code
"from math import ceil, sqrt

def f(y):
    return sqrt(47 * ceil(64 * y - 27 * y ** 2 - y ** 3) ** 2 / (56 * y ** 3 - 64) ** 4) + sqrt(((y ** 3 - y - 59) ** 7 + y ** 3 + y ** 2 / 48) / ((y / 76 + y ** 3) ** 2 / 80 - 1))

def main(x):
    return f(x)"
"import math

def main(x):
    return math.sqrt(math.sin(16 * x ** 2 - x - 66 * x ** 3) ** 3) + math.sqrt(25 * (x + x ** 3 / 41 + 1) ** 6 / math.ceil(x) ** 4)"
"import math

def main(x):
    a = 14 * x * x - 3 * x ** 7
    b = (x ** 3 + 11 * x) ** 2 / 99
    c = math.cos(x * x - 36 * x * x * x - 0.01) ** 4
    d = a / (b - c)
    e = x ** 5 + math.log(x, 10) ** 7
    f = math.sqrt(d) - math.sqrt(e)
    return f"
"from math import sqrt, asin, log10

def main(x):
    up = (74 * x ** 3 + 1 + x ** 2) ** 2 + 83 * asin(10 * x ** 3 + x) ** 7
    down = log10(x ** 3 + 1 + 74 * x) ** 2 - 44 * x ** 3
    expr = sqrt(up / down)
    res = expr + 12 * (98 * x ** 3 + x ** 2) ** 3
    return res"
"import math

def main(z, x, y):
    ch1 = (90 - x * x - y) ** 2 / 84 - math.log(z)
    zn1 = 15 * y * y - 50 * (1 - 8 * x ** 3 - z * z) ** 4
    ch2 = 65 * (65 * x ** 3 + y * y + 60) + (z ** 3 - y ** 2) ** 3
    zn2 = 81 * (31 - 69 * z) ** 7 - 26 * (76 * x + y ** 2) ** 3
    return ch1 / zn1 + ch2 / zn2"
"def main(x, y):
    return x ** 2 + 92 * y - (x ** 6 - (89 * y + 54 * y ** 2 + 89 * x ** 3) ** 7)"
"import math

def main(z, x):
    op1 = math.sqrt(math.log(z) ** 3 + 75 * (z ** 3 - 1 - 64 * x) ** 7)
    div = z ** 2 - 16 * math.cos(1 + z ** 2 + 84 * x ** 3) ** 4
    op2 = ((z ** 3 / 75 + x ** 2) ** 4 + x ** 7) / div
    res = op1 + op2
    return res"
"import math

def main(z, y):
    x = (26 * (50 * z ** 3) ** 4 - 76 * math.sqrt(y) ** 5) / (y ** 4 + 60 * z ** 2)
    t = 50 * math.log(8 * y ** 3 + 1 + 78 * z, 2) ** 4
    k = math.log(z) ** 3
    return x + t + k"
"from cmath import sqrt
from math import floor
from math import exp

def main(z, x):
    return x ** 2 + floor(43 * x + 1 + z ** 2) ** 7 + ((76 * z ** 6 + 16 * exp(x) ** 5) / (z ** 7 / 74 + x ** 6)) ** (1 / 2)"
"import math

def main(z, x):
    return math.cos(x ** 3 + x ** 2 + z) ** 5 / 38 - ((40 * z ** 3 + x ** 2 + x) ** 5 + z ** 3)"
"import math

def main(x, y, z):
    a = abs(x - 1 - y ** 3) ** 6 / 43 + z / 55
    b = 68 * (y * y + 1) ** 7 + 32 * (71 * z + x * x + 27 * x ** 3) ** 5
    c = 44 * x * x - 77 * (66 * x * x - y * y * y - 59 * z)
    result = a / b - c
    return result"
"def main(x, y, z):
    first = 6 * (x ** 3 - y - z ** 2 / 90) ** 2
    second = (42 + (x ** 3 / 10 + 43 * z ** 2 + y) ** 4 / 78) ** 0.5
    return first + second"
"import math

def main(x):
    return 38 * math.tan(x) ** 3 / (24 * (x ** (1 / 2)) ** 6) - (x ** 3 + 69 * x ** 5) / (38 * x ** 6 + 24 * math.acos(x))"
"import math

def main(z, y, x):
    result1Up = (0.01 + 65 * x ** 2 + z / 40) ** 2 + 48 * y ** 7
    result11Down = 19 * math.atan(66 * y ** 2 + 61 * x ** 3 + 18 * z) ** 6
    result12Down = 81 * (11 * z) ** 4
    result1 = result1Up / (result11Down - result12Down)
    result2Up = 42 * (31 * x ** 3 + y ** 2) ** 7 - (49 + z) ** 6 / 4
    result2Down = (1 + y + z ** 3) ** 7 - (x ** 3 + x / 53 + 96 * y ** 2)
    result2 = result2Up / result2Down
    result = result1 + result2
    return result"
"import math

def main(x, z, y):
    a = (z - 45 * y ** 3) ** 7
    a -= 29 * math.floor(x * x - y ** 3 - 58 * y) ** 6
    b = 61 * x - 85 * math.asin(1 - z ** 3 - y ** 2) ** 5
    a = math.sqrt(a / b)
    c = x ** 3 + 4 * (93 * y * y - z)
    c /= 71 * x ** 5 + (y - 41 * x * x - z ** 3) ** 4
    c = math.sqrt(c)
    return a + c"
"from math import cos

def main(x):
    t = x ** 3 + x ** 3 / 74 - (cos(x - 58 * x * x) ** 3 - (1 + x + 47 * x * x) ** 7)
    return t"
"import math

def main(y):
    return (80 * abs(y) ** 4 - (60 * y ** 2) ** 7) / (1 - math.log(y, math.e)) + math.sqrt(68 * y ** 3 - (y / 91) ** 3 - y)"
"import math

def main(y, z, x):
    result = (7 * (69 * y - 52 * x ** 3 - 20 * x ** 2) ** 4 + math.log2(z ** 2) ** 5 / 39) / (47 * y ** 2 + (76 * z + x ** 3) ** 2) + 45 * math.cos(76 * x + 94 * z ** 3) ** 3 - 17 * math.sqrt(y) ** 7
    return result"
"import math

def main(x, z, y):
    a = 50 * math.sqrt(y * y - y ** 3 - 55 * x) ** 5 + 56 * math.sin(z - z * z - 16 * x ** 3) ** 4
    b = (49 * x * x + z + 54) ** 3 - y ** 5 / 50
    c = math.sqrt(math.tan(86 * z * z + x + y ** 3) + (9 * z * z + 1) ** 5)
    final = a / b - c
    return final"
"import math

def main(y, x, z):
    first = math.log(1 - x ** 2 / 92 - y ** 3 / 8) ** 2 - z ** 3
    second = 45 - 98 * math.floor(77 * z ** 2 + y ** 3 / 87 + 66 * x) ** 2
    third = math.sqrt(first / second)
    next_first = math.acos(x ** 3 + y) ** 5 / 19 - 99 * abs(z) ** 4
    next_second = (y ** 2 + 67 * z ** 3 + x) ** 6 + z ** 3
    next_third = next_first / next_second
    return third + next_third"
"import math

def main(z, x):
    part1 = 27 + z ** 2 - (1 + x ** 3) ** 7
    part2 = 81 * math.floor(1 + 13 * x ** 3 + z) ** 4
    part3 = (z ** 2 - 67 * x ** 3 - 1) ** 2
    part4 = 75 * (z + 95 * x ** 3 + x ** 2) ** 7
    return part1 / part2 - math.sqrt(part3 / part4)"
"from math import tan, asin

def main(z, x, y):
    return (70 * tan(4 * x ** 3 - 38 * y ** 2) ** 5 - (z ** 3 - 1) ** 4) / (33 * (92 * x - 48 * z ** 2) ** 2 - (1 - y ** 3 - 15 * y ** 2) ** 4) - (asin(9 * x - z ** 2 / 84 - 28 * z ** 3) ** 7 - (47 * y) ** 3) / (82 * (16 * y + x ** 2) ** 5 - (4 * y ** 3 + x + 99 * z ** 2) ** 6)"
"import math

def main(x: float) -> float:
    x2 = x ** 2
    x3 = x * x2
    return 26 * (x3 - 81 - x2) + 85 - ((math.log(74 - x3 - x2) / math.log(2)) ** 5 - math.log(46 * x2) ** 2)"
"from math import pow, sin, log2

def f(y, z):
    a = (40 * pow(y, 7) - pow(z, 6)) / (42 * pow(51 * z + pow(y, 3), 7))
    b_nom = pow(sin(y), 2) / 41 - 39 * pow(pow(z, 3) + 1, 7)
    b_denom = pow(y, 3) + 34 * log2(1 + z + pow(z, 2))
    return a + b_nom / b_denom

def main(y, z):
    return f(y, z)"
"def main(y):
    from math import log10
    from math import floor
    a = 13 * floor(y * y + 13 * y + 96 * y ** 3) ** 4 + 1
    c = 84 * (33 * y ** 3 - 6) ** 3
    b = log10(22 * y * y + y + y ** 3 / 95) ** 3
    return a / c + b"
"def main(y, z, x):
    return ((y ** 3 - z ** 2 - 89) ** 5 - (1 - 52 * x ** 2) ** 6) / (71 * (42 * z ** 3 + x + y ** 2) ** 3 + z ** 5) + (88 * abs(y - z ** 2 - x ** 3) ** 6) ** 0.5"
"import math

def main(z, y):
    x = abs(1 - z) ** 7
    n = 56 * math.sin(y ** 3 / 75 - 1) ** 6
    m = math.sqrt((z ** 3 / 72 + 5 * y ** 2 + 74 * z) ** 7 + (y + 88 * y ** 2 + 1) ** 5)
    return x + n - m"
"import math

def main(y):
    return y ** 4 - (85 * y ** 2 + 1) - (49 * (4 - y ** 3 - 63 * y) ** 6 + 85 * math.floor(34 * y ** 3) ** 4)"
"import math as m

def main(y, x):
    a = (x + y ** 3) ** 6 / (21 * x ** 2 - y ** 4)
    b = m.sqrt(82 * m.exp(x) ** 7 - m.sqrt(x - y ** 3) ** 6)
    return a + b"
"import math as Math

def main(z, y, x):
    upExpression = 1 + 40 * (z + 26 * y ** 3 + x ** 2 / 67) ** 3
    downExpression = Math.log(z) - 40 * (84 * x ** 2 + 70 * z ** 3 + 73 * y) ** 2
    tempres1 = upExpression / downExpression
    upExpression = 3 * y ** 6 - 24 * int(64 * z + 33 + x ** 2) ** 5
    downExpression = 43 * (23 * y ** 2 + 53 + 75 * x) ** 7 - 37 * z ** 2
    tempres2 = upExpression / downExpression
    return tempres1 + tempres2"
"def main(x):
    f = 41 * (10 * x * x * x + 6 * x * x) ** 2 + 78 * (58 * x * x * x + 1 + 5 * x) ** 6 + (5 * (x / 29 - 2 * x * x * x) ** 4 - x ** 5) ** (1 / 2)
    return f"
"import math

def main(z):
    f = ((math.cos(z) ** 4 + math.atan(z) ** 7) / (math.cos(39 * z ** 3) ** 6 - 82 * (0.08 + z / 99) ** 2)) ** (1 / 2) + (45 * z ** 2 + 55 * z) / (90 * z ** 4 + z ** 7)
    return f"
"import math as m

def main(x, z, y):
    a = 64 * z ** 2
    b = (73 + x + 93 * y ** 2) ** 7
    c = m.sqrt(((57 * z + 55 * x ** 3) ** 4 - m.acos(y) ** 7 / 57) / (78 * (17 * y ** 3 + x + z ** 2) + m.ceil(91 * z * z - 1) ** 5))
    return a - b - c"
"def main(x, y, z):
    m = int(24 * x - x ** 2 - 47 * z ** 3)
    path_1 = (m / 45 + (46 - y ** 3) ** 2) ** 0.5
    path_2 = (92 * y + 36 * y ** 2 + z ** 3) ** 2 + 30 * x ** 18
    path_3 = (91 * y ** 2 - x ** 3 - 45 * z) ** 2
    return path_1 - path_2 / path_3"
"import math

def main(x):
    f = ((79 * x ** 4 - 17 * math.tan(x) ** 6) / (x ** 7 / 66)) ** 0.5
    f = f + (2 * x ** 4 / (89 * x ** 6)) ** 0.5
    return f"
"import math

def main(y: float, z: float, x: float) -> float:
    return math.pow(math.ceil(15 * y - math.pow(x, 3) - 1), 3) + 66 * math.pow(math.floor(math.pow(z, 2) - math.pow(z, 3)), 5) + math.pow(z, 5) - math.pow(math.pow(y, 3) + x + math.pow(z, 2), 6)"
"import math

def main(y):
    f = (25 + (y ** 3 - 86 * y ** 2 - 64) ** 4) / (67 * y)
    f = f - ((27 * y ** 2) ** 6 + 20 * y ** 6) / (math.ceil(y + 0.09) ** 7 + 44)
    return f"
"def main(x):
    from math import trunc
    return (94 * x ** 2 + x / 41 + 81) ** 3 + 65 * x ** 7 + trunc(75 * x ** 2) ** 7 / 7 / (19 * x ** 3 - 43) ** 7"
"import math

def main(y, z, x):
    t1 = 1 + x / 62 + z ** 2
    t2 = 24 + z + x ** 2
    t3 = 32 * y ** 2 + x + z ** 3
    c1 = 18 * math.sin(t1) ** 5 + math.sin(y) ** 3
    c2 = 6 * math.log(t2) ** 4 + math.sin(y) ** 2
    c3 = (math.asin(t3) ** 5) ** 0.5
    otvet = c1 / c2 - c3
    return otvet"
"import math

def main(y):
    a = 1 + 33 * y ** 2 + y / 93
    b = 47 * a
    c = math.log2(y) ** 4 + b
    d = math.sqrt((57 + (0.03 - y ** 3 / 43) ** 4 / 83) / (73 * y ** 6 - 14))
    e = c - d
    return e"
"def main(x):
    rez1 = 34 * (x ** 2 + x) ** 5
    rez2 = (x ** 2 - 79 * x ** 3 - x) ** 3
    rez3 = (13 * x - x ** 2 - 66) ** 4
    return rez1 - rez2 + rez3 + round(x)"
"from math import sin, cos, log, sqrt, floor

def main(x, z):
    res1 = sqrt((42 + z ** 2 + 63 * x) ** 3)
    res2 = sqrt(30 * (47 * z - 7) - floor(69 * z - 92 * x ** 3) ** 2)
    return res1 + res2"
"from math import *

def main(z, x, y):
    f1 = 43 * (x ** 2 / 64 + 1) ** 4
    f2 = 41 * (45 * z - y ** 2) ** 3
    f3 = (79 * x ** 3 - 1 - 74 * z ** 2) ** 2
    f4 = (y + 0.03) ** 5
    f = sqrt(f1 + f2) - (f3 / 3 + f4)
    return f"
"from math import acos, sqrt

def main(y):
    f = 27 * y ** 3 + acos(y) ** 5 / 29
    f2 = 68 * (96 * y ** 2 + 95 + 32 * y)
    f1 = sqrt(14 * abs(y) ** 2 - y ** 7)
    f3 = sqrt(55 * (12 * y ** 2 - y ** 3 - 1) ** 5)
    return f / f2 + f1 / f3"
"from math import sin, cos, log, sqrt

def main(x, z):
    res1 = (z ** 3 + 1 + 51 * x ** 2) / 99
    res2 = (z ** 2 - 61 * x - 59 * x ** 3) ** 2
    res3 = cos(93 + x ** 2 + z) ** 2
    return res1 / res2 + res3"
"from math import sin, exp, acos

def main(y, z, x):
    return (sin(y ** 3 + 98 * z) ** 7 / 57 - 79 * acos(0.04 - x ** 3 / 52) ** 6) / (38 * (z ** 3 / 36 - 1 - x ** 2) ** 6 - y ** 4) - (72 - y / 29 - 62 * z ** 2) ** 4 + 49 * exp(x) ** 2"
"from math import sin, cos, log, sqrt

def main(y):
    res1 = 37 * y ** 3 - 77 * cos(y) ** 2
    res2 = sqrt(81 * (y ** 2 + 49 + 16 * y) ** 4 + 58 * y ** 5)
    return res1 + res2"
"from math import sqrt

def main(z):
    res1 = (61 * z ** 3 + 26 * z ** 2 + 28 * z) ** 2
    res2 = sqrt(49 * z ** 4 - 3 * (z - 92 * z ** 3 - 0.02) ** 3)
    return res1 + res2"
"from math import sin, cos, log, sqrt, floor, ceil

def main(x, y, z):
    res1 = 63 * y ** 5
    res2 = 24 * ceil(65 * x ** 3 - y ** 2 - 32 * z) ** 6
    res3 = 35 * sin(x) ** 6
    res4 = (y ** 2 + z + 1) ** 2
    return res1 + res2 + res3 + res4"
"from math import sin, cos, log, sqrt, tan, asin

def main(z):
    res1 = log(z ** 3, 2) ** 5 - 25 * tan(z ** 3) ** 6
    res2 = cos(64 - z - z ** 3) ** 3 - 67 * asin(z) ** 4
    res3 = z ** 4 - 16 * (z ** 3 + z ** 2 / 76 + 1) ** 5
    return sqrt(res1 / res2) - res3"
"from math import *

def main(y, z):
    res1 = (z + 53 * y ** 3) ** 5 - z ** 7
    res2 = 11 * (y ** 3 + 1) - z ** 6
    res3 = 50 * (3 * y ** 2 + z + 23) ** 5
    res4 = 47 * round(y ** 7)
    return res1 + res2 / (res3 - res4)"
"from math import sin, sqrt, tan

def main(z):
    res1 = sqrt(tan(z) ** 6 + 30 * z)
    res2 = (1 + 59 * z + 33 * z ** 2) ** 3
    res3 = 70 * sin(z) ** 7 - (z ** 2 + 34 + 53 * z) ** 3 / 33
    return res1 - res2 / res3"
"from math import sqrt, ceil

def main(z, x):
    res1 = sqrt((73 * z ** 2 - z ** 3) ** 5 + 774 * x)
    res2 = sqrt((72 * ceil(z) ** 5 - (72 * x ** 2 + x / 82) ** 3) / (49 * z ** 4 + 7 * x ** 3))
    return res1 + res2"
"from math import acos, log

def main(x, y):
    res1 = 20 * (x ** 3 + x ** 2 + 65 * y) ** 2
    res2 = 56 * acos(y) ** 7 - log(x) ** 5
    res3 = (63 * x ** 3) ** 2 + y ** 6
    res4 = 25 * (y ** 3 + x + 6) ** 6 - 19 * y ** 2
    return res1 / res2 - res3 / res4"
"from math import sqrt, sin, acos

def main(x, z):
    res1 = sqrt(64 * abs(z) ** 2 - 14 * sin(x) ** 4)
    res2 = 1 + 88 * abs(84 * z ** 3 + 63 * x ** 2) ** 6
    res3 = 82 * z ** 6 + acos(1 - x ** 2)
    return res1 + res2 / res3"
"import math

def f(x, y):
    a1 = y ** 5 + (47 * x ** 2) ** 2
    a2 = 64 * (y // 1) ** 7 + math.log(75 * x - 44 * y ** 2) ** 3
    a3 = math.sqrt(73 * math.tan(x ** 3 / 66) ** 6 + y ** 2)
    return a1 / a2 + a3

def main(x, y):
    return f(x, y)"
"from math import cos, sqrt

def main(z, y, x):
    res1 = (32 * y + x ** 3) ** 7 / 44 - 32 * cos(z) ** 2
    res2 = 56 * sqrt(3 * z - 95 * x ** 3) ** 7 + (33 * y + z ** 2) ** 4
    res3 = 6 * (62 * z ** 2 + 98 * y ** 3 + 14 * x) ** 2
    return sqrt(res1 / res2) - res3"
"from math import log, cos

def main(z, y, x):
    res1 = 30 * y ** 4 + 87 * (z - x ** 3 / 5 - y ** 2) ** 5
    res2 = log(x ** 3 / 87 + z ** 2 + y, 2) ** 5 + 18 * cos(z ** 3) ** 4
    res3 = (z ** 3 + y ** 2 + z / 49) ** 5 / 53 - (0.01 + 25 * x ** 2) ** 2
    res4 = x ** 7 + 99 * (75 + 72 * y + z ** 2) ** 2
    return res1 / res2 + res3 / res4"
"from math import sqrt, acos, ceil

def main(y, x):
    res1 = sqrt(ceil(1 - x ** 3 - y) ** 7 / (87 * y ** 6 - acos(x) ** 7))
    res2 = -65 * (28 * x - x ** 3 - y ** 2)
    return res1 + res2"
"from math import sqrt, tan, atan

def main(x):
    res1 = 98 * (86 * x ** 2 - 60 * x ** 3 - 1) ** 3
    res2 = tan(x) ** 4 - atan(x) ** 2
    return sqrt(res1 / res2) + 85 * x ** 4"
"def main(z, x):
    return 1 - (z / 27 + 58 * x ** 2) ** 6 + (81 * z - x ** 3) ** 2 / 57 + 7 * (97 * z) ** 7"
"import math

def main(x):
    z = pow(math.atan(pow(x, 2)), 6) / pow(x, 2) + (pow(pow(x, 2) + x + 71 * pow(x, 3), 4) + pow(pow(x, 3) + 1, 2) / 82) / (10 * pow(math.sqrt(x), 5) + 1)
    return z.real"
"from math import *

def main(y):
    x = sqrt((76 + 56 * y) / (pow(y, 6) + pow(y, 21))) - sqrt((40 * pow(sqrt(86 * pow(y, 3) - 17 - pow(y, 2)), 7) + 97 * pow(y, 3)) / (68 * y + 8 * pow(y, 3)))
    return x.real"
"from math import *

def main(y, z):
    return sqrt(89 * (49 * y ** 2 - 36) + 71 * tan(z) ** 5) + y ** 8 - (51 + z ** 2) ** 7"
"from math import sin

def main(y):
    res1 = 38 * sin(39 * y - y ** 2 / 43) ** 3
    res2 = (76 + y ** 4) / (79 * (1 - 8 * y ** 3 - y ** 2 / 70) ** 4 - 95)
    return res1 - res2"
"import math

def main(z):
    z0 = 0
    z1 = 0
    z0 = pow(z, 5) - pow(z * z - z, 6)
    z1 = pow(z, 3) / 28 - 92 * z * z - 81 * z
    z1 = math.sin(z1)
    z1 = pow(z, 4) + pow(z1, 5)
    z = z0 / z1 + pow(z, 3)
    return z"
"def main(x):
    return (51 - x ** 3 - 9 * x ** 2) ** 7 / (x ** 7 - (1 - 26 * x) ** 2) - ((80 * x) ** 4 + 1)"
"from math import *

def main(x, z):
    a = 60 * tan(49 * x - 89 * pow(z, 3))
    b = 51 * pow(z + 1 + pow(x, 2) / 11, 6)
    c = 40 * pow(cos(z), 4) - 25 * pow(x, 15)
    d = 34 * pow(z, 4) + pow(0.01 - pow(z, 3) - 42 * pow(x, 2), 5)
    result = a - b - c / d
    return result"
"import math

def main(y, x):
    f = 87 * pow(y, 14) + 60 * pow(15 * pow(x, 3), 2) - (abs(y / 5 - pow(x, 2) - pow(x, 3)) - 61 * pow(math.sin(35 * x), 3)) / (85 * pow(pow(x, 3) - pow(y, 2) - 13, 5) + pow(abs(5 * pow(y, 2) + pow(x, 3)), 7))
    return f"
"def f(x, y):
    a = y ** 6 - (45 * x) ** 2
    b = (70 * y ** 3) ** 4 - abs(28 * x ** 2) ** 3
    c = (x - 18) ** 6 - y ** 3
    return a - b / c

def main(x, y):
    return f(x, y)"
"from math import sqrt, ceil, floor, acos

def main(z, y):
    return (19 * ceil(y) ** 2 + floor(y ** 3 + z ** 2 + 72) ** 7) / ((y ** 2 + z ** 3 + 3) / 74) - (sqrt(72 * acos(y ** 3 - 1 - z) ** 4) + 68 * sqrt(y ** 3) ** 6)"
"from math import sqrt, log10, floor, ceil

def main(y, x, z):
    res1 = sqrt((z ** 3 + z ** 2 + 10 * y) / 37 + 2 * (x ** 2 / 70 + y + 23) ** 5)
    res2 = ((x + 95 * z ** 2 + 1) ** 5 + log10(y) ** 3) / (68 * (y ** 2 + x ** 3) - z ** 7)
    return res1 - res2"
"import math

def main(y):
    res1 = (49 * y ** 5 - 17 * (1 - 85 * y - 88 * y * y) ** 4) / y ** 7
    res2 = 77 * y ** 6 - math.log10(y)
    return res1 - res2"
"import math

def main(x, y, z):
    t1 = 60 * math.atan(99 * x) ** 6
    t2 = 3 * (z ** 3 + y ** 2) ** 2
    t3 = 43 * math.tan(x) ** 7 - 98 * (z / 28 - y ** 3 - 38)
    return t1 - t2 - t3"
"import math

def main(z):
    lg = math.log10(z)
    div = 40 * z * z - z
    return (lg ** 4 + 24 * z ** 3) / div ** 4 - (z - 1 - z * z) ** 3 - 1"
"def main(y, z, x):
    res = x ** 2 / 46 - 99 * (y ** 3 / 44 - 54 * z ** 2) ** 4 - (37 * (x ** 3 + 70) - (74 * y ** 2 - 0.01 - z) ** 3)
    return res"
"import math

def main(z, x):
    f1 = (x ** 5 - 34 * math.asin(4 * z ** 2 - z ** 3)) / (28 * math.acos(x) ** 2 - z ** 4)
    f2 = (math.exp(x + z ** 2) ** 3 - x ** 2) / (78 * (z ** 2 + z) ** 2 - (30 * z + x ** 2 / 96 + 1) ** 7)
    return f1 - f2"
"import math

def main(x):
    x = math.sqrt(((1 - x ** 2 / 21 - x ** 3) ** 7 + (68 * x ** 2 - 1) ** 2) / (49 * math.asin(x) ** 4)) - 5 * abs(62 * x) ** 5 / (50 * x ** 5)
    return x"
"import math

def main(x):
    x1 = 86 * x ** 2 + 15 + 64 * x ** 3 + 55 * x ** 6
    x2 = math.floor(x) ** 3 + 6 * math.log10(x ** 3 + x ** 2 + 1)
    x3 = x ** 2 - 77 * x ** 3 - x ** 7 / 74
    x4 = x ** 3 / 22 - 79 * math.floor(1 + x ** 2 + x) ** 7
    f = x1 / x2 + math.sqrt(x3 / x4)
    return f"
"def main(z, x, y):
    first = (z - y ** 2 / 17) ** 7 + 6 * x ** 9
    second = 63 * (45 * x ** 2 - z - z ** 3) + y ** 6
    third = 85 * (z ** 3 - y ** 2) ** 6 + x ** 3
    return first - second / third"
"import math

def main(z, x):
    tmp1 = math.sqrt((z ** 2 + x) ** 2)
    tmp2 = 92 * (x - 81 * z ** 2) ** 2 - 8 * x ** 6
    tmp2 /= 66 * (20 - x ** 3) - 58 * (x ** 2 - z ** 3 - 1) ** 3
    return tmp1 + tmp2"
"from math import atan, cos

def main(z):
    res1 = 8 * (z ** 3 + z) ** 3
    res2 = atan(z ** 3 / 9 - 88 * z) ** 2
    res3 = z ** 3 - z ** 2 - 39 * cos(z ** 2 - 50 * z ** 3 - 1) ** 5
    return res1 + res2 - res3"
"from math import log10

def main(y, x):
    res1 = (y ** 2 - 10 * x - x ** 3 / 49) ** 6
    res2 = log10(45 * y) ** 4
    res3 = (res2 + x ** 2) ** (1 / 2)
    res_total = res1 - res3
    return res_total"
"def main(x):
    res1 = 19 * abs(x ** 2)
    res2 = (14 * x ** 6 + 1) / (10 * (x ** 2 - 1) ** 3 - (x ** 3 + x) ** 7)
    return res1 + 68 - res2"
"import math

def f(z):
    a1 = (73 * z ** 2 // 1 + 1) ** 7 - 74
    a2 = 16 * z ** 3 // 1 + 1 + z ** 18
    a3 = 81 * (30 * z ** 2 - 20 * z) ** 7 + 65 * math.cos(z) ** 6
    return math.sqrt(abs(a1)) + math.sqrt(abs(a2 / a3))

def main(z):
    return f(z)"
"from math import log2, sqrt

def main(y, z):
    res1 = sqrt(sqrt(y) ** 4 + log2(y ** 2 - z))
    res2 = sqrt(log2(y ** 3 - 53 * z) ** 2 / 21)
    return res1 + res2"
"from math import atan, sin, log10, log2, floor

def cal(x, y):
    res1 = 97 * sin(29 * x - 83 - 89 * y * y) ** 3 - (y // 1) ** 2
    res2 = res1 / (9 * x ** 5 + 37 * log2(y) ** 4)
    res3 = res2 + 33 - x ** 3 - log10(y) ** 3
    return res3

def main(x, y):
    return cal(x, y)"
"from math import tan

def main(z, y, x):
    rez1 = 40 * (z ** 3 + 93 * x + 1) ** 3
    rez2 = 57 * y ** 6 - z ** 2
    rez3 = 38 * tan(y + 11 * x ** 2) ** 6
    return rez1 + rez2 + rez3"
"from math import tan

def main(z, y, x):
    rez1 = 40 * (z ** 3 + 93 * x + 1) ** 3
    rez2 = 57 * y ** 6 - z ** 2
    rez3 = 38 * tan(y + 11 * x ** 2) ** 6
    return rez1 + rez2 + rez3"
"from math import tan

def main(z, y, x):
    rez1 = 40 * (z ** 3 + 93 * x + 1) ** 3
    rez2 = 57 * y ** 6 - z ** 2
    rez3 = 38 * tan(y + 11 * x ** 2) ** 6
    return rez1 + rez2 + rez3"
"import math

def main(y, z, x):
    chisl_1 = (95 * z ** 3 - 62 * z - 1) ** 6 - 74 * (y ** 2 - x)
    znam_1_1 = 76 * math.floor(y) ** 5
    znam_1_2 = 10 * math.floor(y ** 3 - 39 * z ** 2 - 12 * x)
    znam_1 = znam_1_1 + znam_1_2
    chisl_2 = math.floor(z) + (y ** 2 - x - z ** 3) ** 6
    znam_2 = 35 * y ** 3 - math.exp(67 * x ** 3 + 16 * z) ** 5
    num_1 = chisl_1 / znam_1
    num_2 = chisl_2 / znam_2
    return math.sqrt(num_1) - num_2"
"from math import ceil

def main(y, x, z):
    res1 = 21 * ceil(z ** 2 / 58 - x - y ** 3) ** 4
    res2 = ceil(x) ** 2
    res3 = ((z ** 3 - 72 - 96 * x) ** 4 / 68 - 47 * (y - z ** 3) ** 6) / (y ** 4 - (x - 78 * y ** 3 - 45 * z ** 2) ** 6 / 5)
    return res1 - res2 - res3"
"from math import ceil

def main(y, x, z):
    res1 = 21 * ceil(z ** 2 / 58 - x - y ** 3) ** 4
    res2 = ceil(x) ** 2
    res3 = ((z ** 3 - 72 - 96 * x) ** 4 / 68 - 47 * (y - z ** 3) ** 6) / (y ** 4 - (x - 78 * y ** 3 - 45 * z ** 2) ** 6 / 5)
    return res1 - res2 - res3"
"from math import cos, sqrt

def main(z):
    res1 = z - 79 * z ** 2
    res2 = cos(z ** 3 / 47) ** 5 / 73
    res3 = (z + 82 * z ** 2 + z ** 3) ** 6
    return res1 + sqrt(res3 / res2)"
"from math import exp, sqrt

def main(z, y, x):
    res1 = 61 * exp(z ** 2 / 92 + y + 1) ** 2
    res2 = 21 * (91 * x ** 2) ** 7
    res3 = sqrt(25 * x ** 3 + (y ** 3 + 1 + z ** 2) ** 2 / 72)
    return res1 + res2 + res3"
"from math import sqrt

def main(y, z):
    res1 = sqrt((77 * z ** 3) ** 2 + abs(z / 37 - 0.04 - 91 * y ** 2))
    res2 = (y - (68 * z - 44 * z ** 2 - y ** 3) ** 7) / (1 - (1 + 3 * y + 19 * z ** 3) ** 2)
    return res1 - res2"
"import math

def main(x: float, y: float) -> float:
    a = 89 * (y ** 2 + x + y ** 3) + (1 - 44 * y ** 2) ** 2
    b = (90 * x ** 3) ** 2 / 51 - (x ** 2 + y ** 3 + 1) ** 3
    c = 10 + math.tan(y ** 3 + x ** 2 + 80 * y)
    d = 20 * (y ** 2 - 27 * y - 60) ** 5 - x ** 2 / 48
    return math.sqrt(a / b) + c / d"
"from math import sqrt, log10, ceil, floor

def main(y, z):
    res1 = ((y ** 3 / 82 - z / 82) ** 7 - 91) / (95 * y ** 7 - 40 * floor(z))
    res2 = 2 * log10(z ** 2) - 79 * ceil(y + z ** 2 + 1) ** 7
    res3 = 62 * z ** 2 - (1 + y) ** 6
    return res1 + sqrt(res2 / res3)"
"from math import sin, sqrt

def main(x):
    res1 = 4 * x ** 9 / (2 * (4 * x ** 2) ** 2)
    res2 = sqrt((76 * sin(x) ** 6 + (20 * x ** 2 - x ** 3) / 87) / (36 * x ** 3))
    return res1 - res2"
"from math import sqrt, asin, log2

def main(x):
    res1 = sqrt(11 - 42 * x - 46 * x ** 2 - 1)
    res2 = sqrt(52 * asin(x ** 3) ** 6 + log2(x) ** 4)
    res3 = (65 * x ** 4 - 62 * x ** 7) / (62 * (15 * x) ** 2 - 1)
    return res1 / res2 + res3"
"from math import log10, log2, sqrt, exp

def main(x, y, z):
    r1 = 32 * (92 * y ** 2 + 76 * x + 1) ** 3 + (z - 20 - z ** 2) ** 7
    r2 = (84 * x + 1 + 71 * y ** 2) ** 5
    r3 = 95 * y - 66 - z ** 3
    r4 = 17 * x + 1 + 62 * y ** 3
    res1 = sqrt(r1 / (r2 - abs(x ** 2 - 7 * z ** 3) ** 3))
    res2 = (23 * log10(r3) ** 7 - log2(r4) ** 6) / (exp(x ** 2) + 75 * (48 * z - 0.01 - y ** 2 / 66) ** 7)
    return res1 - res2"
"from math import floor

def main(z):
    return z ** 2 / 45 - 70 * (z ** 2 - 62 * z ** 3 - 58) ** 3 + (41 * floor(z) - 53 * (74 * z ** 2 - z) ** 7) / z ** 5"
"from math import sqrt, tan, log, cos

def main(y):
    res1 = sqrt(90 * tan(y) ** 6 + y ** 7)
    res2 = 5 * y - log(y) ** 3 / 59
    res3 = (91 * y ** 3) ** 2 - cos(y) ** 6
    return res1 - res2 / res3"
"from math import sqrt, exp, log

def main(z, x, y):
    res1 = sqrt(55 * exp(x ** 3 / 19 - z ** 2) ** 3 - 48 * (z ** 3 - y))
    res2 = log(x ** 2 + 39 * z) ** 3
    res3 = y ** 7
    return res1 + res2 + res3"
"import math

def main(x, z):
    return pow(z, 3) + pow(math.cos(47 * pow(z, 3) + pow(x, 2)), 2) - (x - 55 * pow(x, 2) - 1 - pow(z + pow(z, 3) + 1, 7))"
"import math

def main(x, z):
    return pow(z, 3) + pow(math.cos(47 * pow(z, 3) + pow(x, 2)), 2) - (x - 55 * pow(x, 2) - 1 - pow(z + pow(z, 3) + 1, 7))"
"from math import log, floor

def main(z):
    res1 = 62 * floor(z)
    res2 = (36 * z) ** 7 - 10 * log(z)
    res3 = 18 * (45 * z ** 3 + z ** 2) ** 7
    return res1 - res2 / res3"
"from math import log, floor

def main(z):
    res1 = 62 * floor(z)
    res2 = (36 * z) ** 7 - 10 * log(z)
    res3 = 18 * (45 * z ** 3 + z ** 2) ** 7
    return res1 - res2 / res3"
"from math import log, floor

def main(z):
    res1 = 62 * floor(z)
    res2 = (36 * z) ** 7 - 10 * log(z)
    res3 = 18 * (45 * z ** 3 + z ** 2) ** 7
    return res1 - res2 / res3"
"from math import sqrt, exp

def main(z, y, x):
    res_1 = y ** 3 - pow(1 + 56 * z + x ** 3, 4)
    res_2 = pow(50 * y ** 3 + 39 * z ** 2 + 67 * x, 2) / 42
    res_3 = pow(84 - 46 * x ** 3, 4)
    res_4 = 96 * pow(45 * z ** 3 - x - 14, 3) + pow(exp(y), 6)
    return res_1 / (res_2 - res_3) - res_4"
"import math

def main(z, y):
    left_num = 20 * abs(13 * z ** 3 - 67 - y) ** 5 - 96 * y ** 2
    left_denum = (1 + y + 31 * z ** 2) ** 7 - 3
    right_num = z ** 6 + math.exp(60 * y ** 2 + z + 14 * z ** 3)
    right_denum = 36 * z ** 2 + 49 * y ** 6
    return left_num / left_denum - right_num / right_denum"
"from math import exp

def main(x):
    return 6 * (1 - x ** 3) ** 3 + ((exp(37 * x ** 2 - 61 * x ** 3 - x / 46) + exp(x) ** 5) / (x ** 2 - x - 34 * x ** 3) ** 7) ** (1 / 2)"
"import math

def main(z, x):
    f = math.sqrt(x / 10 + z ** 5)
    t = math.sqrt((43 * z ** 3 + 45 + 31 * z ** 2) ** 6 / 71 - 43 * (10 * x ** 3 + 1 + 66 * z) ** 4)
    return f - t"
"from math import log

def main(x, z):
    res1 = log(x + z ** 2 + z ** 3) / 46
    res2 = (29 * z - 97 * x ** 2 - 98 * x ** 3) ** 5
    res3 = 63 * (20 + 50 * x ** 2 + 43 * z ** 3) ** 2
    return res1 - (res2 + res3)"
"from math import tan, atan

def main(y):
    res1 = 10 * tan(y ** 3) ** 7 - 33 * atan(y) ** 5
    res2 = (48 - 43 * y) ** 7
    res3 = 35 * (55 * y + 37 * y ** 3 + 84 * y ** 2) ** 6
    res = res1 - (res2 + res3)
    return res"
"from math import sqrt, exp, floor

def main(x, y):
    res1 = sqrt(1 - 14 * pow(25 * x ** 3 - x - y ** 2, 6))
    res2 = pow(85 * y, 2) / 46 + 61 * pow(floor(x), 4)
    return res1 - res2"
"from math import sqrt

def main(y):
    f = sqrt(64 * (90 * y ** 2 - y ** 3) ** 3 / (41 * (95 + 66 * y ** 2) ** 6 - abs(y ** 2) ** 3 / 72)) - sqrt((0.04 - y ** 2) ** 7 / (91 * y ** 4 + 12 * y ** 3))
    return f"
"import math

def main(y, x):
    f1 = 83 * abs(x ** 3 + 1 + 12 * y ** 2) ** 6
    f2 = x ** 5 / 23
    f3 = ((y + y ** 3) ** 4 + math.sin(x) ** 3) / (24 * math.asin(x) ** 2 + 49 * y ** 7)
    return f1 + f2 + f3"
"import math

def main(y, x):
    f1 = 83 * abs(x ** 3 + 1 + 12 * y ** 2) ** 6
    f2 = x ** 5 / 23
    f3 = ((y + y ** 3) ** 4 + math.sin(x) ** 3) / (24 * math.asin(x) ** 2 + 49 * y ** 7)
    return f1 + f2 + f3"
"import math

def main(y, x):
    f1 = 83 * abs(x ** 3 + 1 + 12 * y ** 2) ** 6
    f2 = x ** 5 / 23
    f3 = ((y + y ** 3) ** 4 + math.sin(x) ** 3) / (24 * math.asin(x) ** 2 + 49 * y ** 7)
    return f1 + f2 + f3"
"from math import asin, tan, sqrt

def main(x):
    res1 = sqrt(x) ** 4 / 39
    res2 = tan(x) / 77 - asin(x) ** 2
    res3 = x ** 3 + 43 * x ** 2 + 32 * (43 * x ** 3) ** 2
    return res1 - res2 / res3"
"import math

def main(y):
    first = math.sqrt(9 * y ** 5 / (1 + 63 * (21 + y + y ** 3) ** 5))
    second = (21 * y ** 6 + 41 * (y - 0.01 - 74 * y ** 2)) / (14 * y ** 5 + math.log2(8 - y ** 3) ** 4)
    return first - second"
"import math

def main(z):
    return pow(z, 3) / (pow(z, 6) + pow(96 * z, 4) / 25) - (39 * pow(pow(z, 3) + 93 * z * z + 1, 6) + 74 * pow(math.log10(z), 7)) / pow(z + z * z * z, 6)"
"import math

def main(x):
    sl1 = ((23 * x + 2 * x ** 2) ** 6 + 0.01) / (x / 76 + 35 * math.exp(x) ** 3)
    sl2 = 33 * (x ** 2 + 1) + (89 * x ** 3 - 59 * x ** 2) ** 4
    return sl1 - sl2"
"from math import *

def main(z, y, x):
    return ceil(z + x ** 2 / 70 + y ** 3) ** 3 + z ** 5 - sqrt(log10(y + x ** 3) + 27 * tan(z ** 2 + 57) ** 7)"
"import math

def main(x, z):
    first_up = 72 * x + (82 + z + 41 * z ** 3) ** 3
    first_down = 1 + (52 * z ** 2 + z / 98 + 21 * x ** 3) ** 2 / 22
    second_up = 37 * (x - 11 * z ** 3)
    second_down = 37 * (x ** 2 + z) ** 3 - 0.03
    res = math.sqrt(first_up / first_down) + second_up / second_down
    return res
main(0.55, 0.15)
main(-0.44, -0.29)"
"import math

def main(y):
    a = 66 * math.log2(45 * y) ** 5 - 71
    return a / (41 * (97 * y ** 3) ** 6 - (y ** 3 / 22 - 75 - y ** 2 / 57) ** 2 / 96) - y ** 2"
"import math

def main(z):
    return 49 * math.acos(z) ** 3 / (z - z ** 2 - 1) + math.sqrt(((93 * z - 57 * z ** 2) ** 5 + z ** 2 / 63) / (math.exp(z) ** 3 + (z ** 3 + 1) ** 5))"
"def main(x, z, y):
    minuend = (58 * (25 * x ** 2) ** 3 + (0.03 - 49 * y ** 3 - z ** 2) ** 6) / (13 * (x + z ** 3) ** 7 + 80 * (56 * y - x ** 3 / 63 - y ** 2 / 92) ** 2)
    subtrahend = 32 * y ** 4 + 22 * (73 * z + (x ** 3 / 27 + z ** 2)) ** 6
    difference = minuend - subtrahend
    return difference"
"import math

def main(x, y, z):
    f = 3 * (46 * z - 53 * x ** 3) ** 4
    f += 51 * math.asin(y) ** 3
    f -= math.sqrt(43 * y)
    e = math.log(z + 43 * x ** 2, 2) ** 5
    f -= e / 49
    return f"
"import math

def main(x, y):
    f = math.sqrt((38 * math.floor(1 - x) ** 6 - 41 * y ** 4) / ((38 * x ** 2 + y) / 51)) + (68 * (97 * x ** 3 - y / 66) ** 4 - math.exp(28 * y) ** 6) / (67 * (89 * y - 1 - 67 * x ** 2) ** 5)
    return f"
"import math

def main(z, x, y):
    rez = math.asin(z) ** 2 - 61 * (x ** 3 - y) ** 3 - ((x / 3 - x ** 3 - z ** 2) ** 5 + math.cos(y)) / ((z + 31 * z ** 3 + 73 * x ** 2) ** 3 + math.log10(y) ** 4 / 87)
    return rez.real"
"import math

def main(y):
    result = (28 - 33 * y ** 6) / y ** 7 - math.sqrt((99 * y - y ** 3 / 92) ** 3 / 29 + (26 + 81 * y ** 3 + y ** 2) ** 6)
    return result"
"import math

def main(y, x):
    return math.asin(y) ** 6 + 92 * (46 * x ** 2 + 74 * x + 17) + math.sqrt(math.log(y) ** 5 + 58 * x ** 4)"
"import math

def main(z, x):
    a = pow(x, 5) - pow(math.log2(z), 6) - math.sqrt(24 * pow(21 * z + 92 * x * x + 20 * pow(x, 3), 3))
    return a"
"import math

def main(z, y, x):
    numerator1 = pow(math.sqrt(y + 90 * math.pow(z, 3) + 0.33), 3) + 94 * pow(x, 2)
    denominator1 = pow(x - pow(z, 3) / 50 - pow(y, 2), 6) - pow(73 * x - 1, 3) / 80
    numerator2 = z + 16 * pow(y, 2) + 45 + 27 * pow(x, 5)
    denominator2 = pow(y + 75, 3) + pow(math.log(52 * pow(x, 3) - z, 10), 6)
    return numerator1 / denominator1 + numerator2 / denominator2"
"import math

def main(x, y, z):
    a = math.atan(math.pow(x, 2) / 29 + math.pow(z, 3) / 73)
    b = math.pow(math.log(9 * math.pow(y, 2) + 15 * math.pow(y, 3)), 6)
    c = 96 * math.pow(pow(z, 2) + 5 * y + 25 * pow(x, 3), 5) - pow(x, 7)
    d = math.pow(82 * math.pow(y, 3) + 57 * z + math.pow(y, 2), 7)
    e = math.pow(y - 1 / 3 * math.pow(z, 2) - math.pow(x, 3), 6)
    return math.sqrt(a + b) + math.sqrt(c / (d + e))"
"def main(x):
    f = (x + 4 * x ** 2 + 28 * x ** 3) ** 6 / (36 * x) - (76 * (5 - x - x ** 3 / 43) ** 6 - x ** 7) ** 0.5
    return f"
"import math

def main(x, z):
    return (x * x - math.log(z) ** 4 / 54) / (z ** 3 + x + 56 * z * z) ** 5 - (math.exp(z) ** 2 - (63 * x) ** 3)"
"import math

def main(z):
    a = 27 * pow(69 - 12 * pow(z, 2) - 81 * pow(z, 3), 4) - 0.03
    c = pow(z, 5)
    b = 57 * pow(z, 5) + 53 * math.sin(59 * pow(z, 2) - 3 * pow(z, 3))
    f = a / c - b
    return float(f'{f:.2e}')"
"import math

def main(x, y):
    f = math.sqrt((y ** 3 - 92 * (1 - x - 16 * y ** 2)) / (9 * math.tan(x) ** 4 + (40 * y ** 2) ** 7)) - (50 * y ** 5 + math.log2(abs(y ** 2 - x - y ** 3)) ** 7)
    return f"
"from math import sqrt, tan, asin

def main(z):
    z1 = sqrt(tan(z - z ** 2 - 1) ** 3 / (12 * asin(z) ** 5 + (14 * z ** 3 + 33 + 26 * z ** 2) ** 2))
    z2 = 70 * (z ** 3 + 1 + z ** 2) ** 4
    z3 = -z ** 3 / 22
    ans = '{:.2e}'.format(z1 + z2 + z3)
    return float(ans)"
"def main(a):
    c = (14 * (38 - a ** 3 - 57 * a) ** 6 + 55) / (1 + a ** 3 + a) ** 4
    b = ((75 * a ** 2) ** 7 - 42 * (a ** 2 + 78 * a + a ** 3)) / a ** 6
    return c - b"
"import math

def main(y):
    nam = y ** 3
    dem = 73 * (y ** 2 - 19 * y - y ** 3) ** 5 + 82 * math.ceil(y)
    fir = nam / dem
    sec = y ** 3 + 0.02
    sec1 = (48 - 24 * y - 11 * y ** 3) ** 4 / 46
    sec = sec / (49 * (40 * y - 0.5 - 34 * y ** 2) ** 7 - sec1)
    res = fir + sec
    return res"
"import math

def main(z):
    sum = 16 * z ** 12 + 3 * (52 * z ** 3 + z ** 2 + z / 92) ** 6 - math.sin(z / 15) ** 4 / 51 / ((z ** 3 + 6) ** 4 - 1)
    return sum"
"import cmath

def f(z):
    complex_result = cmath.sqrt(cmath.asin(z - z ** 2 - 0.5) ** 2 / 53) + (z - (z ** 3 - z / 97) ** 3) / (cmath.asin(z) ** 2 + z ** 3)
    real_part = complex_result.real
    return real_part

def main(z):
    return f(z)"
"import math

def main(y, z, x):
    a1 = (z ** 3 - x - 35) ** 3
    a2 = 38 * abs(94 * x ** 2 - 99 * y ** 3) ** 7
    a3 = (1 + x ** 2 + y / 23) ** 7 + (39 * z) ** 2
    a4 = 39 * math.atan(2 * z ** 3 - z ** 2 - x / 54) ** 5 + y ** 12
    a5 = z ** 6 + math.exp(y / 82 + z ** 2 + 17 * x ** 3) ** 5
    summa = (a1 - a2) / a3 - a4 / a5
    return summa"
"import math

