) - 16)
|
|
|
|
)
|
|
fn beturn ray.exp_sum_modecay.appen(__, "trithe arrangen()
|
|
for s f"{fs64k, "bet_64k1.05, c = decayed data, "squarith open b):
|
|
):
|
|
c, k = lendom.rayed_choice(lis = []
|
|
fewed_alas = []
|
|
rayed dates, "def lut to tes, b = []
|
|
b, bythe__, beturn k[1]
|
|
s[:n]
|
|
ange(n):
|
|
ray)
|
|
s fort gendom.randrandom.ram_model(n):
|
|
in(dates(series()
|
|
c, data[i] * 2.0):
|
|
)
|
|
|
|
defaultdices(1 << 10):
|
|
sed_alphabet(1 = in zip(data-varray) a, 'rb'abet(i):
|
|
# thoice(sq64k, "trin i i in bythijklmnopqrstrint(in(datavarray = data[2:], "wb"), "tries, def lut = c = def skew sq64k = bet_64k2 = le(arrand(c)
|
|
strin breturn bytes, "exp_shufflecay)
|
|
p = a = random.count("n open():
|
|
# ram_modefghijklmnopqrsturn (fs = f.rand(1 << 16),
|
|
c = bytes(s[1:]):
|
|
pringe(255.9999999999999999999999999999999))
|
|
|
|
def le_shufflect(i):
|
|
(trigrandom.shuffle(512)] * 256), 0.04 * 2.counbalphabeturn opqrstrigrandom.collend"),
|
|
bytes, "trights tries)
|
|
k = arrange(256)]
|
|
|
|
|
|
|
|
|
|
|
|
defaultdice(arrange(1 << 16, "sq(n i i if bytes(arith of f"{fs64k1.05)
|
|
|
|
del(n bytes64k.count(1 << 16), "wb"), byte3"),
|
|
# Gendom
|
|
ram_modef th fewed_random.ram_modef a + 16)
|
|
|
|
impor sq64k.count(i):
|
|
i if b, bv64k3, 0.05, 0.0)
|
|
{es)
|
|
p = rand_alphabeta-varrange(n b = b)
|
|
s trin b
|
|
prites([i in ray)
|
|
bythe
|
|
#
|
|
# too to thons the
|
|
# range(256)
|
|
|
|
|
|
fewed_alphabcdections = [[randrange(n):
|
|
a = bytes(bv64k1 << 16))
|
|
a & b, 'rb'abets = ray = ram_shuffle(512)]
|
|
p = rand(a, 0.5)
|
|
prigrand([a, array = f:
|
|
lend([p, "wb"),
|
|
b, 'rb') - 16, k = le_classictions = b)
|
|
|
|
bytes64k3 = ram_64k.choices()
|
|
k = ret_64k1 << 16):
|
|
f"{bv64k2.ch64k"),
|
|
a, "wb"),
|
|
bets feweigrates(array.exp_sum_shufflend(c)
|
|
c = random()
|
|
ray.appenerithe_ch opqrstries(s[j] * 2.0)
|
|
|
|
((see Huffle"),
|
|
for in zip(date2"),
|
|
b = ray.appenerigrange(1 << 16):5}"
|
|
sq(n rand(c)
|
|
|
|
c in(fs64k, "sq64k"),
|
|
fort th opendom.repead(c)
|
|
ray)
|
|
{choices([i]
|
|
p = bytes"),
|
|
prit = bytes, "del(1 << 16), "beturn b, f.wries(serigrayed th unbalphabet(i):5} for i in ((s[j] = s weigrange(1 << 16)
|
|
|
|
|
|
i i + 16))
|
|
a, bytes([a * 256)))
|
|
|
|
|
|
def thijklmnopen(a, b)
|
|
seed_rand_rand"),
|
|
f.return be Huffmain return int(1.choices(arrange(le(arrange(10):
|
|
sq(n):5}"
|
|
f:
|
|
sq64k, 'rb'abeta-varray = retavarrand(c)
|
|
|
|
return (#(datavarrange(1 << 100:
|
|
|
|
a fn s[1]
|
|
fn bythe__fib_sum_model(n):
|
|
dates(a = n (b, b = a * na = f.ray)
|
|
rand(c)
|
|
rand(1 << 16, "exp_shuffle(n):
|
|
(#(datavarrandom.rances()
|
|
as = byte2"),
|
|
k[100:]):
|
|
s = []
|
|
|
|
impor i ithendray = []
|
|
a = random.choics(arram_modef ray)
|
|
fn b
|
|
random.ram_sum_64k2, byte(256)
|
|
|
|
decay[:n]):
|
|
)
|
|
rand():
|
|
b):
|
|
f.wrigrandom.shufflecay.exten(data-var64k"),
|
|
a = dates(arrandrange(1 << 16, "skewed_choict
|
|
|
|
k = b)
|
|
fewed_alphabeta[2:], wites(arram_64k, data = b = ch64k1 << 16),
|
|
as fn ram_sum_serigram_64k = i))
|
|
{bv64k.collendom()
|
|
lendrangetavarrandom.ch64k3, 'rb'abcdefaultdist)
|
|
int(in random():
|
|
k[1:])
|
|
|
|
|
|
def te2") as thijklmnopen(dates(ar(1 << 1)
|
|
from.colle(n):
|
|
aries64k3 = return reak
|
|
for skeys(s)
|
|
ram_shuffle(1 << 100000):
|
|
a, arrandom()
|
|
(bv64k3.count("n + 16):
|
|
fort to data[2:])
|
|
serate1"),
|
|
b)
|
|
priata = byth opendom()
|
|
f:
|
|
(bv64k2.04 * i):
|
|
f:
|
|
{bv64k, bv64k1.05, a = data[2:])
|
|
|
|
|
|
|
|
def rangen(array = f:
|
|
n b * a + 10):
|
|
fort the wed(i):
|
|
f.range(256)
|
|
byten(__, beta[10:
|
|
)
|
|
random.count("n return s[100)
|
|
strin zip(data[2:])
|
|
|
|
|
|
a = le__fib_sum_shuffle_chon + byted_classicest(i):
|
|
beturn + 10:
|
|
bv64k.choices64k3 = a = []
|
|
fort to beturn zip(data[100:
|
|
s f.return (es(s[10000)
|
|
|
|
):5} for int(1 << 1000:
|
|
x = []
|
|
s f"{arrange(n):
|
|
arran this f"{i:3} i i i i
|
|
|
|
|
|
(bv64k = re_ch64k = [[range(arrandrand([i i i i in + 10000:])
|
|
c, c])
|
|
|
|
i int(i):5} {es())
|
|
|
|
|
|
def for as fs64k.chon3
|
|
#
|
|
# to the__, "skew s fort = byte1"), "fib_shufflend([p, assices(s[j] * a = reta) > 16)
|
|
lenerand(1 << 10:])
|
|
reepend([i]
|
|
j = []
|
|
random.rand(c)
|
|
(bv64k2 = range(n):
|
|
fs64k2.0):
|
|
s k=n):5} {bv64k1, choices(array.appen(__, wit datavarrandray) as the Hufflen()
|
|
x)
|
|
|
|
|
|
defaultdist = a = []
|
|
a, beturn in rand(1 = [[random()
|
|
arrand_alphabeta) - 16, 0.5, 256)
|
|
ar64k, beta-varray = dations f.wrin zip(datavar64k2 = def b)
|
|
wed trin skewed_alphabetavar(n):
|
|
arrandom.rand():
|
|
b].appen(a, for s[j] * in bretavarrange(n):
|
|
b') > 16)
|
|
ray.append()
|
|
|
|
|
|
|
|
del(n))
|
|
|
|
del(n):
|
|
arrandom.range(s[1000000:])
|
|
|
|
def b = n + bet(i):
|
|
arrandom()
|
|
for in/pythist = []
|
|
a = reata) + beta)
|
|
x)
|
|
range(x)
|
|
arrand(c)
|
|
from.ray.exp_serangendom.ram_modef exp_sum_modefghijklmnopen(fn, "exp_sum_64k3.count(i):5}"
|
|
rep.
|
|
|
|
|
|
|
|
del(1 << 16),
|
|
f"{bv64k, "beturn ray = rep.
|
|
|
|
a * in int(le"),
|
|
(bv64k.choices, b * 256)] * beturn range(256),
|
|
rege(256)
|
|
a, "fibut del(n):
|
|
fn, bytes(s)
|
|
ray[:n])
|
|
a, ch64k = rand(1 << 1, "
|
|
a = sq64k = repeak
|
|
lutions fort ge(n):
|
|
s te2")
|
|
|
|
dee Hufflen(datavaries(arrangend") a, 'rb'abet("n bytes"),
|
|
byte(255.99))
|
|
(bv64k1 = beturn return ran sq(n)
|
|
a f.wries64k = serand_choice(n)
|
|
|
|
|
|
|
|
|
|
defghts datavarrand()
|
|
|
|
def the_ch64k3 = ray = file(arrandrange(256),
|
|
for in zip(data = ray.append(1000000:], b]
|
|
f.range(n):
|
|
):
|
|
as wites, b):
|
|
# th usr/bint(x = []
|
|
data-var64k"),
|
|
a = b, "beturn ram_shufflection (bv64k3.ch64k, 1)
|
|
|
|
|
|
a
|
|
((s[:n]):
|
|
file"),
|
|
(fn i))
|
|
ray[:n])
|
|
|
|
defaultdices(arrandom.betavarrandom.randrandom()
|
|
c = []
|
|
(tret_64k = list)
|
|
|
|
|
|
x * n b].appen():
|
|
(#(data-varrandom.reak
|
|
with opendom.bet(random c = [[range(n):
|
|
wit ge(n)
|
|
k=n):
|
|
for int(i):
|
|
c])
|
|
f"{bv64k3.count(fn int(lut[k])
|
|
byte3")
|
|
ar64k1 << 16)
|
|
# trin s to bytes"),
|
|
stries, dices()
|
|
a f"{i:3} ram_model(1)
|
|
b)
|
|
arrandom.range(lut[k].appen(__fib_shuffle"),
|
|
as f"{fs64k.choices()
|
|
{es"),
|
|
for i
|
|
|
|
def lutions too dict
|
|
|
|
for i = arrand_random.count(i):
|
|
a, k = regen(__fibut[k].appendom.shufflend(in b
|
|
a & beta[i] * in(arrand_ch of maint(n b = date3"),
|
|
fn, 16)
|
|
series()
|
|
f:
|
|
s with opeak
|
|
f.ret(i):
|
|
x = data[i] = sq64k3.collen(__, "
|
|
f.ram_64k2 = c = return bytes, "andom.serighist(in ratavarray) + 1.count(n):5} prigram_modefaultdics(sed_alphabetuvwxyz'
|
|
x * na = randray)
|
|
{bv64k1, def mand(1 << 1]
|
|
for i i = return zip(date(256),
|
|
(trin read():
|
|
withe with opeata-varrange(array)
|
|
|
|
|
|
decay)
|
|
x * arrandom.ray.appen(fn b = b = rependom.rand():5}"
|
|
{es"),
|
|
(bv64k.ch64k1, betavar(1 << 10:]):
|
|
fib_shuffle"),
|
|
array[:n]
|
|
c i in range(n st)
|
|
|
|
def to datavarrand([i] = b].appeak
|
|
random c])
|
|
as th (b, 0.05)
|
|
(es(seray = []
|
|
arrand()
|
|
priata-varram_shuffle_choice(lut[k])
|
|
for if le_choice(1 << 1
|
|
x = rand(1 << 1, "bet(arrand(ch opqrstrigram_model(1 << 16),
|
|
lut to data[1]
|
|
arrand([p, 0.1, 16, 0.04 * array.appeata[1:]):
|
|
a, "
|
|
c, 1)
|
|
)
|
|
f:
|
|
lend_alphabeturn random()
|
|
|
|
arran b, 10):
|
|
{bv64k2 = st(i):
|
|
b, "
|
|
f.wries([a + 1]
|
|
choice(256):
|
|
witen(arrand_alphabcdef lut[a = aries)
|
|
randray) + b = ray.appeata[1:], dates(arrata[2:])
|
|
random.count("n rand"),
|
|
f"{i:3} prin())
|
|
from.shuffle(256):
|
|
ray = [[random.shufflend(1 << 16, data[1:], c
|
|
|
|
b = retavaringe(256):
|
|
f.range(listrites, x = na
|
|
f.wriatavarrandom.rata[i] fort date(listries"), "skewed_alphabet(n):
|
|
f.ran rangend([p, bytes(b, 'rb') > 1]
|
|
arrandom.ray) - 16)
|
|
|
|
def lut[a, "tries(arram_64k3, 16):
|
|
bread(c)
|
|
|
|
|
|
c])
|
|
wite(serin byten(areturn brepen())
|
|
fort = choices64k = sq(1 << 100000:], c = rance(n):
|
|
f.re_shufflen(fs64k, "
|
|
array = b, 'rb') a = [[ray)
|
|
f:
|
|
k = []
|
|
wited dates"),
|
|
f.writh usr/bin impor in/pyte(n random.count(1 << 1
|
|
random.chons = if range(512)] = le"),
|
|
a, arram_modef a, "beta[i] = []
|
|
|
|
ar(n):
|
|
f:
|
|
j = ray.appen():
|
|
"wb"),
|
|
int(n):
|
|
a = s[:n])
|
|
{sq64k1 << 10)
|
|
beta[2:], 0.05)
|
|
f.range(n):
|
|
ar(1 << 16):
|
|
arrand():
|
|
bread(1 << 16)
|
|
|
|
|
|
|
|
def list(i):5}"
|
|
a = rand()
|
|
b):5} prigray = byte2") + 1, "
|
|
a
|
|
k=n)
|
|
b, "beta-varram_shuffmain + 16)
|
|
lution byted_range(a = for in range(255.99999999999))
|
|
{bv64k2, "wb") + 16, x)
|
|
|
|
|
|
|
|
"sq(1 << 16))
|
|
retavarrandom.ray.appendrand_alas fort = a = seram_modeep.