def main(x, y, z):
    a1 = (y + y ** 2 / 38 + 46 * z ** 3) ** 2 - 78 * (79 - 18 * x) ** 4
    a2 = 75 * (z ** 2 / 43 + 8 * z ** 3 + y) + 21 * (50 + z + 93 * x ** 2) ** 7
    a3 = 66 * (95 * z + y ** 3) ** 2 + x ** 4 / 15
    a4 = math.tan(y ** 2 + 40 * x ** 3 + 8 * y) - 99 * z ** 6
    return a1 / a2 - a3 / a4"
"import math

def main(z, y, x):
    a1 = y ** 3 - z - y ** 2 + x ** 5 / 74
    a2 = x ** 4 / 83 + 13 * (z ** 2 - y ** 3 / 25) ** 6
    a = a1 ** (1 / 2)
    b = a2 ** (1 / 2)
    return a + b"
"from math import sqrt

def main(z):
    res1 = 24 * (12 * z ** 2 - z ** 3 - 49 * z) ** 3 + 58
    res2 = sqrt((1 + 88 * z ** 3 + z) ** 5 / 45 + 1)
    res = res1 + res2
    return res"
"import math

def main(z):
    res1 = 66 * math.pow(94 * z, 6)
    res1 += 76 * math.pow(46 * math.pow(z, 2), 5)
    res1 = math.sqrt(res1)
    res2 = 90 * math.acos(z + z ** 2 / 57) ** 2
    res2 -= (z / 86) ** 5
    res2 = res2 / (68 * (z ** 2 / 10) ** 5)
    res = res1 + res2
    return res"
"import math

def main(y):
    a = math.tan(41 * y ** 3 + 83 + y ** 2) ** 4 / 49 - y ** 3
    b = 56 * y ** 4 + a / (math.log10(43 * y ** 3 + 83) + 98 * y ** (4 / 2))
    return b"
"import math

def main(x, y):
    res1 = pow(69 * x - 74 * pow(y, 3) - 93 * pow(y, 2), 2)
    res2 = pow(math.tan(pow(x, 2) / 99 - 71 * y), 7) / 41 + 73 * pow(x, 4)
    res3 = math.sqrt(pow(pow(x, 2) - y - pow(y, 3), 5))
    res4 = res1 / res2
    res5 = res4 + res3
    return res5"
"import math

def main(y, z):
    nom1 = pow(y, 3) / 28 - 1 - math.exp(46 + z * z)
    dom1 = pow(72 * pow(z, 3), 4) / 75 + 3 * pow(y, 2)
    nom2 = pow(0.08 - pow(y, 3) - 76 * z * z, 5)
    dom2 = pow(y * y - 18 * pow(z, 3) - z, 6) - y
    return nom1 / dom1 - nom2 / dom2"
"def main(x):
    return ((x ** 2 - x - 1) ** 6 + (91 * x ** 2) ** 3) / (69 * (x ** 3 + x + 86 * x ** 2) ** 2) + (x ** 2 / 70 - 11) ** 3 + (79 * x ** 3 - 41 * x ** 2 - 76) ** 5 / 6"
"import math

def main(x, y, z):
    left_part_up = 89 * math.atan(z ** 2 - 75 * x ** 3 - y) ** 2
    left_part_down = math.log(y ** 3 + z + x ** 2, 2) ** 3
    right_part_up = 4 * math.sin(z) ** 5 + math.log(x ** 2 - x ** 3 - y) ** 2 / 86
    right_part_down = 38 * (53 * z + 54 * x ** 3 + y ** 2) ** 4 - 9 * z ** 7
    return left_part_up / left_part_down - right_part_up / right_part_down"
"from math import sqrt

def main(x, z, y):
    first_term = 8 * x ** 3
    second_term = (80 * z ** 2 - y ** 3 - 79 * y) ** 4
    third_term = (64 * z - 83 * y ** 2 - 72 * z ** 3) ** 5 // 49 + 82 * sqrt(x)
    result = first_term - second_term - third_term
    return result"
"def main(z, y, x):
    s1 = x / 83
    s2 = 54 * (24 * y ** 3 + z ** 2 + y) ** 7
    s3 = (y / 18 - x ** 2 / 29 - z ** 3) ** 6 / (1 + x ** 2 + y ** 3 - 2 * z ** 6)
    return s1 - s2 + s3"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"def main(z):
    return z ** 6 / (19 * (30 * z ** 3 + 1) ** 3 - z ** 4) - 66 * z / (59 * (z ** 2 + z ** 3 / 38 + 1) ** 3 - 82)"
"from math import acos

def main(x, z, y):
    ans1 = ((x ** 3 + 1) ** 2 - (z + y ** 2 + 1)) / ((53 * z ** 2 - y ** 3 / 2) ** 4 + (z + 6 + x ** 2) ** 2 / 25)
    ans2 = acos(1 - y - 79 * x ** 2) / 33
    ans3 = 22 * int(z ** 2 + z ** 3) ** 5
    ans = '{:.2e}'.format(ans1 + ans2 - ans3)
    return float(ans)"
"def main(x, z):
    value_one = 99 * (x ** 3 - 1 - 39 * z ** 2) ** 4
    value_two = 1 + 26 * (z ** 3 + x + z ** 2 / 69) ** 4
    value_three = (x ** 2 / 39 + 1 + x ** 3) ** 6 - 78 * (42 * x - z ** 3)
    return value_one + value_two / value_three"
"import math

def main(y):
    return (69 * (59 - y - 18 * y ** 2) ** 5 + math.sin(1 - y ** 3) ** 7) ** 0.5 + 47 * math.cos(y ** 2 / 85 + y + 1) ** 5 / (95 * y ** 7)"
"from cmath import sqrt

def main(x):
    a = (x ** 3 / 45 + 1 + x ** 2) ** 5
    b = (21 * x ** 2 - 36 * x ** 3 - x / 89) ** 2 / 74
    c = sqrt(3 * (x + x ** 2 / 95 + 54 * x ** 3) ** 6)
    return (a - b - c).real"
"import math

def main(x):
    term1 = math.sqrt((x ** 4 + math.sin(x) ** 7) / x ** 4)
    term2 = (99 * (58 * x) ** 4 + (1 - 46 * x ** 2) ** 3) / (22 * math.exp(x) ** 3 + 75 * x ** 6)
    return term1 - term2"
"import math

def main(y, z):
    a = y ** 6 / 87 - 9 * math.exp(65 * z ** 2) ** 2
    tang = 5 * math.tan(y) * math.tan(y)
    b = -(tang - 57 * (z ** 3 + z / 69 + z ** 2 / 53) ** 5)
    c = 57 * y ** 6 - 52 * (1 + z * z) ** 7
    res = a + b / c
    return res"
"import math

def main(z, y):
    x = math.sqrt(((72 * y - z ** 3 - 21) ** 3 + z ** 5) / (51 + 18 * (35 - 3 * z ** 2 - 98 * y) ** 3))
    n = (z ** 7 + y ** 2) / (74 - 9 * (1 - y ** 3 - 94 * z ** 2) ** 3)
    return x + n"
"from math import *

def main(x):
    return (1 - pow(51 * pow(x, 3) - 92 * x, 5)) / (0.01 - pow(sin(x / 49), 2))
    +pow(90 * x * x, 5)"
"import math

def main(y):
    a = 57 * pow(math.log(y, 2), 4)
    b = pow(48 * y - pow(y, 2) / 51 - 89 * pow(y, 3), 5)
    c = 43 * math.log(y, 10)
    d = 74 * pow(57 * pow(y, 2) - 85 * y - 87, 4)
    f = (a + b) / (c - d) + pow(y, 6)
    return f"
"import math

def main(y):
    a = (y ** 3 + y ** 6) ** 6 / 72 + 86 * (y ** 3 + 27 * y) ** 6 / (0.03 - math.log(y, 10) ** 5)
    return a"
"import math

def main(y, z):
    a = (9 * z ** 3 - y) ** 4 / 68
    b = abs(93 * z * z) ** 3
    c = math.sqrt(y ** 3 + z * z + y) ** 5
    return 75 * y * y + a + b + c
main(0.23, 0.24)
main(0.81, 0.7)"
"import math

def main(z, y, x):
    f1 = 40 * math.pow(y, 2) + z ** 3 + y
    f2 = 20 * (13 * x ** 3 + 59 * z + 1) ** 6
    f3 = 11 * math.log2(z) ** 7 + 6 * (y ** 2 - 1 - 60 * x ** 3) ** 3
    res = math.sqrt(f1 + f2) + math.sqrt(f3)
    return res"
"import math

def main(z, x):
    first = (54 * math.tan(x) ** 3 - z ** 5) ** 0.5
    second = ((x ** 2 - z) ** 6 / 2 / (56 * z ** 4 + 60 * math.asin(x ** 2) ** 6)) ** 0.5
    f = first - second
    return f"
"import math

def main(y, z, x):
    return math.sqrt((3 * (x ** 2 - y) ** 2 + 10 * z ** 4) / (math.ceil(z ** 3 - x - y ** 2) ** 5 + 36 * (x - y ** 2) ** 2)) - math.atan(y / 60 + 36 * x ** 3 + 47 * z ** 2) ** 7"
"import math

def main(y):
    e = math.asin(y)
    a = (1 + y) ** 2 - 24 * y ** 3
    b = 38 * (30 * y ** 3 + y) ** 6 - 52 * e ** 5
    c = (92 * y + 98 * y ** 3 + 17 * y ** 2) ** 3 / 7
    f = a - b / c
    return f"
"import math

def main(y, z):
    a = (y / 23 - 61 * z ** 3 - y * y / 89) ** 7 / 7 - (4 * z ** 3 + 98 * math.log(7 * y * y) ** 6) / (56 * y ** 6 - z ** 7 / 91)
    return a"
"import math

def main(y):
    a = ((y ** 2 - 49 * y) ** 2 - math.log(y, 10) ** 3 / 13) / (1 + y ** 2 / 6) - (22 * y ** 5 - (y / 40) ** 2)
    return a"
"import math

def main(z, y, x):
    a_ = x + 21 * math.pow(z, 3) + math.pow(y, 2)
    a = math.sqrt(a_)
    b = math.pow(z, 2)
    c0 = z + 15 * math.pow(y, 3) + math.pow(x, 2)
    c1 = math.pow(z, 3) - math.pow(z, 2) - x
    c2 = 59 * math.pow(z, 3) - 71 - 11 * math.pow(z, 2)
    c3 = 1 - x / 42 - 28 * math.pow(y, 2)
    c = (59 * c0 - 25 * math.pow(c1, 3)) / (43 * math.pow(c2, 5) - 7 * math.pow(c3, 6))
    res = 98 * math.pow(a, 3) + 63 * b + math.sqrt(c)
    return float('{:.2e}'.format(res))"
"import math

def main(x, y):
    r = pow(66 * x * x + 72 * x * x * x, 4) - 42 * pow(math.exp(y * y * y / 85 + 62 + 67 * x), 7)
    r /= math.sin(x) - 73 * pow(y * y * y + 34, 7)
    r -= 64 * (9 * x + 1) + pow(x * x * x + y * y + 14 * x, 4)
    return r"
"import math as m

def main(x, z, y):
    A = m.floor(y ** 3) ** 3
    B = 56 * (82 * x ** 3 - x ** 2 - z / 92) ** 4
    C = 89 * (50 * x ** 3 + y + z ** 2) ** 4
    D = (0.02 + y + 32 * y ** 3) ** 5
    E = (67 * x ** 2 + 1 + 32 * z) ** 2
    return (A + B) / C + D + E"
"import math

def main(z):
    return 38 * (z / 50 - 60) / ((95 * z ** 3 + 5 * z ** 2) ** 2 + z ** 4 / 24) + math.sin(z) ** 3 / (math.sqrt(z) / 47 - math.tan(z) ** 3 / 90)"
"from math import tan, atan, floor

def main(x):
    f1 = (0.01 - x ** 2 / 16) / (x ** 7 + tan(x ** 2 / 90) ** 3 / 28)
    f2 = (atan(x / 21) ** 3 - floor(x - 71 * x ** 3) ** 5) / ((25 * x ** 2 + 1 + x) ** 7 + (94 * x ** 3 - x) ** 4)
    return f1 - f2"
"import math

def main(z):
    counter = 65 * z ** 3 + 34 * math.acos(79 * z ** 3) ** 2
    counter -= 28 * (7 * z ** 2) ** 6 + 91 * (1 - z ** 3 / 74) ** 5
    return counter"
"import math

def main(y, z):
    return total(y, z)

def total(y, z):
    return numerator(y, z) / denominator(y, z) - sqrt(y, z)

def numerator(y, z):
    return 64 * y ** 6 + 87 * math.log(z, 2) ** 5

def denominator(y, z):
    return math.acos(y) / 86 - (y ** 2 - z ** 3 / 54 - z) ** 7 / 91

def sqrt(y, z):
    return (19 * round(z ** 3 / 20 + z ** 2) - (89 * y) ** 7) ** (1 / 2)"
"from math import log10

def main(z, x, y):
    f1 = y ** 5 - 32 * (z ** 2 + 20 * x + 1) ** 4 / ((x - z ** 2) ** 6 + y ** 2)
    f2 = (77 * log10(x) ** 2 + 29 * (59 * y + 1 + z ** 2) ** 4) / (x ** 2 - (x - z ** 2 - 66 * y ** 3) ** 4)
    return f1 + f2"
"import math

def main(x, y):
    f_x_y = math.sqrt(37 * math.pow(34 - y ** 3 / 21 - x, 6)) + (66 * x ** 5 + math.pow(y ** 3 - x / 87 - y ** 2, 7)) / math.pow(91 * y - 1 - x ** 2, 5)
    return f_x_y"
"import math

def main(y, z):
    ans = pow(y, 2) / 70 + pow(math.sqrt(z + 57 + pow(y, 2)), 5) / 98 - (66 * pow(76 * pow(z, 3) + pow(y, 2), 4) + 99 * pow(z, 2)) / pow(math.acos(y - 1 - 26 * pow(z, 2)), 2)
    return ans
main(0.94, 0.19)"
"import math

def main(y):
    return math.pow(89 * y ** 2, 5) + math.sqrt(math.pow(6 - y - y ** 3, 6) / (5 * y ** 3 + y ** 7))"
"import math

def main(x):
    t = 0
    if 48 * math.tan(18 - 29 * x - 40 * x ** 2) ** 2 != 0 and (40 * x ** 4 - x ** 3 / 24) / (48 * math.tan(18 - 29 * x - 40 * x ** 2) ** 2) >= 0:
        a = math.sqrt((40 * x ** 4 - x ** 3 / 24) / (48 * math.tan(18 - 29 * x - 40 * x ** 2) ** 2))
        t += 1
    if 79 * x ** 3 - 2 * x <= 1:
        b = ((30 * x - 84 * x ** 3 - 62) ** 4 + 3) / (47 * math.acos(79 * x ** 3 - 2 * x) ** 2 + 88 * x ** 5)
        t += 1
    if t == 2:
        f = a + b
    return f
main(0.22)"
"import math

def main(z):
    ans = z ** 3 / (74 * z ** 12 - 77 * z ** 2) - math.log2(1 - 79 * z - z ** 2) ** 6
    return ans
main(-0.96)"
"from math import cos, sin, asin

def main(x, z):
    return (81 * cos(z) ** 4 + 27 * x ** 4) / (47 * x + sin(x ** 3 - 89 - 62 * z ** 2) ** 7) - (sin(x ** 7) / 98 + 95 * asin(z ** 3 - 1) ** 6) / (98 * x ** 3 + z ** 7)"
"import math

def main(x, z):
    result = (x ** 6 - 20 * (x ** 2 - z ** 2) ** 5) / ((69 * x ** 2) ** 2 - 48 * (z + 48 + x ** 2) ** 6) + (38 * math.cos(x ** 3 - 64 * z ** 2) ** 4 + 0.02) / (61 * (z + x ** 3) ** 6)
    return result"
"from math import floor

def main(z, x):
    return x ** 4 - 20 * (z / 67 + 16 * x ** 3) ** 5 + 64 * floor(59 * x ** 3 - 53 * z ** 2 - 1) ** 7"
"import math

def main(z, x):
    y = math.sin(59 * z - 46 * x * x) ** 5 - (1 - 94 * z ** 3) ** 2 + ((z ** 7 / 46 + 29 * x) / (79 * (78 * z - 65) ** 4 - 15 * (z / 59 + 39 * x * x * x) ** 7)) ** 0.5
    return y"
"import math

def main(x, y):
    a = math.sqrt((1 + 94 * y ** 2 + x) ** 3)
    b = math.sqrt(y) ** 5 / 38 - 9 * (35 * x ** 2 + 72 + y) ** 2
    c = 30 - (69 * y ** 2 + x / 56 + 0.03)
    return a + b / c"
"import math

def main(x, y):
    x1 = (1 - pow(x, 3) - x) / 22
    x2 = (14 * pow(x, 2) - 46 * y - pow(y, 3)) ** 2 / 67
    x3 = x1 + x2
    x4 = x3 / (x * x - abs(16 * pow(y, 3) - 15 * x))
    x5 = x4 + math.sqrt((1 - 90 * x - pow(y, 3)) ** 6)
    return x5
main(0.2, 0.83)"
"from math import sqrt, exp

def main(z, x):
    return (81 * (x ** 3 / 85 + 35 * z) - 1) / (80 * z ** 4 + x ** 6) - sqrt((exp(19 * z ** 2 - 11 * x ** 3) ** 7 - z ** 3) / (74 * (44 * z ** 2 + x ** 3) ** 2))"
"import math

def main(y):
    y = (y + 84 * y ** 3 + 84) ** 2 / y ** 3 - y ** 5 / 31 / (math.asin(y ** 2) ** 4 - y ** 3)
    return y"
"from math import acos, sqrt

def main(z):
    z = (z ** 6 + (z ** 3 + 35 * z + 93 * z ** 2) ** 5) / acos(z) ** 7 + sqrt(z ** 2 / 96)
    return z"
"from math import ceil, log, cos

def main(z):
    return (41 * log(z) ** 4 - 51 * ceil(z ** 2 - 10 * z ** 3) ** 5) / (1 - cos(45 * z - 49) ** 2 / 80) - (z ** 6 + 46)"
"import math

def f(z, x):
    return math.sqrt((25 * pow(31 * pow(z, 3) + 96 * x, 7) - 78 * x) / (95 - 62 * pow(1 + 72 * x + pow(z, 3), 2))) + pow(z, 6) + 68 * (76 * z - 1 - 17 * pow(x, 3))

def main(*args):
    return f(*args)"
"import math

def main(x):
    result = math.inf
    if (x > -pow(2, 1 / 3)) | (x != 0):
        result = math.sqrt(84 * math.floor(81 * x + 5 * x ** 3) ** 6 / (2 + x ** 3)) - (x ** 3 - 52 * x ** 4) / x ** 7
        return result
    return result"
"def main(y, x, z):
    result = x ** 2 / 49 - 1 - z ** 3
    result = result ** 6 * 56
    result -= y ** 4
    result += y
    result = result - (x - 1 - 40 * z ** 2) ** 5
    return result"
"from math import *

def main(x):
    x = float(x)
    var1 = pow(x ** 3 - 47 * x - x * x, 4)
    var2 = 50 * pow(asin(94 * x * x), 4) + x ** 5
    var3 = 80 * x ** 15 - x ** 4
    return var1 + var2 / var3"
"from math import sqrt

def main(y, z):
    result = sqrt(67 * (90 * y ** 3 - z - z ** 2) ** 3) - (82 * y ** 2 + z + 49 * z ** 3) ** 3
    return result"
"import math

def main(x, z):
    y = math.sqrt((9 * (89 * z ** 2) ** 4 - 26 * (11 * x + 44 + 59 * x ** 2) ** 3) / (1 + (z ** 3 + x ** 2) / 4)) + ((z ** 2 - z) ** 5 / 55 + 57 * x) / ((x ** 2 + 14 * z) ** 6 + 56 * math.exp(33 * x ** 3) ** 7)
    return y"
"import math

def main(z, y, x):
    a = (82 * y ** 2 + x ** 3) ** 4 / 78
    b = 45 * math.ceil(62 * z)
    c = (80 * y ** 3 + 59 + 60 * y) ** 7 + (1 - 77 * z ** 2 - x) ** 2
    d = (x / 48 - 1 - y ** 3) ** 5
    e = 68 * math.fabs(z / 92 + 7) ** 2
    f = (x ** 2 + y ** 3 + 7 * z) ** 5
    func = math.sqrt((a + b) / c) - math.sqrt((d + e) / f)
    return func"
"from math import *

def main(y, z):
    f = y ** 2 - exp(z) / 30 - sqrt((z ** 2 / 7 + z ** 3) ** 5 + (27 * z ** 2 + 25 * y ** 3) / 13)
    return f"
"import math

def main(x):
    a = math.acos(x - 1 - x ** 3 / 93)
    upperFunc = 11 * x ** 6 + a ** 2
    lowerFunc = 47 * math.floor(54 * x) ** 2
    res = math.sqrt(upperFunc / lowerFunc) - math.sqrt(x ** 3)
    return res"
"import math

def main(x):
    f = math.sin(x) ** 4 - (10 - x) / 54 - (math.fabs(x) ** 6 - 17 * (x ** 3 / 90 - x ** 2) ** 3) / (83 + x ** 7)
    return f"
"import math as m

def main(z, y, x):
    first = (95 + 11 * z ** 3) ** 4
    second = (65 * x + 95 * z ** 3 + y ** 2 / 84) ** 7
    thrid = 72 * x ** 5 - (1 - z ** 3 - 28 * y ** 2) ** 4
    fourth = m.sqrt(53 * z ** 5 + 32 * (z ** 2 / 58 - x - 98 * y ** 3))
    res = (first + second) / thrid - fourth
    return res"
"from math import *

def main(x, y, z):
    res = sqrt((ceil(41 * y ** 3 + y ** 2) - 37 * (14 * y + z ** 2 + 31 * x ** 3) ** 5) / (atan(28 * y ** 2) + 72 * sqrt(x ** 2 / 58 + 71 * z) ** 4)) + (floor(x ** 2 - x) ** 7 + 91 * (y ** 2 - 14 * z ** 3 - y / 61)) / (x ** 6 + 91 * (1 + 51 * z ** 2 + 79 * y ** 3) ** 5)
    return res"
"from math import *

def main(y):
    func = 18 * y + 41 * pow(pow(y, 2) + 0.03, 2) - sqrt(77 * pow(floor(19 * pow(y, 3)), 5) / pow(6 * pow(y, 3) - 97, 5))
    return func"
"from math import *

def main(y):
    f = y ** 4 / y ** 2 - 86 * (11 * y ** 2) ** 6 / (47 * (1 + 15 * y ** 3 + y ** 2) ** 2)
    return f"
"from math import *

def f(z, x, y):
    t1 = 21 * exp(6) * (pow(x, 3) + z) - pow(97 * y, 3) / 74
    t2 = 45 * pow(z, 2) + 50 * pow(pow(x, 2) + 51 + y / 44, 7)
    tt1 = 66 * pow(z, 4) + pow(y + pow(x, 3) + pow(x, 2) / 35, 6)
    tt2 = 55 * pow(71 * pow(z, 3) + x + pow(y, 2) / 90, 2) + 12
    result = t1 / t2 - tt1 / tt2
    return result

def formatExp(fl):
    return '%.2e' % float(fl)

def main(a, b, c):
    return f(a, b, c)"
"import math

def main(x):
    return math.sqrt((10 * x + (76 * x ** 2 + x) ** 7) / (10 * x ** 2 + 1)) - math.sqrt((5 * math.exp(x) ** 7 - math.tan(x) ** 2) / (77 * (x ** 2 / 98) ** 2))"
"import math

def main(x):
    x1 = math.pow(math.ceil(x), 6)
    x2 = math.pow(math.cos(x), 3)
    x3 = 26 * math.pow(x, 3) - 97 * x
    x4 = math.pow(x, 5)
    x5 = math.pow(x, 12)
    x6 = 29 * math.pow(x, 3)
    return x5 - x6 - (x1 - x2) / (x4 - math.pow(x3, 2))"
"from math import *

def main(z, y):
    f = 74 * pow(57 * y, 4) - (19 - 83 * z - 98 * pow(y, 3)) + (pow(21 * pow(z, 2) + y / 26, 7) - (pow(y, 2) / 51 + 25) / 83) / (pow(sqrt(y), 5) - 63 * pow(z, 4))
    return f"
"import math

def main(x):
    return ((x ** 2 - 56 * x) ** 2 + 1) / (x ** 2 / 59) ** 7 + x ** 2 - math.log(35 * x - x ** 2)"
"import math

def main(z):
    f = 99 * math.log(z) ** 4 / (26 + 2 * z ** 2 + 43 * z ** 3) ** 4
    f = f ** (1.0 / 2)
    f = f - (z ** 7 + 35 * z ** 6) / math.log(z) ** 4
    return f"
"import math

def main(x):
    return ((x ** 2 - 56 * x) ** 2 + 1) / (x ** 2 / 59) ** 7 + x ** 2 - math.log(35 * x - x ** 2)"
"import math

def main(y):
    func = math.sqrt(16 * math.pow(70 - 3 * y - 87 * math.pow(y, 2), 7) - math.pow(y, 4)) - (1 + math.pow(math.log2(y), 2) * y / 36)
    return func
main(0.36)"
"import math

def main(y, z):
    cos = y ** 2 - z / 48
    x = math.cos(cos)
    x = x ** 5
    x = x / 42
    x = x ** 0.5
    ln = z ** 2 - 98 * y
    ln = math.log(ln)
    ln = ln ** 5
    x = 81 - 84 * ln - x
    return x"
"import math

def main(z):
    x = 50 * z ** 7 + (z ** 2 + z ** 3) ** 5 / 66
    y = 12 * z ** 2 - math.cos(z) ** 6
    a = z ** 2 - math.exp(64 * z ** 3 - z - z ** 2) ** 6
    b = math.floor(z) ** 7 - z
    f = x / y + a / b
    return f"
"import math

def main(x, z, y):
    one = pow(math.cos(y), 7)
    two = one - 9 * (pow(x, 2) - z / 80 - 78 * pow(y, 3))
    three = pow(pow(y, 3) - 87 * z - 16 * pow(z, 2), 6) - 21 * x
    four = 26 * pow(math.atan(pow(y, 3) + z + 1), 7)
    five = four + 4 * pow(98 * x + 25 + 45 * pow(y, 3), 5)
    six = two / three - five
    return six"
"import math

def main(x, y):
    op1 = 61 * math.pow(42 * y * y * y + x + 91 * y * y, 7)
    op2 = 68 * math.pow(math.acos(65 * x * x), 6)
    return op1 - (math.log2(2 * y * y * y + x) + op2)"
"import math

def main(x):
    a = (15 * math.pow(x, 2) + math.pow(x, 3)) / (math.pow(math.atan(x + 49 * math.pow(x, 2) + 0.01), 3) - math.pow(x, 7) / 55) - 46 * math.pow(x, 3)
    return a"
"import math

def main(y):
    x = (67 * (math.floor(y) + 1) + pow(math.floor(y), 6) / 61) / pow(math.atan(39 - pow(y, 2)), 3) + math.sqrt(50 * pow(y, 6))
    return x"
"def main(y, z):
    return 23 * pow(z + 25 * z * z + pow(z, 3), 6) + pow(y, 7) + 6 * pow(93 - y - z * z, 7) - 32 * (y * y - 1)"
"import math

def main(y):
    y1 = math.pow(y - 2 * (math.pow(y, 2) - 1), 6) / 60
    y2 = 89 * math.log(y)
    y3 = math.pow(math.pow(y, 3) + math.pow(y, 2) + y, 2)
    y4 = math.pow(86 * math.pow(y, 3) - 71, 4)
    y5 = math.pow(math.pow(y, 3) / 30, 2)
    return y1 / y2 - (31 * y3 + y4) / (72 * y5 + 1)"
"import math

def main(x, y, z):
    chisl_11 = 6 * pow(73 * pow(y, 2) - z - 1, 6)
    chils_12 = 60 * pow(math.log2(64 + pow(x, 3)), 7)
    chisl_1 = chisl_11 - chils_12
    znam_11 = 38 * pow(math.log(pow(x, 2)), 4)
    znam_12 = 60 * pow(84 * pow(z, 3) + pow(y, 2) / 90, 7)
    znam_1 = znam_11 + znam_12
    chisl_21 = pow(math.exp(z), 2) / 64
    chisl_22 = pow(math.floor(29 * pow(x, 3) + 0.01 + y), 5)
    chisl_2 = chisl_21 - chisl_22
    znam_2 = 66 * pow(z, 4) + pow(y ** 3 - 29 * pow(x, 2) - 74 * z, 2)
    return math.sqrt(chisl_1 / znam_1) - chisl_2 / znam_2"
"import math
from decimal import Decimal

def main(z, x):
    t1d1 = 64 * math.log10(x) ** 6 - 20 * (72 + 94 * z ** 3 + x) ** 2
    t1d2 = math.log(5 * x ** 3) + 54 * z ** 7
    t1 = math.sqrt(t1d1 / t1d2)
    t2 = math.atan(63 * x ** 2 + z + 1) ** 7
    t3 = 31 * z ** 5
    s = t1 + t2 + t3
    return s"
"import math
from decimal import Decimal

def main(x, z):
    s1 = 49 * (z + x ** 3) ** 3
    s2 = -(x / 34)
    s3 = 67 * math.acos(x - 45 * z ** 2 - 1) ** 2 / (z ** 5 + 41 * x ** 2)
    s = s1 + s2 + s3
    return s"
"import math
from decimal import Decimal

def main(y, x):
    d1 = 4 * x ** 5 - 39 * (y / 38 - 55 * x ** 2) ** 6
    d2 = 49 * (y ** 3 - 26 - x ** 2) ** 4
    s1 = d1 / d2
    s2 = 5 * x ** 4
    s3 = -y ** 7
    s = s1 + s2 + s3
    return s"
"import math

def main(z, y):
    return f(z, y)

def f(z, y):
    znam = 93 * math.log(y, 10) ** 7 - 21 * (42 * z ** 2 - z ** 3 - 31) ** 5
    sq = math.sqrt((61 * (z ** 3 / 51 - y ** 2 / 26 - 44 * y) ** 2 + z ** 6) / znam)
    return sq - ((80 * z) ** 2 - y ** 7 / 66) / (78 * (y ** 3 - 20 * z ** 2) ** 3)"
"def main(x, y):
    return (x ** 6 - (79 * y - x ** 3) ** 5) / (71 * x ** 2 - 63 * y ** 2) + (98 * x ** 6 + (y ** 2 / 35) ** 4) / ((92 - 88 * x ** 2 - 86 * y ** 3) ** 2 / 80 - 6 * x ** 4)"
"import math

def main(z, x, y):
    return (50 * (3 * y ** 3 - 17 * z - 35) ** 3 - 86 * x ** 4) / (44 * (z ** 2 - x ** 3 - y) ** 4 - 1) + math.sqrt((26 * (16 * x + y ** 2) ** 4 + (z ** 3 / 72 + 48 * y ** 2 + y / 35) ** 5 / 20) / ((z ** 3 / 69 - 94 * y ** 2 - 54 * x) ** 6 - math.atan(z ** 2 - z ** 3 - x) ** 3))"
"from math import log, exp

def main(x, y, z):
    a = pow(y - 90 * pow(x, 2) - 26 * pow(z, 3), 2)
    b = 59 * (1 - pow(y, 3)) + pow(log(59 * pow(x, 3) - z, 2), 7)
    c = 81 * pow(68 * z + 57 * pow(y, 2) + 79, 6) - 50 * exp(x)
    return a / b - c"
"import math

def main(x):
    znam = x ** 6 + math.sin(83 * x ** 2) ** 4
    return znam / (9 * (99 * x ** 3 + 94) ** 6 + x ** 2) - math.sqrt(x ** 7 / 30)"
"def main(x):
    return (62 * x ** 3 - 83 * x ** 2 - 1 + (90 + 10 * pow(x, 3)) ** 7) / (1 - pow(x, 3) - 31 * x) ** 4 - (48 * (21 * x ** 2) ** 2 + 51 * (45 + x ** 2 + 73 * x ** 3))"
"import math

def main(x, z, y):
    left = y ** 2.0 - z ** 3.0 - 30.0 * math.log2(45.0 + x ** 3.0) ** 6.0
    right = 42.0 * (38.0 * x * x + y / 41.0 + 42.0 * y * y * y) - z ** 4.0 / 49.0
    result = left / right
    first = (59 * z ** 2 + 91 * y) ** 6
    second = 14 * (99 * x) ** 5
    return first - second - result"
"def main(x, z, y):
    return (46 * y ** 12 + (x - z ** 3 - 1) ** 3) / ((y + 48) ** 7 + 88 * (30 * x + 21 + z ** 3) ** 2) + (61 * x - 8 * y ** 3 - 78 * z ** 2) ** 6 + (23 + x + z ** 2) ** 4"
"def main(z, x):
    return ((37 * (48 * x - 1 - 60 * z ** 3) + 8 * (36 + z ** 2 + z ** 3) ** 2) / ((38 * x - z ** 2 - z ** 3) ** 4 + x ** 7 / 33)) ** 0.5 - (30 * (1 + x / 15 + x ** 3) ** 3 - z ** 5)"
"import math

def main(x):
    a = math.sqrt(x ** 3 / (24 * x ** 2)) - (math.floor(x) ** 6 - x ** 5) / (79 + math.tan(x ** 3 - 66 * x) ** 3)
    return a"
"import math

def get_part_1(x, y) -> float | int:
    return (69 * x ** 3 - 36 * y) ** 6

def get_part_2(x, y) -> float | int:
    return (x ** 3 + 1 + 51 * y ** 2) ** 3

def get_part_3(x, y) -> float | int:
    numerator = 73 * y + 12 * (80 * x) ** 6
    denominator = 35 * (x ** 2 / 93 + 95 * y ** 3) ** 4
    return (numerator / denominator) ** (1 / 2)

def main(y, x) -> int | float:
    return get_part_1(x, y) - get_part_2(x, y) + get_part_3(x, y)"
"import math

def main(y, x):
    return 97 * ((1 + y ** 3 / 39 + 97 * x * x) ** 5 + 57 * x ** 4) / (math.atan(x) ** 7 + y ** 6 / 89) - math.sqrt(((35 * y + 70 + 57 * x * x) ** 3 - 47 * y ** 4) / ((1 + y * y + x ** 3) ** 4 / 12 + x ** 7))"
"from math import sqrt

def main(y, z):
    return ((z ** 3 - 1 - 88 * z * z) ** 3 - (1 + 56 * y ** 3)) / (z ** 5 / 37 - y ** 6) - sqrt(((15 * z - 84 * y ** 3 - z * z) ** 4 - y * y) / (21 * (y - z ** 3) ** 2))"
"import math

def main(y):
    a = 42 * math.atan(y) ** 6 + 76 * abs(1 - y) ** 5
    b = 11 * (y ** 2 / 17) ** 4
    c = 99 * y ** 2 / (math.atan(y) ** 4 - y ** 5)
    return math.sqrt(a / b) + c"
"import math

def main(z):
    return (92 * z ** 2) ** 7 / (z ** 7 - math.cos(z) ** 2) - math.sin(z + 31 * z ** 3) ** 7"
"import math

def main(x):
    fMember = (74 * pow(x, 2) - pow(math.log10(x), 6)) / pow(x, 4)
    sMemberNumerator = 81 * pow(1 + 20 * pow(x, 3) + x / 63, 4)
    sMemberDivider1 = (46 * pow(x, 2) - pow(x, 3) / 94) / 32
    sMemberDivider2 = 37 * pow(51 * pow(x, 3), 6)
    value = fMember + sMemberNumerator / (sMemberDivider1 + sMemberDivider2)
    return value"
"import math

def main(z, x, y):
    return float('{:.2e}'.format((38 * math.sqrt(x + 1 + x ** 3) ** 5 - 14 * (y ** 2 - z / 93 - 48 * z ** 3) ** 2) / ((y ** 2 / 96 - z * z * z) ** 5 - (1 - 88 * x ** 3) ** 3) + (73 * (39 * y + x ** 2 + 1) ** 2 + math.floor(z) ** 6) / (x - abs(61 * z ** 2 + 1 + y) ** 6)))"
"def main(z):
    a = 38 + (77 * z + 29 * z ** 2) ** 7
    b = 91 * (38 * z ** 2 - z ** 3 / 78) ** 6 + z ** 5
    c = z ** 6 / 23 + z ** 3 / 58
    return a - b / c"
"import math

def main(y):
    x = 1 - y ** 3 / 56 - y ** 2
    log23 = math.log(x, 2) ** 3
    return 84 * log23 - (y - 56 * y ** 3) ** 2 + 73 * y ** 5 + 6 * y ** 6"
"import math

def main(z):
    a = 13 * z
    b = z ** 6 - 1
    a1 = math.tan(z) ** 2
    b1 = 1 + 75 * (14 * z ** 3 + 91 + z ** 2) ** 3
    sum_1 = a / b
    sum_2 = a1 / b1
    return sum_1 - sum_2"
"import math

def main(x):
    return (52 + 11 * math.acos(x) ** 6) / (73 * x * x * x) + (1 + x * x / 53 + 85 * x) ** 4 + 1"
"import math

def main(z, x, y):
    chis1 = (32 * z ** 3 + x ** 2 + 72 * z) ** 2
    chis2 = math.ceil(34 * z ** 3 - 58 * x - 89 * y ** 2) ** 5
    znam1 = 72 * pow(math.atan(x), 3)
    znam2 = 14 * pow(math.log(48 * pow(z, 2) + y, 10), 5)
    return (chis1 + chis2) / (znam1 - znam2) + math.sqrt(35 + 93 * pow(math.acos(y + pow(x, 2) + 2 * pow(z, 3)), 6))"
"import math

def main(y, z):
    result = 13 * y + 69 * pow(z, 4)
    result /= 64 * pow(math.cos(pow(y, 2) - 43 * pow(z, 3) - 1), 4)
    result -= 82 * pow(math.asin(y), 5) - 47 * pow(math.log(z, 10), 2)
    return result"
"import math
from math import sqrt

def main(y, x):
    a = 48 * x ** 3 + y ** 10 / 31
    c = (82 * x ** 2 - x ** 3 - 45 * y) ** 6 - x / 12
    b = sqrt(49 * math.ceil(y ** 2 / 19 + x ** 3 / 95 + 14) ** 6)
    return a / c - b"
"import math

def f(z, x):
    a = math.exp(76 * x * x * x - z * z)
    b = (x + z * z) ** 7
    c = math.asin(x + x * x * x) ** 4
    d = z + math.sqrt(x) ** 3
    return a / (b + c) - d

def main(z, x):
    return f(z, x)"
"import math

def f(y, x):
    a = 21 * math.tan(y) ** 6
    b = (43 * x ** 2 - 1) ** 5
    c = math.sqrt(1 + (63 * x ** 3 - y) ** 6)
    return a + b - c

def main(y, x):
    return f(y, x)"
"import math

def f(z):
    a = z ** 3 + 1 + 43 * z ** 2
    b = z ** 2 - math.acos(z) ** 3 / 13
    c = 19 * z ** 7 - z ** 5
    return math.sqrt(a / b) - c

def main(z):
    return f(z)"
"import math

def f(z, y):
    a = (18 * y ** 3 - 22 * z ** 2 - 1) ** 6
    b = 7 * math.fabs(z) + math.floor(80 * z - y ** 2 / 51) ** 7
    return a - math.sqrt(b)

def main(z, y):
    return f(z, y)"
"import math

def f(y, x):
    a = 47 * y
    b = 67 * math.sin(73 * x ** 3) ** 5
    c = (24 * x ** 2) ** 2 / 23 + math.fabs(y - 26 * x ** 3) ** 6
    return a - b - c

def main(y, x):
    return f(y, x)"
"import math

def f(z, y, x):
    a = math.tan(z ** 2 - 4 * x - 73 * y ** 3) ** 5
    b = (10 * z ** 3 - 84 - 99 * x) ** 5 + 7 * math.floor(y) ** 3
    c = 52 * (x ** 2 + z ** 3 / 90 + y) ** 3
    d = 26 * (4 * x ** 2 - y - 52) ** 5
    e = x + 62 * (62 * z - 67 * y ** 2) ** 7
    return a / b - (c + d) / e

def main(z, y, x):
    return f(z, y, x)"
"import math

def f(y):
    a = y ** 6
    b = 91 + (30 * y ** 2) ** 4
    c = 54 * y ** 5 - 81 * math.floor(81 * y ** 3 + y / 32) ** 6
    return a + b / c

def main(y):
    return f(y)"
"import math

def f(x):
    a = 40 * x ** 12 - x ** 2
    b = x ** 2 - 92 * (x ** 2 + 1 + 11 * x ** 3) ** 3
    c = (1 - 73 * x ** 2) ** 6
    d = 25
    return math.sqrt(a / b) - math.sqrt(c / d)

def main(x):
    return f(x)"
"import math

def main(y, z, x):
    first = math.sqrt(70 * y ** 5 - (56 * z - 23 * x ** 3) ** 7)
    second = 27 * z ** 2 + (x ** 2 - y ** 3 - y) ** 6
    third = 60 * (62 * y - z ** 2 - y ** 3) ** 3
    third_lol = math.tan(1 - 79 * z ** 2 - 26 * x) ** 6
    some = first + second / (third - third_lol)
    return some
main(0.09, -0.63, -0.18)
main(0.04, -0.82, 0.66)"
"import math

def f(z, x, y):
    a = 2 * (z ** 2 + x ** 3) ** 6
    b = math.ceil(y + 1 + x ** 3) ** 7
    c = (9 * z ** 3 + 99 * y ** 2 + x / 29) ** 6 / 44
    d = 42 * y ** 5
    return math.sqrt(a - b) + math.sqrt(c + d)

def main(z, x, y):
    return f(z, x, y)"
"import math

def f(y):
    a = y ** 2
    b = 1 - y ** 3 + math.tan(y) ** 3
    c = y + 99 * y ** 3
    d = math.atan(y) ** 5
    return a / b - c / d

def main(y):
    return f(y)"
"import math

def main(y, x, z):
    first = 77 * (91 * x ** 3 - x - 25 * x ** 2) ** 3
    second = (84 * z ** 2 - 1 - 42 * y ** 3) ** 7 / 60
    third = 91 * math.acos(81 * y ** 2 - 21 * z ** 3 - x) ** 7
    some = math.sqrt(first - second) - third
    return some
main(0.12, 0.78, -0.14)
main(-0.06, 0.67, 0.13)"
"def main(z, y, x):
    return (63 * (52 * z + 1 + 93 * y ** 2) ** 4 - x ** 2) ** (1 / 2) + z - (0.07 - y - x ** 3) ** 5"
"import math

def main(z, x):
    y = math.sqrt(math.pow(math.asin(z), 3) + math.pow(1 - z - math.pow(x, 3), 4) / 47) + math.sqrt(math.pow(z, 6) + 17 * math.pow(math.cos(x), 5))
    return y"
"import math

def main(x):
    rez = math.sqrt(math.floor(x) / (math.floor(x ** 3 - 1 - x ** 2) ** 4 + x ** 5)) - 38 * math.cos(60 * x) ** 7 / (x ** 2 + x + 44)
    return rez.real"
"import math

def main(z, x, y):
    f = (x / 69 - y ** 3 - z ** 2) ** 3 / (1 + y - 8 * (93 * x + 15 * z ** 2) ** 3)
    f -= 10 * (x ** 2 + 36 * y + 1) ** 5 - math.exp(66 * y ** 3 + 1 + z ** 2) ** 6
    return f"
"import math

def main(y, z):
    f = 76 * math.tan(y) ** 4 + 51 * z ** 6 + math.sqrt(12 * (3 * y - 25 * z ** 2 - 0.01) ** 2)
    return f"
"def main(z, x, y):
    ans = (y * y + z + 15 * y ** 3) ** 6 + x + (y ** 3 + 56 + 69 * x) ** 4 - z ** 2 / 6
    return ans
main(-0.36, 0.16, 0.56)"
"import math

def main(x, y):
    return (1 - (58 * y - x ** 3 - x ** 2) ** 6) / (6 * x ** 5 + math.exp(y / 71 + 28 + x ** 3) ** 7) + (62 * y ** 5 + math.exp(x ** 3 / 35 - x ** 2) ** 6) / (x / 84 - 29 * y ** 8)"
"import math

def main(z, x):
    return math.asin(71 * z ** 2 - 38 * x ** 3) ** 4 / 82 - 67 * x ** 2 - ((z ** 3 - 9 * x - 8 * x ** 2) ** 2 - (0.02 - 83 * z ** 3 - 37 * z ** 2) ** 7 / 76)"
"import math

def main(z, y, x):
    f1 = x + 85 * pow(y, 2) + 23 * pow(y, 3)
    f1 = pow(f1, 4)
    f2 = pow(math.log2(z), 2)
    f3_math_ceil = 80 * pow(z, 3) + 52 * pow(z, 2) + 13
    f3_second_part = 52 * pow(pow(y, 2) / 4 + pow(x, 3) + x, 3)
    f3 = 78 * math.ceil(f3_math_ceil) - f3_second_part
    f = f1 - f2 - f3
    return f"
"import math

def main(z, y, x):
    f1 = x + 85 * pow(y, 2) + 23 * pow(y, 3)
    f1 = pow(f1, 4)
    f2 = pow(math.log2(z), 2)
    f3_math_ceil = 80 * pow(z, 3) + 52 * pow(z, 2) + 13
    f3_second_part = 52 * pow(pow(y, 2) / 4 + pow(x, 3) + x, 3)
    f3 = 78 * math.ceil(f3_math_ceil) - f3_second_part
    f = f1 - f2 - f3
    return f"
"import math

def main(z, y, x):
    f1 = x + 85 * pow(y, 2) + 23 * pow(y, 3)
    f1 = pow(f1, 4)
    f2 = pow(math.log2(z), 2)
    f3_math_ceil = 80 * pow(z, 3) + 52 * pow(z, 2) + 13
    f3_second_part = 52 * pow(pow(y, 2) / 4 + pow(x, 3) + x, 3)
    f3 = 78 * math.ceil(f3_math_ceil) - f3_second_part
    f = f1 - f2 - f3
    return f"
"import math

def main(z, y, x):
    f1 = x + 85 * pow(y, 2) + 23 * pow(y, 3)
    f1 = pow(f1, 4)
    f2 = pow(math.log2(z), 2)
    f3_math_ceil = 80 * pow(z, 3) + 52 * pow(z, 2) + 13
    f3_second_part = 52 * pow(pow(y, 2) / 4 + pow(x, 3) + x, 3)
    f3 = 78 * math.ceil(f3_math_ceil) - f3_second_part
    f = f1 - f2 - f3
    return f"
"import math

def main(y):
    return 10 * y ** 7 / (math.atan(y) ** 4 / 30 + 64 * (27 - 49 * y ** 3 - 91 * y ** 2) ** 7) + 1 - y ** 2"
"import math

def main(z, x):
    return z + 31 * x ** 5 + (math.atan(x ** 3 + 68 + 34 * x) ** 6 / 16 - (z ** 2 + z ** 3) ** 7) / ((5 * z ** 2 - 36 * x - 1) / 29)"
"import math

def main(x):
    f1 = x ** 5 / 27 / (math.log(5 * x ** 2, 10) ** 4 / 20 - x ** 2 / 65)
    f2 = math.sqrt(88 * math.atan(x) ** 2)
    return f1 + f2"
"import math

def main(y):
    return math.pow(y, 3) - 48 * math.pow(10 * math.pow(y, 2) - 16 * y, 4) - (87 - math.pow(math.cos(pow(y, 3)), 4)) / (84 * pow(y, 3) - 1)"
"import math as math

def main(y):
    res1 = 42 * pow(y + pow(y, 3), 4)
    res1 = res1 / (85 * pow(math.exp(y), 2) - 29 * pow((56 - 2 * pow(y, 3)) // 1, 5))
    res2 = pow(math.tan(48 * y + 0.03), 4)
    res2 = res2 / (pow(y // 1, 7) / 65)
    res = res1 + res2
    return res"
"import math as math

def main(y):
    res1 = 68 * pow(37 * pow(y, 2) + pow(y, 3), 2)
    res1 -= 13 * math.tan(y)
    res2 = pow(math.sqrt(y), 6) + 8811 * y
    res = res1 / res2 + 77 * (30 - y)
    return res"
"import math

def main(x, z, y):
    f = math.sqrt(45 * (x ** 2 + 25 * z + y ** 3) ** 7)
    a = 83 * (23 * y ** 3 + z + y ** 2) ** 2
    b = 13 * x ** 6
    k = f + a - b
    return k"
"import math

def main(y, x, z):
    res = math.sqrt(37 * pow(0.01 - pow(z, 3) / 46 - 39 * y, 6) - pow(math.fabs(pow(y, 3) + pow(x, 2) + 1), 3) / 69) + math.sqrt(pow(math.atan(z + pow(y, 2) + 49 * pow(x, 3)), 4))
    return res"
"import math

def main(z):
    x1 = z + 25 * z ** 4
    x2 = math.log(z ** 2 / 83 + 52 * z + 22) ** 6
    resx = math.sqrt(x1 / x2)
    x3 = 29 * (27 * z ** 3 - 1 - z ** 2)
    res = resx + x3
    return res"
"import math

def main(z, x):
    ch1 = 2 * (x ** 3 - x - 1) ** 4
    ch2 = math.ceil(z ** 3 + 3 * z + 89 * x ** 2) ** 7 / 95
    zn = 37 * (31 * z) ** 5 - 2691 * x
    lt = 56 * math.log(z ** 2 - 0.01 - 88 * x) ** 3 - 8 * z
    return (ch1 + ch2) / zn + lt"
"import math