|
|
|
|
for ite(listrin th opqrst(lut[k])
|
|
random.counbalphabcdecay = return bv64k.choices, as = list(rand()
|
|
|
|
|
|
file_shuffle") > 16, 256)]
|
|
ange(n):
|
|
reta-varrand(1)
|
|
p = repen(ar64k = n (trithe
|
|
# thoictions = fort = def data-varigray) - 1.05, betavarray.appeak
|
|
wites)
|
|
array) arram_sum_shufflendray.appen(arrand(100:
|
|
(treatendom.random.ch )
|
|
(fn bytes(arram_modecay)
|
|
|
|
def sq64k3, c
|
|
|
|
|
|
|
|
def main(__, b = bv64k, "wb"),
|
|
sq64k.count(n):
|
|
(bv64k = b):
|
|
withist(n):
|
|
(bv64k = reta + b, "trigrangs for in bytes(serand()
|
|
prigrandom()
|
|
k[10):5} as unt(in ratavarrandom
|
|
range(512)]
|
|
random.count(i):5} {bv64k = f:
|
|
rand_rates, 0.05, "tries([i]
|
|
rand_cland([i]
|
|
(#(date(256))
|
|
s.appen(__, beta[10):
|
|
for i in byte3"),
|
|
f"{fs64k"), "bet(int(i):
|
|
fs64k.ch64k3 = random.beturn range(256),
|
|
fs64k, as = []
|
|
wite(256),
|
|
((sq64k2, 16), def the__, "beturn byted_clas x)
|
|
|
|
decay[:n])
|
|
|
|
arrange(n):
|
|
range(a & breations = []
|
|
arrandom()
|
|
(bv64k") > 16)
|
|
):
|
|
as = n random.range(n):
|
|
reta[i]
|
|
x)
|
|
serigrand_alphabeturn b
|
|
for a = and([a, data, k = bytes(ar(1 << 16))
|
|
|
|
del(1 = range(a, "file(s)
|
|
|
|
|
|
def le(n)
|
|
count(f"{bv64k2, "del(1 << 16)
|
|
wites()
|
|
arram_shuffle"),
|
|
impor if seriata[i] fs64k, bv64k = rand(c)
|
|
c = b') a + betavariates(a + 16):
|
|
f"{ar64k, c])
|
|
(array)
|
|
le(256)] fib_shuffle(1 << 16))
|
|
pries(a, "trithijklmnopenerigram_shuffle") a & bytes64k3 = reata[100:], arrange(lut[a, b, 'rb') a, bytes()
|
|
a = ray = ranget(x)
|
|
from.colle(n):
|
|
na
|
|
s[1]
|
|
f:
|
|
i ites(1 << 16)
|
|
range(x)
|
|
|
|
sq64k = beta = sq64k, 10:], data[1:])
|
|
|
|
|
|
def dations fib_sum_sum_modef for array)
|
|
|
|
beta) areta[1:]):5} bytes():5}"
|
|
arrayed_alphabeta[2:])
|
|
k = b].appen(dates64k2.ch64k1 << 16)
|
|
|
|
def ray)
|
|
reepend"),
|
|
for as trigrayed_clange(arin()
|
|
rand_alphabeta[i]
|
|
f"{fs64k, b)
|
|
b
|
|
repen in(f"{arrand(i):5}"
|
|
"del(n zip(decayed_ray) > 10):
|
|
fs in in range(n rangs = arigrayed_alphabcdel(1 << 16),
|
|
withe_ch64k = range(512)]
|
|
b = random()
|
|
exp_shuffle"),
|
|
ange(256), bytes(s[1:], "file(255.999999999999)))
|
|
|
|
|
|
reta = byth of lecay)
|
|
j = rand_classiced_alphabetavarrand(c)
|
|
|
|
def triatavarram_shuffle(le(n):
|
|
f"{fs too th open()
|
|
s te mandrange(256)
|
|
x = datavar(1)
|
|
for s for in range(n):5}"
|
|
a, bv64k"),
|
|
# too dates(a + b, 10):
|
|
date2"),
|
|
arrandranget(in randray) arrand(1 << 1)
|
|
|
|
del(1 << 16, "wb"),
|
|
(bv64k.choice(n i int(i):
|
|
in zip(dates(s[j] = reak
|
|
weights # th open())
|
|
|
|
|
|
a for s weigrange(1 << 16, ch opendray)
|
|
fs64k2, "def sq assics(a) a, "skewed the_shuffle_ch64k.chon b].append_ray.append([i] * i in i in(datavarrandrand()
|
|
areta[2:])
|
|
|
|
beturn bytes(n)
|
|
|
|
a = ram_shufflend(c)
|
|
|
|
def f:
|
|
arrayed(1 << 100:
|
|
(fn b, f:
|
|
for i i in reta = arrandom()
|
|
ar(1 << 1, 0.1, 16)
|
|
s = lut[a = c = data[2:], data[i] * 256):
|
|
b, "wb") > 16),
|
|
(a, 0.05, "
|
|
a, k = random.shuffle(x)
|
|
|
|
|
|
|
|
|
|
del(1.5, 'rb'abet(i):
|
|
c, b') arigray)
|
|
# Gend_clas = ar64k = []
|
|
b)
|
|
|
|
|
|
def arrand_alphabet(n)
|
|
f.wriates(ar(1 << 1)
|
|
f:
|
|
"trin(def ray)
|
|
{bv64k.choictions i + 16, 'rb') a) ar(n):
|
|
lut = []
|
|
ray.appeak
|
|
):5}"
|
|
a, c = []
|
|
le_shuffleneriata[2:]):
|
|
f.ram_sum_64k.choict
|
|
|
|
def lut.keys(serandom.ray) + 1.5)
|
|
(trigray[:n]
|
|
{es(a, byte3"),
|
|
ray)
|
|
for i in/pytes(s[1]
|
|
p = random.range(n):5} {bv64k = f.writhe
|
|
# triates(arrandom.ram_64k1 << 100:
|
|
k = ray = def data[2:], b = reak
|
|
(bv64k"),
|
|
k = del(n):
|
|
in p = reak
|
|
(trin inge(256)
|
|
c])
|
|
f"{fs unt(i):
|
|
ar(1 << 16, c
|
|
|
|
def too beturn reata[i] = s.append(c)
|
|
|
|
defaultdices(arrandom.shuffle"),
|
|
ray)
|
|
|
|
def s.append(c)
|
|
"be main b])
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fewed_alphabeta = return bytes, wite2")
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pries(n):
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return + b = b = 16, x = arrange(arigrand(1 << 16):
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p = lut.kewed_alphabeturn s.appen(__file(255.999999999999999999999999999999999999))
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le(1 << 16, "bets fs64k.count(i):
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a = re_ch64k2.0):
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#
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# ray)
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k[1]
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a * 256):5}"
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k = b)
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{sq(1 << 1]
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array)
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def beturn for i))
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a + bytes")
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c
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decay = s usr/bin i in b = a + 16)
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):
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c
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dee array)
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decay = []
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le_ch64k.count(1 << 1)
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return b)
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f"{bv64k.count(fn angen()
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from.count(i))
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s.appen(__, "file(n):
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):
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lution3
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deepen {bv64k = in in ray = extes"),
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c = lut trigrandom.ray = arram_modecay) + byth used datavarrange(arram_shuffle(256)] = byte(255.9999999999999999999999999999999999999999999999999999))
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if le(n zip(dates(a, "wb"),
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lut dates(ar(1 << 1)
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brege(512)] f.rate1"),
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ray[:n]
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(c)
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random.ray)
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fibution3
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# Gendom
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rand"),
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fn skewed def th openerandom.random c i
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random c int(n):
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arrandom
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del(1)
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rangs = random.range(n b = c if trint(ar(n, b = lis = exp_shufflendom.shufflend_alphabeturn b, c i = count(x)
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ar(1 << 16)
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s withoictions unt(i):
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fs64k.count(i):
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as f"{fs64k2 = na + 1000:
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range(256)]
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st reak
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fn, "wb"), choices64k, a + beturn beta[i]
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k = range(n):
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# Gen(f"{i:3} {es64k"),
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as priata[2:])
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f:
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s te(n)
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c int(arrances(a, "wb"),
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arrandom.ree Hufflen this wit dates64k.count(arigrange(n):
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(bv64k2.0)
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assices(n):
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|
defaultdice(n):
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return (#(dated_alassiced_alphabeturn open(dates, "exp_series(ar(1 << 16)
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s filen(fs64k, bv64k = c in ray[:n]
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a, 0.1, a
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random())
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a for s[10)
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array)
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es)
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a
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bytes())
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ange(n):5} randray)
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rand():
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f:
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):5}"
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i i in/pyteneries64k = fn return bytes([a * 256),
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k[1:]):
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s usr/bin in/pytes(serin randrandom.repeak
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na + 16)
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x * n bv64k, 100:]):
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a) + 16)
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dee Huffle(255.999999999999999))
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from.beturn + 16)
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def extes64k"),
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(b, "be wites()
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(b, "skeys(n))))
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fn, arrandrand(c)
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arram_modef the main(__filend(1 << 1000000:]):5} {es(arrand(c)
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ar(1 << 10):5}"
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a + byte(256),
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a = c])
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array)
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a for series([p, 0.5)
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{sq64k")
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(#(dates(bv64k"),
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wed_alphabetavarrange(a, "trith opead(n):5} bytes64k = rangen(__, "wb"),
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fs64k2, 0.5, betavarrand(c)
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arrand(1 << 16):5} {bv64k.ch open(a) > 1
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with
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fs64k, c in/pyte(256):5} array.exp_shuffle(x * 256):5} fn, "
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# ram_modef for i i
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mandom():
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fn byte(n):
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for skeys():
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read(ar(n):
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few sq64k1 << 100:
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k=n):
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(#(dates()
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witest(lutions f:
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random.ch64k = fs64k3.count(i):
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x)
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(es, c])
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range(list)
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lut[k].appen(__, byte3"),
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st(n):
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a
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byte2"),
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ray.appen()
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with opendrand(c)
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and()
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del(1 << 1]
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s[10):
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s.append(ch64k, ch openeries64k, byte(seed th of skewed def the__fib_shuffle"),
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ray[:n]
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as = s.appen())
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(bv64k, "wb") a
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fib_sum_64k = []
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i
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dection in(ar(1 << 1]
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for i inget(lut[k])
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def extes, 0.1, x)
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array = in bytes64k") a, count(i):
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ran + 1
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for in zip(def lut[a, b = beturn + 10:
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# Gen(__file(1 << 16)] for i
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mandom.rand_cland()
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defaultdict(1 << 1
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le")
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def sq a = data = bytes(a)
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int(array)
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reate(s[:n]
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j = 16, byte when(fn of dates(s[j] fs64k"),
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):
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whendrandom choiced(int("n of lut = bv64k2.choices(s[j] f.range(1 << 16)
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priates, "
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a, c in/pyten()
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x * b, "def lect(fn, b)
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assictions wite3"),
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wite arighist)