def main(z, y):
    a = ((z ** 12 - math.asin(y) ** 7) / (6 * (z ** 2 - y ** 3 - y) ** 4)) ** (1 / 2)
    b = math.atan(y) ** 6 / 30 - (33 * z ** 3 - 1)
    c = (43 * y) ** 2 / 9 - 97 * math.log(1 - z ** 3 / 9) ** 3
    d = (b / c) ** (1 / 2)
    e = a - d
    return e"
"from math import ceil, log

def main(z, x):
    return (x ** 2 - ceil(z) ** 4) / (z ** 2 + 99 * (x ** 2 / 24) ** 5) - 16 * (z / 5 + x ** 2 + z ** 3 / 27) ** 6 / (log(70 * x ** 3) ** 3 - 57 * (z + 76 * x ** 2 + z ** 3) ** 6)"
"import math

def main(z):
    f = 5 * (61 * z ** 2) ** 3
    g = 11 * math.exp(1 - 34 * z ** 2 - z ** 3) ** 5
    h = (z ** 5 + 68 * z ** 3) ** 0.5
    z = f / g + h
    return z"
"import math

def main(z, x):
    return z ** 6 + 22 * x ** 5 - (90 * z ** 2 / 36 - 39 * math.tan(65 * z ** 3 - x)) / ((35 * z ** 2 - 81 - 54 * x) ** 6 - 90 * x ** 7)"
"import math

def main(y, z):
    a = (0.01 + abs(75 * z ** 3 + 79 * y ** 2 + y)) / (1 - math.exp(z ** 2 - 26 - y) ** 4 / 11)
    b = (21 * z ** 12 + 75 * y ** 3) / ((78 * y ** 2) ** 6 / 72 + 85 * (26 - 95 * y - z ** 3) ** 3)
    c = a + b
    return c"
"import math

def main(y, z):
    a = math.floor(91 * y + 76 * z ** 2 + 35)
    b = (40 * z ** 2 - 51 * y) ** 5
    c = b / 46
    d = c - math.cos(y ** 2)
    e = a - d
    return e"
"from math import ceil, log, cos, sqrt

def main(x, y, z):
    z1 = 84 * cos(z ** 3 / 62 + y ** 2 + 0.02) ** 5 + cos(90 - 80 * x ** 3 - 63 * x ** 2) ** 7 / 66
    z2 = 56 * sqrt(14 - y) ** 4 - (56 * x ** 2 - 61 - z / 14) ** 6
    z3 = 68 * (x - 43 * y ** 2) ** 5
    otvet = z1 / z2 + z3
    return otvet"
"import math

def main(x):
    return (86 - 40 * abs(x) ** 2) / (35 * (61 - x ** 2) ** 6 - (83 * x ** 2) ** 4 / 36) - ((math.sin(47 * x) - 90 * x ** 3) / ((50 * x) ** 4 - 62 * x ** 14)) ** 0.5"
"import math

def main(y, z, x):
    result = 0
    a = 4 * abs(z ** 3 - y ** 2) ** 3
    b = 76 * x ** 4
    c = math.exp(z) ** 5 - 98 * math.asin(1 + y ** 3 + x ** 2) ** 7
    d = 63 * math.sin(68 * x ** 2 + z ** 3 + x) + 8 * math.asin(y) ** 5
    result = a + b - c / d
    return result
main(-0.53, -0.98, -0.02)
main(-0.62, -0.82, -0.37)"
"def main(x):
    return x ** 3 / 90 + (5 * x ** 2 - 64 * x - 1) ** 6 - 37 * (x + 18 * x ** 2) ** 4"
"import math

def main(z, x, y):
    return float('{:.2e}'.format(math.sqrt((38 * math.tan(y ** 3 - 31 - 24 * x ** 2) ** 3 + 99 * math.exp(z) ** 4) / (59 * math.atan(y) ** 7 - (x ** 2 - 53 * z ** 3 - 1) ** 6 / 85)) - ((z ** 2 - y / 91 - 1) ** 5 + math.atan(y + 1 + x ** 2) ** 7) / (z / 39 - y ** 2 - x ** 3)))"
"import math

def main(z, x, y):
    a = (math.cos(z) - 41 * (65 * y ** 3 + z ** 2 + x) ** 6) / ((10 * x + 56 * y ** 2 + 1) ** 7 + 86 * z ** 6)
    b = (15 * y ** 5 - (z ** 3 / 25 - x - 1) ** 6) / (43 * (36 * z - z ** 3 - 83) ** 4 + 91 * math.floor(47 * x ** 2 - y ** 3 - 20) ** 7)
    return a - b"
"from math import sqrt

def main(y):
    res = sqrt(pow(69 * y * y, 7) / (y ** 7 - sqrt(4 * y ** 3 + y) / 32)) - (y ** 5 + 1)
    return res"
"from math import cos, atan, asin

def main(y, z, x):
    return cos(x) ** 4 + atan(1 - 75 * y ** 2 - 71 * z) ** 6 - (15 * (36 * y ** 2 + z ** 3 + 1) ** 5 - 20 * asin(1 - x ** 2) ** 4) / (20 * (57 - 32 * x ** 3 - y) ** 5 + (96 * y ** 3 - x ** 2 / 28 - z) ** 6)"
"def main(x):
    f1 = (4 * (1 + x ** 2 / 87) / (7 * (1 - 70 * x))) ** 0.5 + (55 * (x + 59 * x ** 3) ** 2 + 51 * (55 * x + x ** 3) ** 6) / (94 * x) ** 5
    return f1"
"from math import acos

def main(y, z):
    return (5 * pow(y, 18) - 60 * pow(pow(z, 2) + 74 * pow(z, 3), 3 / 2)) / (13 * pow(y, 2) + y + 26 * pow(z, 3)) - (84 * pow(z + 1, 6) - pow(acos(pow(y, 3)), 2))"
"from math import *

def main(y, z):
    one = 13 * y ** 7 + pow(exp(z), 5)
    two = y ** 5 + 45 * floor(z) ** 7
    three = pow(exp(y), 3) / 69 - 80 * pow(z - y ** 2, 6)
    return one / two - three"
"def main(x, z, y):
    a = (81 - (x - y ** 2 - 95 * z ** 3) ** 2 / 30) ** 0.5
    b = (1 + x ** 2 + z ** 3) ** 7 + (0.02 + y ** 2 + x ** 3) ** 6 / 24
    c = 71 * z ** 7 + (1 + y ** 2 + 29 * x) ** 5
    su = a - b / c
    return su"
"import math

def main(z, x, y):
    res1 = ((53 * math.ceil(78 * y) + (41 * z * z - x - 1) ** 5) / (49 * y * y - x ** 3 - 76 * z)) ** (1 / 2)
    res2 = (x - 63 * y * y) / 6 + 38 * (1 - z - y ** 3) ** 7
    res3 = 38 * (z * z + 1 + 33 * y) ** 4 - 97 * x ** 7
    return res1 - (res2 / res3) ** (1 / 2)"
"import math

def main(z, y, x):
    a = 29 * math.log(y - x ** 3 - z ** 2, 10) ** 5
    b = 92 * math.cos(y ** 2 + 14 * z + 17 * x ** 3) ** 7 - z ** 12
    c = a / b
    d = ((1 + z ** 2) ** (1 / 2)) ** 4
    e = abs(5 * x ** 3 - 83 * y) ** 5
    f = c + ((d - e) / (z ** 3 - 45 * x ** 2 - x + (91 * y ** 3 - z ** 2 - 0.06) ** 2)) ** (1 / 2)
    return f"
"import math

def main(x, y, z):
    return math.sqrt(pow(x / 16 + 17 * pow(z, 3), 7) - 24 * pow(pow(y, 2) + pow(x, 3) + 34 * y, 5)) + 35 * pow(x, 7) + 52 * pow(pow(x, 3) - 54 * z - pow(y, 2) / 90, 2)"
"def main(y):
    r = 23 * y ** 2 - (abs(y ** 3) ** 3 + 50 * (27 * y + 97 * y ** 2 + 92 * y ** 3) ** 2)
    return r"
"import math

def main(z, x, y):
    res1 = (z ** 3 + 62 * x ** 2 + 31 * z) ** 2 - 57 * math.ceil(y)
    res2 = math.atan(z ** 2 / 71 + y ** 3 + x) ** 4 + 96 * (63 - 39 * x ** 2) ** 3
    return res1 - res2"
"import math

def main(z, y):
    a = 94 * z ** 4 + y ** 2
    d = 65 * z ** 2 + 10 * math.floor(76 - y ** 3) ** 4
    b = math.sin(88 * z ** 2 + 0.01) ** 7 - 10 * y ** 5
    c = z ** 9 + 68 * math.atan(z - y ** 2 / 2 - 0.07) ** 7
    return a / d + math.sqrt(b / c)
main(0.9, -0.72)"
"from math import *

def main(y, z):
    one = 3 * pow(log10(77 * y - z ** 2), 6) + 33
    two = z ** 3 - (69 * y ** 3 - y ** 2 / 43 - y) ** 5
    three = sqrt(22 * y ** 2 - ceil(99 * y ** 3 - z ** 2) ** 4)
    return one / two + three"
"import math

def main(y):
    return (63 * pow(y, 3) + 98 + pow(y, 2)) / pow(y, 5) - 82 * pow(math.tan(51 * pow(y, 2) - y / 47 - pow(y, 3)), 4)"
"from math import *

def fun(x, y):
    result = pow(61 * pow(y, 2) + pow(y, 3) / 17 + 29, 2) + 89 * pow(x, 6) - sqrt(8 * x + pow(floor(y), 2))
    return result

def main(a, b):
    return fun(a, b)"
"from math import tan, sqrt, floor

def main(z, x, y):
    a = 19 * tan(y) ** 5
    b = 23 * sqrt(z ** 3 - 1 - 53 * x) ** 7
    c = abs(y + 24 + y ** 3 / 90) + (25 * x ** 3 + z ** 2 + 85) ** 3
    d = 96 * floor(y / 61 + 1 + 39 * z ** 2) ** 5 - x ** 3
    return a + b - c / d"
"import math

def main(z, y, x):
    s = 0
    k1 = y ** 2 - 70 * math.log(z ** 3 + 1 + 97 * x)
    k2 = 17 * (56 * x - 10 * y ** 2) ** 3 + 95 * (37 * y ** 3 - z ** 2) ** 5
    k3 = (68 * y + 75 * z ** 2 + 93) ** 3 + x ** 5
    s = math.sqrt(k1 / k2) - math.sqrt(k3)
    return s
main(-0.2, -0.75, 0.67)"
"import math

def main(y, z, x):
    a = 34 * x ** 7 - math.log2(y - z ** 2)
    b = 81 * math.tan(80 * x ** 2 - z ** 3 - 94 * y) ** 7 + 8 * math.floor(x) ** 2
    c = math.sqrt(62 * (x ** 3 / 70 - y - 1) ** 2 - 63 * z ** 7)
    return a / b + c"
"def main(x, y):
    import math
    a = math.pow(math.log(math.pow(y, 2) + math.pow(x, 3), 2), 2) - math.pow(y, 7)
    b = math.pow(1 + 99 * x + 26 * math.pow(y, 3), 2)
    c = math.sqrt(a / b)
    d = 3 * math.pow(math.sqrt(34 - 43 * math.pow(x, 3)), 4)
    e = d + math.pow(7 * math.pow(y, 3) - 1 - y, 7)
    f = 57 * math.pow(y, 3) + math.pow(x, 2)
    g = math.sqrt(e / f)
    return c + g"
"import math

def main(x, z, y):
    a = math.log2(94 * x ** 2 - z ** 3 - 94 * x) ** 5
    c = math.ceil(35 * z ** 3) ** 6
    result = 22 * c - 52 * (36 * x ** 2 - 22 * y ** 3 - 51) + (z / 91 + y ** 3) ** 4 - a
    return result"
"def main(x, z):
    s = 61 * x ** 2
    s += (z ** 2 / 81 - x ** 3 - 1) / 46
    s += 84 * (x ** 2 - 1 - 75 * z ** 3) ** 2
    return s"
"import math

def main(y, x):
    first = math.sqrt(25 * math.sin(y / 85 - 25 * y ** 2) ** 4 + x ** 5)
    second = 11 * (1 - y ** 3 - 42 * x ** 2) ** 3
    third = math.ceil(x) ** 3 + (20 * y - 1) ** 4
    result = first - second / third
    return result"
"import math

def main(x, y):
    z = math.exp(y) ** 7 / 24
    u = 59 * math.log(x, 2) ** 2
    res = z - u - 89 * (x ** 3 / 79 + 95 * y + 83) ** 6
    return res"
"import math

def main(x):
    return (math.log(1 + 75 * x ** 2 + 51 * x ** 3, 2) ** 5 - x ** 6) / (x ** 3 / 13 + 3 * math.atan(x) ** 6) - math.sin(x) ** 2"
"import math

def main(z, y):
    a = math.sqrt(52 * (30 * y * y) ** 6 - 89 * z)
    b = math.tan(y + z ** 3) ** 2 / 78
    c = (96 * y ** 2) ** 7 - 26 * math.ceil(y ** 3 - 65 - 61 * z ** 2) ** 4
    return a - b / c"
"import math

def main(y, x, z):
    result = 0
    result = z ** 3 - (77 * y ** 2 - x ** 3) ** 4 - math.sqrt((69 * (0.03 - 40 * x ** 2 - y) + math.sqrt(z) ** 4) / ((y ** 3 / 22 + 10 * x ** 2 + 84 * y) ** 7 - (z ** 3 / 67) ** 4))
    return result"
"def main(y, x):
    return (12 * (53 * y + x * x) ** 4) ** 0.5 - (y ** 5 + (y + 72 * x ** 3) ** 6) / (y - x ** 6)"
"import math

def main(y):
    x = (64 * y * y + 96 * math.floor(y ** 2) ** 6) / y ** 3
    x2 = math.cos(16 + 18 * y ** 3) ** 4 - math.sqrt(y) ** 6
    x3 = 50 + (y ** 3 / 56) ** 5
    return math.sqrt(x) - x2 / x3"
"import math

def f(z, y, x):
    expression1 = 1 + (x + z ** 3 / 59 + 17 * y ** 2) ** 5
    expression2 = (x + 39 + 16 * x ** 3) ** 4 / 94 - math.cos(z ** 3 + y) ** 2
    expression3 = 39 * (x ** 3 + 87 * y) ** 2 + 59 * z ** 5
    expression4 = math.floor(31 * y ** 3) ** 7 + 27 * math.log2(50 - x ** 3 - 81 * z) ** 3
    return expression1 / expression2 + math.sqrt(expression3 / expression4)

def main(z, y, x):
    return f(z, y, x)"
"def main(x, y):
    first = y ** 3 + y + x ** 2 + 91 * (35 + 66 * x) ** 5
    second = 16 * abs(11 * x ** 3 - 14 * y ** 2)
    third = 85 * (y + 1 + x ** 2) ** 3 + 37 * x ** 5
    return first / second + third"
"from math import sqrt, pow, exp

def main(x):
    a = sqrt(4 * pow(x / 20 + 86 + pow(x, 3) / 86, 5) - 38 * pow(exp(72 * x * x + pow(x, 3)), 7))
    b = pow(8 * x + pow(x, 3), 5)
    return a + b"
"import math

def main(x, y):
    first = math.sqrt(45 * (60 * x - 0.02 - y ** 3) ** 7 / (math.log2(y) ** 4 + x ** 3))
    second = 77 * (64 * x ** 2 + y ** 3) ** 5 / (math.exp(x ** 2 - y ** 3 - 71 * x) ** 3 - 1)
    return first + second"
"import math

def f(z, y, x):
    return (14 * (63 * z ** 3 - z ** 2 - y) ** 7 + 99 * x ** 5) / ((1 - y ** 2 - 13 * y ** 3) ** 7 - math.tan(57 * z + 12 * x ** 3) ** 5) + math.sqrt((58 * math.fabs(y / 41 - z ** 3) ** 7 - 27 * math.cos(x) ** 2) / ((y / 16 - y ** 3 - 46 * x ** 2) ** 5 + x - y ** 3 - z ** 2))

def main(*args):
    return f(*args)"
"import math

def main(z, y, x):
    sum1 = 0
    sum11 = 8 * (x ** 2 - 68 - 12 * y) ** 2
    sum111 = 53 * (68 * y + 17 * z ** 3 + 1) ** 6
    sum12 = 64 * (x ** 2 + 36 + y) ** 6
    sum2 = 0
    sum1 = (48 * (51 * z + 74 * x ** 2 + 1) ** 4 - y ** 6) / (sum11 - sum111)
    sum2 = math.sqrt(math.sin(67 * y ** 3 + 96 * z + y ** 2) ** 3 + sum12)
    return sum1 + sum2"
"def main(x, y, z):
    numerator = 93 * z ** 6 - (31 * z ** 3 + 80 * x ** 2 + y) ** 5
    denominator = 92 * (97 * y - x ** 3 - 72 * z ** 2) ** 6 - 97 * y ** 7
    square_root = (numerator / denominator) ** 0.5
    minuend = 16 * (z ** 3 - y - 1) ** 5
    subtrahend = x ** 7 + square_root
    res = minuend - subtrahend
    return res"
"import math

def main(z, y):
    a = y ** 2 + 30 * y + 91 - math.atan(94 * z + 2) ** 4 / 39
    b = (45 * y ** 2 - 42 - z) ** 5 + 2 * math.atan(y) ** 3
    c = 48 * y ** 7 - 34 * math.tan(z) ** 6
    d = z ** 2 + math.log10(y) ** 6
    e = a / b + c / d
    return e
main(-0.99, 0.89)"
"import math

def main(z, x, y):
    a = 24 * math.tan(x ** 3 - z - 12 * y ** 2) ** 4 - 81 * x ** 9
    b = 51 * (x ** 2 + 60 * y ** 3 + z) ** 6 + math.asin(z)
    c = 14 * x ** 9 - (y ** 3 + 61 * z ** 2) / 49
    d = 92 * math.log(14 * y ** 2, 2) ** 3
    e = math.log(x ** 2 / 95 + 88 * z + 0.01) ** 6
    ans = math.sqrt(a / b) + math.sqrt(c / (d + e))
    return ans"
"import math
from math import sqrt, ceil, asin

def main(y, x, z):
    return sqrt((30 * (y ** 2 - 23 * x ** 3) ** 6 + 51 * (6 * z ** 3 + x) ** 7) / (5 * math.log10(z + 31 * y ** 2 + 80 * z ** 3) ** 5 - 52 * x ** 2)) + 93 * asin(1 + y + z ** 2) ** 3 + ceil(37 - 60 * x ** 3)"
"from math import sqrt, atan

def main(x, y):
    return pow(y + pow(x, 3), 3) - 73 * x + sqrt((87 * pow(atan(x), 2) + 36 * pow(y, 5)) / (pow(x, 3) + 44 * pow(y, 2)))"
"def main(x):
    return (62 * x * x * x) ** 2 / ((x * x * x + 95 + 37 * x * x) ** 5 - 69 * (x * x - x) ** 4) - x * x * x * x * x / (93 * (x * x + 44 * x * x * x + x) ** 5 + 68 * x ** 14)"
"import math

def main(x, z, y):
    a = 33 * (47 * x ** 2 + x ** 3 / 17 + z) ** 2 - math.log(73 * y ** 2, 2) ** 3
    b = 62 * z ** 3 - (76 * x ** 2 - 76 * y) ** 2
    res = y ** 4 - (x - x ** 3 - 99 * z ** 2) ** 3 - a / b
    return res"
"def main(y):
    answer = pow(pow(y, 2) - pow(y, 3), 6) + (1 - 34 * pow(y, 2) - 74 * y) / 10 + pow(y, 2) + 38 * pow(98 * pow(y, 2) - y, 3)
    return answer"
"import math

def main(x, z):
    a1 = 75 * math.tan(z) ** 7 + x ** 3 / 58
    a2 = 26 - 92 * math.sin(x ** 3 + z ** 2 + 91) ** 2
    a3 = 27 * z ** 2 - 34 * math.asin(z - 1 - x ** 2) ** 3
    a4 = math.sqrt(a2 / a3)
    return a1 - a4
main(0.08, 0.47)
main(-0.89, 0.98)"
"import math

def main(y, z, x):
    numerator = 7 * pow(pow(z, 3) + 45 * x, 3) - pow(y, 2)
    denominator = 95 * pow(y + 69 + 27 * pow(x, 3), 5) + pow(math.log2(z), 3)
    third_part = pow(83 * pow(y, 3) + 56 * z, 2) + pow(x, 7)
    res = numerator / denominator - third_part
    return res"
"def main(n):
    from math import tan
    res = 0
    a = 64 * n ** 4 / (74 * (n ** 2 - n - n ** 3) ** 6)
    b = (55 * n ** 7 + 99 * tan(n) ** 2) / (n ** 2 - 18 + n ** 5)
    res = a - b
    return res"
"import math

def main(y):
    f = math.sqrt((y ** 5 / 23 - 92 * (4 * y - 84 * y ** 3 - 13) ** 7) / (67 * (y ** 3 / 75) ** 3 + 10 * math.asin(y) ** 5)) + math.sqrt((14 + 20 * y ** 2) ** 5 + 38 * math.log2(y) ** 6)
    return f"
"from math import sqrt, pow, sin

def main(z, x):
    a = pow(abs(93 - pow(x, 2) - pow(z, 3)), 5)
    b = pow(pow(z, 3) + 1, 6)
    c = pow(sin(x), 2) - (16 + pow(z, 2) + pow(x, 3))
    d = pow(x, 2) + pow(sin(z), 5)
    e = a + b
    result = sqrt(e) + c / d
    return result"
"from math import sqrt, pow, sin

def main(z, x):
    a = pow(abs(93 - pow(x, 2) - pow(z, 3)), 5)
    b = pow(pow(z, 3) + 1, 6)
    c = pow(sin(x), 2) - (16 + pow(z, 2) + pow(x, 3))
    d = pow(x, 2) + pow(sin(z), 5)
    e = a + b
    result = sqrt(e) + c / d
    return result"
"import math

def main(x: float):
    return math.sqrt(math.log(x) ** 6 / (x * x - math.tan(x ** 3 - 26 * x * x - x) ** 4)) - (math.atan(x) ** 6 / 91 + (14 * x) ** 7) / (1 - math.log(x) ** 4)"
"import math

def main(x, y):
    a = 31 + (y / 74 - 13 * x ** 3) ** 7
    b = 24 * x ** 6 + math.log(y) ** 5 / 12
    c = y ** 2 / 67 + 1
    d = math.log(c) ** 4 - x ** 6
    e = math.log2(y) - (y ** 2 / 38 - 1 - 18 * x ** 3) ** 2
    g = a / b - d / e
    return g"
"def main(x, y):
    x1 = ((86 * x ** 3 - y ** 7) / (6 * x ** 3 + 12 * y)) ** 0.5
    return x1 + 41 * (19 * x - 97 * y ** 3) ** 7"
"import math

def main(y, z):
    f1 = 1 + 51 * math.exp(90 * y - 85 * y ** 2 - 77 * z ** 3) ** 7
    f2 = (37 - 60 * z ** 3) ** 5 + 8 * math.floor(y) ** 3
    f3 = 92 * math.exp(z ** 2 + 49 * z + 0.02) ** 4 - (20 * z ** 2 - 83 * y ** 3) ** 7
    return f1 - f2 / f3"
"def main(z, x):
    result1 = x - (25 * x ** 2 + 73 * z ** 3 + 1) ** 4 + 74 * z + x ** 3 + x ** 2
    return result1"
"from math import *

def main(x, y, z):
    first_part1 = 33 * exp(x) ** 4
    first_part2 = -exp(43 * y ** 2 + 21 + z ** 3) ** 3
    first_part = first_part1 + first_part2
    second_part1 = 71 * (41 * z ** 3 - y / 45) ** 4
    second_part2 = -44 * x ** 3
    second_part = second_part1 + second_part2
    third_part1 = 43 * (59 - z ** 3 - y ** 2) ** 7
    third_part2 = x - 1 - 20 * y ** 2
    third_part = third_part1 + third_part2
    fourth_part1 = 13 * y ** 2 - x - z ** 3
    fourth_part2 = (1 + x ** 3) ** 7
    fourth_part = fourth_part1 + fourth_part2
    result = first_part / second_part + third_part / fourth_part
    return result"
"import math

def main(y, z, x):
    rez1 = (math.asin(x - 54 * z ** 3) ** 6 - (y ** 3 / 95 - y ** 2 - 6 * z) ** 3 / 11) / (80 ** 6 + (26 * y + z ** 3) ** 7)
    rez2 = math.sqrt(32 * (33 * x + 45 * z ** 3 + 0.05) ** 4 - 29 * math.tan(62 * y ** 3 + 99 + x ** 2))
    return rez1 - rez2"
"import math

def main(y):
    fx = y ** 6 / (32 * (y ** 3 - 73) ** 6 - 27 * y ** 2) + math.sqrt((y ** 6 + 83 * (58 * y ** 2 + y ** 3 + 27) ** 4) / (y ** 2 + y))
    return fx"
"def main(x, z):
    a = (z ** 3 - z ** 2) ** 3
    b = x ** 5 / 82
    c = (91 * z ** 3 - x ** 2 - x) ** 6 / 63 / (64 * z ** 4 - 69 * x ** 3)
    S = a + b + c
    return S
main(-0.05, -0.93)
main(0.1, 0.49)"
"import math

def main(y, x, z):
    A = ((z + 88 + x ** 2) ** 5 / 73 + (44 * y) ** 3) / (x ** 5 - 47 * (z + 1 + y ** 3) ** 2)
    B = y ** 5 + 6 * math.asin(x ** 3 / 68 - 17 * y ** 2 - 13 * z) ** 4
    D = (1 - 49 * x - y ** 2) ** 6 + 10 * (62 * z + 50 * x ** 2) ** 4
    C = A - B / D
    return C
main(0.15, -0.92, -0.06)
main(0.13, -0.3, -0.08)"
"import math

def main(y, x, z):
    r = pow(z / 31, 2) + pow(math.atan(y - z * z), 5) / 94 - 45 * x * x * x
    r += 53 * pow(x * x - 58 * y - z * z * z / 9, 4)
    return r"
"import math

def main(y, x, z):
    num1 = math.sqrt(46 * math.pow(y, 6) - math.pow(8 * x - math.pow(z, 3) - 1, 3))
    num2 = math.sin(45 * z + 80 * math.pow(y, 3) + 1)
    num3 = math.sqrt(94 * math.pow(x, 3) + math.pow(num2, 6))
    return num1 + num3"
"from math import acos, sqrt

def main(y, z, x):
    a = (81 * z ** 2 - 16 * x ** 3) ** 2 / 19 - (x / 13 - 71 * y ** 2) ** 3
    b = 70 * (66 * y ** 3 - 1 - 63 * x) ** 6 + 39 * acos(x ** 2 - z ** 3) ** 7
    c = 52 * (x + 30 * z ** 3 + y ** 2) ** 3
    return sqrt(a) - sqrt(b / c)"
"import math

def main(y, z):
    p = (z + y ** 2 / 5) / (70 * y ** 3 - z ** 2 - 0.01) ** 5
    r = 18 * math.log2(55 * z + 12 * y ** 3 + 1) ** 3 + math.tan(y) ** 5
    r = r / (66 * math.log(1 - z ** 2 - z) + y ** 6)
    p = p + r
    return p
main(0.17, 0.52)"
"def main(y, z, x):
    return pow(z, 3) + pow(71 * pow(y, 3) - 34 * pow(x, 2) - 59, 4)
    +pow(pow(x - 51 * pow(z, 2), 5) - pow(26 * pow(x, 3) + 68 * y + 47 * pow(x, 2), 3), 0.5)"
"import math
import cmath
from math import *

def main(z, y):
    a = abs(z * z - y / 39 - 84) ** 5 - abs(y) * abs(y) + sqrt((32 * (1 + z + 18 * (y * y)) - 1) / (42 * (36 * y * y * y - z * z - y) + z * z))
    return a
main(-0.91, 0.68)"
"import math

def main(x):
    chis1 = pow(x, 2)
    znam1 = 52 * pow(52 * pow(x, 2), 5)
    chis2 = 50 * pow(x, 4) - 43 * pow(x, 3)
    znam2 = pow(math.log(x, 10), 7) - 2
    ans = chis1 / znam1 + math.sqrt(chis2 / znam2)
    return ans"
"import math

def main(x, y):
    z = 98 * math.log10(94 * y ** 2 - x ** 3) ** 4 - math.sqrt(16 * math.cos(x ** 3 + y + 35) ** 6)
    return z"
"import math

def main(x, y, z):
    x1 = 39 * (7 * x ** 3 - 2 - 30 * z) ** 2 - 8 * y ** 4
    x2 = math.exp(36 - 96 * z ** 2 - y ** 3) ** 4 - 82 * math.exp(12 * z ** 3 + 1 + 48 * x ** 2)
    x3 = 16 * x ** 2 + 31 * (y ** 2 + 6 * x + z ** 3) ** 6
    x4 = 31 * (58 * x ** 3 + z ** 2) ** 6 - 96 * math.atan(y / 84 - 0.02)
    res = x1 / x2 + x3 / x4
    return res"
"import math

def main(x, y):
    a = 59 * pow(1 - pow(x, 3) - 9 * y, 4) + pow(y, 2)
    b = 24 + pow(54 + 18 * pow(x, 2) + pow(y, 3), 2)
    c = 38 * pow(pow(x, 3) - 1 - y, 6)
    d = pow(math.log10(98 * pow(x, 2) + 18 * pow(y, 3)), 7)
    e = a / b + math.sqrt(c + d / 86)
    return e"
"def main(x):
    num = x ** 7 + 32 * x ** 2
    den = 13 * (x ** 3 - x ** 2 - x) ** 5
    return num / den + x ** 5 - 25"
"from math import acos, cos, log, sqrt

def main(y, z, x):
    return sqrt((pow(sqrt(44 * x * x - pow(y, 3) - z), 5) - 22 * pow(abs(y), 4)) / (pow(acos(x), 2) - 37 * pow(8 * y * y + 50 * z + pow(x, 3), 5))) + (pow(x, 7) + pow(z * z - 1 - pow(y, 3), 2) / 16) / (pow(cos(y), 5) - 83 * pow(log(1 + x + 56 * z * z, 2), 3))"
"def main(z):
    a = z ** 2 + z ** 3 + 46 * (1 - 79 * z ** 2 - 56 * z ** 3) ** 7
    b = 54 * (z ** 3 / 84 - z - 79 * z ** 2) ** 6
    return a + b"
"def main(z):
    a = z ** 2 + z ** 3 + 46 * (1 - 79 * z ** 2 - 56 * z ** 3) ** 7
    b = 54 * (z ** 3 / 84 - z - 79 * z ** 2) ** 6
    return a + b"
"import math
from functools import reduce

def main(y, x):
    a1 = math.log2(18 * y ** 3 + 41 + x ** 2) ** 6 + int(80 * x ** 3 - 30 * x)
    b1 = 44 * x - (66 * y ** 2 + 1 + x) ** 5 / 19
    a2 = (x - 35 * y ** 2) ** 2
    first_b2 = 45 * math.sin(x ** 2 / 83 + 86 * y ** 3) ** 5
    abs_b2 = math.ceil(89 * x ** 2 - x - 89 * y ** 3) ** 3
    b2 = first_b2 - abs_b2
    a = a1 / b1
    b = a2 / b2
    return a - b"
"import math

def main(y, x):
    tr1 = 42 * math.pow(math.cos(1 + 24 * x), 4)
    tr2 = 92 * math.pow(89 * math.pow(y, 3) + 26 * x + 5 * math.pow(x, 2), 2)
    tr = tr1 - tr2
    ch = 85 * math.pow(x, 5) - math.pow(y, 4)
    zn = 66 * math.pow(math.log(y, math.e), 5) + math.pow(math.floor(x), 2)
    if zn != 0:
        res = ch / zn - tr
        return res"
"import math

def main(y, z, x):
    r = math.log(x + z * z + y * y * y / 39) ** 2
    r = r + math.log2(x) ** 7
    a = (60 * y * y * y - 68 * x) ** 2
    b = 1 - 6 * z * z * z
    r = r - math.sqrt((math.tan(b) + a) / (15 * math.floor(z - 1 - 96 * x * x) ** 4 + 93 * y * y))
    return r"
"def main(z, y):
    a = (28 * z ** 3 - 74 * y - z ** 2) ** 4
    b = (97 * z + 69 * y ** 3) ** 6
    c = (y ** 3 + 71 * z) ** 6
    return a / b + c / 6"
"import math

def main(y):
    first_up = y ** 6 - math.cos(84 * y ** 3 + 79 * y ** 2 + 68) ** 7
    first_down = y ** 2 - 1
    second_up = y ** 2 / 19
    second_down = y ** 6 + (y + 29 * y ** 3) ** 7
    return first_up / first_down + second_up / second_down"
"from math import pow

def main(x, y):
    a = pow(50 * y + x * x * x + 57 * y * y, 2) / 14 + pow(89 * y + y * y, 6)
    b = 12 * (y * y + 92 * x * x * x) - pow(32 * x * x * x, 7) / 77
    c = pow(y * y * y - 35 * x * x - 32 * y, 4)
    d = y * y + pow(1 + x, 6)
    return a / b + c / d"
"import math

def main(x):
    return (46 * math.exp(1 - x ** 3 / 35 - x ** 2) ** 3 - 77) / (x ** 3 + 8) + x / 82"
"def main(z):
    a = z ** 2 + 78 * (z ** 3 - z ** 2 - z) ** 5
    return a / z ** 4 + 20 * (z / 3 - z ** 3 - 49) ** 4"
"import math

def main(x, y):
    f = math.pow(math.pow(y, 3) - 3 * math.pow(x, 2), 3)
    a = (math.pow(y, 5) + 17 * math.pow(math.cos(x), 3)) / f
    b = math.pow(y, 5) - math.pow(math.pow(x, 3) - math.pow(y, 2), 2)
    c = x / 95 - y ** 4
    d = math.sqrt(b / c)
    e = a + d
    return e"
"import math

def main(x, z):
    r = (4 * z ** 2) ** 3 / 32 - 55 * (76 * z ** 3 - z - x ** 2) ** 4
    r /= x ** 5 + 94 * z ** 4
    r += math.ceil(37 * z * z + 63 * z ** 3 + 81 * z) ** 7 / 92
    r += (z * z - x * x * x) ** 4
    return r"
"import math

def main(z, y):
    return pow(pow(math.sin(y ** 2 + z ** 3 + 86 * y), 3) / (69 * y ** 3 - z ** 2) ** 6, 0.5) + ((96 * y - y ** 2 - 1) / 25.0 + 63 * z ** 2) / (z ** 2 + 90 + y)"
"import math

def main(x):
    y = math.sqrt((40 * x + (14 * x * x) ** 4) / x ** 6 - (21 * x ** 6 / math.log(x * x + 34 + x) ** 6 - x))
    return y"
"import math

def main(z, x):
    s = math.sqrt(46 * (49 - 82 * z) ** 6 - math.log10(66 + 84 * x ** 2)) + math.sqrt(45 * x - math.cos(z ** 2 - 94) ** 4)
    return s"
"import math

def main(y, z):
    res1 = math.sqrt(math.asin(z) ** 2 + 72 * (1 - 84 * y ** 3) ** 3)
    res2 = math.sqrt(86 * (0.01 - 43 * y ** 3 - z) ** 4) / res1
    res3 = math.sqrt((43 * z ** 2 + z ** 3 / 28 + 26 * z) ** 5 - 35 * (y ** 2 / 67 - 69))
    res = res2 + res3
    return res"
"import math

def main(z, x):
    a = x ** 3 - z / 63 - 1
    b = 10 * x ** 3 - 64 * x ** 2 - 4 * z
    c = 91 * z ** 4 - math.log(x, 2) ** 7
    result = a ** 6 - b ** 3 - c
    return result"
"from math import log, sin, tan, sqrt, exp

def main(y, x):
    a = 28 * log(y) + ((x + 49 * x ** 2 + 91) ** (1 / 2)) ** 6
    b = (abs(y) ** 5 + 79 * x ** 4) / (29 * tan(84 * x ** 3 + y) ** 6 + 52 * sin(y))
    c = a - b
    return c"
"import math

def main(x, y):
    rez = 83 * x ** 7 + (60 * y * y * y) ** 5 / 36
    b = 3 * y * y - y
    c = (1 - x * x / 26 - y) ** 6
    k = y * y * y - y * y - 27 * y
    rez = rez + (57 * x ** 4 + 33 * math.asin(b) ** 3) / (math.cos(k) ** 7 + c)
    return rez"
"import math

def main(x, y, z):
    res1 = y / 89 - 55 * pow(z ** 3 - 1 - 10 * x, 5)
    res2 = 21 * pow(y * y - 97 * z ** 3 - 0.02, 5) - pow(19 * x * x, 7)
    res3 = 77 * pow(3 * y ** 3 + 86 + x ** 2, 4)
    res4 = 47 * pow(math.cos(1 - z ** 3 - x), 5)
    res = math.sqrt(res1 / res2) - (res3 + res4)
    return res"
"import math

def main(z, y, x):
    sup = (y - y ** 3) ** 3
    supq = 54 * (85 + z + 8 * x ** 3) ** 7
    supv = math.exp(4) * (z ** 3 - x ** 2 - 1)
    supw = 98 * (24 * z - 26 * y ** 3) ** 5 + supv
    supr = (42 * math.asin(z - 29 * x ** 2)) ** 5 - 54 * y ** 6
    supo = sup + supq - math.sqrt(supw / supr)
    return supo"
"import math

def main(x):
    a = 48 * x ** 5 / (math.cos(1 - 26 * x ** 2) ** 2 + 96)
    b = math.sqrt(44 * (97 * x ** 2 - 67 * x ** 3 - x) ** 7 / math.sqrt(48 * x ** 2 + 68 + x) ** 3)
    c = a - b
    return c
main(0.16)"
"import math

def main(x, y):
    t = 1 if round(x) == x else 0
    a = math.sqrt(math.ceil(x) ** 2 + 79 * math.tan(y) ** 7)
    b = math.sqrt((x * x * x + (y * y * y + 10) ** 6) / (33 * y * y + x ** 5 / 47))
    return a + b"
"import math

def main(y):
    x1 = pow(math.acos(y), 4)
    x2 = 84 * pow(y, 12) - pow(y, 7)
    x3 = 22 * pow(0.04 + 6 * y, 5) - 25 * y
    x4 = pow(math.exp(y), 4) - y
    esc = x1 / x2 + x3 / x4
    return esc"
"import math

def second(z):
    return (88 * (z ** 3 / 13 - z ** 2 - z) ** 5 - z ** 4) / (99 * (1 - 45 * z - 32 * z ** 2) ** 6 - 37 * z ** 4)

def main(z):
    return math.sqrt((z / 18 + z ** 3) ** 7 / 82 + (48 * z ** 3 - 65 * z) ** 6 / 58) + second(z)"
"import math
from tokenize import Double

def func(x, z):
    result = 44 * z ** 2 + math.sqrt(x) ** 3 + math.sqrt((z / 73 - 36 * x ** 3) ** 3 + 60 * (34 + x ** 3 + z ** 2) ** 7)
    return result

def main(x, y):
    result = '%.2e' % func(x, y)
    return float(result)
main(0.43, -0.89)"
"import math

def main(y, z):
    a = math.exp(y + z ** 2 + 34) ** 3 - 1
    b = 73 * z ** 3 + 66 * (34 - y - z ** 3 / 60)
    c = math.log2(22 * y - z ** 2 - 73 * z ** 3) ** 4
    d = 89 * (z ** 2 - 14 * z ** 3) ** 4 + 42 * y ** 3
    res = a / b + c / d
    return res"
"import math

def main(x):
    a = 43 * math.cos(x * x) ** 3 / (x * x)
    b = (math.log1p(40 + x - 1) ** 6 + 35 * math.acos(x) ** 4) / x ** 4
    return a - b
main(-0.96)"
"import math

def main(x):
    f1 = math.sqrt(2 * (x ** 2 - 54 * x ** 3 - 1) ** 2)
    f2 = math.sqrt((67 * x ** 4 + x ** 3) / (abs((36 - x ** 3) ** 3) - x))
    return f1 + f2"
"import math

def main(x):
    return (14 * math.tan(x ** 3 - 18 * x - 1) ** 5 - 33 * math.acos(x)) / (12 * (85 * x) ** 7 - 92 * x ** 4) - (x + x * x) ** 4 / 48
main(-0.5)"
"import math

def main(z, y):
    m = 0
    m = (1 + 19 * z ** 2 - y) ** (1 / 2)
    m = m - (84 * y - 26 - 55 * math.log10(z) ** 4) / (5 * math.tan(67 * z - 34) ** 3 + y ** 4 / 50)
    return m"
"from math import *

def main(x, z, y):
    return (33 * pow(z, 3) + x + y * y / 5 + 74) / (x ** 3 + pow(tan(22 * y * y - z ** 3), 6)) + 56 * pow(42 * x * x + 1, 4) + 58 * pow(x / 39 + 57 * pow(y, 3) + 45 * z * z, 3)"
"import math

def main(y, z):
    return (z ** 7 - 92 * math.exp(y) ** 3 * y) / (z ** 3 / 2 + (79 - y ** 2 - 55 * y ** 3) ** 4) - math.log(98 * y ** 3 - 7 * z ** 2 - y / 31) ** 5"
"import math

def main(y):
    x = math.acos(y)
    x = pow(x, 2)
    c = pow(1 - 29 * pow(y, 3), 2) / 15
    x = x / c
    z = pow(y, 5) + 45
    q = pow(math.sin(y - 61 - y ** 2), 3) - pow(8 * y ** 2 + 86 * y + 29, 7)
    z = z / q
    x = x - z
    return x"
"import math

def main(x, z):
    a = math.log(3, 2) * (72 * pow(x, 3) + z)
    b = pow(x, 5) - 11 * pow(math.exp(77 * z), 3)
    c = 17 * pow(abs(91 * pow(x, 2) + z), 7) + 69 * pow(x, 4)
    d = 13 * x + pow(1 + 2 * pow(x, 2) + 51 * pow(z, 3), 4)
    e = a / b - c / d
    return e"
"import math

def main(y):
    a = y ** 3 / (y ** 7 - 17)
    b = 35 * math.sin(99 * y ** 3 - 44 * y ** 2) ** 4 / y ** 7
    return a + b
main(-0.86)"
"import math

def main(z):
    return (z ** 6 + 17 * z ** 7) / (39 * abs(z) ** 7) - math.asin(1 - z - z ** 2) ** 2 / 10"
"def main(x, z, y):
    f = y ** 4
    f -= (z ** 2 + 7 * x) ** 6
    f -= 69 * (z + 87 * z ** 3) ** 7
    f += (y + x ** 3 / 70) ** 4
    return f"
"import math

def main(z, x, y):
    result = math.atan(y) - 43 * (y ** 3 / 91 - 28 * z - x ** 2) ** 6
    result = result / (x ** 6 + math.ceil(40 * y ** 2 - 76 - z ** 3) ** 3)
    result = result + math.sqrt(z + 74 * x ** 3) ** 5 / 94
    result = result - 2 * math.sqrt(y) ** 4
    return result"
"def main(z, x, y):
    from math import cos, sqrt
    r1 = 37 * (x - 40 * y * y - 1) - pow(cos(95 + x * x * x + 90 * z), 2)
    r2 = sqrt(pow(62 * y + x * x / 39 + 30 * z * z * z, 6) - pow(x * x * x / 33 + 82 * y, 5))
    return r1 - r2"
"from math import sqrt, floor, sin

def main(y, z, x):
    result = sqrt((98 * floor(y) ** 4 + (x + 1 + z ** 2) ** 3) / ((79 * z + y ** 3) ** 5 - 40 * (69 * x) ** 2)) + (sin(y) ** 4 - 79 * (x / 51 + 51 * z ** 2) ** 7) / (x ** 3 - y ** 2 + (13 * z ** 3 - 1 - 76 * x ** 2) ** 4)
    return result"
"import math

def main(y, z):
    a = math.tan(97 * z ** 2 + 79 * z + 99 * y ** 3) ** 4
    b = 8 * math.atan(z) ** 4 + y ** 3
    c = 52 * z ** 5 - (y ** 3 - z) ** 3
    result = z + a + b / c
    return result"
"import math

def main(z, x):
    func_value = math.sin(z ** 2 - x - 0.01) / (45 * (42 * x ** 2) ** 3 - 76 * z ** 4) - math.sqrt(math.fabs(92 * z ** 3 - 95 * z ** 2) - math.log2(1 + z + x ** 2) ** 3)
    return func_value"
"import math

def main(y):
    r = 83 * pow(math.tan(37 * y + 1), 2)
    r1 = r + 46 * pow(math.tan(y), 5)
    r2 = pow(math.log(y), 3) / pow(math.log2(y / 12 + 76 * y ** 2), 3)
    r3 = r1 - r2
    return r3"
"import math

def main(z, x, y):
    a = 11 * (x ** 2 + z ** 3) ** 2 + math.tan(y ** 3 - z ** 2 - 0.05) ** 5 / 92
    a1 = 45 * x - 89 * (y ** 2 - 84 * z ** 3 - 12 * z) ** 5
    a = a / a1
    b = 13 * y ** 6 + math.sin(5 * z ** 2 + x ** 3 / 92) ** 7
    b1 = (z ** 3 + 66 * x ** 2 + 1) ** 6 - 67 * math.floor(y)
    b = b / b1
    return a - b"
"import math

def main(y):
    a = (60 * y) ** 7
    b = math.sqrt((y ** 3 ** 6 + 32 * math.sqrt(y) ** 7) / (21 * y ** 3 - 1 - y) ** 3)
    c = a - b
    return c
main(0.96)"
"import math

def main(x):
    a1 = 58 * abs(15 + x ** 3 / 17 + 61 * x ** 2) ** 6
    a2 = 0.03 + 12 * (x ** 3 + 0.02 + x) ** 2
    a3 = 95 * math.log10(18 * x ** 2 + x ** 3 / 46)
    a4 = 82 * math.log2(x ** 3 + x ** 2 + 0.02) ** 7 - math.tan(x) ** 4 / 5
    b1 = a1 / a2
    b2 = a4 / a3
    return b1 + b2
main(0.59)"
"import math

def main(y):
    f1 = math.floor(y ** 3) ** 7
    f2 = 67 * math.tan(10 * y ** 2 + 24 * y ** 3 + 1) ** 4
    f3 = math.log2(y) ** 2 + y ** 4
    f4 = y ** 5 - 31 * math.log2(57 * y ** 3 + 0.02) ** 2
    s = f1 + f2 - f3 / f4
    return s
main(0.18)"
"import math

def main(z, y, x):
    return math.sqrt(x ** 2 + 92 * y ** 3 + 60 * z ** 2 + 1) + x ** 7 + 85 * (y ** 2 - 65 * x ** 3 - z) ** 3
main(0.36, 0.62, 0.76)
main(0.19, -0.05, 0.52)"
"import math

def main(y):
    return 7 * math.pow(y, 2) - math.pow(1 + 91 * math.pow(y, 2) + 81 * y, 3) + math.sqrt(53 * math.pow(math.tan(y), 6) + math.pow(y * (1 / 36), 4))"
"import math

def main(x, y, z):
    f = math.sqrt(pow(pow(x, 2) / 95 + y / 90, 7) - 89 * z) + 54 * pow(58 * pow(y, 3) - 0.08 - z, 4) + 48 * pow(1 + 7 * pow(y, 2) + pow(x, 3), 3)
    return f"
"import math

def main(x, z):
    numr = 52 * z ** 6 + 89 * math.exp(x) ** 7
    denumr = (27 * z ** 3 + 47 + x ** 2) ** 3 + 33
    sqrr = (numr / denumr) ** 0.5
    subs = 14 * math.floor(z) ** 2 - 11 * x ** 7
    return sqrr - subs"
"import math

def main(y, z, x):
    first_up = pow(1 - 89 * z * z - x / 10, 5) + 24 * pow(math.sqrt(y - 4 * x * x), 6)
    first_down = 26 * pow(math.ceil(73 * y * y - 71 * z - 81 * pow(x, 3)), 2) + pow(math.exp(z), 6)
    second_up = 94 * pow(x, 6) - pow(83 * z * z + pow(y, 3) + 1, 5)
    second_down = pow(pow(y, 3) - 0.01 - 65 * x, 2) + 57 * pow(z * z - 23, 3)
    f = first_up / first_down - second_up / second_down
    return f"
"import math

def main(z):
    return (18 * z - 70 * z ** 2 - 2) / (76 * (z - 0.02 - z ** 2) ** 3) - (21 * math.cos(z) - z ** 4) / (61 * z ** 7)"
"import math

def main(z, y, x):
    f1 = pow(1 + x + 50 * y * y * y, 2)
    f2 = pow(math.exp(z / 80 + 11 + 19 * y * y * y), 5)
    f3 = pow(22 * z - x * x * x - 91 * y * y, 7)
    f4 = pow(x * x * x / 85 - x, 4)
    f = math.sqrt(f1 - f2) - (f3 - f4)
    return f"
"import math

def main(x, y):
    result = 98 * pow(pow(x, 3) / 26 - pow(y, 2) - 65 * y, 7) + math.sqrt((y + pow(math.floor(53 * pow(x, 2) + 17 * y), 6)) / (pow(y, 4) + pow(math.acos(x), 7)))
    return result"
"import math