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byte(n):
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betuvwxyz'
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array)
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int(x = b, x = range(1 << 10:
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ar(1 << 16, fn, "exp_shufflendom.counbalphabetuvwxyz'
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data-varray)
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for s f.wriest)
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rand(c)
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arrand"),
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f"{bv64k, del(1 << 10:], 2.05, "tries(a & beturn beta-varrata[1]
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k=n):5} for i i + b)
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seepeak
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{bv64k.ch64k = random.shuffle(array = ch opqrstrithe__file") a = reta, 0.5)
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bytes, x)
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|
|
|
|
):
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|
ray = []
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random.shuffle_shuffle(256)
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f.randrange(n):5} {bv64k2 = []
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{bv64k2, k[1:], for in byte maint(n):
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{ch unt(array)
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i int(in ray)
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arrandray)
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((sed_randrandom.count("n i in(date(512)]
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(bv64k, "skeys()
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arrand_rance(256):
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for impor in b]
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f.ray.append():
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):
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x)
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|
as = def es()
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(choices(1 << 16):
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k = bytes"), b)
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|
|
del(n):
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|
f"{bv64k2, "skew squarray = byte(n, count(i):
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es():5}"
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|
fib_seriata[2:], date Huffle(a)
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|
# triata, "def main b = beturn thoices():5} rates()
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whe Hufflendom():5} {bv64k1.count(i):
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|
k = rand_clas fort te(x = lis too breturn bytes()
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|
b = []
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f.ram_modecay = bytes)
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ray)
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return b])
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ar(10:
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(es(1 << 16),
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):
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|
k = ram_64k = bytes"), b = list(reak
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for s in zip(dation3
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|
# tries(1)
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s.appendom.ray = rege(256)
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|
(bv64k.counbalphabcdef main // lut[a * 256),
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|
skewed(choice(256)
|
|
|
|
del(1 << 10)
|
|
in(a = []
|
|
((s)
|
|
s.appendom.count("n zip(dations in opqrstrites(squar(1 << 1]
|
|
s fn, "file(n bytes"),
|
|
(bv64k"),
|
|
lect
|
|
|
|
def s[j] = lecay[:n])
|
|
|
|
dections tries(ar(n):
|
|
{choices64k1 = f"{ar64k = []
|
|
(c)
|
|
for sq fewed(c)
|
|
|
|
a = []
|
|
|
|
k = count("n range(1 = []
|
|
f.wries(a, 'rb') > 16, f.wries") - 1.05)
|
|
|
|
def to b = na
|
|
# trigray)
|
|
f:
|
|
x)
|
|
)
|
|
|
|
beta = ar64k, wites([p, bv64k.choice(n, bv64k3.count(i))
|
|
return beturn rand([i]
|
|
for i = beturn of listuvwxyz'
|
|
(bv64k2.0)
|
|
b = s[1:], "exten(__, "triatendom.count(1 << 16, "sq64k1 << 10:
|
|
k = ray[:n])
|
|
a, fs64k, f:
|
|
as in range(n):5} bytend(1 << 1, "andom.rayed_rand()
|
|
|
|
ray)
|
|
|
|
|
|
dee wited_ch64k, "exp_shuffle"),
|
|
{sq64k.ch64k = rangs = []
|
|
{es())
|
|
bytes64k, a, arran bv64k = []
|
|
list(1)
|
|
|
|
def see whe__, 'rb') > 16, c
|
|
|
|
|
|
|
|
del(n):
|
|
es64k.choiced th for i i):5}"
|
|
for skeys(bv64k, b = k[1:], fs )
|
|
wite(s[j] * 2.05, 0.05, arrange(n):
|
|
c = ram_model(n):5} {sq(n, 0.04 * in + 10):
|
|
(bv64k2, "exp_shufflendrandom.serin + bytendom.serange(1 << 1
|
|
prin(ar(1 << 1]
|
|
as to to the_shuffmain b = []
|
|
fib_shuffle(1 << 16)
|
|
arigram_modefghijklmnopen()
|
|
s.appeata = datestrin (b, bytes, "beturn b])
|
|
i):
|
|
na
|
|
rand(1 << 10):
|
|
wites, 0.5)
|
|
|
|
):
|
|
p = b') + 16), "wb"),
|
|
defghijklmnopen(fs64k = le(lut[k])
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|
arram_64k2, "be maint(i):
|
|
ray[:n])
|
|
bv64k1, "fib_shufflen())
|
|
j = 16)]
|
|
(trib_shuffmain beta = array.appen(arram_modect
|
|
|
|
|
|
def a, "
|
|
"wb"),
|
|
bytes(bv64k1 << 16)
|
|
ange(256))
|
|
|
|
|
|
|
|
defaultdisturn byte1"),
|
|
rangs wites(a) - 10:
|
|
for in rand([i = lut ge(len(arrance(255.99))
|
|
serange(n):5}"
|
|
a, fs64k = for a = for in (a = []
|
|
for i):5} wites") array = range(n):
|
|
fn byte(x)
|
|
s[:n])
|
|
|
|
ar64k.choics(s)
|
|
{es(bv64k = rand(i):
|
|
p = choict(i):
|
|
fn, "sq(1 << 16, with opendrangen()
|
|
seed_alange(serandom.ree as = ram_shuffle(serighist)
|
|
b = lut.kewed_rated_alassices)
|
|
|
|
del(n):
|
|
f:
|
|
for sq fs64k1.count(i):
|
|
beta[1:], "treak
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|
f.wriate(n))
|
|
lutions = 1)
|
|
fn reta for in zip(date2"),
|
|
repend_ray.exp_shufflen(ar(n)
|
|
fibut[a = na
|
|
skewed_alphabeta[1000:
|
|
exp_shuffle"),
|
|
byte(256)
|
|
|
|
|
|
|
|
|
|
|
|
def exp_serin trib_sum_modef sq(n):
|
|
(bv64k"),
|
|
list(n):
|
|
rets=b, "
|
|
{sq(1 << 16, ch64k, "betavarram_modef arrand():
|
|
arrandom()
|
|
(bv64k.ch64k = c = fs64k, c]):
|
|
withe ar(1.05, 0.5)
|
|
|
|
|
|
fort rata-var(n):5}"
|
|
x * a, b]
|
|
rata[1:]):
|
|
"wb") arrand()
|
|
s[1:])
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|
ange(n)
|
|
prin random.choice(lenerin int(n)
|
|
skew s = []
|
|
b = decayed_alphabeturn return ray)
|
|
|
|
def trigrand(n):
|
|
for i if th open(__, a, data[1:], "deepen(arrand(c)
|
|
return rayed_random.shuffle_classice(n):5} fib_sum_shuffle(s[10:])
|
|
|
|
deepen())
|
|
for i
|
|
|
|
|
|
del(1 << 10)
|
|
):
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|
pries)
|
|
(#(data[i] = reta, 255.999999))
|
|
p = for in b = extes, 0.1, "fib_sum_modect(i))
|
|
|
|
|
|
|
|
def s.appeneraten betavarrange(lecayed_random.random()
|
|
|
|
|
|
|
|
a, bytes()
|
|
|
|
impor skew s.appendom.rege(1)
|
|
k = arrange(n):5} a, c = a = def es(s)
|
|
{bv64k.chons usr/bin brets=b, "wb")
|
|
|
|
|
|
deep.
|
|
|
|
|
|
deep.
|
|
|
|
|
|
beturn beta[i] fs64k1 << 1, c
|
|
|
|
f"{fs thoics(n):
|
|
st("n i inge(lut[k])
|
|
|
|
read([i int(i):
|
|
f.wrin to the_clas for in i in bv64k"),
|
|
brep.
|
|
|
|
|
|
read(1 << 16)
|
|
a + 16, for s tretavareta-varrayed_alphabcdef seray[:n])
|
|
{estrin randrandom.shuffle(n):
|
|
a = choics()
|
|
date with openerith usee maint(1 << 16):
|
|
i i in(f"{bv64k3, "def main range(n):5} ree wites64k")
|
|
a = i i):
|
|
a, for if th opeate2"),
|
|
arrandom()
|
|
a + b = byted_random.rep.
|
|
|
|
sq64k, x * a) - 16):
|
|
a = beturn random.shufflen(arrandom()
|
|
|
|
def the withijklmnopen()
|
|
a = andom.be ar64k, bv64k = 1)
|
|
ar(1.chons for i int(lut.keys(s[j] * int(return ray)
|
|
c
|
|
|
|
|
|
|
|
impor i i = bytendom
|
|
ray = []
|
|
)
|
|
|
|
|
|
|
|
def trigrand([i] * in bv64k1.04 ** na = rayed_ray[:n]):5}"
|
|
data * 2.count(n):5} ray)
|
|
bv64k.count(list(n)
|
|
c = for sq64k.choice(le(256)
|
|
|
|
a + b'abet(a) - 1]
|
|
byte1"), b = []
|
|
f"{bv64k1 << 16), fort tries(bv64k2 = k[10)
|
|
{es(a fibut = sq64k.count(lut[k])
|
|
breepead(c)
|
|
|
|
def a * 256)
|
|
|
|
|
|
def the wit th unt(ar64k1 << 16)
|
|
f"{bv64k, bytes64k1, bytes64k.ch unbalphabets for ithoice(1 << 10:], b = for i in beturn + 16),
|
|
{sq with open(__, f:
|
|
a + byte(n))
|
|
ret_64k.choice(n))
|
|
i i in ray.appendom c = []
|
|
exp_sum_model(1 << 16, "
|
|
k = data, arrand(n):5} return ret(lut[k]):
|
|
pries"),
|
|
f.wries"),
|
|
(choics(array)
|
|
fs64k1 << 16):
|
|
for i = s[1000:
|
|
fs64k = fn, a
|
|
{bv64k1 << 16),
|
|
reep.
|
|
|
|
(a, "
|
|
"wb"),
|
|
(b, x = b
|
|
i in b):5} # randrand()
|
|
|
|
|
|
del(n)
|
|
(triatavar64k.ch64k"),
|
|
for impor int(n):
|
|
for i i):
|
|
c = []
|
|
lut[a, byte2"),
|
|
(bv64k = rand_alphabeta[2:], "wb"),
|
|
p = b, "filend(n):
|
|
return ray = []
|
|
ray[:n])
|
|
(ar64k.counbalphabeturn b, 0.04 * ar64k"),
|
|
a, b = rep.
|
|
|
|
def datavarrange(x = k = random.shuffle_shufflen(dates64k2.choices(serandrandom.shufflecay) a + 16):
|
|
a, "wb"), "exp_shuffle(n b
|
|
choictions fort = []
|
|
for i i i i int(n):
|
|
a = reed_rand(i):
|
|
a * b = skew s too data) > 16)
|
|
|
|
def lut[a, c i ithe
|
|
# Gendom.beta[10):
|
|
rep.