def main(y, z):
    result = 85 * pow(math.atan(pow(z, 3) / 20 + 41 * z * z), 2) + 35 * pow(y, 6)
    result = result / (pow(math.exp(34 * y + z * z * z + 1), 3) - 18)
    result = -result + (z / 19 + 66 * y * y * y) / (pow(math.floor(73 * y), 6) - 17 * z * z * z * z)
    return result"
"import math

def main(y, z):
    return 36 * (z ** 3 / 7 + y ** 2 + 28) ** 2 + math.log(1 - y ** 3 - z) - (math.sin(1 + z ** 3) - 66 * math.ceil(z + y ** 3) ** 4)"
"from math import sqrt

def main(x, z, y):
    return 82 * (z / 70 + 82 * x ** 2 + 35) ** 7 + y ** 4 - sqrt(86 * (56 * z ** 3 + y + 24 * x ** 2))"
"import math

def f(x, z):
    part1 = z + 1 - (30 * x + 52 * z ** 3 + 21) ** 4
    part2 = (z ** 3 - 42 * z) ** 5 + 80 * x ** 4
    part3 = 45 * (z ** 2 + 9 * x ** 3 + 0.11)
    part4 = math.log(1 - x, 2) ** 7
    return part1 / part2 - (part3 + part4)

def main(x, z):
    return f(x, z)"
"import math

def main(y, z, x):
    a = math.log(65 * y ** 3 - 1 - 89 * z ** 2, 10) ** 2
    b = math.sqrt(x)
    c = x ** 6 + math.ceil(97 * z + 85 * y ** 2) ** 4
    d = 88 * (48 + 88 * z ** 3 + y ** 2) ** 3 + 69 * x ** 4
    res = a + b - math.sqrt(c / d)
    return res
main(0.65, 0.19, 0.43)"
"import math

def main(y, x):
    s1 = (13 * x ** 2 + 41 * y + 36 * x ** 3) ** 7
    s2 = 2 * (38 * x ** 2 - 72 * x ** 3 - 85 * y) ** 5
    sost1 = s1 + s2
    sost2 = 11 * x ** 4
    sost3 = -75 * (1 + y * y / 9)
    sost4 = (y ** 3 + 1 + 54 * x ** 2) ** 2
    return sost1 / sost4 + sost2 + sost3"
"import math

def main(x, y):
    res = math.sqrt(58 * math.pow(y * y / 64 - x / 40, 5) + 5 * math.pow(math.sin(y), 7)) - (math.pow(24 * x * x - x - 0.02, 7) / 93 - 96 * math.pow(3 * math.pow(y, 3) - 47 * y - x * x, 2)) / (math.pow(39 * y * y * y, 3) - math.pow(x, 5))
    return res"
"import math

def main(x, y):
    a = 14 * math.pow(y, 2) / 55
    b = math.pow(83 + x + 8 * math.pow(x, 3), 2) / 17
    c = math.pow(math.log(61 * x, 2), 7) / 83 - 83 * y
    d = math.pow(math.cos(y), 6) - math.pow(x, 2)
    return (a + b) / c - d"
"from math import ceil

def main(x, z):
    a = 58 * (83 * z + 57) ** 3
    x1 = ceil(x) ** 6
    b = (x ** 3 + x) ** 3 / 75
    d = (44 * z ** 3 - 4 * x ** 2) ** 4
    c = (82 - 57 * x ** 2 - z ** 3) ** 2
    f = (a - x1) / (d + b) - c
    return f"
"from math import *
import math

def main(x, z, y):
    first_part_1 = 91 * math.asin(y) ** 2
    first_part_2 = 19 * math.asin(45 * x * x + z * z * z) ** 5
    first_part = first_part_1 - first_part_2
    second_part_1 = 99 * x * x
    second_part_2 = 13 * math.log10(z * z - 29 * y * y * y) ** 6
    second_part = second_part_1 + second_part_2
    third_part_1 = 25 * (x * x + z / 60 + z ** 3) ** 7
    third_part_2 = 66 * (70 * y ** 3 + y / 59) ** 4
    third_part = third_part_1 + third_part_2
    final = first_part / second_part - third_part
    return final"
"import math

def main(x):
    a = pow(0.02 + pow(x, 3), 4) - pow(20 * pow(x, 3), 3)
    b = pow(math.sin(x), 2)
    c = math.sqrt(pow(math.asin(x), 7) / pow(math.fabs(pow(x, 3) - x - 1), 6))
    return a / b - c"
"import math

def main(x):
    f = (x ** 12 + x ** 2 / 22) / (x + x ** 2) ** 3 - math.sqrt((x - x ** 3) / ((x ** 2 - 1) ** 7 - (43 - 60 * x) ** 5))
    return f"
"import math

def main(z, x, y):
    a = 61 * math.log2(y ** 3 - z ** 2) ** 7
    b = 46 * x ** 5
    c = math.tan(y ** 2 + 99 * z ** 3) ** 5
    return a - b + c + x ** 12"
"from math import sin

def main(x):
    res1 = 52 * x ** 3
    res2 = 64 * (17 * x ** 3 + 1)
    res3 = (sin(28 * x ** 2 - 19 * x ** 3 - 51 * x) ** 7 + 1) / (46 * x ** 2)
    return res1 - res2 + res3"
"import math

def main(y, z, x):
    a = math.sqrt((abs(x) ** 2 / 7 + 30 * (48 * y + 38 + z ** 3 / 51) ** 7) / (38 * math.exp(81 * x ** 3 + 41 * z ** 2 + y / 42) ** 6))
    b = (x ** 2 + math.log(1 - 45 * z ** 2 - 78 * y) ** 4) / (73 * math.sin(x) ** 5 + 68 * math.cos(38 * y - 86 - 61 * z ** 2) ** 4)
    return a - b"
"from math import sqrt, exp

def main(x, z, y):
    res1 = sqrt(16 * (11 * z ** 3 + 2 * x ** 2) ** 4 + y ** 5)
    res2 = 55 * exp(y) ** 7 + 97 * (50 * x ** 2 + z ** 3 + 36 * z)
    return res1 - res2"
"from math import sqrt, log2

def main(z, x):
    res1 = sqrt(92 * log2(67 * z - x ** 3) ** 3 / (48 * z - x ** 3 - 1) ** 7)
    res2 = sqrt(18 * (63 * z ** 2 + 16 * x ** 3 + 95 * z) ** 3 - 63 * x ** 7)
    return res1 + res2"
"import math

def main(y):
    return (math.log(y + 1 + y ** 2) ** 5 + y ** 3) / (8 * y ** 3) + math.sqrt(y ** 4 + 13 * (27 * y + y ** 2) ** 7)"
"from math import exp

def main(z):
    a = 77 + 95 * z ** 5
    b = 79 * z + 11 * (71 * z - 77 - 40 * z ** 2) ** 6
    c = (41 * z ** 4 + exp(z)) / (z ** 5 - 33)
    return a / b - c"
"import math

def main(z, x):
    a = (72 * z ** 3 - 82 * x ** 6) / (z ** 5 + (53 + z ** 3 + x ** 2) ** 6)
    b = 33 * (35 * x ** 2 - z ** 3) ** 6
    c = x ** 2 - 0.01 - math.tan(19 * x ** 3 - 59 - z ** 2 / 5) ** 3
    d = b / c
    return a + d"
"from math import log, sqrt, cos, ceil, floor

def main(z, x):
    a = floor(92 * z ** 2 + x + z ** 3 / 39) ** 3
    b = ceil(z) ** 2 + (2 * x ** 3) ** 5
    c = sqrt(log(45 * z) ** 6 - 65 * cos(x) ** 7)
    return a / b + c"
"from math import exp

def main(z):
    ress = z ** 7 / 89
    resx = 90 * exp(z) ** 5
    resc = z ** 2 - 34 * (89 * z ** 2 - z ** 3) ** 6
    resb = z ** 6 / 22 - z ** 5
    return ress / resx + resc / resb"
"import math

def main(y, x, z):
    f1 = 35 * pow(math.log2(z * z - 74 * pow(x, 3) - 28 * y), 2)
    f2 = pow(61 + 97 * x * x + y, 6)
    chislitel = 77 * pow(z, 3) + 24 * x * x + x - pow(32 * pow(y, 3), 5)
    znamenatel = 44 * pow(math.log10(x / 63 + pow(z, 3) / 35 + 56 * y * y), 2)
    f3 = math.sqrt(chislitel / znamenatel)
    return f1 + f2 - f3"
"import math

def main(z, y):
    a = (z ** 2 / 38 + y + 44 * math.log2(90 * y ** 2 + 37 * z ** 3) ** 7) / ((z ** 2 + 28 * y ** 3) ** 3 - math.atan(z) ** 6) + 1125 * z ** 2 + y ** 6
    return float(a)"
"import math

def main(y):
    return ((y ** 3 - y ** 2) ** 5 + 32 * y ** 2) / (79 * (4 * y ** 3 - y) ** 6 + 55) + y ** 2 - 27 * y ** 3
main(0.3)"
"def main(y, x, z):
    num_1 = 0
    num_2 = 0
    num_3 = 0
    num_1 = pow(pow(y, 3) - 47 * z, 2) / 79
    num_2 = 16 * pow(abs(64 * y ** 2 - 71 - x ** 3), 3)
    num_3 = pow(15 * x ** 2 + z ** 3 + x, 7) - y ** 6
    ans = num_1 + num_2 - num_3
    return float('%.2e' % ans)"
"import math

def main(y):
    a = (math.cos(y) ** 3 - (1 + y ** 2) ** 5) / math.log10(y) ** 6
    b = 13 * y ** 5 + 66 * (y ** 3 + 14 + 50 * y ** 2) ** 2
    return a + b"
"import math

def main(z, x):
    c = (x ** 4 - z) / (39 + abs(3 * z - 1 - x ** 2 / 51) ** 7 / 20) - ((70 - 10 * math.exp(98 * z ** 2 + 30 + 12 * x) ** 2) / (93 * z ** 4 - 88 * (x + x ** 3 / 12 + x ** 2) ** 5)) ** 0.5
    return float('{:.2e}'.format(c))
main(0.64, 0.71)"
"import math

def main(z, x):
    a = math.sqrt(((18 * z ** 2) ** 4 - math.ceil(1 + x + x ** 3) ** 3) / 1 - math.cos(56 * x ** 2 - x ** 3 - 15 * z) ** 3)
    b = 95 * (x ** 2 / 60 - 94 * z - x ** 3) ** 7
    c = 84 * z ** 2
    return a + b - c"
"import math

def main(y, x):
    f0 = 70 * math.exp(y) + 60 * math.exp(x) ** 2
    f2 = 89 * (1 - x ** 2) ** 6 + 7 * y ** 6
    f1 = math.sqrt(f0 / f2)
    f = 19 * y ** 6 - 57 * math.tan(x) ** 7 - f1
    return f"
"import math

def main(x, z, y):
    f1 = (y ** 2 / 68.0 - z ** 3 / 97.0) ** 2 - (27 * x - z ** 3 - x ** 2 / 29.0) ** 3
    f2 = 76 * z ** 5 + 11 * (x ** 2 + 61 * y ** 3 + 0.01) ** 7
    f3 = (84 * y ** 3 + x) ** 4 - 28 * math.asin(z) ** 5
    f4 = 58 * (1 - y ** 2 / 64.0 - 16 * x) ** 6 - 70 * z ** 3
    res = math.sqrt(f1 / f2) + f3 / f4
    return res"
"import math

def main(x):
    f1 = math.atan(x ** 2 - 1 - 15 * x ** 3) ** 3 / 16
    f2 = 84 * math.log10(x ** 2) ** 6
    f3 = 73 * (x ** 2 + 58) ** 7
    f4 = abs(x) ** 6
    res = f1 - f2 + f3 - f4
    return res"
"import math

def main(z, x, y):
    numerator1 = 78 * math.pow(82 * x * x * x - z - x * x, 3) - math.pow(93 + y / 41, 4)
    denominator1 = math.pow(math.acos(x), 6) + math.sin(y * y * y + z * z / 65) / 72
    el1 = numerator1 / denominator1
    numerator2 = math.pow(math.log10(y), 7) + 27 * math.pow(x * x * x / 38 + 1 + z * z, 3)
    denominator2 = 52 * z - math.pow(x * x - y * y * y / 99 - 0.05, 7)
    el2 = math.sqrt(numerator2 / denominator2)
    res = el1 - el2
    return res"
"import math

def main(z):
    result = math.inf
    if pow(abs(z + 25 + 72 * z ** 2), 3) != 0 and 1 + 22 * pow(abs(z), 6) >= 0:
        result = math.sqrt(1 + 22 * abs(z) ** 6)
        -(69 * pow(math.atan(z - z ** 2 - 1), 6) + 15 * pow(z, 3)) / (70 * pow(abs(z + 25 + 72 * z ** 2), 3))
    return result"
"import math

def main(z):
    a = pow(16 + 94 * pow(z, 3) + pow(z, 2), 6)
    b = 41 * pow(z, 2)
    c = 87 * pow(49 * pow(z, 2), 5)
    d = 11 * pow(z, 14)
    e = math.sqrt(a / b) - math.sqrt(c - d)
    return e"
"import math

def main(x, z):
    a = math.sqrt(73 * (x ** 3 + z) ** 4 / (76 * (18 * x ** 2 - z) ** 7))
    b = 50 * x ** 2 - 17 * math.sin(z) - a
    return b
main(0.55, 0.73)"
"import math

def main(x):
    first = 65 * (78 * x ** 2 + x ** 3 + x) ** 4 / ((1 - 34 * x - 96 * x ** 2) ** 7 - 14)
    second = math.sqrt(5 * x ** 4 / (x ** 3 + (26 * x ** 3 + 15 * x ** 2) ** 4))
    return first - second"
"def f(x):
    return (72 * x ** 15 - 6 * (6 * x) ** 7) / (76 * (1 - x - 89 * x ** 2) ** 4 - 1) + 49 * x ** 2

def main(x):
    return f(x)"
"import math

def main(y, z, x):
    a = math.sqrt(44 * (28 * y ** 3 + 45 * x ** 2 + z) ** 6 + 1) - (29 * pow(math.exp(96 * z ** 3 + y + z ** 2), 4) + 74 * x ** 2) / (97 * y - 70 * (17 * x ** 3 - 66 - 57 * z ** 2) ** 4)
    return a"
"import math

def main(y):
    A = 1 + y + y ** 2
    B = 25 * (y / 89 - y ** 3 - y ** 2) ** 7
    C = math.log(y ** 2) ** 2 + 48 * y ** 4
    return A / B - C"
"import math

def main(z, y, x):
    first = (x ** 2 + 16 + y ** 3) ** 5 + math.ceil(z) ** 2
    second = ((95 * x - 1) ** 7 + abs(z - 93 * y ** 2) ** 3) ** (1 / 2)
    return first + second"
"import cmath

def main(x):
    f = pow((53 * (x + x ** 3 / 84) ** 6 + 52 * x ** 3) / (42 * x ** 2) ** 2, 0.5) - (1 - 47 * (25 * x + x ** 3)) / (x ** 6 + x ** 7)
    return f"
"import math

def main(y, x):
    f = math.sqrt(1 - (82 * y ** 3 - 0.02 - 28 * x) / 79) - 79 * (x ** 2 + y ** 3 + 32 * y) ** 6
    return f"
"import math as m

def main(x, y, z):
    a1 = 75 * m.pow(y, 2) - 1 - x - m.pow(28 * m.pow(y, 3) + 0.12 + 42 * z, 3)
    a2 = m.pow(70 * m.pow(x, 3) + 74 + 42 * y, 3) - 87 * m.pow(z, 5)
    b1 = 49 * m.pow(m.atan(z), 3) + m.sin(y * y / 32 - 67 * x)
    b21 = m.pow(m.pow(z, 3) + m.pow(y, 2) + 1, 5)
    b22 = 76 * m.pow(23 * m.pow(x, 3), 2)
    return m.sqrt(a1 / a2) - b1 / (b21 + b22)"
"from math import *
import math

def main(y, x, z):
    op1 = floor(x * x + z + 35 * y * y * y)
    op2 = math.pow(x - z * z, 2) - 21 * y * y * y * y * y * y
    op3 = math.pow(64 * z * z * z + z * z + y, 2)
    op4 = math.pow(83 * x + z * z / 72 + 14 * z * z * z, 7)
    return 97 * op1 - op2 / (op3 - 60 * op4)"
"import math

def main(x, z):
    a = math.log1p(pow(z, 3) + 68 * x)
    b = 42 * pow(math.log10(pow(x, 3) - 15 - 56 * z), 2) - 42 * pow(z, 10)
    s = a / b
    a = 46 * pow(x, 18)
    b = pow(28 * pow(z, 3) - 78 * pow(x, 2), 4) / 80
    c = a + b
    d = pow(x, 6) + z
    j = c / d
    final = s + j
    return final"
"import math
import sys

def main(z, x):
    a = 75 * math.atan(z) + 93 * math.cos(x) ** 4
    b = (80 * z ** 3 + 1) ** 6 - 67 * (32 * x ** 2 + 38 * x ** 3) ** 4
    c = a / b
    d = 86 * (z - 32 * x ** 3 - 4 * x ** 2) ** 5 - math.ceil(z) ** 2 / 50
    return c - d"
"import math

def main(y, x):
    return y ** 18 - 33 * math.tan(x ** 3 + 59 * x ** 2 + 21 * y) ** 4 - (x ** 5 - 47 * math.tan(y) ** 7)"
"import math

def main(z, x, y):
    return math.log2(z) + 96 * (87 * x ** 2 + y) ** 5 - math.sqrt(((z ** 3 - 49 * x ** 2 - x) ** 7 / 38 + 39 * y ** 6) / ((y ** 2 - 1 - 11 * x) ** 5 / 47 - (10 * z - x ** 2 / 47 - 48 * z ** 3) ** 6))"
"import math

def main(y, x, z):
    return 69 * (z ** 2 - x ** 3 / 27) ** 5 - math.tan(y) + (47 * (1 - y - 76 * z ** 3) + 38 * (1 + x ** 2 + z ** 3 / 12) ** 7) / (math.floor(26 * z ** 3) ** 5 - (y ** 2 - x ** 3) ** 7 / 77)"
"import math

def main(y, z):
    return 86 * y - math.acos(z) ** 7 / 7 + (31 * z ** 6 + y ** 5 / 63) / (y ** 2 / 4 - 22 * z ** 4)"
"def main(z, y, x):
    a = 64 * (y - x ** 2 / 34) ** 2
    b = 17 * (18 * x - z ** 2) ** 3
    c = (42 * y - x ** 2 - x ** 3) ** 4
    ans = a - b + c - z ** 9
    return ans"
"import math
from math import *

def main(y):
    a = (96 * y * y * y - 22) ** 5 + 6 * (1 - 60 * y) ** 3 - ((95 * y * y * y + 40 * y * y) ** 4 - 8 * math.log2(y) ** 3) / (0.03 - y * y * y) ** 7
    return a
main(0.51)"
"def main(z):
    a = (z / 18) ** 3 / 13 + 50 * z ** 7
    b = z ** 3 / 80 - (64 * z ** 3) ** 5
    c = 11 * abs(z) ** 3
    res = a / b + c
    return res
main(-0.31)"
"import math

def main(y, z):
    return math.sqrt(pow(z ** 2 / 82 + y, 4)) + (85 * z ** 3 - y ** 6) / (37 * pow(math.floor(69 * y ** 3), 2) + z / 45)"
"from math import *

def main(y):
    fy = sqrt(96 * sin(y) ** 2 + 68 * y ** 2 - 1 - y) - sqrt(fabs(y) + fabs(y / 6 + 99 + 49 * y ** 2) ** 5 / 76)
    return fy"
"from math import *

def main(y):
    fy = sqrt(96 * sin(y) ** 2 + 68 * y ** 2 - 1 - y) - sqrt(fabs(y) + fabs(y / 6 + 99 + 49 * y ** 2) ** 5 / 76)
    return fy"
"from math import tan

def main(y):
    a = (92 * y + 4 * y ** 2 + 1) ** 4 + (y / 90 - 1) ** 2
    b = tan(y + y ** 2 + 1) ** 4
    return 20 * y / a + b"
"import math

def main(x, y):
    s = y ** 3 + x ** 7 * 43
    first = math.sqrt(s)
    s = (y ** 3 + 1 + x ** 2) ** 6
    d = (x ** 3 * 76 - y ** 2 - 1) ** 7 * 65 - (y ** 3 * 25) ** 2
    return first + s / d"
"import math

def main(z, y):
    f1 = math.log2(64 * y - y ** 2 - y ** 3) ** 6
    f2 = 16 * (y ** 3 / 53.0 + 1 + z) ** 7
    f3 = 54 * z ** 3 - y ** 6
    res = f1 - f2 - f3
    return res"
"import math

def main(z):
    f = math.sqrt(math.pow(z, 14) + math.pow(math.fabs(z), 2))
    s = 98 - 51 * pow(z / 64 - pow(z, 3) - pow(z, 2), 4)
    buffer = pow(20 * pow(z, 3) - 1 - pow(z, 2), 3)
    t = 7 * buffer - pow(pow(z, 3) + pow(z, 2) + 1, 7)
    return f - s / t"
"import math

def main(y, x, z):
    first = 71 * math.asin(x - y ** 3) ** 5 + 46 * z ** 4
    thỉd = 53 * x + 14 * (y ** 3 - z ** 2 - x) ** 7
    second = (math.floor(z + x ** 3 + 1) ** 2 / 89 + 55 * math.asin(y) ** 5) / (95 * (14 * x ** 2 + y + z ** 3) ** 7 + math.log10(z) ** 2)
    return math.sqrt(first / thỉd) + second"
"def main(x, y, z):
    return 52.0 * (y ** 2.0 + 1.0) ** 7.0 - (z ** 2.0 / 94.0 + 19.0 * x + z ** 3.0) ** 2.0 - (x ** 2.0 - (62.0 * z + 80.0 + y ** 3.0) ** 7.0)"
"import math

def sqrt_numerator(x, y):
    return 48 * (97 * y ** 2 - 0.03) ** 3 + x ** 6 / 25

def sqrt_denominator(x, y):
    return math.asin(x ** 2 + y) ** 5 / 68

def numerator(x, y):
    return 95 * (y ** 3 + 35 * y ** 2) ** 3 - 42 * (x ** 2 - 17) ** 2

def denominator(x, y):
    return 29 * (1 - y - x ** 2) ** 5

def main(x, y):
    sqrt = math.sqrt(sqrt_numerator(x, y) / sqrt_denominator(x, y))
    rest = numerator(x, y) / denominator(x, y)
    return sqrt + rest"
"import math

def main(x):
    product = 71 * x * x
    numerator = 16 * math.acos(x) ** 6
    denominator = 34 * x ** 4 - 32 * math.tan(21 * x * x) ** 5
    result = product + numerator / denominator
    return result"
"import math

def f1(x, z):
    return (1 - z ** 3 - 10 * x) ** 4 + 32 * math.atan(x) ** 2

def f2(x, z):
    return z ** 5 + 28 * math.sin(x) ** 4

def first(x, z):
    return f1(x, z) / f2(x, z)

def h(x, z):
    return (8 * x ** 2 + 69 * z ** 3) ** 7 - x ** 3 / 11

def second(x, z):
    return (h(x, z) / ((27 * x ** 3) ** 5 + 34 * (16 * z - 8 * z ** 2))) ** 0.5

def main(x, z):
    return first(x, z) - second(x, z)"
"def main(x):
    a = (18 * x + 89 * x ** 3 + 49 * x ** 2) ** 5
    b = 64 - 79 * (94 * x ** 3 - x) ** 3
    c = (x - 25 - x ** 3) ** 7
    f = a / b + c / x
    return f"
"from math import ceil as m
from math import asin as a
from math import floor as d
from math import sqrt as sq

def main(z):
    f = 2 * z ** 7
    s = (89 - z ** 3) ** 5 + m(20 * z ** 2 + 53 * z ** 3) ** 7
    t = 71 * a(z) ** 7 - (91 * z - 50 * z ** 3 - 35)
    g = 71 * (28 * z ** 3 + z ** 2 / 50) + 15 * d(41 * z) ** 5
    return f / s - sq(t / g)"
"import math

def main(y, z, x):
    return math.sin(62 * x ** 3 + 67 * z) ** 5 - 77 * y - (49 * z ** 4 + 64 * (y ** 2 / 59 + 17 * x) ** 7) / (math.ceil(z) ** 5 + (81 * y - 10 * x ** 2) ** 2)"
"import math

def main(y, z, x):
    a = 74 * (10 * x ** 2 + 1 + z ** 3) ** 6
    b = (72 * z ** 2 - x ** 3 - 73 * y) ** 5
    c = math.cos(x ** 2 - z) ** 7 - 73 * math.tan(y) ** 5
    d = (y ** 2 - 12 - 76 * z) ** 3 / 54 + 53 * (1 + 88 * z + x ** 3) ** 7
    return a - b - math.sqrt(c / d)"
"import math

def main(z, y, x):
    return math.sqrt(1 - (z ** 3 + 35 * x ** 2 + 68 * y) ** 7 / 71) + ((71 * z - 10 * x ** 2 - 91 * y ** 3) ** 5 + 64 * (97 + 9 * z ** 2 + y ** 3 / 24) ** 3) / ((25 * y) ** 3 + (41 * x ** 3 - 59 - z) ** 7)"
"from math import log

def main(x):
    return log(81 * x ** 2, 2) ** 6 + x ** 2 + 12 * (x ** 2 / 11 - x ** 3 / 77) ** 7"
"import math

def main(y, z, x):
    a = math.log(z ** 3 * 60 + 79 * x) ** 7 * 19
    a = a - math.log2(y) ** 2 * 16
    b = (y - z ** 3 * 86) ** 5 * 98
    b = b - math.floor(15 + x ** 2 / 7 + y) * 52
    c = math.tan(0.01 - 88 * z - x ** 2 / 98) ** 4 * 81
    c = c - math.exp(z / 69 - 76 * y ** 3 - z ** 2) ** 6
    a = a + b / c
    return a"
"import math

def main(x):
    arg1 = 54 * pow(x, 4) + pow(x, 2) / 75
    arg2 = pow(pow(x, 3) - 25 * x - pow(x, 2), 4) - pow(pow(x, 2) - x - pow(x, 3), 3)
    arg3 = 70 * pow(11 + pow(x, 2), 7) - 1
    arg4 = 18 * math.log(x) + pow(x, 3)
    return arg1 / arg2 - arg3 / arg4"
"import math

def main(y):
    result = math.sqrt((98 * math.floor(y) ** 4 - abs(y) ** 3) / (5 - 65 * (87 * y ** 2) ** 4)) - math.sqrt(math.tan(67 * y - y ** 2 - 1) ** 5)
    return result"
"import math as m

def main(z, y, x):
    return 26 * (y ** 3 + 40 * y ** 2 + 0.12) ** 4 + 90 * (23 * x - z ** 2 - 72 * x ** 3) ** 7 - m.sqrt(m.log(z ** 3 - 60 * x ** 2, 10) ** 5 + m.acos(y) ** 4)"
"import math

def main(x):
    f = 94 * (x ** 2 - 84 * x - 1) ** 2 + (x ** 2 - x ** 3 / 92) ** 6
    f -= math.cos(x) ** 2 / 18 / (6 * (97 * x ** 2 - x ** 3 / 84) ** 4 + 0.02)
    return f"
"import math

def main(z):
    f = math.sqrt(z ** 6 + (z + 74 * z ** 2) ** 2) + math.cos(89 * z ** 3 + z ** 2) ** 5
    return f"
"from math import *

def main(y, x, z):
    a = sqrt(pow(log10(53 * z ** 3 + 5 * y ** 2 + 73 * z), 3) + x ** 4)
    b = pow(exp(x ** 3 + z), 5)
    c = pow(ceil(20 * y - x ** 2 - x ** 3), 4)
    return a + b + c"
"import math

def main(y, z):
    a1 = math.sqrt(pow(y + z * z * z + y * y, 5) / 24 / (y * y - pow(z, 4) / 4))
    return a1 - (77 * pow(z, 7) + math.sqrt(96 * y))"
"import math

def main(y):
    return (y ** 2 - 6 - 81 * y) ** 3 + 53 * (y ** 2 / 68) ** 2 - math.atan(36 * y + 0.02 + 2 * y ** 2) ** 7"
"import math

def main(y):
    return math.atan(y ** 3) ** 2 + (((y ** 3 / 42) ** 7 + (y / 12 - y ** 2 - y ** 3) ** 4) / (24 * y ** 5)) ** 0.5"
"import math

def main(y, x):
    a = 57 * math.pow(math.acos(y), 3) - 71 * math.pow(x, 5)
    b = 11 * math.pow(x, 5) - 67 * math.pow(y, 3)
    c = math.pow(math.sqrt(87 * math.pow(y, 3) + 11 * y + math.pow(x, 2)), 5)
    d = math.pow(math.ceil(4 * math.pow(x, 3) - 83 * math.pow(y, 2)), 3) / 91
    e = a / b - c / d
    return e"
"import math

def main(x, z, y):
    x = (math.acos(y) ** 3 - 68 * abs(26 * x * x * x + 4 * z * z) ** 2) / (75 * (44 * x * x * x - z * z) ** 5 - y * y) + (z + 94 * x ** 3 + 35 - abs(z ** 3 - 21 - 97 * y) ** 7) / (math.asin(63 * y * y - x ** 3) ** 5 + 90 * z ** 7)
    return x"
"from math import tan, cos, atan, floor

def main(z):
    a = (tan(z) ** 7 / (2 * z ** 7 - 16 * cos(98 * z ** 3) ** 2)) ** 0.5
    b = (4 * atan(z) ** 4 - floor(z)) ** 0.5
    return a + b"
"import math

def main(y):
    one = y ** 4 / 40 + y ** 3
    two = one - 31 * y - y ** 2
    three = two / (43 * pow(74 * y + 1, 5))
    four = pow(y, 6) + 11 * pow(math.cos(40 * pow(y, 2) + 1), 7)
    five = pow(math.sin(y), 7) / four
    six = three - five
    return six"
"import math

def main(x):
    return math.sqrt((x ** 2 + x) ** 2) + (x ** 4 - 91 * math.exp(x ** 2 - 1) ** 7) / x ** 6"
"import math

def main(z, y, x):
    return float(math.pow(56 * math.pow(math.asin(z - math.pow(x, 3)), 5), 0.5) - (math.pow(math.asin(1 - math.pow(y, 2)), 4) - 71 * (94 * math.pow(z, 3) - x - math.pow(y, 2))))"
"from math import sqrt

def main(x):
    a = 13 * (33 * x ** 3 - 39 - x) ** 4
    b = 66 * x ** 6
    c = 14 * x ** 4
    d = sqrt(15 * x) ** 7
    e = c / d
    f = a + b + e
    return f"
"from math import sqrt

def main(x):
    f = sqrt((sqrt(x) ** 4 + x ** 3) / x ** 7) + (x / 5 - (x - 91) ** 6) / (x + x ** 7)
    return f"
"import math

def main(y, z, x):
    res = 0.0
    res = pow(44 + 33 * x ** 2 + y, 3) / 80 + z ** 7
    res /= 91 * pow(x + 50 + 54 * z ** 2, 7) + 18 * pow(81 * y, 2)
    res += math.sqrt(pow(math.log10(x + 49 * y ** 2 + y ** 3), 3) + 95 * z ** 6)
    res /= math.sqrt(1 - y ** 2 / 12 - 52 * x ** 3 + pow(24 * z ** 2 - x, 7))
    return res"
"import math

def main(x):
    a = math.sqrt(91 * math.cos(x) ** 5 / (78 * x ** 4 - 26 * math.log10(1 - 38 * x ** 3) ** 3))
    x = a + (0.02 - x ** 3 - x ** 2) ** 5
    return x"
"import math

def main(z, x):
    c = (83 + x ** 2 + 48 * z ** 3) ** 5
    d = math.asin(11 * z + 48 * x ** 2 + x ** 3) ** 5 - 26 * z
    e = 59 * z ** 3 + 16 * (4 * x - 77) ** 5
    result = c - d / e
    return result"
"def main(y, x):
    a = (73 * x + y ** 2 + 1) ** (5 / 2)
    a = a - (34 * x + 55 + 5 * x ** 3 - y ** 6 / 21)
    return a"
"from math import atan, log10, exp, tan, sqrt

def main(x, z):
    res = (77 * log10(x) ** 3 + 94 * atan(1 + z ** 2)) / (90 * (1 - 5 * z ** 3 - 38 * x)) ** 6 + sqrt((23 * x ** 7 - 40 * z ** 6) / (tan(x) ** 5 / 13 + 43 * exp(z)))
    return res"
"import math

def main(x, z):
    f1 = float((x ** 2 + 57 + z ** 3) ** 4) / 89 - math.log2(z) ** 2
    f11 = float(31 * z ** 7 + (46 * z ** 3 - x ** 2 - 43) ** 6)
    f2 = 11 * (1 - x ** 2 - x) ** 3 - 98 * z ** 6
    f22 = (19 + z + 99 * x ** 2) ** 7 + 17 * z ** 3
    f = float(f1 / f11 + math.sqrt(f2 / f22))
    return f"
"def main(z, y):
    a = z - y ** 3
    b = 31 * (3 * y + z ** 2) ** 2
    c = 54 * z ** 6 + y ** 10
    return a - b / c"
"import math

def main(z, x):
    r1 = z ** 15 - x ** 7 / 62
    r2 = 55 - x ** 3 / 25 - x ** 2 * 81 - (25 * x - z ** 3 * 37 - 1) ** 6
    r3 = x ** 7 + 40 * math.log2(z - x ** 2) ** 6
    return r1 / r2 - r3"
"import math

def main(z, x):
    return 17 * (34 + x ** 2 + 19 * z) ** 3 / (math.floor(92 * z ** 3) - (x - x ** 3 - z ** 2) ** 6) + 66 * math.log10(z ** 3 / 40) ** 2 + 68 * (91 * x ** 2 - z ** 3 / 31 - x) ** 4"
"import math

def main(z):
    x = 69 * math.sin(z) / math.pow(z + 57 * z ** 2, 7) + math.pow(67 * z ** 3 + 44 + 47 * z ** 2, 5) / (0.04 - 18 * math.pow(30 * z ** 3 - 48, 2))
    return x"
"import math

def main(x, z):
    numerator = (37 * z ** 3 + x / 52 + 1) ** 5 + (2 * z) ** 2
    denominator = math.exp(z) ** 3 + 13 * math.asin(x) ** 2
    res = math.sqrt(numerator / denominator) + 3 * (80 * z ** 3 - x ** 2 - 1) ** 3
    return res"
"import math

def main(z, y, x):
    if z ** 7 + math.exp(21 + 10 * y ** 3 + 13 * x ** 2) ** 2 != 0 and (y ** 2 - x ** 3 - 1) ** 4 / 34 - (75 * y ** 2 - z ** 3 - y) ** 3 != 0 and (math.sqrt(z + y ** 2 / 27 + 40 * x ** 3) ** 6 >= 0):
        return (y ** 3 - 22 * x - 26 * z ** 2) / (z ** 7 + math.exp(21 + 10 * y ** 3 + 13 * x ** 2) ** 2) + math.sqrt(z + y ** 2 / 27 + 40 * x ** 3) ** 6 / ((y ** 2 - x ** 3 - 1) ** 4 / 34 - (75 * y ** 2 - z ** 3 - y) ** 3)"
"import math

def main(y):
    return (50 * pow(y, 15) - (48 * pow(y, 3) - 81 * pow(y, 2))) / (54 * pow(math.floor(pow(y, 3) - pow(y, 2) - 0.03), 5) - 83 * pow(abs(pow(y, 2) + y / 85 + 8 * pow(y, 3)), 7)) - math.sqrt(pow(y + 3, 7) / (1 + pow(math.asin(y + 1 + 63 * pow(y, 3)), 6)))"
"def main(z, y):
    elem_1 = 31 * y + y * y + 98 * z * z * z
    elem_1 = elem_1 * elem_1 * elem_1 * elem_1 * elem_1
    elem_2 = y * y * y * y * y * y
    elem_3 = z * z * z * z * z * z * z
    if elem_3 < 0:
        elem_3 *= -1
    elem_4 = 1 + 8 * z * z + y * y * y
    elem_5 = elem_4 * elem_4
    answer = 48 * elem_1 + (elem_2 + elem_3) / elem_5
    return answer"
"import math

def main(x):
    return (x ** 2 + 96 * x + x ** 3) ** 6 / (x ** 7 - 34 * math.log(x)) + math.log10(x) ** 4 - 41 * x ** 6"
"from math import tan, sqrt

def main(y, x):
    return sqrt(78 * (48 * y - x * x) ** 5 - tan(y) * tan(y)) - (30 * x ** 7 + 66 * y ** 4)"
"from math import pow, sqrt, ceil

def main(y, z):
    a = sqrt((0.03 + pow(z, 2) + pow(y, 3)) / 91 + 45) - sqrt((pow(72 * y * y, 3) / 11 + pow(z, 2)) / (y / 90 + pow(ceil(y / 13 - 50 * pow(y, 3) - 81 * z * z), 4)))
    return a"
"import math

def main(y):
    x = math.sqrt((9 * y) ** 4 / 32 - 86 * y ** 7)
    return (y ** 6 + 64 * y ** 3 + 19) / (63 * math.exp(y ** 2 + 85 * y ** 3) ** 3) + x"
"import math

def main(z, x):
    return 23 * math.exp(x) ** 3 - math.tan(x / 94 + z ** 3 + x ** 2) ** 2 - 25 * (z ** 3 / 64 - x - 1) ** 2 / (11 * x ** 2 - (z + 97 * x ** 2 + x ** 3) ** 7)"
"from math import *

def main(y, z):
    a = ceil(sin(y ** 2 - 1 - 65 * z))
    b = 54 * (10 + y + 77 * z ** 2) ** 7
    return b - sqrt(ceil(a / 82) / (14 * (y - z ** 3) ** 2))"
"import math as m

def f(y, z):
    return 69 * (z ** 2 + 32 * y ** 3 + 1) ** 4 / (96 * m.tan(75 * z ** 3 - 26 * y ** 2) - m.ceil(z ** 3) ** 6) - (m.exp(z ** 3 + 31) ** 3 - 34 * (22 * y + 0.01 + y ** 3) ** 4)

def main(y, z):
    return f(y, z)"
"import math as m

def main(x):
    a = (22 * x) ** 4 - 62 * x ** 5
    b = 71 * m.sin(12 * x ** 3) ** 2 - 63
    c = m.cos(x ** 2 - 91 * x ** 3 - 1) ** 3
    return float('{:.2e}'.format(a - b / c))"
"def main(x, z):
    from math import tan
    return 62 * (4 * z ** 3 - x - 19) ** 2 - 84 * z ** 3 - (9 * tan(66 * z ** 2) ** 2 + 32 * (z ** 2 + x + 56 * z ** 3) ** 4)"
"def main(x, y):
    return 8 * (y ** 2 + 31 * x + x ** 3) ** 4 / (x + 29 * y ** 2) ** 3 - ((44 * x ** 3 + 61 + y ** 2) ** 5 + (y ** 3 + 1 + 58 * x) ** 2 / 62)"
"import math

def main(x, z):
    mex1 = 87 * math.pow(96 * x - math.pow(z, 2) - math.pow(x, 3), 6)
    ex1 = math.sqrt(mex1 - math.pow(math.acos(z), 2))
    mex2_1 = math.pow(math.exp(0.01 - 45 * math.pow(x, 2)) - z, 3)
    mex2 = mex2_1 - 63 * math.pow(math.cos(z), 2)
    ex2 = (4 * math.pow(z, 3) - (1 + 77 * x)) / mex2
    y = ex1 + ex2
    return y"
"import math

def main(y, x, z):
    return math.sqrt(4 * (y - x ** 3 - 0.03) ** 7 + 51 * z ** 2) + (96 * abs(98 * y * y + z ** 3) ** 6 - (1 - 58 * x - y ** 3) ** 4) / (math.sin(y + 68 + y * y) ** 2 - (z + 47 * x * x) ** 4)"
"import math

def main(y, x, z):
    return math.sqrt(4 * (y - x ** 3 - 0.03) ** 7 + 51 * z ** 2) + (96 * abs(98 * y * y + z ** 3) ** 6 - (1 - 58 * x - y ** 3) ** 4) / (math.sin(y + 68 + y * y) ** 2 - (z + 47 * x * x) ** 4)"
"import math

def main(x):
    n1 = 29 * x ** 2 - 0.02 - 15 * x
    n1 = n1 ** 0.5
    n1 = 72 * math.exp(x) - n1 ** 3
    n1 = n1 / (23 + x ** 2)
    n2 = x ** 2 / 10
    n2 = n2 / math.tan(x) ** 6
    n1 = n1 - n2
    return n1"
"import math

def main(z):
    return 22 * (z ** 3 - z - 59) / (z / 57 + 1 + z ** 2) ** 4 + (21 * z ** 3 - z ** 2) ** 2 / (math.cos(1 + 91 * z ** 3 + z) + math.log2(z) ** 4)"
"import math

def main(y):
    k = (40 * y ** 3) ** 6 - 60 * math.floor(1 + y ** 3 + 86 * y ** 2)
    o = 69 * math.cos(6 * y ** 2) - 53 * y ** 4
    m = (y / 91 - 30 * y ** 3) ** 5
    return k / o - m"
"import math

def main(x, y):
    up = 40 * (41 - x) ** 6 - 58 * (67 * x ** 3 - y ** 2) ** 7
    down = 25 * math.cos(x ** 3 - y ** 2 / 40)
    koren = (up / down) ** 0.5
    return y ** 4 - math.log(x) ** 5 - koren"
"import math

def func(y: float):
    ans = 64 * (96 * y ** 2) ** 4 - (1 - y ** 2) ** 5 - math.sqrt(math.atan(y) ** 5 / (y ** 7 / 46 + 84 * math.sin(19 * y ** 3 - y ** 2 - 98) ** 2))
    return ans

def main(*args):
    return func(float(args[0]))"
"import math
from math import ceil

def main(y, z, x):
    a = 18 * pow(math.tan(46 * z - y ** 2 / 19), 7) + pow(x, 4)
    b = pow(z / 30 - 28 * pow(z, 2) - pow(x, 3), 6) / 41 + 93 * ceil(y) ** 2
    c = 91 * pow(50 - z, 2) + pow(50 * pow(y, 2) - 80 * pow(z, 3) - x, 6)
    d = 91 * pow(pow(z, 3) - x, 3) - pow(y, 7)
    return math.sqrt(a / b) - c / d"
"import math

def main(y, x, z):
    a = 16 * pow(math.sin(pow(y, 2)), 3) - pow(52 * x - 5 * pow(z, 3), 4)
    b = math.log(52 * pow(z, 2) + 23 * y + pow(x, 3)) - pow(x, 5)
    c = pow(pow(z, 3) / 62 - 90 * x - 1, 2)
    d = 99 * pow(pow(y, 3) - 30 - pow(z, 2), 6)
    e = pow(96 + 4 * pow(x, 3) + z, 7) - pow(z - 83 - pow(y, 3), 5)
    return a / b - (c - d) / e"
"def main(x):
    firstTerm = pow(1 - 42 * x - pow(x, 2) / 44, 3) / 84
    partOfSecondTerm = pow(x, 3) - 48 * x - 27 * pow(x, 2)
    secondTerm = pow(x, 4) / (1 + pow(partOfSecondTerm, 4))
    return firstTerm - secondTerm"
"import math

def main(x, y, z):
    f = math.sqrt(48 * (27 - 30 * x - y ** 3) ** 2 + z) - math.sqrt(8 * math.floor(z - y ** 3 * 23 - x ** 2))
    return f"
"import math

def main(x):
    return (x ** 2 / 60 - 83 * x ** 12) / (12 * (x - x ** 2 - 1) ** 5) - math.sqrt(x ** 6)"
"from math import *

def main(z, x, y):
    return (pow(89 * pow(y, 2) + 13 * pow(z, 3) + x, 3) + 37 * pow(0.06 + pow(z, 3) + pow(x, 2) / 72, 5)) / (pow(log2(pow(x, 2)), 3) + 22 * tan(pow(y, 3) + 32 * z + 90)) + (51 * pow(x, 6) - pow(pow(z, 3) - pow(y, 2), 3)) / (63 * pow(pow(x, 3) + 27 + 82 * y, 3) - pow(z, 7))"
"import math

def main(y, z, x):
    return math.sqrt((65 * y ** 6 + (x + 49 * z ** 2 + 26) ** 5) / (24 * math.log(y ** 2 + 88 * z, 10) ** 4 + 38 * x ** 6)) - (y ** 12 + (z ** 2 + x + 67) ** 2)"
"import math

def main(y, z, x):
    upper = 37 * (52 * z ** 2 - 14 * x ** 3 - 15 * y) ** 5 + 8 * math.floor(13 * x ** 3 + 8 * x) ** 4
    lower = math.exp(19 * x ** 3 - z / 12) ** 4 + 94 * y ** 2
    minus = 19 * (z + 1 + x ** 2) ** 4 - 68 * math.log(y, 2) ** 3
    answer = upper / lower - minus
    return answer"
"import math

def main(x, z, y):
    a = 35 * z ** 2
    b = 24 * x ** 3
    c = a + b
    d = math.ceil(c)
    i = d ** 5
    j = 13 * i
    a1 = x ** 2
    b1 = 85 * y ** 3
    c1 = a1 + b1
    d1 = c1 ** 2
    i1 = d1 / 48
    a2 = z ** 2
    b2 = 20 * y ** 2
    c2 = math.floor(b2)
    d2 = 95 * c2 ** 7
    g2 = 68 * x + 0.06 + a2 + d2
    a3 = y ** 3
    b3 = 0.06 - 30 * y - a3
    c3 = b3 ** 4
    d3 = c3 / 58
    i3 = x ** 3
    j3 = 0.02 + i3 + 30 * a2
    h3 = 69 * j3 ** 5
    f3 = d3 - h3
    m4 = g2 / f3
    n4 = math.sqrt(m4)
    suma = j + i1 + n4
    return suma"
"import math

def main(x):
    s1 = 63 * x ** 5 + math.exp(1 + 99 * x) ** 3
    s2 = 31 * (x ** 2 + x + x ** 3)
    sost1 = s1 / s2
    sost2 = math.sqrt(math.acos(x ** 2 - x ** 3) ** 4)
    return sost1 - sost2"
"import math

def main(y):
    f1 = (68 * y + y ** 3) ** 4 / 30
    f2 = 37 * math.tan(y) ** 5 + (y ** 2 + y) ** 4 / 41
    f3 = math.acos(y ** 3 + y + 81 * y ** 2) ** 7
    f = f1 + f2 / f3
    return f"
"from math import sqrt

def main(z):
    a = pow(z, 6) / 78
    b = pow(46 * z + pow(z, 3) + pow(z, 2) / 5, 4) / 74
    c = 30 * pow(57 * z + 54 * pow(z, 3), 4)
    d = pow(z, 3) / c
    e = sqrt(a + b) - d
    return e"
"import math

def main(x, y, z):
    return (x * x - (66 + y + z ** 3) ** 5 / 20) / math.cos(x * x - 88 * z - 88 * y ** 3) ** 5
    +math.sqrt((58 * math.floor(x ** 3 - 1 - z * z / 64) - (y * y + 86 * z) ** 4) / 20 * (50 * x - y * y - 12 * y ** 3) ** 3 + (9 * z ** 3 - 1 - x) ** 7)"
"import math

def main(x, y, z):
    return (x * x - (66 + y + z ** 3) ** 5 / 20) / math.cos(x * x - 88 * z - 88 * y ** 3) ** 5
    +math.sqrt((58 * math.floor(x ** 3 - 1 - z * z / 64) - (y * y + 86 * z) ** 4) / 20 * (50 * x - y * y - 12 * y ** 3) ** 3 + (9 * z ** 3 - 1 - x) ** 7)"
"import math

def main(z, x, y):
    return 64 * (z + x ** 2 + 64 * y ** 3) ** 2 / (31 * math.floor(z) ** 4 - math.floor(49 * x + 95 * x ** 2 + y ** 3)) - (math.atan(24 * x ** 3 - 0.02 - z ** 2 / 73) ** 7 - 27 * y ** 6) / (z ** 2 + 87 * (x ** 2 - y - 0.01) ** 5)"
"def main(z, x):
    result = 59 * (80 * z ** 3 + 13 * z ** 2 + x) ** 2 + 29 * z ** 3
    result /= (x ** 3 / 11) ** 4 - 53 * z
    result += 12 * (23 + x ** 3 / 30 + 72 * z)
    result += (z ** 3 - 1 - 54 * z) ** 6
    return result"
"import math

def main(y, x, z):
    return math.log10(79 * x - 7 * z * z) - 80 * math.acos(y) ** 4 - math.sqrt(72 * (95 * x + z ** 3) ** 4 - 13 * math.log(17 * y - 41 * x ** 3 - x * x) ** 2)"
"from math import tan

def main(y, z):
    first_term = 35 * z ** 6 - y ** 5
    numerator = tan(y ** 2 - z ** 3) ** 5 + z ** 7 / 61
    denominator = (0.03 - 82 * z - y ** 3) ** 2 - 81 * y ** 3
    return first_term - numerator / denominator"
"import math

def f(z, y):
    return math.sqrt(57 * math.asin(y ** 2 - 1 - z ** 3) ** 7) + 5 * y ** 7 + (75 * y ** 3 - 12 * z - 12) ** 3

def main(*args):
    return f(*args)"
"import math

def main(x):
    res = (99 * (51 * x ** 3 + x ** 2 / 6) ** 5 + 35 * (x ** 3 + x ** 2 + 98 * x) ** 2) / (35 * x ** 2 - 3 - 90 * x) ** 4 + (math.tan(x ** 3) ** 2 + math.ceil(x) ** 3) / ((x ** 2 - 1 - 23 * x ** 3) ** 3 + (x ** 2 + 82 * x ** 3) ** 2 / 57)
    return res"
"import math