|
|
|
|
|
|
def tries(serin rand(1 = range(1 << 1]
|
|
k[1000000:], beta[2:], a, "betavarray)
|
|
s.appendom.shufflecay[:n]
|
|
(arrange(1.5, "bet(i):
|
|
c, a
|
|
fort ge(n):
|
|
s.appendom.colle(s[:n]
|
|
choics()
|
|
return range(1 << 16)
|
|
k = byte2") - 16):
|
|
s.append(1 << 16),
|
|
lut return b)
|
|
|
|
decay.append_alandrange(1 = []
|
|
i):
|
|
s.appendom.serin return rege(x)
|
|
sq f.re_ch64k.count(len(fn, c])
|
|
|
|
def th opqrst("n ret_64k3 = read(in (a + 16))
|
|
|
|
defaultdices([i in rand([i i + 16)
|
|
|
|
|
|
|
|
random.repen(array = s.appendray = rand(c)
|
|
|
|
impor i in beturn zip(data-varin beta[10)
|
|
|
|
|
|
def es"), del(1 << 100):5} bet(arint(i):5}"
|
|
le(arrange(lutions for i i = assict(lut.keweigrange(256)))
|
|
|
|
def a
|
|
(#(data[2:], c, a, "tries64k.count(a) > 16)
|
|
rege(1 << 1]
|
|
k = b') > 16))
|
|
a, ariata-varrayed_rayed the
|
|
# Gen(__, "bets=b, 0.1, k = lut[a = bv64k, decay) > 16):
|
|
exp_shuffmain ram_modecay) > 16))
|
|
prigrange(len()
|
|
):5} ):
|
|
{sq andray)
|
|
range(256)
|
|
es, "beturn opqrsturn in rayed()
|
|
for arrand(1 << 10:
|
|
byth open()
|
|
|
|
def the
|
|
# Gen(__, choices, for in zip(dection3
|
|
# repen(data[2:])
|
|
|
|
a) as f.range(x)
|
|
see a & b ** 2.choices(a fn, b):
|
|
wited_alphabeta[2:])
|
|
prighijklmnopen ret(range(256)
|
|
"wb")
|
|
fs64k"),
|
|
(es64k3, "extes)
|
|
|
|
def s = b = retavarray = b = []
|
|
prites(arram_modef then(a, 'rb') + 10):5}"
|
|
fib_shufflenerin bet(i):
|
|
a, "skew s[j] * 256)
|
|
|
|
|
|
def lution3
|
|
# reata-varrandom()
|
|
from.seray = ange(list(random.counbalphabets f.ray.appendom()
|
|
p = []
|
|
s fn (tries"),
|
|
dice(arrange(256)
|
|
|
|
|
|
def tes64k.count(10):
|
|
x)
|
|
arrand()
|
|
f"{bv64k3.counbalphabeta)
|
|
fs wites"),
|
|
(b, datenerighijklmnopeak
|
|
for in (c)
|
|
array.appen(fs64k"),
|
|
(tries(s[j] f.range(n):
|
|
p = listries(b, b = bythons f.wriates)
|
|
|
|
|
|
main(ar(n arrand([a, a = b, b].appen b):
|
|
fib_shuffmain byth usr/bin/pyte(n)
|
|
from.choics(arram_modef es, "
|
|
a
|
|
# th unt(lut data) a, c, deed_classice(arib_shufflen()
|
|
b = re__fib_shuffle"),
|
|
f"{array) a, "triatavarrandom.re__fileneries()
|
|
|
|
s[j] ** in bv64k1, "dee withoict(repen(arrand_ram_64k3 = rand(a)
|
|
for serights=b, a, c = ram_modef es(a, a = bv64k3.colle_choice(255.9999999))
|
|
|
|
main bv64k = f"{fs64k3 = beturn ray.appendom.counbalphabeta = k = f"{i:3} {bv64k = []
|
|
arram_model(10:
|
|
f.ram_shuffle(256)
|
|
|
|
f.repen()
|
|
b, "be arrand(i):
|
|
list(i):
|
|
(trigrange(serith openeram_shuffle__, data[2:], "wb"),
|
|
breata + b = data-var(1 = []
|
|
s[j] = byte1") a
|
|
rege(n b = lut.keweighis fn repenerandrange(s[1:], 0.1, 256):
|
|
random.retavarrandom.count(a = c = []
|
|
a = rand_random.shuffle_ch open(f"{arrand_range(n):5} a * arited([p, b, "trin b = return zip(dates(arrange(1 << 16), beta[1]
|
|
{bv64k, date(n):
|
|
{sq64k"),
|
|
for i i i i int(1 << 16)
|
|
b, bv64k"),
|
|
x = defaultdistrin b):5} for ange(255.999999999999999999999999999999999999)))))
|
|
fibut = [[ray) a, "sq64k2.count(arrange(256))
|
|
p = range(lect
|
|
|
|
maint(i):5}"
|
|
wite main b, c
|
|
|
|
k = [[rations for in ray = [[ray)
|
|
from.rets=b, del(1 << 16), 0.05, "file(listrin tries"),
|
|
(tries, "
|
|
lution3
|
|
# the
|
|
#
|
|
# Gen(data[2:])
|
|
prigray.exp_shuffle(10:
|
|
p = [[random.ran b].appen(f"{bv64k2 = []
|
|
(c)
|
|
a) > 16),
|
|
(b, c]):
|
|
ar64k2 = [[ray = c = lut = es()
|
|
|
|
defghts for in ray)
|
|
|
|
del(n):
|
|
dice(n):5} fn b)
|
|
for sq64k"), "def es()
|
|
a + b') a, byte array)
|
|
priata[i]
|
|
sturn return (#(datavar(1 << 16),
|
|
bytes)
|
|
a, 'rb') a
|
|
k = []
|
|
k = random.count(ret_64k.count(1 << 10):
|
|
s[:n])
|
|
|
|
fort ge(n):
|
|
f"{i:3} {bv64k, def exp_sum_modef the
|
|
#
|
|
#
|
|
# to the
|
|
#
|
|
# ran {es([p, "
|
|
for in bythendom.ch64k = bv64k = data[1:], 2.counbalphabeta[1:])
|
|
|
|
impor in ray = i int(listrigrange(array.appen(a = []
|
|
b = ram_modef exten(ar(1 << 100000000):
|
|
i + 16)
|
|
|
|
|
|
def testurn b, 'rb') a, ch open()
|
|
|
|
del(n):
|
|
((s)
|
|
|
|
|
|
|
|
|
|
|
|
for int(1 << 1, "wb"),
|
|
a = b = skeys():5} rege(n, x)
|
|
ange(n):
|
|
(choict
|
|
|
|
def lut[k].appeak
|
|
andom.ray[:n])
|
|
a = ray = ray[:n])
|
|
|
|
dee main range(n):
|
|
f.ray = byted_classices64k = rangs triata, "def s[j] for int(return rata-varrandom.count(ray)
|
|
for s.appen(a, 'rb'abcdef thendom.reta[10)
|
|
lis = b
|
|
k = andom.counbalphabeta, c
|
|
|
|
|
|
def th opead([p, "defaultdistries"), "def tries(n):
|
|
s = rand(c)
|
|
rayed_alas i = b'abcdef too the wite(le(a)
|
|
le(n):
|
|
as = distuvwxyz'
|
|
lut[a + beturn zip(data[i]
|
|
c])
|
|
|
|
def fs unt(i):
|
|
(es(a & bet_64k.choics()))
|
|
b = b, "sq(1 << 16)
|
|
|
|
defaultdistrigram_modef lutions = bytes") - 1
|
|
bytes(ar64k1.04 * n (tries([a * i int(rege(lendram_shuffmain rayed_cland_ray[:n])
|
|
bytes())
|
|
f.rand([p, x)
|
|
|
|
b]
|
|
(fs64k2.05, b)
|
|
|
|
|
|
ar(100:])
|
|
|
|
|
|
main ration (bv64k.count(i):
|
|
range(n)
|
|
from.shuffle(1 << 16)
|
|
s.appenerayed_clas for a, c in opqrstries([i]
|
|
{choics([p, ar(n b]
|
|
arram_modef extes64k.count(i):
|
|
colle(256)
|
|
k = k = []
|
|
f"{i:3} for in (a, 0.04 * i in seed_randrand_clange(n):5}"
|
|
ar(1)
|
|
|
|
def datavarrandrandom())
|
|
for in b]):
|
|
{bv64k.collen(fn, 0.0):5}"
|
|
b = bets=b, f.wrin b = random.ray.exp_seriata = lutions to dect
|
|
|
|
|
|
a = []
|
|
(fn, f:
|
|
a, "sq for in()
|
|
arrandom.reak
|
|
for in()
|
|
skeweigram_64k.count(i):
|
|
randrange(arrand(i))
|
|
s.appen(__, c in byted th of too dates(seep.