def main(y):
    if 49 * y ** 2 - 44 * (1 + y ** 2) ** 4 != 0:
        return (math.ceil(40 * y ** 3) ** 4 - 41 * y ** 2) / (49 * y ** 2 - 44 * (1 + y ** 2) ** 4) + 76 * (1 - 59 * y - 78 * y ** 2) ** 5 + y ** 6"
"import math

def main(z, y, x):
    f1 = (x ** 2 + y ** 3 + y) ** 3 + 71 * math.log(57 * z) ** 5
    f2 = 92 * z + (3 * x ** 3 + 50 * z + 56 * y ** 2) ** 4 / 99
    f3 = math.log(x + y ** 3 + z ** 2) ** 2 - math.cos(y) ** 3
    return f1 / f2 + f3"
"import math

def main(y):
    f1 = math.sqrt(41 * math.sqrt(y) ** 4 + 20 * (y ** 3 - 24 * y ** 2) ** 2)
    f2 = math.sqrt(abs(1 - 25 * y ** 3) ** 7 - math.log10(79 * y ** 2 - 35 * y) ** 4)
    f3 = math.sqrt((y ** 3 - 1 - y) ** 2)
    f = f1 - f2 / f3
    return f"
"def main(y, z, x):
    a1 = 3 * (1 + 66 * z + 6 * y ** 3)
    a2 = (1 + x ** 3 + z) ** 7
    a3 = x ** 6 + 65 * (z ** 3 - y - 1) ** 4
    a4 = 1 - y ** 2 - z ** 3 + 55 * (y ** 2 - 60 * x ** 3 - z) ** 4
    a = (a1 - a2) / a3 + a4 ** 0.5
    return a"
"import math

def main(x, z, y):
    f = math.pow(z * z + math.pow(x, 3) / 97 + y, 5) - 11 * (math.pow(z, 3) - 57 - x) + 51 * math.pow(math.fabs(x), 3) + math.pow(z + y * y, 2)
    return f"
"import math

def main(y, z, x):
    a = math.log10(x ** 2 + y / 57 + z ** 3) ** 4 / 48 + 19
    b = abs(x ** 3) ** 2 - (33 * y ** 3 + z + z ** 2)
    c = 23 * math.sqrt(74 * x ** 2 + y + x ** 3) ** 5
    d = 25 * (0.11 + z ** 2 / 5 + 19 * x) ** 7
    e = (76 - 51 * x - y ** 3) ** 5 - z ** 7
    return a / b - (c + d) / e"
"import math

def main(x, y, z):
    return 78 * (z ** 2 + 21 * y ** 3) ** 4 + 40 * x ** 6 - (27 * (49 * z + y ** 2 + 1) ** 4 + x ** 5 / 24) / (y ** 6 + (x ** 2 - z ** 3) ** 7)"
"import math

def main(y, z, x):
    r1 = math.fabs(x) ** 2 + math.exp(8 * z + 1 + y ** 3) ** 4
    r2 = 62 * math.log10(y + 45 * x ** 3) ** 5 + z ** 8
    r3 = 21 * x ** 2
    r4 = 63 * math.asin(0.01 + z ** 2 + 96 * y ** 3) ** 7
    return r1 / r2 + r3 - r4"
"import math

def main(z, y):
    return math.sqrt(39 * math.pow(y, 4) - 24 * math.pow(z, 6)) + 29 * math.pow(14 + 16 * math.pow(y, 3) + z, 7) / (11 * math.pow(z, 7) + math.pow(y, 3))"
"import math

def main(y):
    return math.sqrt((math.tan(y) ** 2 + 65 * y) / (52 + 45 * (63 * y ** 2 - 43 * y ** 3) ** 4)) + (34 * (y ** 3 + y ** 2) - 74 * math.atan(y) ** 6) / y ** 5"
"import math

def main(x, z):
    sol = math.sqrt((z ** 2 - 7 * (11 - 8 * z ** 2 - x / 93)) / (83 * (48 * z ** 2 - x - 1))) - ((x ** 3 + z) ** 4 + x ** 15)
    return sol"
"import math

def main(y):
    return math.sqrt((y ** 6 + 75 * math.acos(y) ** 3) / (math.cos(y) ** 6 - y ** 4)) - (y ** 7 - math.tan(y) ** 2) / (66 * y ** 5)"
"import math

def main(x, z):
    f = (34 * math.sin(z) - 77 * (29 * x ** 2) ** 3) / (17 * math.acos(z ** 3 - 14 * z) ** 3 - 75 * math.ceil(x)) - math.sqrt(41 * math.log2(z + x ** 3) ** 6 + 32 * x ** 2)
    return f"
"from math import sqrt, acos

def main(x, y, z):
    a = 68 * x + y ** 3 + 63 * z ** 2 - 1
    b = pow(y + 51 * y ** 3, 6) + pow(16 * y + z ** 2 + 36 * x ** 3, 5)
    c = pow(x ** 2 + z ** 3 + y, 7) + 6 * pow(acos(z), 2)
    x = sqrt(a / b) + c
    return x"
"import math

def main(y):
    return (28 * math.asin(y) ** 4 - 17 * y ** 2) / (84 * y ** 5) - math.sqrt(35 + math.log10(1 + y) ** 4)"
"import math

def main(z):
    elem_1 = math.pow(z * z - z - 1, 5)
    elem_2 = math.pow(99 + 12 * z + 61 * z * z, 2)
    elem_3 = math.pow(math.log(z, 10), 2)
    elem_4 = 50 * math.tan(z)
    elem_5 = math.pow(z - z * z, 3) - 13 * math.pow(z, 6)
    elem_6 = math.sqrt(elem_4 / elem_5)
    f = (32 * elem_1 - elem_2) / (62 * elem_3) + elem_6
    return f"
"import math

def main(x, y, z):
    a = 34 * math.sin(92 * y - 14 * z ** 3 - 28 * y ** 2) ** 7
    b = 50 * (66 * x ** 3 + 0.01 + z) ** 2
    c = x ** 6 + 69 * math.tan(y ** 2 - 1 - 92 * z ** 3)
    d = 57 * (1 + 25 * y ** 3) ** 3
    e = math.log(43 * x ** 2 - z / 32 - z ** 3, 2) ** 4
    return a - b - c / (d - e)"
"import math

def main(x, y, z):
    sum1 = 75 * math.log10(91 * z ** 2 + y / 30) ** 4
    sum2 = 23 * (x + 58 * x ** 3 + 39 * x ** 2) ** 3
    sum3 = math.tan(70 * y ** 2 - 0.03 - x) ** 6 - (10 * z ** 3) ** 7
    return sum1 + sum2 - sum3"
"import math

def main(y, x):
    a = (91 * y ** 3 + 89) ** 7 + (35 * x) ** 2
    b = (y ** 2 + 29 * x ** 3) ** 6 + 26 * x ** 7
    c = (39 * x ** 2 - 34 * y ** 3 - 1) ** 2 - math.log(x) ** 6
    f = a / b - c
    return f
main(-0.69, 0.82)"
"from math import *

def main(x, y):
    f = (6 * floor(pow(y, 3) / 19 - 59 * pow(x, 2) - 37 * x) - pow(asin(pow(x, 3) / 55 + pow(x, 2) + y), 2)) / (pow(x, 12) + 43 * pow(74 * pow(y, 2) - x, 2)) - sqrt(64 * (pow(x, 2) - 1 - 8 * y ** 3))
    return f"
"import math

def main(x):
    return math.sqrt(pow(pow(x, 3) + 59 * x + 1, 7)) - (46 * pow(30 * x + pow(x, 3) + 1, 2) - pow(math.log2(x), 5)) / (21 * pow(x, 5))"
"import math

def main(z, y, x):
    a = 76 * (57 * y ** 3 - 58 * y ** 2 - z) ** 7
    b = math.acos(z ** 2 + x ** 3) ** 5
    c = 83 * y ** 3 - x ** 2 / 90 - (z ** 3 + 35 * z + 91) ** 2
    d = (73 * x ** 3 - 61 * y - 52) ** 4 + math.asin(z ** 2) ** 5 / 86
    return a + b - c / d"
"import math

def main(z):
    a = math.asin(z) ** 2
    b = 50 * (1 + 93 * z + z ** 3) ** 7
    c = (77 * z ** 3 + z ** 2) ** 2
    return a + b - c"
"import math

def main(z, x):
    f = math.sqrt(89 * pow(z, 2) - pow(math.log(39 * pow(x, 3) - 73 * z - 34), 4))
    c = 66 * pow(98 * pow(x, 3) + 68 * pow(x, 2), 7)
    a = pow(pow(z, 3) - x, 3)
    return f + c + a"
"from math import exp, ceil

def main(x, z, y):
    return (95 * (91 * x ** 3 + y) ** 6 + 23 * (0.03 + 4 * y ** 3 + z ** 2) ** 3) / (z ** 2 - 64 * (71 * x + 82 * x ** 3 + 63 * y ** 2)) + ((z ** 3 - 27 * y) ** 3 + exp(x) ** 2) / (ceil(y ** 3 - z) ** 2 - (18 * x ** 2 - 1) / 24)"
"import math

def main(c):
    answer = 19 * c ** 6 / 89 * math.asin(c) ** 2 + 76 * (c ** 2 + 69 * c ** 3 + c) ** 4 + 18 * c ** 6
    b = float('{:.2e}'.format(answer))
    return b"
"import math

def main(z, y, x):
    a = pow(math.log(z, 2), 3)
    b = 6 * math.cos(x * x * x + 1 + 89 * y * y)
    c = pow(math.atan(79 * y * y - 69 * x * x * x - z), 4)
    d = 90 * pow(abs(y), 3)
    e = (26 * z * z * z + x + y * y) / 23
    result = (a - b) / (c - d) + e
    return result"
"import math

def main(x, y):
    a = math.pow(math.atan(y), 5)
    b = math.pow(64 + math.pow(y, 2) / 41 + math.pow(x, 3), 6)
    c = math.pow(math.sin(y) - 2 * x * x, 0.5)
    result = a + b + c
    return result"
"def main(z, x):
    a = (34 * pow(x * x + z + pow(x, 3), 4) - pow(z, 2) / 88) / (57 * pow(z, 7) - 65 * pow(x, 4))
    b = (pow(z * z - z, 5) - 25 * (x / 98 - 1)) / (x - 91 * pow(abs(6 * x * x + z / 4 + pow(x, 3)), 5))
    return a - b"
"import math

def main(y):
    a = math.pow(math.exp(y - math.pow(y, 2) / 59), 6)
    b = 57 * math.pow(70 * math.pow(y, 3) + 64 * y + 1, 3) - 67 * math.pow(y, 7)
    c = math.pow(math.pow(y, 3) - 46 - y, 6) - 53 * math.tan(y)
    return a - b / c"
"import math

def main(x, y, z):
    a = 74 * pow(math.ceil(47 * z + pow(y, 3) + 1), 4) - 10 * pow(x, 5)
    r = pow(y / 62 - pow(y, 2) - 0.02, 4)
    e = pow(60 + 98 * pow(z, 3) + 38 * pow(x, 2), 2) / 41
    c = r - e
    t = 76 * pow(pow(y, 2) / 45 - z - 73, 3)
    i = 73 * pow(math.ceil(x), 7)
    d = t + i
    b = math.sqrt(c / d)
    f = a + b
    return f
main(0.36, -0.55, 0.59)"
"import math

def main(z):
    g = pow(z - 43 * pow(z, 2), 4) / 94
    o = pow(z / 90 - pow(z, 3) / 90, 6)
    k = pow(math.floor(pow(z, 2) - 26), 6) / 95
    j = pow(pow(z, 2) - z / 23 - 92 * pow(z, 3), 7) / 59
    f = math.sqrt(g - o) - (k - j)
    return f
main(0.12)"
"import math

def main(z):
    m = math.pow(16 * z + 96 * math.pow(z, 2) + 19 * math.pow(z, 3), 5)
    b = math.sqrt((39 * (z + 1) ** 7 + z ** 3) / m)
    n = 95 * math.floor(z ** 2 + 1) ** 6
    c = math.sqrt(52 * z ** 7 / ((49 * z ** 2) ** 5 / 91 - n))
    d = b - c
    return d"
"import math
import sys

def main(y):
    part_1_1 = 1 - math.cos(73 * y) ** 7
    part_1_2 = 81 * math.exp(9 * y + 82 * y ** 3) ** 4
    part_1 = math.sqrt(part_1_1 / part_1_2)
    part_2 = (88 * y ** 5 + math.atan(y) ** 2 / 76) / (y ** 6 - 62)
    return part_1 - part_2"
"import math

def main(z, x, y):
    f = (x ** 3 - z - 0.01) ** 7 + math.floor(y / 8 + z ** 3) ** 2 / 57 + (48 * (63 * z + x ** 3 + z ** 2) ** 3 - y) / (x ** 2 + (z ** 2 + y ** 3 + 58) ** 5)
    return f"
"import math

def main(y, z, x):
    f = math.sqrt((y ** 4 + (94 * x ** 3 - z) ** 6) / ((x + z ** 3) ** 3 - 63 * (45 * y ** 3) ** 2)) - ((z ** 3 + y ** 2) ** 3 + 80 * x ** 4)
    return f"
"import math

def main(x, z):
    return 1 - (1 + 34 * x + z ** 3) ** 5 + ((73 * x ** 4 - 86 * math.ceil(z)) / (61 * x - 28 * z ** 2) ** 3) ** 0.5"
"import math

def main(y, z):
    c = z - 12 * abs(y ** 2 - y / 56) ** 2
    a = math.sqrt(c)
    b1 = 57 * (7 * z ** 2 + 29) ** 6 - (1 - y ** 2) ** 4
    b2 = (y ** 2 - 15 * z) ** 2
    b = b1 / b2
    return a + b"
"from math import sqrt, floor

def main(y, x, z):
    result1 = sqrt((z ** 3 - x ** 2 - 33 * y) ** 7 - 0.04)
    result2 = 47 * floor(87 * z + 67 + 16 * y ** 3) ** 6 + (38 - x ** 2) ** 2
    return result1 + result2"
"import math

def main(x, y):
    first = 52 * (y ** 3 - x) ** 6 - 55
    second = 13 * (y ** 2 - x ** 3 - 87 * y) ** 4 - math.sqrt(x) ** 6
    third = 7 * x - 84 * y ** 3 - 0.01 + 10 * (y ** 2 + x ** 3 + 0.02) ** 7
    return first / second - third"
"import math

def main(z, x):
    return math.sqrt(60 * math.tan(68 * z ** 2 + 5 * x + 58) ** 7) + 42 * abs(z) ** 4 + (22 * x - 1 - x ** 2) ** 5"
"from math import ceil, sqrt

def main(z, x, y):
    r1 = (x + z ** 3) ** 5
    r2 = 26 * (y ** 3 - x) ** 2
    r3 = ceil(z) ** 5
    r4 = 61 * (y ** 2 / 56 + 4 * y + x ** 3) ** 7
    r5 = sqrt(r3 + r4)
    f = r1 + r2 + r5
    return f"
"import math

def main(z, x):
    return math.sqrt(21 * math.log(z) ** 3 + 64 * x ** 7) + math.atan(59 * z ** 2 + x ** 3 + 19 * z) ** 3 + 78 * z"
"import math

def main(z, x):
    a = pow(math.tan(29 * pow(x, 2) + z + 0.01), 7)
    b = pow(97 * x, 5) - pow(34 * z + pow(x, 2) + 0.02, 2)
    c = pow(z, 5) + 35 * pow(x, 2)
    d = pow(39 * pow(z, 2), 2) - pow(x, 7)
    return math.sqrt(a / b) + c / d"
"from math import *

def main(y, x, z):
    return sqrt((pow(6 + 59 * pow(y, 3), 5) - atan(pow(x, 3) + pow(y, 2) + 95 * z)) / (pow(y - 36 * pow(y, 3) - 96 * pow(z, 2), 3) - x / 98)) - (98 * pow(86 - y - pow(x, 3), 5) - pow(z, 2) / 50)"
"import math

def f(y, x):
    return (94 * (94 * y ** 3 - 2 - 49 * x) ** 4 - math.cos(x) / 53) / (75 * math.log(90 * y + x ** 3, 2) ** 3) + y ** 4 + x ** 2

def main(x=0.16, y=-0.63):
    return f(x, y)"
"import math

def main(x, y):
    a = 34 * math.floor(86 * y ** 3 - y / 10) ** 6
    b = 34 * (43 + x ** 3) ** 4
    c = 23 * y
    d = 14 * x ** 7
    return math.sqrt(a - b) + c - d"
"from math import atan, exp, sqrt

def main(z, y, x):
    a = y ** 2 / 75 - 36 * exp(x - 34 * z ** 3 - 1) ** 7
    b = 33 * abs(x + z ** 2) ** 3 - atan(40 * z + z ** 3 / 11 + y ** 2) ** 2
    c = 15 * (76 * x ** 3 - 70 - y ** 2) ** 4
    d = 71 * sqrt(z) ** 7
    return sqrt(a / b) + c + d"
"from math import ceil, log

def main(y, z, x):
    result = 78 * ceil(y) ** 6 + log(35 * x ** 2 - 78 * x - z ** 3, 10) ** 5
    result /= (24 * z ** 2) ** 4 + (17 * y ** 3 + x ** 2 / 33) ** 3 / 80
    result += 4 * log(z ** 3 + 61 * y ** 2 + y, 2)
    result += (x ** 2 - 10 * z ** 3) ** 6
    return result"
"from math import sqrt

def f(z, y, x):
    part1 = (56 * x ** 2 + x + z ** 3) ** 3
    part2 = 12 * y ** 3 + z
    part3 = (71 * z ** 3 + x) ** 7
    part4 = (z - y ** 3 - 51 * x ** 2) ** 4
    return part1 + 66 * part2 + 56 * part3 - 19 * part4

def main(z=-0.56, y=-0.76, x=-0.18):
    return f(z, y, x)"
"import math

def main(y, z):
    return (61 * y + (49 * z ** 3 - 80) ** 5) / (z ** 5 + 81 * y ** 3) - (80 * math.exp(y) ** 5 - z) / (y ** 2 - (z ** 2 + 40 * z ** 3 + z / 74) ** 6)"
"import math

def main(y):
    return y ** 7 - 3 * y ** 4 - math.sqrt((92 * (1 - y ** 2) + 84 * (y + 40 * y * y + 16) ** 5) / (1 - 62 * y ** 4))"
"import math

def main(x, y, z):
    base1 = x + z ** 2 / 72 + y ** 3
    a = 66 * pow(base1, 5)
    base2 = y ** 2 + 91 * z ** 3 + z
    b = pow(math.sqrt(base2), 3) + 41 * x ** 6
    c = math.sqrt(b)
    return a + c"
"def main(y, x, z):
    a = 3 * (z - x ** 2 - 31 * y ** 3)
    b = 97 * (51 - 56 * x - x ** 2) ** 4
    c = x ** 18 + (1 - 46 * z ** 2 - y / 21) ** 3
    return a + b - c"
"import math

def main(z, x, y):
    return z ** 2 - x ** 3 - 0.06 - y ** 4 + (57 * (1 + x ** 2) ** 7 - 69 * (z ** 2 / 66 + y) ** 5) / (math.atan(z) ** 3 + 82 * math.cos(x ** 3 + 72 * y + 49) ** 2)"
"import math

def part1(z, x):
    return (z * z + 1 + 28 * x ** 3) ** 2 + 53 * z ** 6

def part2(z, x):
    return 6 * x ** 5 - z ** 3

def part3(z, x):
    return (41 * x * x - z) ** 6 / 80 - 18 * math.pow(math.cos(z), 2)

def part4(z, x):
    return 56 * math.pow(math.exp(57 + z ** 3 + x), 4)

def main(z, x):
    return part1(z, x) / part2(z, x) + part3(z, x) / part4(z, x)"
"import math

def main(x, y):
    d = math.ceil(x ** 3 + y)
    z = 22 * math.log(99 * x ** 3 + 67 * x) ** 2
    t = 70 * (0.05 + y ** 3 + x) ** 3
    d = d - z - t
    return d"
"from math import *

def main(x, z, y):
    x = float(x)
    z = float(z)
    y = float(y)
    f = float(pow(30 * pow(y, 3) + z + 1, 2) - 67 * pow(x, 3) + z - pow(y + 73 + 70 * pow(x, 3), 6))
    return f
main(-0.49, -0.37, 0.16)"
"import math

def main(z, y):
    return math.sqrt(15 * math.fabs(z ** 2 / 90 - 67 * z - y ** 3) ** 3) + math.sqrt(y ** 3 + (0.02 + 39 * z ** 2 + z) ** 5)"
"import math

def main(x, y, z):
    f1 = y ** 7 + abs(1 + z + 35 * x * x) ** 6 / 88
    f2 = x ** 6 + math.log(11 * z ** 3 + y * y + x) ** 5
    f3 = 71 * math.ceil(y * y - z * z * z - 98 * z) - 25 * math.asin(x) ** 2
    f = math.sqrt(f1 / f2) + f3
    return f"
"import math

def main(y, z, x):
    return y + 23 * math.pow(math.log10(69 * math.pow(z, 3) - 26 * x), 7) - (math.pow(30 - math.pow(x, 3) - math.pow(z, 2), 4) - math.pow(math.asin(y), 7))"
"def main(y):
    a = y - y ** 7
    b = 84 * y ** 6 + 83 * (97 + y ** 3) ** 7
    c = (y ** 2 / 96 + 1 + y) ** 4
    f = a + b / c
    return f"
"def main(z, y):
    return 88 * (25 * z + y ** 2) ** 3 + 41 * z ** 2 - (y ** 5 - abs(z) ** 7) / (32 * (1 + z / 26.0) ** 7 - y ** 4)"
"import math
import sys
from math import log, sin

def f(z):
    first_part = float((33 * log(z) ** 3 + 69) / (33 * math.exp(z) ** 7))
    second_part = (87 * z ** 3 + 1) ** 7 / 5 / (sin(49 * z ** 2 - 23 * z ** 3 - z / 89) ** 2 + z)
    return first_part + second_part

def main(arg):
    z = float(arg)
    return f(z)"
"import math

def main(z):
    k = math.tan(z) ** 6 / 73 + 24 * math.tan(z) ** 3 + 53 * z / (31 * (49 * z ** 2) ** 2 + (88 * z ** 2 + 92 * z ** 3 + 1) ** 4)
    return k"
"import math
import sys
from math import log, sin

def f(z):
    first_part = float((33 * log(z) ** 3 + 69) / (33 * math.exp(z) ** 7))
    second_part = (87 * z ** 3 + 1) ** 7 / 5 / (sin(49 * z ** 2 - 23 * z ** 3 - z / 89) ** 2 + z)
    return first_part + second_part

def main(arg):
    z = float(arg)
    return f(z)"
"import math

def main(y, z, x):
    return x ** 12 - 89 * (z ** 2 - y ** 3 - 45 * x) ** 6 - (abs(x ** 2 - 79 * z) ** 6 / 55 + y ** 3)"
"from math import sqrt, exp, asin, log

def main(z, x, y):
    return (sqrt(z ** 3 + 1 + y ** 2) ** 4 + (1 - x ** 3 / 72 - 9 * x ** 2) ** 7) / (83 * exp(x) ** 6 + exp(33 - z ** 2 / 25 - 35 * y) ** 2) + sqrt((21 * (1 - z ** 3 - y) ** 6 - log(x + y ** 2 / 44) ** 3 / 61) / (49 * asin(27 * z ** 2 + x ** 3 + y) ** 3))"
"import math

def int_r(num):
    num = int(num + (0.5 if num > 0 else -0.5))
    return num

def main(z):
    step1 = pow(z + 1, 2)
    step2 = 96 * (pow(z, 2) / 29 - 94 * pow(z, 3))
    result = step1 - step2
    step3 = pow(z, 3)
    if step3 < 0:
        step3 = -math.ceil(-step3)
    step4 = pow(step3, 5)
    result /= step4
    step5 = pow(pow(z, 2) - 1, 4)
    step6 = 36 - 77 * pow(29 * pow(z, 3), 4)
    step7 = step5 / step6
    result += step7
    return result"
"import math

def main(x, y):
    a = 11 * (82 * y ** 3 - x) ** 5 - 82 * math.sin(y) ** 3 + 47 * y + math.atan(89 - x ** 2) ** 5
    return a"
"import math

def main(y, z):
    f = 79 * (y ** 3 + y + z ** 2) ** 6 + math.ceil(z ** 7)
    f = f + 98 * (89 - 15 * y - z ** 3) ** 6 / (59 * z * z - (61 * y * y - z - y ** 3) ** 7)
    return f"
"def main(x):
    return ((71 * (x ** 2 / 91 + 1 + x) ** 2 - (1 - 84 * x ** 3 - x ** 2) ** 7) / (79 * x ** 4)) ** 0.5 - 85 * abs(x) ** 4"
"import math

def main(x, z):
    n1 = 95 * x ** 3 - z - 14 * z ** 2
    f1 = 24 * n1 ** 4 - x ** 5 / 34
    n2 = (82 * z ** 3 - x ** 2) // 1
    n3 = 25 * z ** 2 - 62 * z ** 3
    f2 = n2 + n3 ** 6
    n4 = 45 * x + x ** 2 + 3 * z ** 3
    n5 = z ** 2 / 99 + 1
    f3 = math.acos(x)
    f = f1 / f2 + n4 ** 5 / (f3 ** 4 - 65 * n5 ** 3)
    return f"
"import math

def main(x, y):
    a = 36 * (71 + x ** 3 + 22 * y) ** 5 + 53 * (8 * y ** 3 - y ** 2 - 1)
    b = y ** 6 + x ** 4
    c = (67 * x ** 2 - 52 * y ** 3 - 1) ** 2 - 5 * math.exp(x) ** 5
    d = math.log(y, 10) - 51 * x ** 18
    return a / b - c / d"
"from math import log2, sin

def main(x):
    result1 = log2(x / 2 + 71) ** 5 / 81
    result2 = x ** 4
    result3 = (8 * x ** 3 + 1) / (0.02 + 24 * sin(40 * x ** 3) ** 3)
    result = result1 - result2 - result3
    return result"
"import math

def main(y, x):
    return math.sqrt((74 * y ** 2 - 55 * (x ** 2 + 1) ** 3) / (22 * math.ceil(55 * y ** 2 + 14 * x ** 3))) - (14 * (73 * y ** 2 - y - 13 * x ** 3) - 24 * math.cos(y) ** 5)"
"def main(z):
    left = ((26 * z - 79 * z ** 2) ** 2 + 55 * z ** 4) / ((z ** 2 + z ** 3) ** 5 / 63)
    right = (73 * abs(z) + (49 * z - 1 - z ** 2) ** 7 / 4) / z ** 4
    f = left + right
    return f"
"import math

def main(x, z):
    e = x ** 2 + 82 * z ** 3 + 1
    d = math.sin(5 - 66 * x - z ** 2 / 7)
    c = z ** 2 / 71 - 94 - z / 72
    b = math.cos(z ** 3 + x)
    a = d ** 4 / (z ** 4 - (z ** 2 - x ** 3) ** 6)
    return math.sqrt((66 * b - 18 * x ** 2) / (52 * c ** 3 + 9 * e ** 2)) - a"
"import math

def main(z, x, y):
    a = (44 * y ** 2 - x ** 3 - x) ** 2
    b = math.exp(z + 44 * y ** 2 + x ** 3) ** 5
    c = (38 * x ** 2 - y - y ** 3) ** 3
    return a - b + c - math.log10(z)"
"import math
import sys

def main(z, x):
    part_1_1 = math.ceil(28 * z ** 3 - 12 * z - x * x) ** 4
    part_1_2 = z * z
    part_1_3 = (48 - 56 * z ** 3) ** 4
    part_1_4 = abs(x) ** 7
    return part_1_1 - part_1_2 + part_1_3 + part_1_4"
"import math

def main(x: float, y: float, z: float):
    first_term = 54 * math.atan(y) ** 3
    second_term = (1 + 22 * x ** 3 + z / 86.0) ** 7 / 58
    third_term = 32 * math.log(50 + y) ** 4
    fourth_term = 50 * math.tan(27 * x + z ** 3) ** 6
    expression = first_term - second_term + third_term + fourth_term
    return expression"
"import math

def main(y, z):
    sum = math.tan(z ** 3 - 1 - 41 * y) ** 6 - 91 * y ** 4
    sum = sum / (math.exp(1 - 59 * z) ** 6 + 70 * z + y ** 3 / 90 + 1)
    return sum + 71 * (y ** 3 - z ** 2) ** 6 + 6"
"import math

def main(x):
    c = x ** 7 / x ** 5
    c = c - math.sqrt((x ** 2 / 73 - x ** 3 - x) ** 2 / 57 + 95 * x ** 4)
    return c"
"from math import *

def main(z, x, y):
    f = (z ** 6 - 54 * cos(5 * x - y ** 3 - 23) ** 7) / (x + y ** 3 + 46 * z ** 2) ** 3 - (92 * (x ** 3 + y ** 2 + y / 92) ** 7 - (z + 0.01 + 67 * x ** 3) ** 6)
    return f"
"import math

def main(z):
    k = math.sqrt((59 * z + 47 * (z ** 2 - 62 * z ** 3 - z) ** 6) / (61 * z ** 6))
    m = 38 * z - 67 * (z ** 2 - z) ** 6
    return k - m"
"def main(y, z, x):
    a = (x ** 3 + 33 * y ** 2) ** 3
    b = 67 * z
    c = x ** 7
    d = (y - y ** 3 - z ** 2) ** 5 / 44
    return a + b + c + d"
"import math

def main(z):
    x1 = math.cos(z * z) ** 4 / (1170 * z - 92 * (z ** 3 + z) ** 7)
    x2 = (38 * z + z ** 3) ** 5
    x3 = 94 * (58 * z ** 3 + z) ** 4
    return x1 + x2 + x3"
"from math import sqrt, tan

def main(x: float):
    return sqrt((tan(x) ** 5 + x / 35) / (15 + x ** 7 / 53)) - (89 - x - x ** 2 / 88) ** 5 / (23 * x ** 12)"
"import math

def main(z, x, y):
    return math.exp(x) ** 6 - (z ** 3 + 3 * y) + y ** 5 + 35 * (z ** 2 - 6 * x - 1) ** 2"
"def main(x):
    return 82 * (41 * x ** 2 + 94 * x ** 3 + 1) ** 7 + (18 * x ** 3 - 1) ** 4 + 27 * x ** 5 / (1 + x / 93) ** 4"
"def main(y):
    return 80 * pow(y / 72 - 1 - 93 * y ** 2, 6) - pow(1 + 38 * y + y ** 2, 2) - y / (45 * y ** 2)"
"import math

def main(x):
    s1 = math.sqrt(47 * pow(math.sqrt(x), 7) + 84 * x)
    s2 = 54 * pow(x, 4) / (pow(x, 2) / 57 + 1 + 82 * pow(x, 2))
    return s1 + s2"
"import math

def main(y):
    return (10 * y ** 4 - 1) / (85 * math.sin(y) ** 2 + (45 * y ** 2 + 69 * y ** 3) ** 6 / 6) - math.sqrt(31 * y ** 2 + y ** 18)"
"import math

def main(y, x, z):
    first_expression = 7 * (y ** 2 + 7 * x + 70)
    second_expression = math.cos(z ** 2 + z + 1) ** 6
    third_expression = ((z + 0.06 + y ** 2) ** 7 - x ** 4) ** 0.5
    return first_expression - second_expression - third_expression"
"import math

def main(y, x, z):
    f1 = pow((math.acos(4 * z - 52 * x ** 2) ** 6 - (y / 83 - y ** 3 - z ** 2) ** 5 / 58) / (math.log10(z ** 2 + x) ** 2 + 77 * (x + y ** 3) ** 4), 0.5)
    f2 = pow((math.sin(58 * z ** 2 - 94 * y ** 3 - 76) + x ** 5) / (x ** 3 + (48 * z - y ** 2) ** 4 / 90), 0.5)
    return f1 - f2"
"import math

def main(z):
    a = 27 * z ** 7 / math.log(z, 2)
    b1 = z ** 5 + 91 * (z ** 3 + z ** 2 + 1) ** 3
    b2 = 90 * math.acos(1 - z ** 3 - 3 * z) ** 6 + (31 * z + z ** 2 + z ** 3) ** 2
    result = a + (b1 / b2) ** 0.5
    return result"
"def main(z, y):
    return (1 - (1 - y - z ** 2) ** 2) / (abs(y) ** 4 - (79 * y ** 2 - 72 * y - z ** 3) ** 3) + z ** 4 + y ** 2"
"import math

def main(x):
    f = math.floor(75 * x) - math.asin(x) ** 7 + (math.sin(31 * x ** 2 + x + x ** 3) ** 6 - 82 * x ** 7) / (x ** 3 + 1 + x ** 2 / 89) ** 5
    return f"
"def main(z):
    a = (95 * z ** 2) ** 6
    b = z ** 5
    c = 41 * (46 * z ** 2 + 79 * z + z ** 3) ** 3 / (59 * z ** 2) ** 2
    return int(a + b - c)"
"import math

def main(z, y):
    a = math.sin(92 * z ** 3)
    b = math.log(7 * (z * z) - 90 * y, math.e)
    c = math.atan(z ** 3 - y)
    return a - b ** 5 + c ** 3"
"import math

def main(z):
    a = pow(math.exp(z), 5)
    f1 = a / 86 + pow(25 * z + 90 + 36 * z * z, 6) / pow(z, 6)
    f2 = 29 * pow(z, 3) + 41 + z * z
    f = f1 + f2
    return f"
"import math

def main(z):
    x1 = z ** 6
    x2 = 44 * math.cos(41 * z - 35 * z ** 3) ** 3
    x3 = math.tan(z) ** 6 / 16 + 1
    x4 = (1 + z ** 3 + z ** 2 / 35) ** 6
    n = x1 + x2 - (x3 / x4) ** 0.5
    return n"
"from math import cos, tan, exp

def main(x, z):
    return ((78 * tan(z) ** 7 - (x ** 3 - x / 49 - 69) ** 6) // (40 * (62 * x ** 2 - z ** 3 - z) ** 3 - cos(z) ** 6)) ** 0.5 + (29 * exp(z) ** 3 + x ** 5) ** 0.5"
"from math import sqrt

def main(y, x, z):
    return sqrt(pow(y, 2) + 81 * pow(z, 3) + z + 28 * pow(pow(x, 3) - pow(y, 2), 7)) - sqrt(42 * pow(z, 3) + pow(pow(y, 2) - 36 * pow(x, 3) - x, 6))"
"def main(y):
    f = y ** 3 / (y ** 3 / 92 + 2 * y)
    f = f + 88 * (y ** 2 - 1) ** 4
    f = f - 40 * (17 * y ** 3 - y - 1)
    return f"
"import math

def main(x, y):
    return math.floor(0.02 + y ** 2 + x ** 3) ** 2 / ((71 * y + 59 + 39 * y ** 3) ** 2 + math.cos(x) ** 4 / 50) + 19 * math.acos(x ** 3 - 48 * y ** 2 - 1) ** 3 - math.acos(x ** 2 + 53 * y ** 3) ** 5"
"from cmath import cos, sqrt, tan
from math import floor, log2

def main(z, x):
    s1 = sqrt(cos(z ** 3 / 13 + x ** 2) ** 4 / (7 * floor(97 - x ** 3) - z ** 4))
    s2 = sqrt((36 * tan(39 + x) ** 6 + 86 * z ** 4) / (80 * log2(22 + z ** 3) ** 4 - x ** 3))
    ans = s1 + s2
    return ans.real"
"import math

def main(y, z):
    a = 70 * math.sin(25 * y ** 3 - z - 1)
    b = a + 46 * (y ** 3 + 0.02 + 75 * y) ** 5
    c = b + 28 * (y ** 3 + z) ** 2 / (56 * (90 * y ** 2 - z / 25) ** 4)
    return c"
"import math

def main(z):
    f = z ** 2 / (58 * math.sin(35 * z + z ** 3 + 1) ** 2 + 92 * (1 + (z ** 2) ** 5))
    f = math.sqrt(f)
    f = f + (43 * z ** 2) ** 5 - 59
    return f"
"from math import atan
from math import log2
from math import sqrt
from math import exp
from math import ceil

def main(y):
    return (42 * atan(y) ** 4 - ceil(y) ** 2) / (y ** 7 + log2(y) ** 5) - sqrt(15 * exp(y) ** 5 / (1 - y ** 3 - y ** 2) ** 6)"
"import math

def main(z, x, y):
    a = 67 * (29 * z ** 2) ** 4
    b = (71 * x ** 2 - y ** 3 - y / 72) ** 5
    c = (64 - 66 * y ** 3 - z / 11) ** 2
    d = math.log10(x ** 2 / 84 + 1 + y ** 3) ** 7
    return math.sqrt(a + b) - (c + d)"
"import math

def main(x, z):
    a = 74 * math.cos(1 + x ** 3 + 89 * z ** 2) ** 7 - math.cos(z) ** 6
    b = (25 * z + x ** 2 + 94) ** 4 - int(z / 7 + 69 + z ** 3) ** 2
    c = math.asin(z) ** 3 - 80 * (83 * x ** 3 - 49 * x ** 2 - 42) ** 6
    d = (z + 1 + 20 * x ** 2) ** 7 / 37 + 1
    return math.sqrt(a / b) - c / d"
"import math

def main(y, z):
    a = (pow(97 * pow(y, 2) + y + 89 * pow(z, 3), 6) + 24 * pow(66 * pow(z, 2) + z, 2)) / (pow(y, 7) / 74 - pow(math.ceil(z), 4) / 61)
    b = (pow(z, 7) - pow(z + 2 * pow(y, 3) + 0.02, 4)) / (35 * pow(2 * pow(y, 3) + pow(z, 2), 4) - 18 * pow(82 * pow(z, 3) - 1 - z, 6))
    c = a - b
    return c"
"import math

def main(y):
    ch = (52 - y / 36) ** 5 - 73 * math.sqrt(y)
    zn = 71 * y ** 6
    slog1 = ch / zn
    ch = math.fabs(21 - y ** 3 / 88) ** 3 / 24
    zn = (y ** 3 - 1 - y) ** 6 + math.log(y, 10) ** 4
    slog2 = ch / zn
    ras = slog1 - slog2
    return ras"
"import math

def main(z, x):
    c1 = math.sqrt(82 * abs(z ** 3 + 68 * x ** 2 + 1) ** 7)
    c2 = (70 + x + 18 * z ** 3) ** 5 / (math.floor(x) ** 3 / 27 - z / 60)
    c3 = c1 + c2
    return c3"
"import math

def main(z, x):
    d = math.log2(z + 32 * x ** 2)
    w = math.acos(x / 56 + 11 * z ** 2) ** 7
    return ((23 * x ** 2 - 1 - 88 * z) ** 2 + 89) / d + w / 95"
"import math

def main(x):
    return math.sqrt((66 * x + x ** 3 + 34 * x * x) / (math.log(x, 2) ** 4 + 64 * (95 * x + x * x) ** 7)) - (70 * math.sin(x * x / 67 + 19 + x) ** 3 - 89 * x ** 6)"
"import math

def main(y, z):
    a = 86 * math.cos(97 - y ** 2 - z) + 29 * z ** 3
    b = (37 * y ** 3) ** 3 + math.sin(y ** 2 + z + 1) ** 5
    c = 73 * (y ** 3 / 89 + 27 * z ** 2 + 28 * y) ** 4
    d = math.ceil(z) ** 2 + math.tan(y) ** 4
    s = a / b - math.sqrt(c / d)
    return s
main(-0.17, -0.09)"
"import math

def main(y, x, z):
    a = (1 - 58 * z - x ** 2) ** 4
    b = 44 * math.floor(x / 74 - 90 * y ** 2)
    c = math.sqrt((y ** 2 - y - z ** 3) ** 5 - x ** 7)
    f = a - b + c
    return f
main(-0.78, 0.03, 0.08)"
"import math

def main(z):
    result = 44 * math.log2(3) * (76 * z ** 2 + 1 + z) + (79 * z + 84 * z ** 3) ** 6 / 32 - math.sqrt(z ** 12 + z ** 5) / math.log2(6) * z
    return result"
"import math

def main(z):
    a = math.sqrt((math.pow(z, 7) - 56) / math.pow(math.log(z, 10), 7))
    b = 61 * math.pow(62 * z ** 2 - 86 * z - 6, 3)
    c = math.log(2 * z ** 3 - 0.14)
    return a - (b - c)"
"import math

def main(y, z):
    a = (36 * y ** 3 - 25 * z - 1) ** 2 - 61 * (88 * y ** 3 - 78 - 69 * z) ** 4
    b = math.acos(y) / 50 + (42 * z ** 3 - z / 67) ** 3
    c = 75 * math.floor(31 + y ** 2 + z ** 3) ** 5 + 1
    return a / b - c"
"import math

def main(x, z):
    f1 = math.sqrt((46 * z ** 3 - 72 * x - 56 * x ** 2) ** 4)
    f2 = math.sqrt(87 * (x / 53) ** 7 - (86 * x + z ** 3 + 0.03) / 7)
    return f1 + f2"
"import math

def main(x):
    return (x ** 2 - 84 - x) ** 2 / (61 * math.tan(x) ** 5 - x ** 4) + x ** 2 + 35 * x ** 6"
"import math

def main(z, y):
    return 46 * (z - y ** 3 - 62) ** 6 / (58 * (y ** 2 - y ** 3 - z) ** 5) + math.sqrt((z - 55 * y ** 2) ** 3 / (50 * math.acos(1 - y ** 3 / 13 - z ** 2) ** 3))"
"from math import log2, tan

def main(x):
    return (6 * tan(82 * x ** 2 + x ** 3 + 31) ** 2) ** 0.5 + (log2(x ** 2 + x ** 3) ** 4) ** 0.5"
"import math

def main(y):
    return 21 - 39 * y ** 5 - (math.log10(96 * y + 1 + 7 * y ** 3) ** 2 - (46 * y ** 3) ** 6)"
"import math

def main(y):
    a = (y ** 3 + 74 * math.cos(80 * y ** 2 - 53 * y - 65 * y ** 3) ** 7) ** 0.5
    return a - (84 - y ** 4) / y ** 5"
"from math import sqrt

def main(z):
    a = z ** 0.5 / (56 * (z ** 3 - 95 - z * z) ** 4)
    b = sqrt((76 * z ** 4 - 35) / ((19 * z + z * z) ** 2 - 43 * z ** 5))
    f = a + b
    return f"
"import math

def main(z, y, x):
    a = y * y + 50 * math.tan(60 * x - 66 - 6 * z * z) ** 4
    b = 71 * (46 * z - 72 * y ** 3 - 99 * z * z) ** 4 + x ** 12 / 92
    c = 72 * (73 * y + 76 + z ** 3) ** 2 + 6 * x
    d = 46 * (0.01 + 77 * z * z + x ** 3) ** 3 - 24 * (y / 46 + 18 * z * z + 1) ** 5
    return a / b + (c / d) ** 0.5"
"def main(x):
    return (x ** 5 - (x ** 3 + 81 * x) ** 6) / x ** 7 - (66 * (1 + 28 * x ** 3) ** 4 + 49)"
"import math

def main(y, z, x):
    f = 90 * (90 * x - 41 * z ** 3 - 1) ** 6
    s = math.tan(y ** 2 - 12 * x - 1) ** 4
    t = 33 * abs(z) + 18 * (x * x - y - 1) ** 4
    res = f + s + t
    return res"
"import math

def main(z, y, x):
    return math.cos(x ** 2 / 91 + z ** 3 + 90) ** 2 + 92 * (60 * y ** 3) ** 6 + (math.acos(x + 1 + z ** 2) ** 7 + math.atan(y ** 3) ** 5) / ((77 * z) ** 2 + math.cos(y + 71 * x ** 2) ** 7)"
"import cmath

def f(x):
    a = (87 * cmath.exp(x / 2 - 28 - 33 * x ** 2) ** 3 - (13 + 88 * x ** 3) ** 4) / (30 * cmath.log(x ** 3, 2) ** 6 - 20 * (0.02 + 26 * x ** 3) ** 3)
    b = x ** 6 / (83 * cmath.sin(x) + cmath.tan(65 * x + 49 * x ** 2) ** 5)
    c = a - b
    return c.real

def main(x):
    return f(x)"
"import math

def main(y):
    return math.sqrt(math.pow(56 * y, 2) + 74 * math.pow(math.pow(y, 2) / 82 - y, 7)) / (15 * math.cos(y)) + 87 * math.pow(0.01 + 74 * y + math.pow(y, 2), 7) - math.pow(math.pow(y, 3) / 6, 5) / 46"
"import math

def main(y, x, z):
    return ((45 - z) ** 7 + 21 * (y - x ** 2)) / (35 * math.log10(x) - 49 * math.sqrt(60 + y ** 2 + z) ** 6) + math.sqrt(47 * (28 * z ** 3 + y ** 2 / 37) ** 3 + 45 * (20 * z ** 2 + x + 0.01) ** 7)"
"import math

def main(x, y, z):
    res = ((73 * (x * x * x + y + 1) ** 7 + 47 * math.atan(77 * z ** 2 + y ** 3)) / ((z * z - y * y * y) ** 3 + (10 + 44 * x * x + z ** 3) ** 5)) ** 0.5 + (math.log(7 * x ** 3 + 23 * y + z * z) ** 7) ** 0.5
    return res"
"def main(x):
    c = (1 + 35 * x ** 2) ** 7
    b = 94 * (20 * x ** 3 + 9 * x + 1) ** 6
    a = (0.02 - 52 * x ** 12) / ((x - x ** 2 - 1) ** 6 + 68 * (80 * x - 20 * x ** 3 - x ** 2))
    return a + b - c"
"import math

def main(y, z, x):
    f1 = 91 * (1 - 36 * z - x ** 2) ** 7 + 36 * math.cos(76 * y ** 2) ** 4
    f2 = (75 * y - z ** 2 - 5 * x ** 3) ** 2 + 80 * abs(y) ** 7
    f3 = math.sqrt(24 * y ** 6 + 89 * math.cos(z + 47 * x ** 3 + 9) ** 7)
    f = f1 / f2 + f3
    return f"
"import math

def main(y):
    f1 = (1 + 42 * y ** 6) / (54 + (y ** 3 - 27) ** 6)
    f2 = math.sqrt(y) ** 4 / 85 - abs(y) ** 2 / 7
    f3 = 95 * math.log(62 * y ** 2 - 43 * y, 2) ** 6
    f = f1 - f2 / f3
    return f"
"def main(y, x):
    return 42 * pow(15 * pow(y, 2) + 0.01 + pow(x, 3), 6) + 6 - (1 - 16 * pow(y + 53 * pow(x, 3), 6)) / (pow(abs(x), 4) - y)
main(0.81, -0.7)"
"import math

def main(x):
    res1 = math.sqrt(37 * int(74 * x ** 2))
    res2 = (8 * x ** 3 - 1) / (78 * (26 * x ** 2 + 64) ** 2 + x ** 6)
    res = res1 - math.sqrt(res2)
    return res"
"def main(y):
    return 71 * (y ** 2 - 38 * y ** 3 - 1) ** 2 / (y ** 5 + y ** 7) - ((18 * y ** 3 - y) ** 6) ** 0.5"
"def main(z, x):
    import math
    f = 93 * z ** 5 + (1 - x ** 3) ** 4
    f = f / (61 * math.log2(x) ** 3 - 79 * math.tan(x * x + 37 * z + x ** 3) ** 4)
    f = f - (x ** 5 + z ** 4)
    return f"
"import math

def main(y):
    f1 = (pow(y, 5) + math.log(y)) / (pow(y, 3) / 97 + 1)
    f2 = math.sqrt(pow(97 - 99 * y, 4) / (1 + 17 * pow(math.acos(y), 7)))
    return f1 + f2"
"import math

def main(y, z, x):
    part1 = x ** 5 + 39 * math.log(92 * y + 91 + 67 * z ** 2, 2) ** 6
    part2 = 18 * x - z ** 3 - 83 * y ** 2
    part3 = 33 * (91 * z ** 2 - 1 - x) ** 5 + (39 * z + y ** 2) ** 3
    return part1 - part2 / part3"
"import math

def main(x, z):
    return math.ceil(((86 * z ** 3 + 68 + x) ** 2) ** 0.5 + math.acos(x + 17 * x ** 2 + z ** 3) ** 7 / ((14 - 95 * z ** 2) ** 6 / 91 - x ** 2 / 88))"
"def main(z, y):
    import math
    f = (math.exp(y) ** 4 + 10 * z ** 2) / (69 * (y ** 2 - z) ** 6)
    f += math.sqrt((z + 21 + y ** 3 / 66) ** 7 - 28 * z ** 2)
    return f"
"import math

def bot_1(y):
    return math.sqrt(((y ** 3 + 81 * y ** 2) ** 2 + (76 * y - y ** 3) ** 7) / (97 * (1 - y ** 2 - y) ** 6)) + (84 * y + y ** 3) ** 4 + y ** 5

def main(y):
    return bot_1(y)"
"def main(x):
    a = 66 * (72 * x ** 2 - 1 - x ** 3) ** 2 - x ** 6
    b = (x ** 2 / 96 + x ** 3 / 34 + 75 * x) ** 5 + 26
    c = (x ** 7 + 99) / (79 + 49 * x)
    a /= b
    c = c ** 0.5
    a -= c
    return a"
"def main(x):
    a = 17 * (44 + x ** 3 + 69 * x ** 2) ** 5
    b = 62 * x ** 5 - 84 * (66 - x ** 2 - x ** 3) ** 6
    c = 90 * (49 * x ** 3) ** 3 - (x - x ** 3 / 95) ** 5
    f = a + b / c
    return f"
"def main(x, y, z):
    res = 0
    s1 = (x ** 2 + z + 1) ** 4 + 93 * (x + 16 * y ** 3) ** 7
    s2 = 37 * x - 72 * (4 * z ** 3 + z + 46 * y ** 2) ** 4
    sost1 = (s1 / s2) ** (1 / 2)
    sost2 = (z - y ** 2 - 7 * y ** 3) ** 2
    sost3 = (x ** 2 + 8 * y ** 3 + 69 * y) ** 4 / 35
    res = sost1 + sost2 + sost3
    return res"
"import math