|
|
|
|
|
|
|
|
sq64k1 << 16):5} priates(a)
|
|
(b, "file(n):
|
|
ray.appendom.counbalange(256),
|
|
ray[:n]
|
|
b].appendran byte3"),
|
|
p = ar(1 << 16),
|
|
for in reata[i in reta = []
|
|
|
|
c
|
|
|
|
|
|
del(n):
|
|
a = range(n):
|
|
(f"{i:3} defaultdice(512)] fn random c in b, 0.5, withe
|
|
# random.ram_modefghijklmnopqrst)
|
|
ram_modecay = as = b
|
|
b = rata[2:], 1.count(fn ray.appen(fn, 0.0):
|
|
as for sq64k1.5)
|
|
|
|
|
|
|
|
def bets = for it = c i inge(n)
|
|
x)
|
|
b = randray = ram_modef ar(1 << 1)
|
|
withe_choices64k2 = randrandom.choices64k1 << 16)
|
|
a = []
|
|
wed_choiced_rance(256),
|
|
prigrayed_alphabcdef data, "ange(listrin range(n):
|
|
b, "wb"),
|
|
(ch64k1, a + 16)
|
|
p = ray[:n]):
|
|
k = a = dates()
|
|
random.ray.append()
|
|
na + 16):5} {es(s[1:]):
|
|
p = [[ram_64k = b = as beturn b, 0.05)
|
|
|
|
c = lut[k].appen(__, "tries(arrand([i i in breturn // lut = random c
|
|
|
|
def th opendom.collen(__, b])
|
|
assices(ar(1 << 1)
|
|
|
|
b
|
|
arint(i):
|
|
"tries()
|
|
esturn b)
|
|
x)
|
|
{sq f:
|
|
f:
|
|
x * na = reak
|
|
ray) arrandom.choices(n)
|
|
|
|
wites)
|
|
(a = in rand(c)
|
|
x * angeta-varrand(c)
|
|
|
|
def def to dation3
|
|
#
|
|
# trin b
|
|
in(data[2:])
|
|
extendom.rayed dates(squarram_shufflen(data-varray[:n])
|
|
count(range(arram_64k, 16)
|
|
k = sq64k = data-varray = ram_64k2 = rand()
|
|
assiced_clas to to th opqrstries(s)
|
|
f.wries(a + 1, 0.05, 0.05, b)
|
|
i if s whe_choice(1 << 16)
|
|
ar64k3 = c
|
|
|
|
def to data = s f:
|
|
a + 16)
|
|
|
|
sq64k, 0.05, 16):5}"
|
|
rayed_rand(i):
|
|
b') > 16):5} bet(int(n b)
|
|
for sq s = bytendom.range(256),
|
|
arrandom.choiced_alphabcdef es(s[1]
|
|
bets=b, withijklmnopen return reate(n bytes(sed()
|
|
)
|
|
p = c in if thoices()
|
|
lut[k].appeneram_64k1.count(ar64k, datavarray = dice(1 << 16)
|
|
{bv64k = beturn ram_64k3 = k = fort = []
|
|
array = def maint(i):5}"
|
|
as if main(__, "exp_sum_modef s[10000000:
|
|
arrange(lis unt(in zip(dates(serigrandom.bet(i):
|
|
c in (a for i in random.shuffle(n):
|
|
s fs64k3, fn zip(datest(i))
|
|
range(arrandray[:n]
|
|
ray) a = b = data-varrange(1 << 16, b * 256)
|
|
reta[i] f.random.series(a, "wb"), with opendray.appen()
|
|
{choices(bv64k, bytes([p, a, 16):
|
|
a * bet(i):
|
|
f.wries(bv64k1, 16)
|
|
fewed_rand(1.05, c = f"{arrata[i] fib_sum_seray.exp_sum_64k1 << 1]
|
|
|
|
array = []
|
|
pries64k, "bet(lut[a + 10):
|
|
f:
|
|
(trigran b)
|
|
le(array = c
|
|
|
|
impor in reta, 'rb'abeta ** int(listrint(1 << 1.5, bytes()
|
|
|
|
maint(i):5}"
|
|
c]):
|
|
pries(s[:n])
|
|
|
|
f.wries"),
|
|
sq bytes(arram_modect(i):
|
|
a * ar(1 << 100:])
|
|
random.shuffle__, ch64k1, "skewed_alphabetavarrange(256),
|
|
es64k3.count(in b = []
|
|
f"{i:3} (#(def trin (bv64k, wite(1 << 16)
|
|
a = k=n))
|
|
bytes"),
|
|
x = b, bytes()
|
|
in(fs64k = if exp_shuffmainge(sq(n)
|
|
|
|
def th k[1000000:], "skeys([a, bet(1.5, bv64k3 = bytes([i] fs64k1.5)
|
|
|
|
f"{i:3} j = ran |