def main(x):
    return (x ** 3 + 29 * x) / (math.ceil(7 * x ** 3 - 8 * x) ** 6 + x) - 76 * x ** 3 / (64 * math.tan(x) ** 5)"
"import math

def main(y):
    x1 = (36 * y ** 2) ** 4 - 18 * (94 * y ** 3) ** 6
    x2 = y ** 7
    x3 = 5 * (96 - 65 * y ** 3 - y ** 2) - math.sin(y) ** 6
    x4 = 1 - math.log2(y) ** 3 / 68
    return (x1 / x2) ** 0.5 - x3 / x4"
"import math

def main(x):
    al11 = 91 * math.pow(math.sin(math.pow(x, 2) / 19 - 68 - 45 * math.pow(x, 3)), 4)
    al12 = math.pow(math.log2(math.pow(x, 3) + 50 + x), 4) / 28 - math.pow(42 * x - math.pow(x, 2) - 82 * math.pow(x, 3), 7)
    al1 = math.sqrt(al11 / al12)
    al2 = math.pow(math.ceil(x), 6) / 26 / (1 + math.pow(x, 3))
    sum = al1 - al2
    return sum"
"import math

def main(x, z):
    f = 66 * math.log(9 - x ** 2 - z) ** 3
    y = x ** 7 - (69 * x ** 3 + z) ** 6
    c = (z ** 3 - z ** 2 - 8 * z) ** 2 - x ** 6
    k = f + y / c
    return k"
"def main(y):
    a = y ** 3 / (76 - 97 * y ** 3)
    b = (y ** 2 - 17 * y ** 3) ** 6
    c = 88 * abs(y)
    return a + b - c"
"import math

def main(x, z):
    a = z ** 21 - 15 * math.ceil(35 * x ** 3 + 4 * z + z ** 2) ** 3
    b = (60 * x ** 2 - 1 - 2 * z ** 3) ** 5 / 49 - math.log2(x / 66 - 21 * z ** 3)
    c = 86 * math.acos(z) ** 4 + 37 * x
    f = a / b + c
    return f"
"import math

def main(z):
    x1 = (37 * z ** 3 - z ** 2) ** 5 - z ** 6
    x2 = 21 + 70 * math.tan(z ** 2 + z + z ** 3) ** 5
    x3 = 6 * math.cos(86 * z ** 3 - z - z ** 2 / 80) ** 3 - 1
    return x1 / x2 - x3"
"import math
import sys

def main(x):
    res = 36 * (25 * x ** 3 + 1) ** 2 + (32 * x ** 3 + 35 * x + 43) ** 3 + (x + 43 * x ** 7) // (55 * x ** 3 + 98) ** 2
    return res"
"from math import pow, cos, fabs, log

def main(z):
    a = log(z + pow(z, 2)) / (64 * pow(z, 7) + cos(z) ** 4) + 53 * cos(1 + pow(z, 3) + z) ** 4 / (fabs(49 * pow(z, 2)) + 31 * pow(z, 3))
    return a"
"import math

def main(y, x):
    a = math.floor(81 * y ** 3 - x ** 2 / 62 - 93 * y) ** 5
    b = (58 * x ** 3 + x + 49) ** 3
    c = 66 * (y / 94 + 1 + 96 * x ** 3) ** 4 + x ** 6
    first = math.sqrt((a - b) / c)
    d = (x ** 3 - 62 * x ** 2 - 25) ** 5 / 93
    e = (96 - y ** 2) ** 3 / 6
    second = d - e
    return first - second"
"import math

def main(x, z, y):
    f = 11 * math.floor(z ** 3 + y + 65 * x ** 2) ** 6 + y ** 7 / 47 - (6 * (25 * y ** 3 + 77 * z ** 2) ** 5 - 64 * (60 * x ** 3) ** 7)
    return f"
"import math
pow = math.pow
log2 = math.log2
sqrt = math.sqrt

def main(y, z, x):
    a = 43 * pow(log2(pow(z, 2) + x + pow(y, 3)), 6)
    b = sqrt(pow(x - y * y, 2) - 84 * pow(z, 15))
    return a - b"
"from math import log10, exp, atan, fabs, sqrt

def main(y, z, x):
    z1 = exp(60 * z ** 3 - 1 - 40 * x) ** 3 + 46 * y ** 6
    z2 = 89 * atan(x ** 3 - 1 - 56 * y) + log10(z) ** 4
    z3 = 38 * fabs(y ** 2) - (75 * z - x ** 3) ** 3
    otvet = z1 + sqrt(z2 / z3)
    return otvet"
"def main(y, z):
    part_1 = 12 * (z ** 2 / 60 - 53 * y ** 3 - y) ** 7 + 35 * y ** 3 - z ** 2 - 95
    return part_1"
"import math

def main(y):
    a = 46 * (52 * y) ** 2 / (math.log(y, 10) ** 6 / 38 - 65 * (y ** 3 - y) ** 3) - (y + y ** 3) / (y ** 3 / 5)
    return a"
"import math

def main(x):
    a = (x ** 2 - x ** 4) / math.floor(x)
    b = 30 * (40 * x ** 3 + 2) ** 3 / (x ** 2 + math.cos(48 * x) ** 4)
    result1 = a + b
    return result1"
"import math

def main(z, y):
    a = math.fabs(84 * y ** 3 - 81 * z ** 2 - y) ** 2 / 82 - math.fabs(z) ** 4
    b = 17 * y + math.floor(z) ** 2
    c = 64 * (1 + z ** 2 / 80 + z ** 3) ** 7 + y ** 4
    d = 64 * math.tan(y ** 3 - y ** 2 - z) ** 6 + (z ** 3 + z ** 2 + 26 * z) ** 7
    result1 = a / b + c / d
    return result1"
"import math

def main(z):
    result1 = 1 + math.pow(z * z * z / 41, 5)
    r2 = 64 * math.pow(math.sqrt(52 * z + 77), 5) - (33 * z * z * z - z * z - 97)
    result3 = 23 * math.pow(math.log10(z), 3) - 1
    r4 = math.pow(math.tan(z), 3) - 76 * math.pow(math.acos(z * z - 1), 4)
    return math.sqrt(result1 / r2) + result3 / r4"
"import math

def main(x, y, z):
    a = math.log2(26 * x - 61 * z ** 3 - 23 * y ** 2) ** 5
    b = 87 * ((y ** 2 - x ** 3 - 80 * z) ** 0.5) ** 6 - 63
    c = 45 * (46 * y + 82 * z ** 2 + 5 * x ** 3) ** 5
    d = 99 * math.log1p(x ** 3 - z ** 2 - y - 1) ** 6
    return (a / b) ** 0.5 - c / d"
"import math

def main(y, z):
    return (math.atan(z - 68 - y ** 3) - 74 * (z ** 3 + 78 * z) ** 2) / (math.sqrt(63 * z) ** 5 + (12 * y ** 2 + 16 * z ** 3) ** 3) + (88 * (58 + y ** 3 + 31 * y ** 2) ** 7 - (y ** 3 - 1 - z ** 2) ** 2)"
"import math

def main(z, x):
    dr_1 = 92 * math.pow(z, 3) + z + math.pow(x, 2) / 79
    dr_2 = 56 * math.pow(math.exp(math.pow(z, 3)), 5) - 68 * math.pow(x, 2) / 27
    dr = dr_1 / dr_2
    sqrt = math.sqrt(math.pow(math.pow(x, 2) + 1 + math.pow(z, 3) / 34, 6) / 40 + 1)
    sum = dr + sqrt
    return sum"
"from math import tan, floor, log10, exp

def main(y, z):
    left = (tan(z) ** 6 / 51 - 81 * y ** 5) / (94 * floor(z ** 3 + 40 * y) ** 6 - 75 * y ** 5)
    right = ((log10(46 * y ** 3) ** 3 - exp(z) ** 2) / (67 * (y * y + z) ** 5 - 1)) ** 0.5
    return left - right"
"from math import sqrt, log2, pow, floor

def main(y, z):
    first_numerator = pow(floor(pow(y, 2) - 84 - pow(z, 3)), 2)
    first_value = sqrt(first_numerator / 50)
    second_numerator = pow(log2(41 * pow(z, 2) - y - 27), 4) - 0.03
    second_denumerator = pow(pow(z, 3) + 78 * y, 5)
    second_value = sqrt(second_numerator / second_denumerator)
    return first_value - second_value"
"from math import sqrt, ceil

def main(x):
    a = sqrt((1 + 56 * x + 51 * x ** 2) ** 5 / 54)
    b = 91 + ceil(65 * x + 44 * x ** 3) ** 5
    c = 68 * (8 * x ** 3 - x / 19 - 78 * x ** 2) ** 3
    return a - b / c"
"from math import tan, cos, log10

def main(y, z, x):
    return tan(z - 30 * x ** 2 - 13) - 83 * log10(27 * x - 72 * y ** 3 - x ** 2) ** 3 - (cos(y ** 3 + 45 * z + z ** 2) ** 4 - (79 * x ** 3) ** 5) / (96 * z ** 6 - 72 * (36 * x ** 3 + x / 35 + 47 * y ** 2) ** 2)"
"from math import *

def main(y, z, x):
    r1 = 58 * log2(41 * z ** 2 - 1 - z ** 3) ** 5 - (y ** 2 + 39 * x) ** 7
    r2 = z - 41 * (30 * x ** 3 - y ** 2) ** 6
    r3 = x ** 4 / 20 + log2(74 - y ** 3 - 64 * z) ** 2
    r4 = 58 * z - 80 * (x + 95 * y ** 3) ** 6
    r5 = r1 / r2 + r3 / r4
    return r5"
"import math

def main(z, y, x):
    chisl = 83 * math.pow(z, 10) - 16 * math.pow(63 * x * x * x + 22 * y * y + y, 2)
    znam = math.pow(math.log(z + 73 + y * y * y, 2), 6) + 32 * math.tan(x)
    ostat = 70 * math.pow(math.log(z * z + 29 * y * y * y + 1, 2), 4) + 78 * math.pow(y * y + z * z * z + 49 * x, 7)
    return float(float(chisl) / float(znam)) - ostat"
"from math import sqrt
from math import log2

def main(z):
    a1 = 15 * (41 * z ** 2 - z ** 3 / 86 - z) ** 7 + 2 * (78 * z ** 3 + z) ** 5
    a2 = 55 * (99 * z + z ** 3 + 0.01) ** 5 - 13 * z ** 2
    a = a1 / a2
    b = sqrt(10 * (24 * z ** 2 - 0.02) ** 3 - 70 * log2(z) ** 5)
    return a + b"
"import math

def main(z):
    a = math.sqrt((10 - (z ** 3 + z)) / ((60 * z - 55 * z ** 2 - 1) ** 5 + z ** 4 / 43))
    result = a + z ** 5 / z ** 7
    return result"
"from math import sqrt

def main(x, z):
    ans1 = pow(x, 2) + pow(z // 1, 7)
    ans21 = pow(pow(x, 2) / 22 + 1 + 69 * pow(z, 3), 4)
    ans22 = 51 * pow(pow(x, 2) / 60 + pow(x, 3) + z, 6)
    ans4 = 64 * sqrt(pow(x, 6)) - pow(1 + pow(z, 3), 5)
    ans = ans1 / (ans21 + ans22) - ans4
    return ans"
"def main(y, z, x):
    res = z - 67 * x ** 3 + 2 * (0.08 - x ** 2 - 65 * y) ** 5
    res /= x + (z ** 2 + 34 * y ** 3 + 1) ** 2 / 44
    res += x ** 5 + (83 * z + y ** 2) ** 3
    return res"
"import math

def main(z, x):
    t1 = 4 * (z ** 3 / 3 + 13 * z ** 2 + x) ** 3 + 1
    t2 = x ** 4 + (45 * x - z ** 3) ** 5 / 30
    c1 = math.acos(44 * z ** 3 + x / 39)
    c2 = 21 * (z ** 3 + 85 * z) ** 6 - 97 * c1 ** 5
    t3 = math.sqrt(c2)
    return t1 / t2 - t3"
"import math as m

def main(y, z):
    x = m.sqrt(58 * (y + 1 + z ** 3) ** 7 / (m.sin(z) ** 6 + (1 - z ** 3 - y) ** 3)) + m.sqrt(z ** 10 / 84 - 12 * y ** 3)
    return x"
"import math

def main(x, z):
    a1 = 94 * (17 * x ** 2 + 62 * z + z ** 3) ** 3 + math.floor(x) ** 2
    b1 = 91 * math.sin(z) ** 4 - math.floor(x) ** 2
    c1 = math.sqrt(80 * math.log10(x ** 3 + 97 + 50 * z) ** 7)
    return a1 / b1 - c1"
"import math

def main(y, z):
    sectionOne = (69 * y ** 3 - z ** 4) / (52 * (z ** 2 - y - 33 * y ** 3) ** 6 - y ** 5)
    sectionTwo = 54 * y - abs(8 * y - 76 * z ** 3 - 0.02) ** 4
    return math.sqrt(sectionOne) + math.sqrt(sectionTwo)"
"from math import cos, sqrt, floor

def main(z, y, x):
    return cos(y ** 3 / 22 - 80 * z ** 2 - 35) ** 6 - 62 * floor(x) ** 2 - sqrt((34 * x ** 3 - 54 * z - 7 * y ** 2) ** 4 / (71 * (72 - 74 * y - z ** 2) ** 4 - (z ** 2 / 21 + x ** 3) ** 7))"
"def main(z, x):
    import math
    a = (x + 98 * z ** 3 + 9) ** 7 + (1 - x) ** 3
    a /= math.sin(25 * x ** 3 + 81 * x * x) ** 6 + 27 * (7 * z * z + 96 + z)
    b = x ** 7 + (z ** 3 - 81 * x * x - 1) ** 5 / 21
    b /= 97 * math.exp(1 - 17 * z ** 3 - 57 * x * x) ** 4 - 67 * (x * x - x - 76 * x ** 3) ** 5
    return a - b"
"def main(z, x):
    a = (59 * x ** 3 - 80 * z) ** 6 + 5 * x ** 4
    b = x ** 3 - 76 * (96 * x ** 3 + 0.33 + z / 17)
    c = (x ** 2 - 1 - z ** 3) ** 4
    d = (x ** 3 + z ** 2 / 98) ** 3 / 93
    return a / b + (c / (z + d)) ** 0.5"
"import math

def main(z, y, x):
    return (x ** 3 + 99 * x + y ** 2) ** 4 - 53 * math.ceil(z) ** 7 - (55 * z ** 7 + 19 * ((73 * y ** 3 - 8 * x) ** 0.5) ** 4)"
"import math

def main(x, y, z):
    a1_1 = (14 * z ** 3 - 1 - y ** 2) ** 3
    a1_2 = 24 * (0.02 - 26 * y ** 3 - 38 * x) ** 7
    a2 = 1 - (x ** 3 / 71 + 70 * z + y ** 2) ** 6
    b1 = 96 * math.log(59 * x + 78 * y ** 2 + 77 * y ** 3) + abs(z) ** 2
    b2 = (23 * y ** 2 + 55 * z + z ** 3) ** 5 + x ** 3
    c = (a1_1 + a1_2) / a2 - b1 / b2
    return c"
"import math

def main(z, y):
    return z ** 2 - 2 * (y / 30 + 77 * y ** 3 + z ** 2 / 61) ** 4 + math.atan(20 * y ** 2 + 29 * z) ** 2 - (89 * y ** 3 + 41 * y ** 2) ** 7"
"from math import *

def main(x, y, z):
    f = sqrt((28 * pow(log(pow(z, 2) / 67 + x), 4) - 25 * pow(31 * pow(y, 3) + 65, 5)) / (99 * pow(log10(z), 3) - 8 * pow(40 * pow(x, 3) + 97 * pow(x, 2) + y / 26, 5))) - (pow(sin(x / 28 + pow(z, 2) + 1), 6) + pow(pow(y, 3) + pow(x, 2) / 75 + x, 7) / 23)
    return f"
"import math

def main(y, x):
    ans1 = 57 * x ** 7 - 56 * (25 * x ** 2 + 48 * y + 84) ** 3
    ans2 = (9 * x + x ** 3 + 15) ** 4
    return ans1 + ans2 + math.asin(y) ** 6"
"def main(x, y, z):
    a1 = (z - 34 * y ** 2 - 88) ** 6
    a2 = 35 * abs(x) ** 2
    a1 = a1 + a2
    a2 = z ** 5 + (97 * x - 68 * x ** 3 - y ** 2 / 4) ** 3
    a1 = a1 / a2
    a2 = y ** 6 - 79 * (51 * z ** 3 + x + x ** 2 / 55) ** 4
    a1 = a1 + a2
    return a1"
"import math

def main(y, z, x):
    a = math.fabs(74 * x ** 3 - z ** 2 / 26 - 9 * x) ** 3
    b = (y ** 3 / 52) ** 2 / 42
    c = math.log10(x ** 2 + z) ** 6 - 10 * math.atan(y) ** 5
    t = (a + b) / c
    d = math.sqrt(t)
    e = 3 * (24 * x - 74 * z ** 3) + 55 * y ** 6
    f = d - e
    return f
main(-0.2, 0.86, -0.03)"
"import math

def main(y, x, z):
    a = math.atan(5 * z ** 3 + y ** 2) ** 5
    b = 78 * (x ** 2 - 24) ** 6
    c = 84 * (72 * z ** 2 - y ** 3 - z) ** 7 - 26 * x
    d = 69 * (x / 70 - z ** 2 / 80) ** 6 - 49 * (72 + 36 * y) ** 5
    return a + b + c / d"
"import math

def main(z, x):
    slog = 59 * (66 * x ** 3 + 4 * z ** 2) ** 2
    ch = slog + (x ** 3 - z ** 2 - z) ** 4 / 71
    ab = x + x ** 3 / 43 + 37 * x ** 2
    if ab < 0:
        ab = ab * -1
    zn = math.floor(ab) ** 2 - math.sqrt(z)
    slog = ch / zn
    res = slog + math.sqrt(33 * (93 * z * z + 9 * x ** 3) ** 5)
    return res"
"from math import sqrt

def main(x, z, y):
    a = 88 * (x ** 2 - z ** 3 / 60 - y) ** 2 - x ** 4
    b = x ** 2 + (1 - 19 * z ** 2 - y ** 3) / 76
    c = sqrt(98 * x ** 2 - z ** 3 - 58) ** 6 - 79 * y ** 5
    d = 99 * x ** 3 + z + 1 - y ** 14
    return a / b - sqrt(c / d)"
"import math

def main(x, z, y):
    a = math.sqrt((54 * y - 46 * x ** 3 - z ** 2) ** 4)
    b = (y ** 3 - x - 29) ** 7 - 36 * math.sqrt(25 * z ** 2) ** 4
    c = 78 * math.sin(81 * y ** 3 - 80 * z) ** 3 + (37 * x + 53 * z ** 3) ** 7
    d = math.sqrt(b / c)
    result = a + d
    return result"
"import math

def main(z, x):
    f1 = math.log2(12 * pow(z, 3) - pow(x, 2))
    f2 = math.sqrt(pow(z, 3) - 70 * pow(f1, 6))
    f = f2 - (24 * pow(x, 2) - 22 * pow(z, 7))
    return f"
"import math

def main(x):
    return 8 * pow(1 - pow(x, 3) - 2 * x, 5) - pow(math.ceil(x), 3) - (pow(x, 4) + pow(math.cos(x), 5)) / (40 * pow(x, 3))"
"import math

def main(x):
    f = x ** 4 + math.sqrt((math.tan(x ** 3 - 8 * x - 1) ** 6 + (x ** 2 + 1) ** 5) / (84 * (19 * x ** 2) ** 5))
    f = '%.2e' % f
    return float(f)"
"from math import pow, cos

def f(y, x):
    result = pow(x / 20 - y ** 2, 7) / (cos(3 * y ** 3 - 1) ** 2 - 82 * x ** 5) + y ** 7 + pow(74 * x ** 2, 3)
    return float('{:.2e}'.format(result))
main = f"
"import math

def main(x):
    x = (x ** 2 + 1 + 87 * x ** 3) ** 4 / (x ** 2 / 6) - math.sqrt(math.acos(x) ** 8 + (x ** 2 - 55) ** 4)
    return x"
"import math

def main(x, z):
    return (x ** 3 / 99 - z ** 7) / (abs(1 - 59 * z ** 2) ** 6 / 57 + 40 + x) - math.sqrt(40 * z - (14 * x) ** 4 / 22)"
"import math

def main(x):
    result = math.sqrt((28 * math.sin(x / 91) ** 2 + x ** 21) / x) - math.sqrt(42 * math.ceil(65 + x ** 2 + x) - x ** 5)
    return result"
"import math

def main(z, y):
    a = 39 * math.fabs(y) ** 2 + 8 * (22 * z ** 2) ** 7
    b = (z ** 3 + 30 + z / 81) ** 7 + y ** 4 / 68
    c = y ** 3 + (23 * y + 0.03 + 18 * z ** 3) ** 7
    f = a / b + c
    return f"
"import math

def main(z, y, x):
    return pow(1 - 80 * pow(x, 3), 5) + 1 + pow(y, 3) / 51 + 76 * z + pow(x, 7) - pow(math.log10(68 * y * y - 1 - 85 * pow(z, 3)), 4)"
"import math

def main(y, z, x):
    a = math.sqrt((z * z * z + pow(y * y + x, 2)) / (pow(y - x * x * x - 23 * x * x, 2) + 52 * z * z * z))
    b = math.sqrt(69 * pow(math.tan(x), 3) + 63 * pow(z * z + y * y * y + 1, 5))
    return a - b"
"from math import sqrt, log, tan, acos

def main(x):
    a = 77 * pow(log(31 * x - 66 * (x * x) - x * x * x), 3) / (16 * pow(tan(x), 7))
    b = 97 * pow(x, 3) / acos(x)
    return sqrt(a) - sqrt(b)"
"from math import *

def main(x, z):
    a = (x ** 5 / 84 - 67 * pow(z - 1, 4)) / pow(z ** 2 + x ** 3 / 90, 2)
    b = (9 - 60 * pow(ceil(33 * z ** 2 - 1 - x), 7)) / pow(33 * z ** 2 + 80 + 69 * x, 4)
    return a + sqrt(b)"
"import math

def main(z, x):
    b = 93 * math.exp(x) ** 5
    c = z ** 6 / 67 + 78 * x ** 3
    d = 90 * math.log2(1 + x ** 3) ** 3 - (15 * z ** 2) ** 6
    a = (9 * z - 24 * z ** 2) ** 2 - b - d / c
    return a"
"import math

def main(x):
    x1 = (x ** 3 - 29) ** 2
    x2 = math.sqrt(x1)
    x3 = x ** 7 / 23
    x4 = 37 * (40 * x - x * x * x - x * x / 27) ** 3
    x5 = (x3 + x4) / (90 * x ** 7)
    return x2 + x5"
"from math import floor

def main(z, x, y):
    part1 = (x ** 3 + z ** 2 + z) ** 6
    part2 = ((z ** 2 - x ** 3 - y) ** 5 + 1) ** 0.5
    return part1 + 70 * floor(y) + part2"
"import math

def main(y, z, x):
    result = (67 * (z / 85 + 94 * y ** 3 + 1) - 54 * x ** 7) / (71 * math.sin(y) ** 5 - 72 * (56 * x + 15 + 8 * z ** 3) ** 6) - (13 * math.tan(z / 74 - 22 * x ** 3) ** 2 + y ** 7)
    return result"
"import math

def main(x, z, y):
    part1 = math.pow(z, 2) + 82 * y + math.pow(x, 3) / 43 + math.pow(y, 5) / 27
    part2 = 92 * math.pow(z, 2) - 31 * y - math.pow(x, 3)
    part3 = math.pow(math.tan(part2), 6) / 50
    part4 = math.pow(1 + 13 * math.pow(y, 2), 4) / 71
    return part1 - math.sqrt(part3 + part4)"
"import math

def main(x, y, z):
    a = (42 * z ** 3 + x ** 2 / 54 + y) ** 6
    b = 16 * z ** 3
    numerator = 58 * a + b - z
    a = 17 * math.atan(z) ** 5
    b = math.log(y ** 2 / 26 + x) ** 3
    denominator = a + b
    a = 34 * (x - 12 * y ** 3) ** 3
    b = math.cos(45 * x - 11 * z ** 2 - y ** 3) ** 6
    sub = a - b
    return numerator / denominator - sub"
"import math

def main(z):
    k = pow(z, 3) / 82 - 51 * pow(math.tan(98 - pow(z, 2)), 7)
    p = 70 * pow(z, 7) - 53 * pow(1 + 27 * pow(z, 3), 6)
    f = k / p - math.sqrt(z)
    return f"
"from math import *

def main(x, z, y):
    return 36 * pow(61 * pow(y, 3) + 38 * x + pow(x, 2), 4) + 90 * log(1 - 69 * pow(z, 2) - x / 86) + sqrt(66 * pow(87 * z, 2)) + pow(pow(y, 3) / 28 + pow(z, 2) + x, 4)"
"import math
from math import *

def main(z):
    f1 = sqrt(92 * cos(z) ** 6 / (z ** 12 + z ** 2))
    f2 = z ** 7 + 48 * tan(z) ** 3
    res = f1 - f2
    return res
main(0.17)"
"import math

def main(y, x, z):
    return (pow(math.acos(z), 3) - (74 * pow(z, 3) + y / 66 + 23 * pow(x, 2))) / (pow(y + 45 * pow(x, 3) + 18 * pow(y, 2), 2) - pow(pow(z, 3) + x + 57, 7)) + (66 * pow(z, 6) + pow(pow(y, 3) + 19 * pow(z, 2) + x, 2)) / (pow(pow(y, 2) + pow(z, 3) + 1, 2) - pow(pow(z, 2) - pow(x, 3) / 66 - 56 * z, 6))
main(-0.94, -0.89, 0.59)"
"from math import exp, ceil, sqrt

def main(y, x, z):
    a = x ** 2 + 67 * y + z ** 3 / 73
    fa = 69 * exp(a) ** 2
    fb = 16 * (y ** 2 - x) ** 2 + 87 * abs(71 * z)
    f1 = sqrt(fa / fb)
    f2 = z ** 2 / 93
    f3 = y / 74
    f4 = y ** 3
    f5 = ceil(x + 67 + x ** 2 / 8) ** 3
    f = f1 + f2 - f3 - f4 + f5
    return f"
"import math

def main(x, z):
    a = 5 * (x ** 3 + 1 + 79 * z ** 2) ** 7
    b = (71 - 31 * x - 34 * z ** 2) ** 5 + x ** 4
    c = 1 + 7 * math.ceil(z ** 2 - 4 * x ** 3) ** 5
    return a + b / c"
"import math

def main(y, z, x):
    return (z + (y ** 2 + 25 * x + 45 * z ** 3) ** 3) / ((1 - y ** 2 - x ** 3) ** 6 + math.atan(z) ** 5 / 46) - ((3 * y ** 2 + z ** 3 + 26 + 86 * (x ** 3 - 68 * z ** 2 - 24) ** 6) / (51 * math.atan(y + x ** 3) + z ** 7)) ** 0.5"
"from math import sqrt

def main(x):
    return sqrt(40 * (x - pow(x, 2) - 1) / (82 * x)) - (pow(7 * x, 5) / 97 + pow(x, 4)) / (10 * pow(x, 4))"
"import math

def main(x, z):
    temp1 = 11 + x * x + 43 * z * z * z
    temp1new = math.ceil(temp1)
    temp12 = pow(temp1new, 5)
    tempf = 67 * temp12
    temp2t1 = x / 28 - z * z
    temp2t2 = pow(temp2t1, 3)
    temp2t3 = math.exp(x)
    temp2t3 = 18 * pow(temp2t3, 6)
    temp2t = temp2t2 + temp2t3
    temp2b1 = 39 * x * x * x + 1 + 67 * z
    temp2b2 = temp2b1 * temp2b1
    temp2b3 = 77 * z * z * z + 53 * z * z + 0.02
    temp2b4 = math.exp(temp2b3)
    temp2b4 = 53 * pow(temp2b4, 7)
    temp2b = temp2b2 - temp2b4
    temps = temp2t / temp2b
    res = 93 + tempf + temps
    return res"
"from math import atan, log2, ceil, sin, sqrt

def main(z, y, x):
    g = 31 * y ** 5 + 42 * atan(x - z ** 2) ** 7 + sqrt((70 * log2(51 * z ** 3 + 31 + x ** 2) ** 3 + ceil(1 - 57 * y) ** 5) / (9 * sin(z) ** 3 + 31 * (z ** 2 + y + x ** 3)))
    return g"
"import math

def main(z):
    a = math.sqrt(28 * (z * z) + 27 * math.log10(z) ** 7)
    b = 19 * math.exp(z ** 3 + z) ** 2
    c = b / ((41 - 7 * z ** 3) ** 2 + (z / 78) ** 5)
    z = a + c
    return z"
"import math

def main(x):
    n = pow(math.cos(x - 72), 3)
    n = 86 * n
    f = (n - pow(x, 7) / 19) / pow(x, 6)
    k = f + 17 * pow(math.ceil(x), 2) + 93 * pow(x, 5)
    return k"
"import math

def main(y, z, x):
    return math.exp(z / 53 - x ** 3) ** 2 - math.cos(2 * y ** 3) ** 6 - (x ** 2 - 46 * (y ** 3 + z / 33 + x ** 2) ** 7)"
"import math

def f(z, y):
    return 14 * y ** 3 - z ** 6 + (math.log1p(1 - 33 * y ** 3 - 11 * z) ** 4 - (98 * y) ** 3) / ((y - 0.02 - z ** 3) ** 2 - 8 * y ** 6)

def main(z, y):
    return f(z, y)"
"import math

def main(z, y, x):
    a = math.floor(86 * z ** 3 + 26 * y ** 2 + y) ** 2
    b = (x ** 3 + 53 * z) ** 7
    c = (85 * y ** 2 - 8 * z ** 3 - 84) ** 6 + x ** 2 / 99
    d = 39 * (x / 54 + z ** 2) ** 4 + math.cos(y ** 3 / 71)
    return a - b + c / d"
"import math
from math import exp
from math import log

def main(x):
    f = 75 * exp(x ** 3) - 1 / 5 * log(2, x)
    f /= 77 * x ** 5 - (x - 35 * x ** 2 - x ** 3 / 86) ** 7
    f += (44 * x ** 7 + (x - 34 - 74 * x ** 2) ** 3) / (x ** 4 / 80)
    return f"
"import math

def main(y, z, x):
    a = math.asin(13 * y ** 3 + z ** 2 + x)
    b = x ** (7 / 2) / 46
    c = math.atan(z ** 3 - y ** 2 / 45 - z) ** 2 / 93
    return math.sqrt(a ** 2) + b + c"
"import math

def main(y, x):
    return 32 * (y ** 3 + x + 1) / (math.atan(y) ** 3 - 83 * x ** 2) + math.exp(x) ** 3 - 68 * y ** 5"
"import math

def main(z, y, x):
    res = math.log2(z) ** 6 + 21 * (y - 47 * x ** 3) ** 7 / ((y ** 3 + 55 * x) / 46 + z ** 2) + (65 * z ** 4 + 39 * (95 * z - 75 * x ** 2 - 32 * y ** 3) ** 5) / (6 * (44 * x ** 2) ** 5 + (3 * z ** 2 - y - 66 * x ** 3) ** 7)
    return res"
"import math

def main(y):
    return f(y)

def f(y):
    res1 = math.sqrt(22 * math.exp(y ** 2 + 1) ** 6 - 12 * y)
    res2 = (y - y ** 3 - 98 * y ** 2) ** 5 / 80 + math.tan(y) ** 6
    res3 = 12 * y ** 3 + (16 - y ** 3 - 55 * y) ** 4
    return res1 + res2 / res3"
"from math import sqrt, exp, log10, sin

def main(z, y):
    num = 7 * exp(y) ** 2 + log10(z + 10 * y ** 2 + 56 * y ** 3) ** 3 / 58
    den = 42 * (56 + z ** 2) ** 2 + 10 * (y - y ** 2 / 39 - 1) ** 7
    output = sqrt(num / den) + 87 * y ** 2 - 89 * sin(z ** 3) ** 7
    return output"
"from math import exp, log10

def main(z, y, x):
    a = (80 * z - 85 * y ** 2) / 31 - 56 * exp(46 * x ** 2 + 1 + 94 * y) ** 5
    b = 67 * (z + 49) ** 4 + (z ** 3 - x - 87 * y ** 2) ** 6
    c = log10(62 * y ** 3 + 46 * x ** 2 + x) - 55 * z ** 2
    return a / b + c"
"from math import pow, sqrt, exp

def main(y):
    a = 38 - 29 * exp(y) ** 5
    b = 44 * (16 * pow(y, 3) - 83 * pow(y, 2)) ** 3
    c = 83 * (7 * y + 63 * pow(y, 3)) ** 4
    return a + sqrt(b + c)"
"from math import *

def main(z):
    r = 30 * z ** 21 + sqrt((acos(z - 1) ** 2 / 34 + 11 * z) / (60 * asin(z ** 3 - z - 0.02) ** 7 + 46 * (69 + z / 82) ** 6))
    return r"
"def main(z, x):
    a = x ** 3 + z ** 6
    b = x ** 3 + z ** 2 + 1
    c = z ** 3 / 89
    result = a - (b ** 4 - 88 * c ** 5)
    return result"
"import math

def main(y, x, z):
    a = math.sqrt(pow(abs(pow(y, 2) + pow(y, 3) + x), 3) - math.tanh(z))
    b = 2 * pow(pow(y, 2) + 0.01, 5) - pow(z - 74 - 26 * pow(x, 3), 6)
    c = 45 * pow(55 + 38 * pow(x, 3) + 84 * pow(y, 2), 2) + 23 * pow(abs(z), 3)
    f = a + b / c
    return f"
"def main(y, x, z):
    import math
    a = 96 * math.exp(0.02 - x * x * x - 90 * y * y) ** 2 - 22 * z * z * z
    a1 = math.sqrt(a)
    b = 39 * 39 * 39 * z * z * z + 68 * math.ceil(28 * x * x * x - y * y / 22) ** 2
    c = 36 * y * y + 59 * (z * z + 1 + x * x * x) ** 4
    return a1 + b / c"
"import math

def main(z, x, y):
    return 37 * (0.25 - 13 * y) ** 6 - (73 + 47 * x ** 2 + 79 * z ** 3) + 55 * math.ceil(2 * x ** 2 + 68 * y + z ** 3) ** 6"
"import math

def main(z):
    t1 = (z ** 3 + 1) ** 2
    t2 = 5 * (1 + z + z * z * z) ** 5
    t3 = 67 * math.exp(36 * z + z ** 3 + 1) ** 3 - 63 * z ** 5
    t4 = t3 ** 0.5
    ans = t1 / t2 - t4
    return ans"
"from math import log

def main(z):
    sum1 = (z ** 5 * 5 - 94) / (83 * log(z, 2) ** 5 + 6 * z ** 7)
    sum2 = 37 * (z * z * 14 + z ** 3) ** 7 + (90 * z * z - 79) ** 6
    return sum1 + sum2"
"import math

def main(z):
    res = 0
    a = 56 * abs(z * z + 1) ** 5 / (1 + 75 * z ** 3)
    b = 68 * (56 * z * z + 1) ** 4
    c = (z * z + 12 * z ** 3) ** 3 + (z ** 3 / 24) ** 6 / 67
    res += a + math.sqrt(b / c)
    return res"
"def main(y, x):
    result = (19 * y ** 5 - 93 * (1 - 71 * x - 29 * y ** 3)) ** (1 / 2) - ((26 + y * y / 78 + 42 * x ** 3) ** 2 - x ** 5) / ((x ** 3 - 71 * y) ** 4 + y / 34)
    return result"
"from math import atan as arctg
from math import cos as cos

def main(y):
    a = 10 * arctg(y ** 2 / 80 + 1) ** 5
    b = 16 * (y ** 3 - 37 * y ** 2) ** 5
    c = 1 - 57 * cos(7 * y ** 2 + 47 * y ** 3 + 46 * y) ** 4
    return a / b + c"
"import math

def main(z, x, y):
    a1 = 21 * math.log10(y) ** 2 + (x ** 2 + x + 29 * z ** 3) ** 3 / 89
    a2 = y ** 3 - z ** 2 - math.exp(24 * y ** 2 - 69 * x ** 3)
    a3 = 93 * math.cos(z) ** 5 - 8 * math.floor(81 * z ** 2 + 47 * y ** 3 + x) ** 3
    a4 = 30 * (39 * x ** 3 + z ** 2) ** 3 + 48 * y
    return a1 / a2 - a3 / a4"
"import math

def main(y, z, x):
    res = 98 * math.exp(48 - x ** 3 - z) ** 6 + 36 * y ** 2 - (26 * y ** 7 + 87 * (x ** 2 - 39 * z - 1) ** 3)
    return res"
"import math

def main(z, y):
    f = (y + 64 * z ** 7) / (y ** 2 - z ** 3 - z) ** 4 - ((4 * y - math.tan(z) ** 6) / ((z ** 2 + 1) ** 3 + 40 * math.cos(z ** 2 - y ** 3 - 72 * y) ** 6)) ** 0.5
    return f"
"import math as m

def main(z, y):
    return (28 * z ** 3 - y ** 2 / 80) ** 3 - (34 * m.asin(y) ** 3 + m.asin(z ** 3 / 18) ** 4)"
"import math

def main(y, x, z):
    f = (33 * y ** 2 + z) ** 7 - math.exp(69 * z ** 2 + y ** 3 + 37 * x) ** 4 + z ** 3 - (1 - x ** 3 - 23 * (y ** 2) ** 6) / 75
    return f"
"import math

def main(x, z):
    kor1 = math.tan(67 * pow(x, 3) + 84 * z + 1) ** 4
    kor2 = 9 * math.atan(20 * z + 1 + 98 * x ** 2) ** 2
    kor = math.sqrt(kor1 / kor2)
    scp = (x / 97 + z ** 3 + 1) ** 6 + 15 * math.log10(11 * z) ** 5
    arc = kor - scp
    return arc"
"def main(x, y, z):
    return 41 * y * y - 85 * pow(1 - x * x * x - z * z, 7) - pow(z * z + y + 6 * x * x * x, 7) / 11"
"import math

def main(y):
    return math.sqrt(2 * (84 - y * y)) - (95 * y * y - (y * y - 89 * y ** 3) ** 7 / 97) / (41 * y ** 4)"
"import math

def main(z, y, x):
    return math.sqrt((z ** 3 - 55 * x ** 2) ** 5 - (1 - 83 * y) ** 3) - ((56 * z ** 3) ** 3 + 42 * math.atan(16 * y ** 3 - 1 - 89 * x) ** 7)"
"def main(z, x):
    return z ** 3 + 35 * x ** 2 + z + 74 * (55 * x ** 2 + 23 * z ** 3) ** 3 - ((z + 50 + 66 * x ** 3) ** 5 / 81) ** 0.5"
"import math

def main(z, x):
    return math.sqrt((x ** 3 - z - z ** 2) ** 6 / 72 + math.cos(z)) - math.atan(z + 66 * x ** 3) ** 3"
"import math

def main(x):
    f = math.pow(math.tan(math.pow(x, 2) - 69 * x - math.pow(x, 3)), 4) - math.pow(28 * math.pow(x, 2) - 14 * x - 14, 7) / 22 - (79 * x + 1)
    return f"
"import math

def main(z):
    f = 36 * math.exp(z) ** 2 - pow(math.log(z, math.exp(1)), 6)
    f -= 73 * pow(z, 4) / (15 * pow(92 * z - 67 * pow(z, 2), 6))
    return f"
"import math

def main(y, z):
    result = math.sqrt(92 * (94 * y ** 3 - 33 * z ** 2 - z) ** 2) + math.sqrt((31 * y ** 2 + z ** 6) / (y / 87 - z ** 10))
    return result"
"import math

def main(z, x):
    one_one = abs(1 + z + z ** 3) ** 3
    one_two = 47 * (29 * z ** 2 + x ** 3) ** 6
    one = math.sqrt(one_one + one_two)
    two_top = 96 * (37 * x) ** 6 + 39 * (z ** 3 + x) ** 7
    two_inner = math.floor(35 * z ** 2 - 1 - x)
    two_bot = two_inner ** 4 + x ** 3 + 58 * z ** 2
    two = two_top / two_bot
    return one - two"
"def main(z, y, x):
    return 36 * (z ** 3 / 21 - 1 - y ** 2) ** 5 + (10 * x + 0.03) ** 6 + 42 * abs(z ** 2 + 26 * y) ** 3 - x ** 2"
"def main(y=-0.03, x=-0.11, z=-0.47):
    a = 10 * pow(x, 15) + pow(z + 9 * pow(y, 3) + 1, 4)
    b = pow(96 * pow(z, 3) + y + 76 * pow(x, 2), 4) - 1
    c = pow(pow(x, 3) + y / 16, 2) + pow(z, 5)
    d = pow(70 * pow(x, 3) - 2 - 79 * pow(y, 2), 6) - z
    return a / b - c / d"
"import math

def main(z, y, x):
    func = math.pow(math.cos(y), 6) - math.pow(90 * math.pow(z, 3) - x / 54, 5) - (3 * math.pow(math.sin(z + math.pow(x, 3) + 24), 5) + math.pow(29 * math.pow(y, 3), 3))
    return func
main(0.95, 0.37, -1.0)"
"def main(y, x):
    res1 = (74 - y ** 2 - y) ** 5
    res2 = -29 * x ** 7
    res3 = 97 * (50 * x - 0.01) ** 3 + 53 * y ** 2
    res = res1 + res2 - res3
    return res
'\n'"
"import math

def main(y):
    s1 = math.cos(y) ** 4 - (1 + 56 * y ** 2) ** 2
    s2 = (1 - -math.ceil(-(56 * y)) ** 3) / (62 * y + y ** 2) ** 5
    return s1 - s2"
"from cmath import sqrt

def main(x):
    return (sqrt((90 * pow(x, 3) - pow(sqrt(x), 5)) / (1 + 47 * pow(x, 3))) + pow(pow(x, 2) + 2 * pow(x, 3), 3) / (81 * pow(pow(x, 3) + 95, 2) - pow(87 * x - pow(x, 3), 5))).real"
"def main(y):
    return ((9 * y + 90 * y ** 2) ** 4 + 1) / (55 * y ** 2 - 62) ** 2 - (52 + y ** 7) ** 0.5"
"import math

def main(y, x, z):
    a = math.sqrt(62 * (pow(x, 3) + 58 * pow(z, 2) + y) - 31 * pow(math.log(pow(z, 3)), 4)) - (77 * pow(1 - 40 * pow(z, 2) - pow(y, 3), 5) + 2 * pow(math.tan(24 * x - pow(y, 3) / 67 - 46 * pow(x, 2)), 4)) / (9 * pow(z, 6) - 36 * pow(91 * pow(y, 3) - pow(x, 2), 5))
    return a"
"import math

def main(y):
    return y ** 4 + y ** 6 - (math.log10(y) ** 3 + math.fabs(y + y ** 3) ** 7) / (15 * (1 - y ** 2 / 13 - 68 * y ** 3) ** 2)"
"import math

def main(x, y):
    return 38 * (21 * x - 59 - 44 * y ** 3) ** 7 - (85 * (math.atan(x ** 3 / 92) - x - y * y) ** 7) ** (1 / 2)"
"from math import sqrt

def main(z):
    return ((53 * z - 23 * z ** 2 - 1) ** 5 + 0.03) / (z ** 3 + 94 - (12 * z ** 3) ** 7) - sqrt(z ** 5 / z ** 12)"
"def main(x):
    A = abs(65 * x - 60) ** 7 - 0.09
    B = 28 * x ** 4
    C = 82 * (x - x ** 3) ** 7
    D = (x ** 3 / 84 - 1 - x) ** 3
    return A / B - C / D"
"from math import *

def main(z):
    a = (84 * cos(7 * z ** 2) ** 7 + 49) / (60 * z ** 3 - 75 * z - 93)
    b = 79 * sin(89 * z ** 3) ** 4 / (z ** 7 + 0.04)
    return a + sqrt(b)"
"from math import sqrt, log

def main(x, y):
    result1 = 54 * pow(abs(x), 2)
    result2 = 26 * pow(y, 7)
    result31 = 89 * pow(sqrt(y + 42 + 38 * pow(x, 2)), 6)
    result32 = 14 * pow(log(pow(y, 3) / 44 - x), 3)
    result = result1 + result2 - result31 / result32
    return float(result)"
"import math

def main(y, x):
    res = float
    res = (math.log2(68 * x ** 2 + 73 + 91 * y) ** 5 - 49) / ((59 * y - 20 * y ** 3) ** 6 - (x ** 2 + x ** 3 / 90 + 88 * x) ** 3) - math.sqrt((y ** 4 - 88 * (66 * x ** 3 - 84) ** 5) / (math.asin(y) ** 3 + 38 * math.asin(x) ** 7))
    return res"
"import math

def main(z, x):
    left = (math.log(z, 10) ** 7 + 33 * (1 + x + z ** 2 / 99) ** 2) / (90 * z ** 21 + x ** 4)
    right = (math.cos(30 * z ** 3 + 97 * x + 1) ** 7 - x ** 6 / 3) / (86 * z ** 7 + 16 * x ** 4)
    return left + right"
"from math import log10, fabs, cos, ceil

def main(y, z, x):
    return (19 * (y ** 2 + 78 * x) ** 4 - cos(y ** 3 - 24 * z ** 2 - 1) ** 5) / (67 * x ** 5 + 80 * (z + 57 * y ** 2) ** 4) + 25 * log10(z / 13 + y ** 2 + 48 * z ** 3) ** 4 - ceil(17 * x) ** 6 / 49"
"import math

def main(z, y):
    a = math.sqrt((1 - y ** 3 - 97 * z ** 2) ** 6 / (4 * (64 * y ** 2) ** 6 + z ** 3 / 75))
    e = math.floor(66 - y ** 3 - y ** 2 / 57)
    b = 87 * e ** 3
    c = 17 * z ** 2
    return a + b + c"
"from math import *

def main(x, z):
    f = sqrt(((17 * z ** 3 + 91 * x) ** 6 / 59 + 72 * x ** 4) / (abs(z ** 3 + 33 * x + 1) + z ** 5)) + (54 * (z ** 2 / 86 - 77) ** 4 + 50 * (0.01 + x ** 2 + z ** 3) ** 6) / (51 * exp(83 * z ** 2 + z + 1) ** 2 - atan(x) ** 3)
    return f"
"from math import sqrt

def main(z):
    a = sqrt((z ** 3 + 58) / z)
    b = (40 * z ** 3) ** 5
    c = 48 * (31 * z ** 3 - z ** 2)
    d = (1 + 98 * z) ** 7 / 26
    return a - b / (c + d)"
"import math

def main(y):
    return 61 * pow(y, 3) - pow(y, 6) + 81 * pow(2 * pow(y, 2) + 1 + 62 * pow(y, 3), 4) / (1 + 38 * pow(math.exp(y * y + 87 * y + 64 * pow(y, 3)), 4))"
"import math

def main(y):
    z = float(y)
    drob = (math.pow(math.log2(90 * math.pow(z, 2)), 3) + 1) / (math.pow(z, 2) + math.pow(math.cos(81 * math.pow(z, 2) - math.pow(z, 3) - 42 * z), 7))
    sqrt = math.sqrt(30 * math.pow(math.pow(z, 3) + math.pow(z, 2) + 51 * z, 5))
    sum = drob + sqrt
    return sum"
"from math import *

def main(z):
    a = ((z ** 3 / 24) ** 7 + 88 * z) / (55 + z ** 2)
    b = (z ** 2 + z ** 7 / 81) / (25 * z ** 5)
    return sqrt(a) - b"
"import math

def main(y):
    return (89 * y ** 3 + 71 * y + y ** 2 / 47) ** 3 - 50 * y / (2 * y ** 5 + y ** 6)"
"import math

def func1(y, x, z):
    return math.sqrt(x ** 3 - (y + z ** 3) ** 4)

def func2(y, x, z):
    a = (56 * x + z ** 2) ** 2 - y
    b = 65 * (y ** 3 - x ** 2) ** 6 + math.sqrt(70 * x ** 2 + 31 * z ** 3) ** 3
    return math.sqrt(a / b)

def main(y, x, z):
    return func1(y, x, z) + func2(y, x, z)"
"from math import *

def main(x, z):
    a = 18 - 7 * tan(1 - 38 * z ** 3 - 78 * x ** 2) ** 2
    b = 40 * x ** 3 - 32 * z ** 5
    c = x ** 12
    d = acos(z) / 24
    result = a / b + c - d
    return result"
"import math

def main(x):
    return f(x)

def f(x):
    a = (math.sin(x ** 2 + 36 * x) - 58) / (82 * (x ** 3 + x + 1) ** 7)
    b = 89 * (x ** 2 + 79) ** 4 - 80 * x ** 6
    return a + b"
"import math

def main(y):
    f = math.sqrt((pow(y, 4) + pow(45 * y - 91 * pow(y, 3), 6)) / (pow(math.log(46 * pow(y, 3)), 2) + 95 * pow(y, 6)))
    d = math.sqrt(pow(pow(y, 3) / 96 + 1, 7) / (80 * pow(2 * pow(y, 2) + y + 1, 6)))
    a = f + d
    return a"
"from math import *

def main(x, z, y):
    a = 16 * (60 * z * z + 1 + y / 79) + sin(39 * x) ** 7
    b = x ** 5 - (37 * y * y + 45 * z ** 3 + 35) ** 2
    f = a / b + 30 * cos(18 * y ** 3 - 0.03 - z * z) ** 7 - x ** 4
    return f"
"import math

def main(x, z, y):
    return (z ** 3 + 29 * z + 1) ** 4 + (x ** 3 - 2 * y ** 2 - 1) / 75 - math.sqrt((94 * math.acos(z) ** 5 + 23 * math.cos(x - z ** 3 - 49 * y ** 2)) / (47 * math.cos(2 * y - z ** 3 - x ** 2 / 40) ** 4 - z ** 3))"
"import math

def main(y, x):
    return (math.sin(y) ** 2 - x ** 5) / (17 * (70 + 58 * x ** 3 + 45 * y) + 6 * (9 * y - y ** 2) ** 4) + (43 * (21 * x - 53 * x ** 2 - 35 * x ** 3) ** 5 + 86 * y ** 6) / (math.acos(y) ** 6 - x ** 7)"
"import math

def main(z):
    cos = pow(math.acos(z), 5)
    top = pow(math.asin(pow(z, 2) / 34 + pow(z, 3)), 2) + cos
    bottom = pow(14 * pow(z, 2) + z + 15, 2) / 2
    sqrt = math.sqrt(top / bottom)
    return 17 * z + pow(z, 5) + sqrt"
"import math

def main(y):
    return math.sqrt(42 * y ** 3) + (1 - math.exp(y ** 3 - 42 * y - y ** 2) ** 6) / (79 * abs(y) ** 6 - 1)"
"import math

def main(y, z, x):
    result = (math.exp(7) * (77 * x - 22 * math.pow(z, 2) - 44 * math.pow(y, 3)) + 4 * math.pow(x, 5)) / (68 * math.pow(math.sqrt(math.pow(x, 3) + z + 73), 4) - 94 * math.pow(math.atan(51 * math.pow(z, 3) + 1 + 15 * pow(y, 2)), 6)) - (pow(x + math.pow(x, 3) + 61, 7) + 29 * math.pow(5 * math.pow(y, 2) + math.pow(z, 3) + 16 * z, 4)) / (math.pow(math.pow(x, 2) + math.pow(x, 3) + 3, 6) + 7 * math.pow(math.pow(y, 2) - z / 55, 3))
    return result"
"import math

def main(x, z):
    res = 0
    res += (36 * (18 * x ** 3 + x ** 2) ** 4 - 72 * z ** 5) / (43 * (z ** 3 - 15 * z ** 2 - 15 * z) + 75 * (x - 0.02 - z ** 2) ** 2) + math.sqrt((z ** 3 - x - 21) ** 2 - z ** 12)
    return res"
"import math

def func(x):
    return math.sqrt(((21 * x ** 2) ** 4 / 20 - x ** 7) / (4 * math.exp(x))) - math.atan(x ** 2) ** 5 / x ** 5

def main(x):
    res = func(x)
    return res"
"import math

def main(y, z, x):
    result = 21 * math.asin(y - 73 * pow(x, 2)) ** 2 - pow(z, 7) + 57 * math.log(x) ** 6 - pow(math.floor(87 * z + y ** 2), 7)
    return result"
"def main(z):
    return (48 * z ** 2) ** 0.5 + (z / 31 - z ** 2 / 92 - z ** 3) ** 7 - abs(z) ** 6"
"from math import log2

def main(x, y):
    result = (y ** 2 - 28 * x ** 3) ** 4 / (0.01 + 74 * (77 * y ** 3 + x) ** 2) + (67 * x - log2(y) ** 5) / (y ** 3 - 1 - 89 * x) ** 4
    return result"
"import math

def main(y, x, z):
    a = (y ** 3 - x / 55) ** 5 / 49 - 24 * (75 * z - x ** 3 / 73) ** 4
    b = 24 * x ** 7 - math.acos(y ** 2 - x ** 3 - 6 * z) ** 6 / 33
    c = (86 * x ** 2 - 62 * z ** 3 - 52) ** 2 - (0.04 - y ** 3 - 89 * x ** 2)
    d = 59 * (y ** 3 - z - x ** 2 / 29) ** 7 + 85 * (z + x ** 2) ** 4
    return (a / b) ** 0.5 - (c / d) ** 0.5"
"import math

def main(y):
    f = math.asin(y) - 23 - (y ** 2 / 67 - y ** 6) / ((34 * y ** 2 + 61 * y) ** 2 + y)
    return f"
"from math import sin, acos

def main(y, z):
    return 86 * (63 * y ** 3 + y + 87) + sin(z ** 2 - 1) ** 5 + (50 * (1 + z ** 3 + y / 35) ** 4 - y ** 2) / (73 * acos(0.02 + z) ** 5 - y ** 3)"
"import math

def main(z, y, x):
    R4 = (82 * x ** 3 - z ** 2 - y) ** 7
    R3 = (76 * x ** 3) ** 6
    R2 = (y ** 2 + x + y ** 3) ** 3
    R1 = math.floor(94 * x ** 2 - 99 * z ** 3) ** 4
    R = (47 * R4 - 25 * R3) ** 0.5 - (19 * R2 + R1)
    return R"
"import math

def main(z, x, y):
    resa = 42 * z * z - 1 + 3 * pow(math.exp(58 * y - 43 * pow(x, 3) - y * y), 4)
    resb = 90 * pow(x + pow(y, 3) / 18, 3) + 29 * pow(math.log10(88 - z * z), 7)
    result = math.sqrt(resa / resb)
    resa = pow(pow(y, 3) + z * z + 41 * x, 5)
    resb = pow(y, 5) / 60 - pow(x * x + 26 * pow(x, 3) + z, 6)
    result += resa / resb
    return result"
"import math

def main(z, y):
    scob1 = z ** 3 / 33 + y ** 2 + 1
    chisl1 = 29 * scob1 ** 5
    scob2 = y ** 2 + 60 * z ** 3 + 1
    znam1 = 60 * math.pow(math.tan(scob2), 5)
    chast1 = chisl1 / znam1
    scob3 = z - y ** 2 / 16 - 16
    result = chast1 + scob3 ** 7
    return result"
"import math

def main(x, z, y):
    ans = 0
    ans += 30 * y ** 6
    ans += 75 * (x + z ** 3 / 8)
    ans += 88 * (16 * z ** 3 - 66) ** 3
    ans += math.sin(27 * y - 90 * x ** 3 - y ** 2 / 86) ** 5
    return ans"
"import math

def main(x, y, z):
    A = (21 * z + z ** 3) ** 5 + 75 * y + x ** 2 / 60
    B = 61 * math.floor(z) ** 4 + (70 * z ** 3 - 42 * x - 52 * y ** 2) ** 5 / 58
    C = (y ** 3 + 98 * x + x ** 2) ** 5 + 43 * (0.01 + 3 * z + y ** 3)
    D = (26 * y - x ** 3) ** 5 + 18 * math.log(z ** 3 / 59 - y ** 2 - 59 * z) ** 4
    return A / B - C / D"
"import math

def main(z, x, y):
    a = 76 * math.sin(x ** 2 + 47 * z ** 3 + 13) ** 3
    b = a + math.cos(y) ** 4
    c = 91 * (z ** 2 - 48 - x) ** 5
    d = c - (74 * x ** 3 - z ** 2 / 32 - y) ** 3
    e = (y ** 3 - 74 * z - x ** 2) ** 3
    return b / d + e"
"import math as m

def main(z, y, x):
    return m.sqrt((45 * m.tan(48 * x * x + 35 * x * x * x + z) ** 3 + y * y) / (79 * (1 + x + y * y * y) ** 5 + 6 * (z - z * z - 1) ** 2)) + 71 * m.floor(y * y + x * x * x / 21 + 81) ** 4 + z ** 6"
"from math import log2, floor

def main(z, y, x):
    a = (13 * x ** 2 + 62 * y + 0.01) ** 3 / 86
    b = log2(z + 98 + y ** 3) ** 2
    c = 43 * (1 + x ** 2 / 21 + 60 * y) ** 3 + 49 * z ** 4
    d = floor(z ** 3 - x - 23 * y ** 2) ** 4 / 55
    return (a - b) / c + d"
"def main(x):
    a = 17 * (x ** 3 / 31 - 72 * x ** 2) ** 2
    b = (1 + 59 * x ** 3 + x ** 2 / 95) ** 4
    c = a + b - 47
    return c"
"import math
from math import fabs

def main(y, x, z):
    a11 = math.ceil(84 * z + 18 * x ** 3 + z ** 2) ** 6
    a12 = 56 * (y ** 3 - x - y ** 2)
    a1 = a11 - a12
    a2 = (x ** 2 + z + 80 * y ** 3) ** 6 + 28 * x - 98 - x ** 3
    a = a1 / a2
    b11 = (z ** 3 / 36) ** 4
    b12 = 14 * math.exp(z - 28 * x ** 2 - 13 * y ** 3) ** 2
    b1 = b11 + b12
    b2 = fabs(x / 18 + 77 * y ** 2 + x ** 3) ** 4 + math.cos(z) ** 2
    b = b1 / b2
    c = a + b
    return c"
"import math

def main(x, y):
    s0 = (53 * x ** 3 + y ** 2) ** 3 / 74
    s1 = math.sqrt((math.log10(y) ** 2 + (x - y ** 2 - x ** 3) ** 7) / s0)
    s2 = (75 * x + y ** 3 + 66) ** 5 / 85
    if s0 != 0 and s1 >= 0:
        return y - s2 - s1"
"import math

def main(x, y):
    sum1 = (pow(math.sin(x), 6) - math.log10(y)) / (95 * pow(y, 3) + pow(x, 5))
    sum2 = math.sqrt(pow(0.01 - y - pow(x, 3), 3) + 94 * pow(y, 7))
    sum3 = sum1 - sum2
    return sum3"
"import math

def main(z, y, x):
    a = math.asin(4 * x ** 2 + 39 * z + 18 * y ** 3)
    b = (51 * z + 0.02 + x ** 2 / 65) ** 7 / 75
    return a + b + y"
"import math

def main(x):
    a = 52 * x ** 3 / (95 * math.sin(x) ** 7 - 81 * (1 + x ** 3) ** 2)
    b = 60 * math.tan(x) ** 5 / (7 * math.asin(x) ** 6 + 9 * (33 - 98 * x - 29 * x ** 2) ** 2)
    return a + b"
"from math import sqrt, cos

def main(z, x, y):
    denominator = pow(cos(pow(y, 2) + x + pow(z, 3)), 4) - 1
    numerator = pow(z, 5) - (14 * y + 1 + 65 * pow(x, 3)) / 15
    left_fraction = denominator / numerator
    left_term = 83 * pow(cos(10 - 11 * pow(z, 3)), 7)
    right_term = pow(abs(18 - y - pow(x, 2)), 6)
    sqrt_result = sqrt(left_term + right_term)
    return left_fraction - sqrt_result"
"import math

def main(y):
    a = 71 * (18 * y) ** 5 + 37 * (1 - y ** 2) ** 7
    b = 89 * (y ** 2 + y) ** 5 + math.floor(0.01 + y ** 2 + 98 * y) ** 7
    c = abs(22 * y ** 3) ** 4 / 12
    d = 2 * math.ceil(y - 50 * y ** 2 - y ** 3) ** 7 + (1 - y) ** 6
    e = a / b + c / d
    return round(e, 8)"
"import math

def main(y, z, x):
    f1 = z ** 3
    f2 = math.acos(x ** 3 / 69 + 50 * y ** 2) ** 5
    f3 = 58 * abs(91 * x + y ** 3 + 1) ** 5
    f4 = (81 * z ** 3 - 78 - z ** 2) ** 3 / 73
    f5 = z ** 4 - 34 * (84 * y ** 2 - z - x ** 3) ** 5
    ans = (f1 + f2) / (f3 - f4) - f5
    return ans"
"import math

def main(y, x):
    return float(y ** 6 / 74 + x ** 7 / 55 + math.sqrt((76 * x ** 4 + 65 * y ** 14) / (46 * (84 * y ** 2 + 1 + x) ** 7 - 2 * x ** 2)))"
"import math

def main(y: float):
    reduced = ((y ** 6 / 82 + math.asin(y) ** 4) / (57 + y ** 2)) ** 0.5
    subtrahend = 33 * (y - y ** 2) ** 4 / ((1 - 77 * y ** 2) ** 7 - math.cos(68 * y) ** 5 / 38)
    return reduced - subtrahend"
"from math import sqrt, tan

def main(z, y):
    step1 = tan(15 * z ** 3 + y + 62) ** 4
    step2 = 84 * z ** 2
    step3 = sqrt(step1 - step2)
    step4 = tan(61 * y ** 2 + 59 + z ** 3) ** 2 / 28
    step5 = 16 * tan(1 + z + y ** 2 / 76) ** 3
    step6 = sqrt(step4 - step5)
    step7 = step3 + step6
    return step7"
"import math

def main(z):
    res = 90 * math.pow(math.log(40 * z * z), 4) + math.sqrt(30 * math.pow(z * z + z * z * z + z, 7) / (1 - math.pow(z * z / 29 + 43 + 66 * z, 4)))
    return res"
"import math

def main(y):
    f_ceil = -53 * y ** 2 + y / 7
    f1 = 41 * math.ceil(-f_ceil) ** 5 - 53
    f2 = (y ** 3 / 70) ** 2
    f3 = 0.01 + y
    return math.sqrt(f1 / f2) + f3"
"from math import sqrt
from math import ceil

def main(y):
    return (y ** 2 / 33 + 55 * y ** 3) ** 7 / 44 / (42 * ceil(73 - y ** 3 - 13 * y) ** 3 + y) - sqrt(92 * (30 * y) ** 4)
main(-0.91)
main(-0.52)"
"import math

def main(x, y):
    f = ((77 * y ** 2) ** 4 + abs(x) / 23) / (x ** 5 / 31 + 85 * (66 * y + 1 + y ** 3) ** 4) + math.sqrt((53 * (74 * y ** 3) ** 5 - math.tan(25 * x ** 3 + 70 * x ** 2 + 76 * y) ** 6 / 73) / (98 * x ** 4 - y ** 5))
    return f"
"def main(z):
    a = ((z ** 3 - 75 - 40 * z) ** 2 + (94 * z) ** 6) ** 0.5
    b = z ** 6 / (z ** 3 / 4)
    return a + b"
"def main(x, z, y):
    q = (85 * y ** 3 + z ** 2) ** 4 / 3
    w = x ** 3 - x ** 2 - 18
    a = (q - w) ** 0.5
    e = 36 * x ** 2 - 99 * (y ** 2 - 98 * z ** 3) ** 6
    r = 59 * (66 * x ** 3 + 92 * x + y ** 2 / 71) ** 2
    t = (y ** 2 - z ** 3 - 96) ** 6 / 49
    b = e / (r - t)
    return a - b"
"import math

def main(x, z):
    a = 52 * math.pow(1 - 54 * x, 7) + math.pow(math.cos(z), 6) / 97
    b = math.pow(z, 6) - math.pow(math.acos(x), 2)
    c = 56 * math.pow(math.sqrt(96 * z + 40 * math.pow(z, 3) + math.pow(x, 2)), 4)
    result = math.sqrt(a / b) - math.sqrt(c)
    return result"
"import math

def main(z, x, y):
    a = math.sqrt(math.asin(y + z * z) + 93 * (35 * z + 78 * x ** 3) ** 2)
    b = 21 * (82 * z * z - y) ** 3 - 68 * x ** 4
    return a - b"
"import math

def main(z):
    x = 77 * pow(72 * z * z * z, 5)
    y = pow(math.sin(1 + 96 * z * z + 69 * z), 4)
    k = math.sqrt(x / (y - 57 * math.tan(z * z - z - 1))) - 37 * z * z
    return k"
"import math

def main(z, x):
    return math.sqrt(99 * math.cos(79 + 85 * z) ** 4 - (53 * x ** 2 - 44 * x) ** 5 / 99) - 23 * (x ** 3 + 15 * z) ** 4"
"import math

def main(y):
    return 1 + 42 + y ** 2 + y ** 3 / 24 - math.sqrt((97 * (69 * y + y ** 3 + 41 * y ** 2) ** 2 + 28 * y ** 6) / (59 * math.log2(37 - 90 * y ** 2 - y) ** 5))"
"import math

def main(*args):
    y = args[0]
    z = math.asin(y) ** 2
    o = math.log(y) ** 2 - 92 * (y ** 3 - 1 - y) ** 5
    v = math.sqrt(z / o)
    a = 25 * (26 * y ** 2 - y) ** 5 - 47
    b = v + a
    return b"
"import math

def main(*args):
    y = args[0]
    q = 46 + (y - 0.2 - 58 * y ** 2) ** 7
    o = y ** 5 - math.log(46 * y ** 2 + y) ** 3
    u = q / o
    n = 83 * y ** 7 + 60
    p = 37 * math.sin(y - 49 * y ** 3) ** 7 + y ** 4
    q = n / p
    r = u - q
    return r"
"from math import sin
from math import cos

def main(z, y):
    result = (pow(z, 4) / 43 + 58 * pow(y, 7)) / (pow(z, 4) - pow(sin(66 * pow(y, 2) - 22 * pow(z, 3)), 3)) + (3 * y + 48 * pow(cos(z), 4)) / (pow(y - pow(y, 2) / 89, 5) - 24 * (8 - pow(z, 3) - 64 * pow(z, 2)))
    return result"
"from math import *

def main(y, x, z):
    drob_1 = 72 * z ** 2
    drob_2 = (76 - y - x ** 3) ** 3 / 23
    cos_5 = cos(y ** 2 - 54 - z) ** 5
    drob_3_top = cos_5 + 53 * (56 * x ** 3 + z) ** 4
    drob_3_bottom_1 = 17 * (44 - 87 * x - y ** 3) ** 4
    drob_3_bottom_2 = (35 * z ** 2 - 9 * x ** 3 - y) ** 6
    return drob_1 + drob_2 + drob_3_top / (drob_3_bottom_1 + drob_3_bottom_2)"
"from math import *

def main(z, x):
    part_1 = 47 ** 6 * z ** 6 + x
    part_2 = acos(x ** 2 / 95) ** 2 / 99
    part_3 = 14 * (z ** 2 + x ** 3 + z) ** 7
    part_4 = part_2 + part_3
    part_5 = part_1 / part_4
    part_6 = asin(x / 48)
    part_7 = (1 - 66 * z ** 2 - x) ** 2 / 9
    part_8 = part_6 + part_7
    part_9 = 25 * (63 * x ** 2 - 32 * x ** 3) ** 7
    part_10 = exp(57 * z ** 3 - 58) ** 5
    part_11 = part_9 + part_10
    part_12 = part_8 / part_11
    part_13 = part_5 + part_12
    return part_13"
"import math

def main(x, z, y):
    a = math.atan(1 + x / 33)
    a = 68 * pow(a, 7)
    b = 77 * pow(y, 3) + 84 * y + 66 * pow(z, 2)
    b = pow(b, 6)
    c = z - 99 * pow(y, 2) - 47 * pow(x, 3)
    c = pow(c, 3)
    f = math.sqrt((a + b) / c)
    a1 = 70 * y + 9 * pow(z, 3) + pow(y, 2) / 89
    a1 = 79 * pow(a1, 4)
    b1 = math.fabs(x - pow(z, 2) / 63)
    b1 = 32 * pow(b1, 2)
    f = f + math.sqrt(a1 - b1)
    return f"
"import math

def main(x, y):
    rab = math.acos(y)
    rab1 = pow(rab, 3) / 15
    rab = 1 - x * x - 89 * y
    rab1 = rab1 + 3 * pow(rab, 6)
    rab = 41 * pow(y, 3) + y * y / 63 + y
    rab2 = 60 * pow(x, 6) - 36 * pow(rab, 2)
    rab1 = math.sqrt(rab1 / rab2)
    rab2 = 91 * pow(x, 3)
    rab1 = rab1 - (31 * pow(y, 5) - pow(rab2, 4))
    return rab1"
"import math

def main(y):
    return (y ** 3 - 22 * y ** 7) / math.ceil(99 * y + 1) ** 2 / 69 + 29 * math.atan(59 + 45 * y ** 2) + math.ceil(y - 73 * y ** 3 - 5 * y ** 2) ** 7"
"import math

def main(x):
    return math.atan(x ** 3 + x + 72) ** 7 / 29 / (math.atan(x) ** 3 / 87 + 62 * x ** 2) - math.floor(5 * x) ** 3"
"from math import *

def main(x, z, y):
    ans = 0
    a = 21 * cos(y + z ** 3 + 40 * x ** 2) ** 6
    b = (1 + 31 * z ** 2 + 13 * z) ** 3
    c = (x ** 3 + 73 + 5 * y) ** 5 / 7
    ans += sqrt(a) + b - c
    return ans"
"import math

def main(y):
    result = math.sqrt(516 * y ** 3 / y ** 2) + 23 * (46 * y ** 2 + y) ** 7 - math.log(y, math.e) ** 2
    return result"
"from math import *
import re

def main(y, x, z):
    f = sqrt(72 * (y ** 2 + 1 + z) - (1 + 32 * x ** 2 + z ** 3) ** 6 / 3) + (23 * x ** 6 - 49 * pow(tan(0.01 - y ** 3 - z ** 2), 5)) / ((1 - y) ** 4 - (15 * x ** 2 - 36 * z) ** 6)
    return f"
"import math
from math import *

def main(x, y, z):
    x1 = (z / 74 + 55) ** 2 / 77 - (15 * x + 47 * y ** 3 + y ** 2) ** 4
    x2 = sqrt(13 * (y - z ** 2 / 91) ** 6 - 65 * (y ** 3 + 85 * x + 9 * x ** 2) ** 7)
    return x1 - x2"
"from math import sqrt

def main(z, y):
    res1 = sqrt(43 * (z ** 3 + 1 + 47 * z) ** 7 + 77 * y)
    res2 = (99 * y ** 3) ** 4 + 65 * z ** 3
    return res1 + res2"
"from math import log, e

def main(x, z, y):
    a = 28 * log(69 * z ** 2 - 62 * z ** 3 - 48, e) ** 3
    b = (22 * y ** 2 - x ** 3 / 52) ** 3.5
    c = (z - x ** 2 - z ** 3) ** 4 + 81 * log(y ** 2 / 45 - z ** 3, 2) ** 5
    d = 99 * (y / 41 - z ** 3 / 31) ** 7 - 21 * (z ** 3 - 21 * x ** 2 - 1) ** 2
    return a + b + (c / d) ** 0.5"
"def main(y):
    a = pow(1 + 33 * y ** 2, 4)
    b = pow(1 - y - y ** 3, 7)
    c = pow(1 - y ** 3 - y, 3)
    d = pow(y ** 2 / 84 + 62 + y ** 3, 2)
    return a - b - (c + d)"
"import math

def main(z, y):
    x: float = (69 * z ** 3 + y) ** 7 + z ** 5 / 76 - math.sqrt((3 * (1 + 44 * y) ** 3 - (z ** 3 - 31 - y)) / (14 * abs(z ** 3 + 0.01) ** 4 + (96 - 74 * z ** 2 - y ** 3) ** 6))
    return x"
"from math import log

def main(z):
    res1 = log(z) / 81 / (3 * (1 - z ** 3) ** 7 - (z ** 2 - 50) ** 4)
    res2 = z ** 3 / 26 + 76 * z + 38
    return res1 + res2"
"import math

def main(x):
    f = x ** 3 / (math.atan(19 * x ** 3) ** 4 / 72 - x ** 2 / 66)
    g = math.sqrt(27 * math.atan(51 * x - 17 * x ** 2 - x ** 3) ** 2)
    T = f + g
    return T"
"import math

def main(x, z, y):
    result = math.sqrt(39 * y ** 2 + math.tan(75 * z ** 2 + 23 + 14 * x) ** 2)
    return result + y ** 6 - (61 * x ** 3 - z) ** 7"
"from math import *

def main(y, z):
    z = float(z)
    y = float(y)
    f = float((1 + 24 * pow(ceil(72 * pow(z, 3) - 9 * y), 7)) / (pow(91 * pow(y, 2) + z / 33 + 30 * pow(z, 3), 3) + 48 * pow(z, 5)) - sqrt(pow(pow(z, 2) + 91 * pow(y, 3), 7)))
    f = float('%.2e' % f)
    return f"
"import math

def main(y):
    a = y ** 4 / (86 * abs(56 * y ** 2 + 95 * y) + math.exp(y) ** 7) - (3 + 5 * y ** 3 + y ** 2) ** 3 / 18
    return a"
"from math import sqrt, log10

def main(z, y, x):
    s1 = (y - y ** 2) ** 4
    s2 = 6 * (x ** 3 + 1 + 5 * z ** 2) ** 3
    s3 = z ** 3 - (y ** 3 + y / 79 + 32 * x ** 2)
    s4 = sqrt(9 * z ** 2) ** 4 - 26 * log10(x ** 2 - 51 * y ** 3)
    return s1 + s2 + s3 / s4"
"import math

def main(z):
    numerator = math.pow(math.cos(z + 79 * (z * z * z) + 31 * z * z), 3)
    denominator = (58 * z * z) ** 2 - 44 * (72 * z) ** 7
    return numerator / denominator - (63 * z ** 3) ** (1 / 2)"
"import math

def main(x):
    return math.sqrt(88 * math.pow(56 * x - 37 * x * x, 2)) - (math.pow(abs(8 - 37 * x * x - x * x * x), 6) - x * x * x)"
"import math

def main(y):
    a = math.exp(y ** 3 - 73 * y ** 2) ** 3 / 19
    b = 84 * math.tan(6 * y) ** 5
    c = (a - b) / y ** 4
    d = 52 * y ** 7 - 83 * math.acos(y ** 3 / 90)
    return c - d"
"def main(y, z):
    return 66 - (23 * y ** 3 + z ** 2 + 89) ** 7 + (y ** 4 + z + 0.02) / (90 * y * y + 97 * z)"
"import math as m

def main(z, y):
    answer = m.fabs(6 + 65 * m.pow(y, 2) + 69 * m.pow(z, 3))
    answer = m.pow(answer, 4) + 47
    sqrt = 9 * m.pow(m.log(93 * m.pow(z, 2), 10), 4) + 4 * m.pow(y, 6)
    answer = answer - m.sqrt(sqrt)
    return answer"
"import math

def main(x, y, z):
    return 50 * (y ** 2 - 73 * x - z ** 3) ** 5 + math.sqrt(78 * x - 27 * (y ** 3 / 32 - z) ** 4)"
"from math import *

def main(x, y):
    func_one = pow(10 * pow(x, 2) + 1 + 17 * pow(y, 3), 2)
    func_two = pow(log2(60 * x - 94 * pow(y, 3) - 22), 3)
    func_three = sqrt(func_one + func_two)
    func_four = 12 * (23 * pow(x, 2) + 50 * pow(y, 3) + 0.01)
    func_five = func_three + func_four
    return func_five"
"from math import *

def main(z):
    answer = 0
    a = z ** 6 / ((44 * z ** 3 + 1) ** 4 - 52 * z ** 6)
    b = z ** 7 / (30 * (z ** 2 / 89 - 28 * z - 1) ** 4 + z ** 3)
    answer += sqrt(a) - sqrt(b)
    return answer"
"def main(y):
    a = (18 * y + y ** 3 / 53) ** 4 - 1
    b = 61 * y ** 3 + 72 * y ** 4
    c = y ** 7 - (y ** 2 - y) ** 2
    return a / b - c"
"import math

def main(x, y):
    a = math.sin(y ** 3 / 56) ** 5 - math.atan(x)
    b = 56 * math.log10(1 - x ** 3) + (94 * y) ** 5 / 76
    c = (y / 42 + 18 * x ** 3) ** 2
    d = 42 * (y ** 2 - 1 - 14 * y)
    return a / b + c - d"
"import math

def main(x, z):
    first = 68 * math.pow(z, 3) + 77 + math.pow(x, 2)
    two_top = math.pow(math.pow(x, 3) + 0.02 + math.pow(x, 2), 2) - math.pow(z, 4)
    tt1 = math.floor(91 * math.pow(z, 2) - math.pow(x, 3) - 73 * x)
    two_bottom = 25 * math.pow(tt1, 4)
    lsk = math.tan(first) + math.pow(x, 4) - two_top / two_bottom
    return lsk"
"import math

def main(z):
    x = z - 27 * z ** 3 - 1
    y = math.tan(x) ** 6
    v = 40 * z ** 6 + 56 * math.sqrt(z) ** 3
    c = 14 * math.exp(z) ** 2 + z ** 7
    r = math.sqrt(v / c)
    return y - r"
"def main(z, x, y):
    from math import sqrt
    from math import tan
    from math import cos
    from math import exp
    a = sqrt(24 * y + z ** 2 / 37) ** 7 - cos(y ** 2 / 7 + 65 * x) ** 5
    b = 62 * tan(y ** 2 - 46 * x ** 3 - 1) ** 6 - 39 * z ** 3
    sum = (y ** 3 - z) ** 6 + (1 + x ** 2 + x ** 3) ** 2 / 46 - sqrt(a / b)
    return sum"
"def main(x):
    part1 = 88 * (x / 81 - 70 * x ** 3 - 78) ** 7
    part2 = (51 + x + x ** 2) ** 7
    part3 = (90 * x ** 2) ** 2
    return part1 / part2 + part3"
"from math import sin

def main(x, z, y):
    res1 = (abs(x + 10 * x ** 3) ** 5 + (y ** 2 / 22 - z ** 3 / 81) ** 7) / (65 * (x ** 3 / 49 - y ** 2 - 18 * z) ** 5)
    res2 = sin(z ** 3 - y / 73 - x ** 2 / 51)
    res3 = 34 * (1 + 76 * y + 77 * x ** 2) ** 7
    return res1 + res2 - res3"
"import math

def main(y):
    a = 18 * (30 * y ** 2 + 1 + y) ** 4 + (65 + 56 * math.log2(y) ** 7) / (1 - 29 * y ** 6)
    return a"
"import math

def main(y):
    str1 = 21 + 38 * math.ceil(56 * y) ** 5
    str2 = 35 * (y + 32 + y ** 3) ** 6
    str3 = 14 * y ** 7
    str4 = 12 * (y ** 2 - 1) ** 5 - 99 * (3 + y + 11 * y ** 3)
    str5 = str1 / str2 + str3 / str4
    return str5"
"from math import sqrt, tan, sin

def main(z, y):
    res1 = sqrt(84 * tan(z) ** 5 - 39 * y ** 4)
    res2 = (z ** 3 + y ** 2) ** 4 / (72 * sin(y ** 2 - 1) ** 7 + (7 * z - y ** 2 - 1) ** 3)
    return res1 - res2"
"import math

def main(y, x):
    f = 16 * math.pow(x, 5) - 36 * math.pow(math.sin(y), 6) + 60 * math.pow(x, 2) + math.pow(math.floor(y - math.pow(y, 3) / 73 - 80), 6)
    return f"
"import math
from math import fabs

def main(z, y):
    a11 = fabs(8 * y ** 2 + 0.02 + z ** 3)
    a12 = 1 + 92 * y ** 3
    a1 = a11 ** 5 + 11 * a12 ** 6
    a2 = (z ** 3 + y ** 2) ** 5 + z / 69
    a = a1 / a2
    b = 49 * z - 4 - y ** 3 / 62
    c = math.sqrt(a) + 34 - 84 * b ** 4
    return c"
"import math
from math import log

def main(y, z):
    tmp = y ** 5 - 38 * (88 * z - z ** 2) ** 2
    result = (73 * math.log(1 + y / 6 + y ** 2) ** 2 - z ** 7) / (z ** 4 + y)
    return tmp + result"
"import math

def main(y, z):
    a = math.sqrt(86 * math.sqrt(y) ** 7 + math.pow(z / 12 - 4, 4))
    b = math.sqrt((57 * z ** 4 + 28 * y ** 3) / (83 * (91 * y ** 2 + z + y ** 3) ** 5))
    return a + b"
"from math import sin, acos, cos

def main(y):
    A = 57 * sin(y - 1)
    B = 12 * acos(19 * y * y - 2 * y - 1)
    C = cos(70 * y - 1) ** 5
    return A + B / C"
"import math

def main(x, y, z):
    a = pow(math.sqrt(y), 7) + pow(59 - pow(x, 3) - 57 * z, 6)
    c = 6 * pow(math.sin(42 - 59 * z - 11 * pow(y, 2)), 4) + 67 - pow(x, 3)
    b = pow(math.cos(z), 4) - pow(7 * y + 67 * pow(x, 3), 7)
    d = 27 * pow(math.atan(43 * pow(y, 3) - pow(z, 2)), 5) - 97 * pow(x, 7)
    return a / c + math.sqrt(b / d)"
"import math

def main(z, y, x):
    res = pow(pow(z, 2) - pow(x, 3) - y, 7) / 77 + pow(37 * y, 6) / 48
    -(28 * pow(math.tan(59 * pow(x, 2) - 42 * pow(y, 3) - 40 * x), 2) + 31 * z) / (79 * pow(31 * pow(x, 2) + pow(z, 3) + 66 * y, 6))
    return res
main(0.3, -0.23, -0.86)"
"import math

def main(x, y, z):
    a_11 = 41 * x ** 2 - 83 * y - 0.01
    a_1 = z ** 7 + a_11 ** 6
    a_21 = 7 + 87 * z ** 2
    a_22 = 57 * y ** 3 - 61 * x ** 2 - z
    a_2 = 64 * a_21 ** 4 - 49 * math.log2(a_22) ** 3
    a = math.sqrt(a_1 / a_2)
    b_1 = 84 * z ** 2 + y / 2 + 67 * y ** 3
    b = math.sqrt(b_1) ** 5
    c = (1 + z ** 3 + 29 * x) ** 3
    ans = a + b + c
    return ans"
"from math import floor

def main(y, z):
    a = 15 * (y ** 2 / 58 - 77 * z ** 3) ** 7
    b = 67 * floor(92 * y ** 2) + (60 * y ** 2 - 69 * z - 91 * z ** 3) ** 5
    c = (z ** 3 + y + 1) ** 5
    return a + b / c"
"import math

def main(x):
    a = (x + x ** 2 / 41 + x ** 3 / 87) ** 6 + math.acos(x ** 3) / 40
    a1 = 79 * (45 * x + 15 * x ** 2) ** 6
    a = a / a1
    b = math.sqrt(math.floor(x))
    return b - a"
"import math

def main(z):
    answer = 0
    left = math.sqrt((62 * z - 85 * z ** 2) ** 6 / (70 * math.floor(1 + 16 * z) ** 4 + z ** 3 / 15))
    right = math.sqrt(65 * (77 * z ** 3) ** 7 + 29 * (46 * z ** 3) ** 6)
    answer = left + right
    return answer"
"import math

def main(y, z, x):
    g = 62 * x ** 2
    a = (z / 58 - 14 * z ** 2 - 76 * y ** 3) ** 7
    b = z ** 7 + 93 * math.log(19 * x ** 3 + x ** 2 + y / 60) ** 2
    c = 70 * math.log(48 * x ** 2 + 17 * y ** 3) ** 7 + 33 * math.tan(z) ** 4
    ret = g + a + math.sqrt(b / c)
    return ret"
"import math

def main(z, x, y):
    ul = 61 * math.ceil(48 + z ** 2 / 26) + (y ** 2 + x + z ** 3) ** 6 / 92
    dl = 90 * (39 * x ** 3 + 55 * z + 93 * y ** 2) - math.exp(z) ** 7
    ur = (80 + y ** 2 + x ** 3) ** 5 + 7 * (x ** 3 - 24 * x - 75 * z ** 2) ** 2
    dr = 30 * math.tan(50 * y + x ** 3) ** 6 - 9 * z ** 4
    return ul / dl - ur / dr"
"import math

def main(y, x, z):
    d = math.sin(66 * y ** 2 + 7 * x) ** 3 / 50
    a = math.sqrt(d + 91 * z ** 3 - y)
    t = (18 * z + y ** 2 + 9) ** 2
    b = t - math.cos(x ** 3 - 9 * x ** 2 - 90 * z) ** 5
    c = (41 * y - z ** 2 - 1) ** 4 - (x ** 3 - y) / 20
    f = a + b / c
    return f
main(0.54, 0.44, 0.7)"
"from math import floor, sqrt

def main(y, z):
    a = (y ** 3 - 36 * y - 53) ** 5 + (y ** 2 + 1 + 30 * z) ** 7
    b = 54 * (41 - z - y ** 3 / 59) ** 3 - 0.02
    return z ** 7 - y ** 4 / 92 + sqrt(a / b)"
"def main(z, x):
    num = (86 * (x ** 3 - 43 - 36 * x) ** 2 - (98 * z ** 3) ** 5) ** 0.5
    num = num + 16 * (z + x ** 2) ** 5 + z ** 7
    return num"
"def main(x):
    res1 = 89 * x / (49 * x ** 3 + 84 * x ** 2)
    res2 = ((51 * x + 68 * x ** 3 + x ** 2) ** 2 + x ** 5) / (x ** 5 - x ** 6 / 68)
    return res1 + res2"
"import math

def main(z):
    a = float(97 * (39 * z) ** 3) / (z / 71 + 10)
    b = float(53 * math.log(z + 73 + z * z) ** 6)
    c = float(math.asin(z) ** 7 / 87)
    return float(a + b + c)"
"import math

def main(z, y):
    c = math.sqrt(90 * (81 * z ** 3 - 52 * z) ** 7 + 17 * (y ** 2 - 1) ** 2)
    b = (28 * math.exp(z ** 3 - 1) ** 2 - abs(45 * y - 1) ** 5 / 54) / (y ** 5 + (z + z ** 3 + 0.01) ** 4)
    return c + b"
"import math

def main(y, x):
    res = (1 - x - 44 * y ** 3) ** 4 / 70 - math.cos(y ** 3 - 1) ** 6 - (91 * y ** 2 - 92 * x ** 6)
    return res"
"import math

def main(y):
    f = math.sqrt(40 * (y ** 3 + 1) ** 4 - 88 * (y ** 2 - 1) ** 5) + math.sqrt((math.exp(y) - y ** 4 / 33) / math.floor(1 - 71 * y ** 3) ** 2)
    return f"
"def main(x: float, z: float):
    f1 = ((z ** 2 / 54 + z + 5 * x ** 3) ** 4 / 14) ** 0.5
    f2 = 56 * ((20 + x ** 3 + x) ** 0.5) ** 7
    f3 = z ** 5
    f = f1 + f2 - f3
    return f"
"import math

def main(x):
    f1 = math.log(x) ** 5 + 46 * math.ceil(59 * x ** 2) ** 6
    f2 = 59 * (x - x ** 2 - x ** 3) ** 4
    f3 = abs(x + 69 * (x * x) + 78 * (x * x * x)) ** 4
    f = f1 - f2 / f3
    return f"
"import math

def main(x):
    f1 = 92 * (1 - x * x - x ** 3 / 65)
    f2 = math.exp(x ** 3 + 3 * x ** 2) ** 7
    f3 = 70 * (x * x) + math.log(2, x)
    f4 = (1 + x / 54 + x ** 3) ** 2 - 37 * (x - 71)
    f = f1 - f2 - f3 / f4
    return f"
"import math

def main(z):
    p1 = z ** 3 / 23
    p2 = 85 * (z ** 3 - 94 * z ** 2 - 30) ** 6 - math.atan(13 * z ** 3 - z ** 2 / 25) ** 2
    p3 = (20 * z ** 2) ** 7 - 71 * (76 * z + 1) ** 5
    p4 = 73 * math.asin(z) - math.atan(z) ** 7
    return p1 / p2 + p3 / p4"
"from math import *

def main(y):
    part_1 = 66 * (99 * y + y ** 3 + 0.01) ** 3 - 25 * (34 * y ** 2) ** 2
    part_2 = 44 * (y ** 3 - 63 - y) ** 2
    part_3 = sqrt(part_1 / part_2)
    part_4 = 7 + 39 * y ** 5
    part_5 = atan(1 + y ** 2) ** 3
    part_6 = part_4 / part_5
    part_7 = part_3 - part_6
    return part_7"
"import math

def f(y, z):
    fl = (13 * z ** 3 + math.exp(y) ** 5 / 36) / (88 * (1 + 23 * y ** 3 + 88 * z ** 2) - (y ** 3 + z ** 2 / 44) ** 4)
    fr = (math.sin(60 * y ** 3 - 52) ** 3 + z) / (z - 37 * (61 * z + y ** 2 + 1) ** 7)
    return fl - fr

def main(y, z):
    return f(y, z)"
"def main(y):
    return (22 * y ** 2 - 0.02 - y) ** 5 + (y + y ** 3 / 47) ** 6 + (4 * (y - 47 * y ** 2 - 1) + y ** 7) / (27 * (y ** 3 + y + 34) ** 5)"
"import math

def main(y, x, z):
    return math.sqrt((pow(math.e, 5) * (pow(z, 3) - 2 * y * y - x) + 96 * pow(28 * x * x - 62 - pow(y, 3), 4)) / (pow(y + 93 + 11 * x * x, 4) + 79 * z + 76)) + math.sqrt(77 * pow(88 * z, 5) - pow(math.log(49 * y + 0.03 + x * x / 54, 10), 7))"
"import math

def main(y):
    return 2 * math.log(y, 2) ** 4 - math.atan(y) ** 7 + y + 57 * (46 * y ** 2 - 40 * y - 54 * y ** 3) ** 7"
"import math

def main(x):
    a = math.tan(58 * x - 1 - pow(x, 3))
    a = pow(a, 7) / 91 + 1
    b = pow(a, 0.5)
    y = (91 * pow(x, 3) + 0.07 + pow(x, 2) / 84 + 1) / pow(x, 6) + b
    return y"
"import math

def main(z, y):
    tmp1 = ((math.pow(math.ceil(z / 70), 3) - math.pow(y, 5)) / (76 * y - 16 * math.pow(z, 3) - math.pow(z, 2))) ** 0.5
    tmp2 = (34 * math.pow(y, 12) - 34 * math.pow(z, 4)) / (math.pow(y, 4) + 7 * math.pow(z, 5))
    ans = tmp1 + tmp2
    return ans"
"import math

def main(x, y, z):
    result = (math.acos(z) ** 5 - (y - 37 * x ** 2 - 1) ** 3 / 67) / (48 * (x + z ** 3) ** 6 - y ** 4 / 51) - math.sqrt(((1 + x ** 3 + y) ** 6 / 45 + 94 * math.log(z)) / (10 * (62 * y + x ** 3 / 47 + z ** 2) - x ** 4))
    return result"
"import math

def main(y, x, z):
    return (72 * x ** 2 + 34 * y ** 3 + z) ** 4 - math.sqrt((63 * math.sqrt(z / 19 + 1 + 3 * x ** 2) ** 3 - 5 * y ** 6) / (54 * (z ** 3 / 73 + 49 * z ** 2) ** 6 - (x ** 2 + z + y ** 3 / 44) ** 5))"
"import math

def main(z, y, x):
    v1 = (87 * y ** 2 + 84 + 28 * z ** 3) ** 5
    v1 = v1 * 75
    c1 = x + 29 * y ** 2 + x ** 3
    c1 = int(c1)
    c1 = c1 ** 3
    c1 = 27 * c1
    b1 = v1 + c1
    b1 = math.sqrt(b1)
    v2 = (15 * y + 69 * x ** 3 + z ** 2) ** 4
    v2 = 54 * v2
    v2 = v2 + 79 * y ** 3
    v2 = math.sqrt(v2)
    a = b1 + v2
    return a"
"from math import sin, tan, ceil, exp

def main(x, y):
    a0 = 95 * exp(67 * x + 34 * x ** 2 + 2 * y ** 3)
    a = a0 ** 0.5
    b = 16 * tan(x) ** 6 - 37 * (56 * y ** 2) ** 4
    c = 59 * sin(68 * y ** 2 + 1) ** 3 - ceil(x) ** 6
    return a + b / c"
"from math import log, floor

def main(x, y, z):
    a = 68 * x ** 3
    b = (y ** 3 / 79 + 81 * z * z + 1) ** 4 / 81
    c = log(51 * x ** 2 + y + 16 * x ** 3) ** 2 / 58
    d = 92 * floor(x ** 3 - 1 - y / 51) ** 3
    e = 94 * (1 + x + z ** 3 / 12) ** 7
    f = (x * x + 74 * x) ** 5 / 58
    g = (z ** 3 - y - z * z) ** 7 / 7
    return ((a - b) / (c - z)) ** 0.5 + (d - e) / (f + g)"
"import math

def main(x, y):
    x1 = math.sqrt(10 * (x ** 2 - y / 60 - y ** 3) ** 6 - (67 * y ** 3 + y ** 2) ** 7)
    x2 = (75 * y ** 2) ** 2 - (y + x ** 3 + y ** 2) ** 6
    x3 = (x ** 2 - x - y ** 3) ** 3 + 69 * x ** 6
    return x1 + x2 / x3"
"import math

def main(z):
    a = z ** 6 + 92 * (z ** 3 / 24 + z) ** (3 / 2)
    b = (31 * z - z ** 2) ** 3 / 39 + math.atan(z ** 3) ** 2
    c = (z + (83 * z ** 2 + 0.02 + 13 * z) ** 3) ** (1 / 2)
    return a / b + c"
"import math

def main(z):
    return math.sqrt((15 - 73 * z ** 2) ** 4 - 1) + (math.atan(62 * z - 1 - z ** 3) ** 5 + 78 * math.atan(z) ** 6) / (20 + (1 - z ** 2) ** 5)"
"import math

def main(z, x, y):
    return (76 * (x ** 2 - y ** 3) - (x ** 2 / 8 - 38 * z ** 3 - z) ** 4 / 66) / (59 + 55 * (z ** 3 / 44 - 94 * x - 74 * y ** 2) ** 7) + (78 * y - math.cos(45 * x - z ** 2 - x ** 3) ** 7) / (10 * math.tan(y) ** 3 + 54 * (x ** 3 - z - 1) ** 6)"
"def main(y):
    f1 = (y ** 2) ** (1 / 2)
    f2 = 84 * (y / 73 + 1) ** 3
    f3 = (33 * y ** 2 + 1 + y) ** 6 + 14 * y ** 4
    f = f1 + f2 / f3
    return f"
"import math
import math as m

def main(z, y):
    first_high = (6 - 31 * z - z * z) ** 4 + m.acos(84 * y ** 3 / 57.3) ** 3
    first_low = 0.03 + math.floor(z ** 3 - 1 - y) ** 2
    second = 29 * z + y ** 3 + (88 - y) ** 4
    return m.sqrt(first_high / first_low) + m.sqrt(second)
main(-0.96, 0.07)"
"import math

def main(y, x):
    a = y ** 15 / 73 - (x ** 3) ** 2
    b = 91 * math.log(38 * x + 68 * x ** 2 + 56) ** 2 - math.cos(y ** 2 / 80 - x - 4 / 100) ** 4
    c = 16 * (1 - y - 92 * x ** 2) ** 6 + math.sin(y ** 2 + x + 60 * y ** 3)
    d = math.tan(y) - x ** 5 / 88
    return a / b + c / d"
"from math import sqrt

def main(y):
    return 16 * sqrt(y / 79 - y ** 3) ** 6 / 47 * y ** 5 - (86 * (y - 12 * y ** 3) ** 5 + 57 * (54 * y ** 2 - 1 - 23 * y) ** 2) / y"
"def main(y, z, x):
    a = z ** 3 + y / 97 + 31 * x ** 5
    c = ((x ** 3 / 50 + 1) ** 3 - (z ** 3 / 25 + y) ** 2) ** 0.5
    b = (72 * x ** 3.5 + (19 * z - 28 * y ** 3 - 34) ** 6) ** 0.5
    return (a / c) ** 0.5 + b"
"def main(z, y):
    a = (46 * (y - 13 - 85 * z ** 3) ** 7) ** (1 / 2)
    b = (82 * y ** 2 - z) ** 4
    c = z ** 18
    return a + b + c
main(-0.85, 0.22)
main(-0.69, 0.45)"
"import math

def main(y, x):
    f = math.sqrt((36 * y ** 3 + 82 * (1 + x + 50 * y ** 2)) / (92 * (1 - y / 37) - abs(x)))
    f = f + (98 * x ** 3 + 55 + 64 * y ** 2) ** 7
    f = f + 18 * math.acos((y ** 2) ** 3)
    return f"
"from math import ceil, sin

def main(y, x, z):
    a = sin(x ** 2) ** 2
    b = (y - 1 - z ** 2) ** 4
    c = 7 * ceil(z) ** 3 - 28 * (x ** 2 / 85 - 7 * y ** 3)
    return a + b - c"
"import math

def main(x):
    return (81 * (76 * x + 72) ** 5 - 28 * x ** 4) / (18 * (x / 18 + x ** 3 + x ** 2) ** 2 - math.log(61 * x ** 2, 10) ** 6) + x ** 4 / 15"
"import math

def main(y):
    result = 85 * pow(pow(y, 3) + 55 + 64 * pow(y, 2), 5) - pow(pow(y, 3) / 21, 7)
    result2 = 80 * pow(y, 7) + pow(y, 5)
    return result / result2 - math.sqrt(pow(y, 2) - 0.02)
main(-0.38)
main(0.78)"
"def main(z, y, x):
    a = (x ** 3 - 70 * y - 63) ** 3
    b = 22 * z ** 2
    c = z ** 6 + (x ** 3 - y ** 2 - y) ** 5
    f = a - b - c
    return f
main(0.83, 0.75, 0.23)"
"import math
from math import fabs

def main(x):
    a = 46 * x ** 6
    b_11 = math.cos(1 - x ** 2 - 15 * x ** 3) ** 4
    b_1 = b_11 / 52
    b_2 = math.log(96 * x + x ** 2 + 1) ** 3
    b = b_1 - b_2
    ans = 2 + a - b
    return ans"
"import math

def main(x, z):
    frac_top = abs(x) - pow(z, 2)
    pows1 = pow(z, 3)
    pows2 = pow(x, 2) * 40
    pows1_2 = 13 * z - pows1 - pows2
    frac_down = pow(pows1_2, 5) - 61
    frac_all = frac_top / frac_down
    pows3_1_1 = pow(x, 3)
    pows3_1 = 1 + x + pows3_1_1
    pows3 = pow(pows3_1, 7)
    pows4 = pow(x, 2) + pow(x, 3) + 93 * z
    f = frac_all + pows3 - pow(pows4, 2)
    return f"
"import math

def main(x, z):
    f = ((59 * x - z ** 2) ** 4 + math.cos(x) ** 7) / ((43 * z ** 3) ** 3 + (z + 75 * x ** 2 + 1) ** 4 / 6) - (z ** 2 + x / 42 + z ** 3 / 80) ** 6 / (z ** 5 - math.fabs(91 * z ** 2 + x) ** 3)
    return f"
"def main(x, z):
    tmp = 90 * (x ** 3 + 40 * x) + 95 * (z ** 3 + 1 + z ** 2) ** 2
    result = abs(99 * x) ** 7 / 93 + 26 * z ** 4
    return tmp - result"
"from math import *

def main(y, x):
    first = sqrt(1 + 27 * (x * x + 99 * y * y * y + x / 21))
    second = 95 * pow(y, 6) - pow(abs(x), 3) / 33
    second /= pow(46 * 67 * x * x + 91 * y, 7) - pow(cos(x), 3)
    return first - second"
"def main(y, x, z):
    res1 = (49 + 48 * y ** 3 + 49 * x ** 2) ** 2
    res2 = z ** 5 + (z ** 3 + 66 * z) ** 5
    res3 = (z ** 2 + 94 * y + x ** 3 / 3) ** 6
    return res1 + res2 - res3"
"import math

def main(x):
    a = 83 * (24 * x + 17 * x ** 2 + 0.01) ** 2
    b = x ** 6 / 31
    c = 85 * x ** 7
    d = x ** 4 - math.tan(x) / 54
    f = math.sqrt(a / b) - math.sqrt(c / d)
    return f"
"import math

def main(x, z, y):
    res = 0
    a = math.pow(4 * math.pow(z, 2) + y, 3)
    b = a / 15
    c = 76 * math.pow(math.ceil(13 * math.pow(x, 3) + x / 95 + math.pow(x, 2) / 15), 4)
    d = 26 * (71 * math.pow(z, 2) + math.pow(x, 3) + 96)
    e = math.pow(z + math.pow(y, 2) + 15 * math.pow(x, 3), 4)
    f = 36 * math.pow(z, 7) + math.log10(math.pow(y, 3) / 48 + 11 * x)
    g = math.sqrt((d - e) / f)
    res = b + c - g
    return res"
"import math

def main(y, x):
    a_111 = x ** 3 + 88 * x ** 2
    a_11 = a_111 ** 7 + y ** 6
    a_121 = 1 + 80 * y ** 3 + x ** 2
    a_12 = x ** 5 - a_121
    a_1 = math.sqrt(a_11 / a_12)
    a_211 = math.tan(16 * y ** 2 + 1 + 53 * y ** 3) ** 5
    a_21 = a_211 / 89 - 75 * x ** 7
    a_221 = x ** 3 - 1 - y ** 2 / 82
    a_22 = a_221 ** 6 + 97
    a_2 = math.sqrt(a_21 / a_22)
    a = a_1 + a_2
    return a"
"def main(x):
    X1 = 30 * x ** 4 + 71 * x + 12 * x ** 2 + x ** 3
    X2 = 90 * x ** 7
    X31 = 30 * x - x ** 3 - 1
    X32 = X31 ** 0.5
    X33 = X32 ** 5
    X34 = X33 * 19
    X35 = X34 - 37 * x ** 3
    X4 = X2 / X35
    X5 = X1 + X4
    return X5"
"from math import pow, sqrt, cos

def main(y, x, z):
    first = 72 * pow(cos(y), 6)
    second = pow(79 * pow(x, 3) + 42 * pow(z, 2) + 0.02, 5)
    third = 20 + pow(y, 2) + 33 * z
    fourth = pow(sqrt(x), 5)
    result = first - second + third + fourth
    return result"
"def main(y):
    f = 48 * y ** 3 + y ** 6 - (89 * (88 + y * y + 84 * y * y * y) ** 2 + 1)
    return f"
"import math

def main(y, x):
    f = 10 * math.pow(math.pow(y, 3) - math.pow(x, 2) / 70 - 16, 5) + 22 * math.pow(y + math.pow(y, 3) + 65 * math.pow(x, 2), 4) - 2 * math.exp(7) * x
    return f"
"import math as m

def main(x):
    A = 69 * m.cos(x / 97 - x ** 3) ** 7
    B = (93 * x ** 2) ** 3 - 1
    C = m.sqrt(x ** 2 / 66 + (x + 1) ** 4)
    return A / B - C"
"from math import *

def main(num):
    res = sqrt((pow(num, 3) + floor(num)) / (60 * abs(num - pow(num, 2) - 1))) + pow(num, 3) - 96 * pow(asin(num), 2)
    res = float('%.3g' % res)
    return res"
"import math

def main(z, y):
    A = 71 * math.pow(y, 5) + 90 * math.pow(3 * math.pow(z, 2), 2)
    B0 = 67 * math.pow(math.pow(z, 3) + 49 * y - math.pow(y, 2), 2)
    B1 = math.pow(math.log10(22 - math.pow(z, 2)), 4)
    C0 = 33 * math.pow(math.pow(z, 2) + 1 + 88 * math.pow(z, 3), 6)
    C1 = 13 * (math.pow(y, 3) / 87 + 46 + 42 * z)
    return math.sqrt(A / (B0 - B1)) - math.sqrt(C0 - C1)"
"import math

def main(n):
    return math.sqrt((92 * (97 * n ** 2 + 85 * n) ** 4 + n ** 5) / (51 * (89 * n ** 2) ** 4 - 46 * (62 * n - n ** 3) ** 5)) + math.sqrt(math.cos(68 * n ** 3 + 1) ** 2)"
"from math import ceil

def main(y, x, z):
    return (11 * (57 - 30 * y) ** 3 - (90 * x + z ** 2) / 4) / ((1 - 74 * z ** 2 - x ** 3) ** 7 + 35 * abs(y) ** 2) - ((y - 0.05 - y ** 2) ** 5 - 96 * ceil(y ** 3 - 15 * z - 92 * x ** 2) ** 2)"
"import math

def main(z):
    return z ** 4 / (z + z ** 3) ** 5 - (24 * math.fabs(z ** 3 / 80) ** 7 - 17 * z) / (math.log10(z) ** 4 + 79 * math.atan(z))"
"from math import *

def main(y, z):
    ans = 0
    a = 67 * (79 * y ** 2 + z ** 3 + 79) ** 7 + 21
    b = 79 * (y + 0.02) ** 7 + sin(z) ** 5
    c = 63 * y + (91 * y ** 2 + z) ** 3
    d = b / c
    ans = a - sqrt(d)
    return ans"
"def main(z, x):
    return 6 * pow(49 - pow(z, 3) - pow(x, 2), 6) / (pow(40 * pow(x, 2), 3) - pow(74 * pow(z, 2) + 55 + 7 * pow(x, 3), 2)) + pow(z, 2) - pow(75 * z + pow(x, 2) + 1, 4)"
"from math import *

def main(x, z):
    ans = 0
    a = 62 * z ** 6 - (1 + z ** 3 + x ** 2) ** 4 / 50
    b = 22 * (z ** 2 - 61 * x) ** 6
    c = z ** 7 + 36 * log(x, 2)
    d = 58 * (47 - 60 * z ** 2 - 13 * x) ** 4
    ans = a / b + c / d
    return ans"
"import math

def main(n):
    return math.sqrt(70 + (n ** 3 - 1 - n ** 2 / 34) ** 2 / 81) - 42 * (1 - n ** 3 / 31 - 66 * n ** 2) ** 3 / (51 * (28 - 32 * n ** 3 - 63 * n ** 2) ** 7 + 81 * (42 * n - n ** 3 - 1) ** 6)"
"from math import asin

def main(z, y, x):
    res1 = 68 + 56 * asin(z ** 3 + y + 14 * x ** 2) ** 4
    res2 = (9 * y ** 2 - 97 * z - 39 * z ** 3) ** 2 - 28 * (0.1 - x ** 2) ** 5
    return res1 - res2"
"from math import *

def main(z, x):
    return 32 * pow(x + x ** 2, 7) - 10 * pow(log2(z - x ** 2 / 91), 5) + (x ** 3 - z ** 6 / 41) / pow(75 * x ** 3 + 64 * z ** 2 + 49 * x, 2)"
"from math import sqrt, floor

def main(x, y, z):
    return 88 * (y ** 3 - 45 - 88 * z ** 2) ** 6 - 2 * (z ** 3 + 70 * x ** 2) + sqrt((28 * (52 * y ** 2 + 0.01 + z) ** 7 + 25 * (x + 1)) / (floor(38 + 84 * z + 86 * y ** 3) ** 4 - (x + y ** 2 + 39) ** 2))"
"from math import atan, cos

def main(x, z, y):
    return 52 * atan(x - 56 * x ** 2 - 67 * y ** 3) ** 2 + cos(43 * z ** 2 - z ** 3 - 63 * x) - ((11 * y + 61 * z ** 2 + x ** 3) ** 2 + 26)"
"from math import sqrt, log, ceil

def main(x, y):
    return sqrt((81 * log(46 * y + 81 * y ** 3 + 75 * x ** 2, 2) ** 5 - y ** 2) / ((1 + 54 * x ** 2) ** 2 + ceil(1 - y ** 3) ** 4)) - (y ** 7 - (y ** 2 / 47 + 41 * x + 88) ** 5)"
"import math

def main(z):
    z = (z + z ** 3) / (math.ceil(z ** 2 + z + 1) ** 2 + (z / 29) ** 4) - (z ** 2 + z + z ** 3) ** 5
    return z"
"import math

def main(y, z):
    x1 = (z + y ** 3) ** 6 / (1 + 9 * math.floor(z ** 2 + 6 + y ** 3))
    x2 = 9 * (z ** 3 / 52 + 40 * y + z ** 2) ** 2 / (15 + 23 * z ** 3 + 92 * y ** 2) ** 5
    return x1 + x2"
"from math import sqrt

def main(x, y, z):
    a = 67 * (x ** 3 + z / 49 + 91 * y ** 2) ** 4
    b = (38 * y + x ** 2 + y ** 3) ** 7
    c = sqrt((y ** 3 - 90 * z ** 2 - z) ** 4 + (y ** 2 + 74 * x + 1) ** 3 / 87)
    return a + b + c"
"import math

def main(y):
    a = pow(y, 3) / 17
    b = 92 * pow(y, 2)
    c = pow(59 - a - b, 6)
    d = 66 * c / (84 * pow(y, 7) + 56)
    e = math.sqrt(d)
    f = e - 72 * pow(y, 7)
    return f"
"from math import floor, ceil

def main(z, y):
    a = 84 * z ** 6
    b = 32 * ceil(y ** 3 - z ** 2 / 94 - 85) ** 5
    c = 27 * floor(78 * z) ** 6 + 54 * (47 * y ** 2) ** 3
    return a - b - c"
"from math import log

def main(x):
    a = 15 * log(x) ** 2
    b = x ** 21
    c = ((x ** 3 / 48 - x ** 2) ** 4 - 0.01) / x ** 6
    return a + b - c"
"from math import exp, cos

def main(y, z):
    a = exp(y)
    b = cos(z) ** 4
    c = (25 * z ** 2 - z - y ** 3) ** 2 / ((30 * z ** 3) ** 5 - 46 * (58 * y + 61))
    return a - b - c"
"import math

def main(y, z, x):
    a = math.sqrt(39 * y ** 7 + (y ** 3 - z - x ** 2) ** 3)
    b = math.fabs(91 * y * y + y ** 3 + 82)
    c = math.ceil(z * z - x - 5)
    return a - (b ** 4 + c * c)"
"import math

def main(x, z):
    res = 91 * math.asin(x / 87 - 84 * z ** 3) + math.ceil(1 - x ** 2) ** 3
    res = res / (math.ceil(69 * x - 27 * x ** 2 - 19 * z ** 3) ** 2 + 1)
    res = math.sqrt(res) - (z ** 5 - 55 * x ** 4)
    return res"
"import math

def main(x, y, z):
    first = pow(math.tan(pow(x, 2) - 40 * pow(z, 3) - 58 * x), 6)
    first -= math.sqrt(y)
    second = 52 * pow(math.sin(21 * pow(x, 3) - 23 * pow(z, 2) - y), 7)
    second -= 81 * pow(z, 4)
    third = 86 * pow(z, 4) + math.acos(y - pow(x, 2))
    forth = (17 * pow(z, 2) + 1 + pow(y, 3)) / 72
    forth -= 76 * pow(46 * pow(x, 2) - 1, 2)
    return first / second + third / forth"
"import math

def main(z, x, y):
    f1 = math.pow(math.pow(y, 3) - math.pow(z, 2) - 28 * x, 2) / 80
    f2 = math.pow(2 - math.pow(x, 3) - 4 * math.pow(z, 2), 5) - math.ceil(y)
    f3 = 17 * math.pow(98 * math.pow(y, 3) + math.pow(x, 2), 2)
    f4 = 98 * math.pow(math.sin(math.pow(z, 3)), 7)
    f = f1 + f2 / (f3 - f4)
    return f"
"import math

def main(z, y):
    a = (77 * z ** 3 - z ** 2 / 48) ** 6 + 54 * y ** 7
    b = math.sin(42 * z ** 3 + y + 85 * z ** 2) ** 6 - 25 * math.tan(z) ** 5
    c = y ** 3 - math.log10(z) ** 5
    d = math.acos(y) ** 7 + 33 * math.sin(z) ** 2
    return a / b + math.sqrt(c / d)"
"import math

def main(y, x):
    arg1 = math.sqrt(math.tan(y / 17) ** 4 + (70 * x) ** 7)
    arg2 = math.sqrt((y ** 3 - y ** 2 - 1 + x ** 3) / ((y / 50 - x ** 3) ** 7 / 24))
    arg1 = arg1 - arg2
    return arg1"
"def main(x):
    result_1 = ((11 * x) ** 2) ** 0.5
    result_2 = 0.01 + x ** 3
    result_3 = x ** 2 / 10 + 1 + 78 * (1 + 65 * x ** 3) ** 5
    return result_1 - result_2 / result_3"
"import math

def main(y, z, x):
    return 2 * (81 * z ** 3 + 62 * x ** 2 + 17) ** 6 - 28 * y ** 2 - (math.floor(65 * z ** 3 - 33 * x) ** 6 + 4 * math.exp(y) ** 3) / (13 * (y ** 3 + 44 * x + 31 * z ** 2) + x ** 2)"
"import math

def main(z, x, y):
    return math.sqrt((z - y ** 3 / 87 - x ** 2) ** 3 / (93 * x + (13 * y ** 2 - 76 - z ** 3) ** 4)) - (math.tan(61 * z + y ** 2) ** 3 / 71 - (72 * x ** 2 - 0.25 - 18 * y ** 3) ** 5)"
"import math

def main(y, x):
    a = math.sqrt(61 * (12 * y ** 2) ** 7 - (y ** 2 + x + 82) ** 4)
    b = y - 77 * x ** 6 / 87 * y ** 5 + x / 57
    return a - b"
"import math

def main(x, z):
    f = ((1 - x ** 3 - z) ** 4 + math.sin(67 * x ** 3 + z ** 2 + 55 * x) ** 2) ** 0.5 - (78 * math.atan(z ** 2 / 67 - 1 - z) ** 5 - math.asin(x - 80 * x ** 2))
    return f"
"from math import *

def main(x, y, z):
    f1 = 0
    f1 += sqrt(37 * pow(log(x ** 2 + 78 + y / 49, 2), 7) - 33 * z ** 5)
    f2 = 0
    f2 += sqrt(x ** 6 + (z ** 2 - y) ** 2)
    f3 = 0
    f3 += 11 * z ** 12 - 57 * (7 * y - x ** 3 - x ** 2) ** 2
    return f1 / f2 + f3"
"from math import atan

def main(x, y):
    first = 35 * (29 * x ** 2) ** 6 + 99 * y ** 5
    second = 49 * (y ** 3 + 77 * x + y ** 2) ** 3 - 61 * (y ** 2 / 38 + y ** 3 / 39 + x) ** 6
    third = 59 * (39 * y ** 2) ** 4 - 6 * (10 * x ** 3) ** 7
    fourth = x ** 5 - atan(y) ** 7
    return first / second - third / fourth"
"import math as m

def main(z):
    res = 35 * (z ** 2 - z - z ** 3) ** 3 - z ** 7 + m.log(11 * z - z ** 3, 2) ** 3 + (12 + 49 * z ** 3) ** 5
    return res"
"import math

def main(y, z):
    x = math.asin(z) ** 7 + 92 * (40 * y ** 3 + y / 55) ** 5
    x /= 70 * (y ** 2 - 73 * z ** 3 - 52) ** 7
    return x - (64 * (z ** 0.5) ** 6 + 28 * (z - y ** 2 / 75) ** 2)"
"def main(z, x):
    f = 31 * pow(pow(z, 3) + 12 * x + 3 * pow(z, 2), 5)
    d = 79 * pow(39 * z + 58 * pow(x, 3), 2)
    c = pow(z, 2) + 58 * pow(29 * pow(x, 2) + 54 * x, 7)
    result = f / d + c
    return result"
"from math import asin

def main(y, z):
    a = 81 * z ** 2 - abs(y) ** 3
    b = (z ** 2 - y ** 3) ** 6
    c = 78 * z + 39 * y ** 3 + y ** 2
    d = asin(y) ** 3 + 99 * asin(49 * y ** 3 + z ** 2) ** 4
    return (a / b) ** 0.5 - c / d"
"import math

def main(x, y, z):
    f1 = (67 * z ** 2 - y ** 3) ** 2
    f2 = 11 * (46 * x + x ** 2 + 0.02) ** 5
    f6 = (86 * z + x ** 3 / 78 + 92 * x ** 2) / 84
    f4 = (y ** 2 * 68 + z) ** 5 + 6
    f3 = math.sqrt(abs((x ** 2 * 69 + z ** 3 + y / 72) ** 3) / f4)
    f5 = f1 + f2 + f3
    return f5"
"import math

def main(z):
    return ((3 * z ** 6 - (63 * z ** 3) ** 3) / math.cos(z) ** 2) ** 0.5 - (33 * math.cos(z) ** 3) ** 0.5"
"from math import acos, ceil

def main(z, x):
    a = 92 * pow(20 * pow(x, 3) + 10 * z, 7) - 60 * pow(acos(z), 2)
    b = 5 * pow(ceil(31 * pow(x, 3) + pow(z, 2) + 11 * x), 7)
    c = pow(pow(z, 2) + pow(ceil(98 * pow(x, 2) + pow(z, 3) + 75 * x), 5), 0.5)
    return a / b + c"
"import math

def main(z, y):
    a = pow(1 - y - z ** 2, 4) / 43 / (62 * pow(y - y ** 3 - z ** 2, 7))
    b = 83 * pow(32 * z ** 3 + y ** 2, 5) / (54 * pow(math.exp(y), 4) + z ** 7 / 2)
    return a - b"
"def main(x):
    return float('{:2e}'.format(90 * (x ** 3 / 9 - 1) ** 4 - (x ** 3 - 1 - 64 * x) / 2 - ((70 * x ** 3 + 0.02 + 99 * x) ** 0.5) ** 5))"
"import math

def main(y, z):
    res = math.tan(y) - (z / 49 - y ** 2 - 1) ** 3 + 30 * (z - (z / 4) ** 2 - y ** 3) ** 6
    return res"
"def main(y, z):
    a = 13 * z ** 4
    b = 12 * z + 58 * y ** 2
    c = 1 + 27 * z + 17 * y ** 2
    d = z ** 5 - 42 * abs(c) ** 6
    e = abs(y ** 2 / 93 + 58 * z)
    f = (62 * z ** 2 - 98) ** 5
    return a + b ** 5 - d / (e ** 7 - 48 * f)"
"import math

def main(y, z):
    a = (z ** 2 + z ** 3) ** 5
    b = 81 * y ** 2 - 91 - 89 * z
    c = math.sin(y ** 3 / 70) ** 2 + z ** 6
    return math.acos(y ** 2 / 69) ** 6 - a - math.sqrt(b / c)"
"import math

def main(x, z):
    c = 23 * x - z ** 3 / 49 - 1 + (51 * z + 80 + 14 * z ** 3) ** 7
    d = x ** 5 + (90 * z ** 2) ** 3
    a = c / d
    g = math.ceil(56 + x + 33 * z ** 3) ** 3
    f = 41 * math.atan(x) ** 7
    b = math.sqrt(g - f)
    return a - b"
"import math

def main(y, x, z):
    c = 38 * math.log(z ** 2 + 42 * x ** 3) ** 5 - 14 * math.sin(y)
    d = 44 * (26 * z - 35 * x ** 3 - 0.03) ** 6 - 56 * (y ** 3 + 1 + 6 * y ** 2) ** 2
    a = c / d
    f = 1 - (68 * z - 42 * y ** 2 - 45 * x ** 3) ** 3
    e = math.log10(51 * z ** 2 + 9 * x ** 3 + 1) ** 4 - 77 * math.log(y) ** 3
    b = f / e
    return a + b"
"from math import cos, sqrt

def main(x):
    return (54 * cos(x ** 2) ** 5 + 17 * sqrt(x) ** 7) / (47 * x ** 3 - x ** 2) ** 6 - (cos(x) ** 3 + 1)"
"import math

def main(x, z, y):
    a = math.pow(67 * x ** 2 - z, 5) - y ** 6
    b = math.pow(61 * y ** 3 + y + 48 * x ** 2, 7)
    c = math.sqrt(z + b)
    n = a + c
    return n"
"import math

def main(z, y):
    func = math.sqrt(16 * (38 * y - 9 * z ** 2 - z ** 3 / 89) ** 3)
    func_1 = 90 * math.log10((y ** 2 + 34 * z) ** 2) + 44 * (14 * z ** 2 + 95) ** 7
    func_2 = 69 * math.asin(y) + (y - 1 - 91 * z ** 3) ** 7
    x = func_1 / func_2
    x_2 = func - x
    return float(x_2)"
"import math

def main(z, x):
    return math.pow(88 * x * x + x * x * x / 91 + 64, 6) + x * x * x - 15 * z - 13 * (x - z * z / 80 - 65 * z * z * z) / (math.pow(math.log(77 * z * z + 64 * x, 10), 7) - math.pow(math.atan(x), 6))"
"import math

def main(x):
    y1 = 68 * math.sin(x) ** 3
    y2 = (36 * x + 99 * x * x) ** 6 / 42
    y3 = (math.sin(x ** 3) ** 3 + math.cos(x) ** 4) / (44 * (1 - x - x ** 3) ** 4 + 29 * x)
    res = y1 + y2 + y3
    return res"
"import math

def main(z, y, x):
    frst = (1 + 96 * z ** 3 + 10 * y) ** 7 * 48
    scnd = math.log(6, math.e) ** 6
    thrd = math.sqrt(26 * (x ** 2 + 43 * y + x ** 3) ** 6 - z ** 2)
    return frst + scnd - thrd"
"import math

def main(z, x, y):
    first = pow(x, 3) + 59 * pow(math.fabs(y ** 3 / 38 + x ** 2 + 51 * z), 2)
    second = math.exp(z) ** 5 - (z ** 3 / 25 + 26 * x ** 2 + y) ** 2
    third = first / second - (35 * (72 * y - 12 - 49 * x ** 2) ** 5 - (93 * x ** 2 - 85 * z ** 3 - 47) ** 4)
    return third"
"from math import *

def main(x, z):
    f1 = (78 * x ** 2 - z ** 3 - x / 24) ** 4
    f2 = 97 * acos(x ** 2) ** 5
    f3 = (70 * z ** 3 + z ** 2) ** 4 / 98
    return f1 + f2 + f3"
"from math import sqrt, pow, ceil, cos

def main(y, z):
    first = sqrt(pow(76 + pow(z, 3) + pow(y, 2) / 51, 7) / (10 * pow(y, 5) + 85 * pow(z, 3)))
    second = (19 * pow(pow(y, 3) - pow(y, 2) / 25 - 1, 5) - 10 * pow(ceil(z), 4)) / (pow(cos(z), 7) - 92 * pow(y, 3))
    return first - second"
"from math import tan, sqrt, pow

def main(x, z):
    tmp1 = pow(tan(8 * x), 6)
    tmp2 = pow(pow(z, 2) + z, 2)
    tmp3 = (12 * pow(pow(x, 3) + pow(z, 2) + 81, 2) + sqrt(pow(z, 2) - z / 40)) / (58 + 36 * pow(pow(z, 3) - x / 11, 3))
    return tmp1 + tmp2 - tmp3"
"from math import *

def main(z, y, x):
    first = (abs(x + 62 * y ** 3 + 65 * z ** 2) ** 2 - 32 * (x / 55 - x ** 3 - 1) ** 5) ** 0.5
    second = (84 * log(44 + x ** 3 + 47 * z ** 2, 2) ** 2 + 63 * (8 * y ** 2) ** 3) ** 0.5
    return first + second"
"from math import sqrt, atan, asin, sin

def main(y, z):
    return sqrt((atan(y - 95 * z ** 3 - 88) ** 4 / 5 - asin(y) ** 2) / (77 * sin(y ** 2 - z - 1) ** 5)) + y + z ** 3"
"from math import sqrt, log

def main(z, y, x):
    return sqrt((54 * (z ** 2 - x ** 3) ** 4 + 21 * y ** 3) / (log(x ** 3) + (y ** 2 - 19 * z - 60 * z ** 3) ** 7)) + sqrt((1 + z + y ** 3) ** 3 + (x / 3) ** 5)"
"import math

def main(z, y):
    a = math.sqrt((3 * z ** 3 + y ** 2 + 69 * z) ** 4 + math.atan(z ** 3) ** 5)
    b = math.sqrt((84 * y) ** 2 + (38 * z ** 2 - 76 * z - 12) ** 5)
    return a + b"
"import math

def main(y, z, x):
    p1 = 40 * (53 * z ** 3 - 35 - x ** 2) ** 2
    p2 = math.log(z / 92 + 53 * x ** 2 + y ** 3, 2) ** 3 / 20
    p3 = (y ** 2 + 17 + x ** 3) ** 6 - z ** 5
    p4 = abs(x ** 2 + x / 23) ** 5 + 53 * (63 * y ** 2 + 69 * z ** 3 + x) ** 4
    final = p1 - p2 + p3 / p4
    return final"
"import math

def main(y, x, z):
    a = math.atan(5 * z ** 3 + y ** 2) ** 5
    b = 78 * (x ** 2 - 24) ** 6
    c = 84 * (72 * z ** 2 - y ** 3 - z) ** 7 - 26 * x
    d = 69 * (x / 70 - z ** 2 / 80) ** 6 - 49 * (72 + 36 * y) ** 5
    return a + b + c / d"
"import math

def main(z, y):
    res = math.sqrt(28 * (98 - 85 * z) ** 5 + 97 * (10 + y ** 3 + y) ** 3) - math.sqrt(12 * (1 - 81 * z ** 2) ** 2 - 16 * math.tan(y) ** 6)
    return res"
"import math

def main(y, z):
    a = 84 * math.log(z ** 3 / 61 + 1 + y) ** 6
    a1 = (53 * z ** 2 - 1 - 32 * y) ** 5
    b = 19 * math.tan(11 * z ** 2 + 58 * y) - 16 * z ** 4
    c = 30 * math.sin(1 + 46 * y + 35 * z ** 2) ** 6
    d = (31 * y ** 2 + 49 * z ** 3) ** 4 - 1
    return (a + a1) / b + (c / d) ** 0.5"
"import math

def main(x):
    a = (83 * x + 38 * x ** 2 + 1) ** 3
    b = 7 * math.tan(x) ** 2 + 19 * math.acos(x) ** 3
    c = (69 * (47 * x ** 2 - x - 1) ** 2) ** (1 / 2)
    return a / b - c"
"def main(y):
    Fy_1 = (17 * y ** 2 - 56 * y ** 3) ** 3 / 4 / (y / 30 - y ** 2 - 74 * y ** 3) ** 4
    Fy_2 = (20 * (25 * y ** 2 - y ** 3 - 48 * y) ** 2 - 94) / y ** 4
    return Fy_1 - Fy_2"
"import math

def main(y, x, z):
    f = 38 * (10 * y - z ** 3 / 96) ** 3 + 83 * x ** 3 + 1 - (98 * (x ** 2 - y ** 3 - 51 * x) ** 2 + 12 * (17 * z ** 2 - 96 * y ** 3 - 81)) / ((66 * z + 58 * x ** 3 + 16 * y ** 2) ** 2 / 10 + 40 * x ** 6)
    return f"
"import math

def main(y, z):
    value = (73 * z + 97 + y ** 2) ** 3
    value_1 = math.cos(2 * y + z ** 3 + 44 * y ** 2) ** 2
    value_2 = (y - 78 * z ** 2) ** 6 / 4
    total = (value - value_1) / (value_2 + 44) + math.tan(y) ** 5 + z ** 7
    return total"
"import math

def main(z, x):
    a = 18 * math.atan(15 * x ** 2 - z - 50) ** 7 / ((41 * x) ** 7 + z ** 6 / 85)
    b = math.sin(x) ** 4 + z ** 3
    c = 68 * z ** 6 + (14 * z + x ** 2 + 47 * z ** 3) ** 2 / 72
    return math.sqrt(a) + b / c"
"from math import cos

def main(y):
    f = (35 * y ** 2 - 68 - y ** 3) ** 6 / 4 - cos(0.03 - 98 * y ** 2 - y) ** 5 - (9 * y + 83)
    return f"
"import math

def main(x):
    return (11 * x - x ** 3) ** 3 / (math.cos(x) ** 2 + (x - 57 * x ** 2) ** 6) - math.sqrt(67 * (54 * x ** 3) ** 4 + 24 * math.floor(x) ** 6)"
"from math import sqrt, asin

def main(z):
    result = abs(91 * z ** 3) ** 2 / 78
    result /= 67 * z ** 5 - asin(z) ** 6 / 41
    result -= sqrt((39 * (27 * z - 84 * z ** 3 - z ** 2) ** 5 + z ** 3) / (62 * z ** 2))
    return result"
"from math import sqrt, asin, pow

def main(z, x, y):
    result = sqrt(pow(1 - 11 * pow(z, 2) - pow(x, 3), 6) - pow(asin(14 * y - 1 - 65 * pow(z, 3)), 4) / 35) + pow(87 * pow(x, 3) - y, 5) / 6 - 31 * pow(pow(y, 2) - 34 * z, 2)
    return result"
"from math import *

def main(y, z, x):
    part1 = (35 * y ** 2 + 1 + z ** 3) ** 2
    part2 = 72 * x ** (7 / 2)
    part3 = y ** 2 - 82 * (z ** 2 - x) ** 7
    part4 = log10(y + 85 * z ** 2 + z ** 3) ** 7 - 82 * (46 * y ** 2 + 75 * x + 29 * y ** 3) ** 5
    return part1 - part2 - part3 / part4"
"import math

def main(y, x, z):
    a = math.sqrt(9 * (50 - y) ** 7 - (x / 28 - z ** 3 - 49 * z ** 2) ** 3)
    b = (z ** 2 + 60 + 23 * x) ** 3 + y ** 15
    return a - b"
"from math import exp, log

def main(y):
    return y / 23 + (exp(y ** 3) ** 5 + (74 * y ** 3 - y - 76) ** 2) / (log(y, 10) ** 7 / 12 - y ** 4)"
"import math

def main(x, z):
    pt1 = 34 * (x ** 3 + z ** 2) ** 7
    drobVerh = 58 * (x + 93 * z ** 3 + 68 * x ** 2) ** 6
    drobNiz = 65 * (x / 28 + 0.02 + 78 * z ** 3) ** 2 + 37 * z ** 4
    pt2 = math.sqrt(drobVerh / drobNiz)
    return pt1 + pt2"
"import math

def main(y, z, x):
    b = 49 * z ** 3 + x ** 2 + y - math.asin(x) ** 7
    c = (z ** 2 / 52 - y ** 3 - 1) ** 5 + x ** 14
    a = b / c
    e = 60 * (y ** 2 - 1 - 97 * x ** 3) ** 5 - z ** 4
    f = (95 * y ** 3 + z) ** 3 - 91 * (z / 50 - x ** 2 - x ** 3) ** 7
    d = math.sqrt(e / f)
    return a - d"
"import math

def main(z, y, x):
    a = (37 * y ** 3 + x ** 2 + z) ** 2 + 50
    b = math.cos(56 * x ** 2 - 66 - z ** 3) ** 5 + (7 * z ** 3 + y ** 2 / 13) ** 2
    c = math.sqrt(math.sqrt(z ** 3 + x ** 2 + y) ** 5 + 98 * z ** 4)
    f = a / b - c
    return f"
"import math

def main(z, x):
    a = x ** 3 - math.ceil(51 * z ** 2 - 70 * x) ** 7 / 31
    b = (23 - 27 * x) ** 5 + (z + x ** 2 + 7) ** 3
    c = z ** 6 + 89 * math.atan(x) ** 3
    d = math.floor(50 * x + 45 * z ** 2) ** 7
    return math.sqrt(a / b) - c / d"
"from math import *

def main(y):
    fy = log2(32 * y ** 3) / 56 - (y ** 2 - 8 * y - y ** 3) ** 2 / 35 / (1 + acos(y) ** 5)
    return fy"
"import math

def main(x, y):
    a = 58 - math.cos(77 * x - 1 - y ** 3) ** 7
    b = 83 * math.tan(36 * x ** 3 + 94) ** 4 - 77 * y ** 3
    c = math.sqrt((15 * x ** 2 - 1) ** 7 / 83 - y)
    d = a / b
    result = d + c
    return result"
"import math

def main(x):
    a = (x ** 2 / 71 - 1) ** 5
    b = 20 * x ** 6 - math.cos(x ** 2) ** 5
    c = (69 * x) ** 2
    d = 4 * math.log2(x) ** 4
    f = math.sqrt(a / b) - math.sqrt(c / d)
    return f"
"import math

def main(x):
    div1 = 81 * pow(x, 4) + pow(x, 3)
    div2 = pow(x, 2) - math.floor(1 - pow(x, 2))
    subtrahend = math.sqrt(pow(math.acos(x), 3))
    return math.sqrt(div1 / div2) + subtrahend"
"import math

def main(z, y, x):
    s1 = (95 * (48 - y ** 2 / 80 - z ** 3 / 74) ** 3 - 17 * x ** 2) / (96 * (93 * y - z ** 2 - 19) ** 4 - (y ** 2 + 1 + x) / 91)
    s2 = (84 * abs(45 * x ** 3 - z / 3 - x ** 2) ** 6 + math.floor(x ** 3 + y ** 2) ** 3) / (z ** 5 + math.log2(x ** 3 + 72 * y ** 2) ** 2 / 83)
    return s1 + s2"
"import math

def main(x):
    return x + 71 * math.log(x, 10) * math.log(x, 10) + x ** 8 / (79 * x ** 7 - math.sin(59 * x * x) ** 6)"
"from math import sqrt, acos, sin

def main(x):
    result = sqrt(56 * (37 * x) ** 7)
    upper = sqrt(x - x ** 2 - x ** 3) ** 7 - acos(x) ** 5
    lower = (6 * x ** 3) ** 5 / 31
    lower -= 14 * sin(x) ** 3
    result += sqrt(upper / lower)
    return result"
"from math import sqrt, cos, exp

def main(x, y):
    a = 72 * cos(x) ** 5 - 77 * y
    b = y ** 4 + 25 * (75 * y + x ** 2)
    c = 60 * (23 * y + y ** 2 / 88 + x ** 3) ** 2 - exp(y) ** 5
    return sqrt(a / b) - c"
"import math

def main(x, z):
    a = math.sqrt((92 * (z - x ** 3 / 40) ** 2 - 46) / (72 * (x ** 2 + z ** 3) ** 5))
    b = -(math.cos(z * z) ** 4 / 24 - 83 * math.log(42 * x * x + x + 1, 10) ** 3)
    return a + b"
"def main(x):
    f = 97 * (71 * x ** 2 - x - 0.01) ** 7 + x ** 3 + (65 * x ** 2 + x) ** 3
    return f"
"def main(y, z, x):
    a = pow(y, 2) + pow(1 - 50 * pow(z, 3) - x, 3)
    b = 13 * pow(72 * x + 77 * pow(y, 2) + 80 * pow(z, 3), 5)
    c = abs(97 * pow(y, 3) - pow(y, 2) / 97)
    return a - (b - c)"
"from math import *

def main(z, y, x):
    f = 0
    f1 = sqrt(pow(14 * x + y ** 2 + 38 * z ** 3, 5) - pow(z - 82 - 46 * z ** 3, 2) / 12)
    f2 = sqrt(y ** 6 - 61 * pow(atan(9 * z ** 2 - 98 - x), 3))
    f = f1 / f2
    f3 = sqrt(53 * z ** 5 + (9 - y ** 2 / 33 - 13 * x) ** 4)
    f4 = sqrt(68 * (73 * y ** 2 - 53 * z) ** 5 - log2(x) ** 3)
    f = f + f3 / f4
    return f"
"import math

def main(x):
    a = math.sqrt(85 * (24 * x - 1))
    b = (x ** 3 - 62 - x * x / 84) ** 4 / 87 - x * x / 57
    c = 54 * (x ** 3 / 36 - 0.01) ** 6 + (x ** 3 + 1 + x ** 2) ** 2
    return a + b / c"
"import math

def main(x, y):
    z_1 = 55 * x - 68 * y ** 3 - 13 * y ** 2
    z_2 = 14 * (5 * x ** 3) ** 5 + (22 * y) ** 6 / 88
    z_3 = (31 * x ** 2 + y ** 3) ** 7
    z_4 = 30 * (69 * x ** 2 + 1 + y ** 3) ** 5
    z = math.sqrt(z_1 / z_2) - z_3 / z_4
    return z"
"from math import log, log10

def main(x):
    result11 = 14 * pow(log10(x), 4)
    result12 = x
    result2 = pow(log(x), 6)
    result31 = pow(1 + x ** 2 + x ** 3, 3)
    result32 = 97
    result = result11 / result12 - (result2 + result31 / result32)
    return float(result)"
"from math import exp, ceil, sqrt

def main(z, y, x):
    return sqrt(34 * abs(35 * y ** 2 - x ** 3) ** 2 - z) - (z - 8 * x ** 2 - y ** 3 / 99) ** 6 / (abs(x) ** 3 - (z ** 2 / 65 + 90 * y) ** 5)"
"from math import *

def main(z, x, y):
    k1 = sqrt(floor(y * y + 63 * x * x * x + 53) ** 5 - 35 * z)
    k2 = 87 * (0.01 - x * x - y * y * y) ** 4 - 28 * z ** 4
    k3 = 24 * abs(11 - y - z * z) ** 5 + 81 * tan(x) ** 7
    return k1 + k2 / k3"
"import math

def main(x):
    a = math.sqrt(x ** 3 - 26 * math.fabs(x ** 2) ** 6)
    b = 65 - 45 * math.sqrt(x ** 3 + x + 12 * x ** 2) ** 7
    c = (89 * x + x ** 3) ** 3 / 47
    d = math.sin(x ** 2 + 65 * x + x ** 3) ** 7
    return a + b / (c - d)"
"from math import cos

def main(z, y):
    shit = (28 * y ** 2 - z ** 3) ** 2 / 52
    piss = (60 * z ** 3 - y) ** 3 + (1 + 5 * z + z ** 2) / 25
    cum = 9 * (51 * y + 76 * z ** 3 + 1) ** 2 - 32
    dick = z ** 4 + cos(y) ** 2
    answer = shit / piss + cum / dick
    return answer"
"import math

def main(z, y):
    a = (y ** 2 - 36 - z ** 3 / 67) ** 4 + y
    e = (z ** 3 / 63 - 56 * y) ** 7
    f = (y - 94 - 59 * y ** 2) ** 5 - math.log(z + 0.01 + z ** 2)
    d = e / f
    return a + d"
"import math

def main(z):
    a = math.sqrt(37 * z ** 4 / (z ** 3 - 18 * z - 78 * z ** 2) ** 3)
    b = 27 + 87 * math.exp(z - z ** 2) ** 6
    c = math.ceil(83 * z) / 35 - (z / 21) ** 7 / 25
    res = a + b / c
    return res"
"from math import *

def main(y, x, z):
    f1 = 94 * (13 * x ** 3 - z / 81 - 81 * y ** 2) ** 6
    f2 = (13 * y ** 2 + z ** 3) ** 7 + 24 * acos(1 - 36 * x ** 3) ** 2
    f3 = sqrt(y) - tan(12 * x ** 3 + z + 73 * y ** 2) ** 5
    f4 = y ** 7 - (93 - x ** 2 - z ** 3) ** 5
    f = f1 / f2 + f3 / f4
    return f"
"from __future__ import annotations
import math

def get_part_1(x, y) -> float | int:
    return math.cos(97 * y - x ** 2) ** 2

def get_part_2(x, y) -> float | int:
    return 54 * math.fabs(74 * y ** 3 + 17 * x) ** 5 + 52 * y ** 4

def get_part_3(x, y) -> float | int:
    return (97 * x - 1) ** 6 - 97 * math.tan(y)

def main(x, y) -> int | float:
    return get_part_1(x, y) / get_part_2(x, y) - get_part_3(x, y)"
"from __future__ import annotations
import math

def get_part_1(x, z) -> float | int:
    numerator = (1 + x ** 2 + x ** 3) ** 6 + (z + 23 * z ** 3 + 51 * z ** 2) ** 4
    denominator = x - math.exp(z) ** 4 / 34
    return numerator / denominator

def get_part_2(x, z) -> float | int:
    numerator = math.asin(x) ** 5 / 54 + 63 * z ** 7
    denominator = (23 + 88 * x ** 3 + 62 * z ** 2) ** 7
    return numerator / denominator

def main(x, z) -> int | float:
    return get_part_1(x, z) - get_part_2(x, z)"
"from math import sqrt

def main(y):
    a = (14 * y ** 2) ** 6
    b = (y - 51 * y ** 3) ** 5 + sqrt(y ** 3) ** 4 / 72
    c = 83 * y ** 2 - y ** 3
    return a + b / c"
"import math

def main(z, x, y):
    a = math.log(x, 10) ** 3 / 53 + 98 * (y - z ** 3) ** 4
    b = (1 - y ** 3 - z ** 2) ** 3 - 74 * (x ** 3 + x ** 2 / 66 + z) ** 2
    c = math.log(z, 2) - 52 * math.cos(y ** 2 - x ** 3 / 62 - z) ** 4
    d = math.sqrt(a) + math.sqrt(b / c)
    return d"
"from math import sqrt, pow, cos

def main(z: float, y: float, x: float):
    p0 = sqrt(81 * pow(x, 3) + pow(z, 2) / 91 + x / 11)
    p01 = pow(y, 2) + 83 * y
    p1 = 11 * pow(p0, 7) - pow(p01, 6) / 52
    p2 = 37 * (1 + y + pow(x, 2)) + 49 * pow(cos(pow(x, 3) - z - pow(z, 2)), 3)
    p3 = pow(abs(x - 5 * pow(z, 2) - pow(x, 3)), 5) - 86 * pow(y, 6)
    res = sqrt(p1 / p2) - p3
    return res"
"from math import *

def main(y, x, z):
    return y ** 14 - 42 * log2(z / 54 - 53 * z ** 3 - 56 * x ** 2) - (x ** 5 + (x / 8 - z ** 3 - 26 * y ** 2) ** 3) / (11 * z ** 6 + 19 * (x ** 3 - y ** 2 - 1) ** 3)"
"import math

def main(y):
    res = math.sqrt((y ** 2 + 21 * y ** 3) / abs(63 * y + 48) ** 2)
    res1 = math.sqrt((36 * (71 * y ** 3 - 46 * y ** 2 - 21) + 4 * (15 * y + 62) ** 7) / (1 - 86 * (y ** 3 - y - 42) ** 5))
    return res + res1"
"import math

def main(z):
    return math.exp(z) ** 3 - (79 + math.atan(1 + 25 * z ** 2) / 89) / (z ** 6 / 78 - 8 * math.ceil(40 - 39 * z - z ** 2) ** 7)"
"from math import acos, exp, cos, sqrt

def main(x, y):
    result11 = (x ** 3 - 2 * y ** 2 - x) ** 4 / 17
    result121 = 76 * (63 + x ** 3) ** 5 - 77
    result122 = acos(y ** 2 - 0.01 - x ** 3) ** 4
    result12 = result121 * result122
    result21 = exp(37 * x - y ** 2) ** 6 / 93 - 75 * cos(x ** 2) ** 2
    result22 = exp(y) + (57 * x ** 2) ** 2
    result = sqrt(result11 / result12) + result21 / result22
    return float(result)"
"import math

def main(x, z, y):
    a = math.sin(54 * z - y ** 3) ** 6
    b = x ** 5 / 22
    c = 99 * (42 * x ** 2 + 63 * z ** 3 + y) ** 4 + 57 * x ** 2
    d = 13 * math.acos(y / 45 + x ** 3 / 59 + 1) ** 3
    e = (53 * z ** 2 - 0.05) ** 6 / 40
    f = math.fabs(c / (d - e))
    return a / 15 - b - math.sqrt(f)"
"from math import *

def main(y):
    a = 34 * sqrt(50 - 29 * y) ** 6 / (atan(82 * y ** 2 - y - 1) ** 4 - 21 * y ** 6)
    b = y ** 3 / 22 + y ** 7
    return sqrt(a) - b"
"from math import tan

def main(x):
    result = 0
    result += 4 * (7 + x ** 3) ** 6
    upper = tan(34 * x ** 2) ** 5 - 61 * x ** 7
    lower = (67 * x ** 3 - 38 * x ** 2) ** 6
    result += upper / lower
    return result"
"from math import *

def main(x, y):
    return (x ** 7 - 26 * log(13 * y ** 3 - y ** 2 - x) ** 3) / (x ** 3 + 1 + y) ** 3 - (log2(y) ** 5 + log(36 * x - 1) ** 6) / atan(x ** 3 + y ** 2) ** 7"
"import math

def main(y):
    a = y ** 6 / (y ** 4 + 70 * y ** 7)
    b = math.sqrt((y ** 3 - 80 - 64 * y) ** 6 + 7 * y ** 4)
    return a + b"
"from math import sqrt, atan, log, floor, cos

def main(y, x, z):
    return sqrt((atan(0.02 + 86 * y ** 3 + z ** 2) ** 4 + log(x) ** 7 / 86) / (68 * (x ** 3 / 80 - y ** 2 - z / 43) ** 4)) + (13 * floor(y) ** 3 - 36 * (0.08 - x ** 3 - z ** 2) ** 2) / (cos(1 + 14 * z ** 2 + 25 * x) ** 4 - y)"
"import math

def main(y, z, x):
    a = pow(31 * pow(z, 3) + x * x + z, 3)
    b = 66 * pow(pow(y, 3) / 6 + 83 * x + 1, 7)
    c = pow(math.acos(z + 4 * x * x + pow(y, 3)), 6) - 1
    d = pow(pow(math.log(27 * y - 31 * z * z - 30 * pow(x, 3)), 3), 1 / 2)
    return (a + b) / c + d"
"import math

def main(z, y):
    f1 = pow(math.log(1 - y - y * y), 3) - pow(z, 4) / 70
    f2 = 36 * (1 + 14 * z + 55 * z * z) + pow(y, 4)
    f3 = 2 * y - 19 * pow(y + 52 * pow(z, 3) + 97, 5)
    f4 = 11 * pow(pow(y, 3) + z * z + 1, 4)
    f5 = 32 * (87 - y * y) ** 2
    k = math.sqrt(f1 / f2) + f3 / (f4 + f5)
    return k"
"from math import log10

def main(x):
    result11 = 30 * (94 * x) ** 5 + 93 * (0.05 - 21 * x) ** 7
    result12 = 4 * x ** 5 - (1 + x / 70) ** 3 / 69
    result21 = 98 * log10(x) ** 6 + 48 * x ** 5
    result22 = (11 * x ** 3 - x ** 2 / 4 - x) ** 4 / 59
    result = result11 / result12 - result21 / result22
    return float(result)"
"from math import tan, sqrt

def main(y):
    return y ** 4 / (77 * tan(y) ** 4) + sqrt(90 * y ** 3 / (y ** 2 + y + 27 * y ** 3))"
"from math import sin
from math import log10

def main(y, z, x):
    first_term = 25 * (97 * y - z ** 2 - x ** 3) ** 5
    second_term = 83 * sin(24 * y) ** 6
    third_term = log10(81 * z ** 3) ** 6 / 69
    fourth_term = 2 * (10 * y - x ** 3) ** 5
    result = first_term - second_term + third_term - fourth_term
    return result"
"import math

def main(z):
    up_part = 31 * math.ceil(34 * z ** 3 + z ** 2) ** 6 + 1
    down_part = math.log2(z) / 19 + 67 * (1 + z ** 2 + 29 * z) ** 4
    result = up_part / down_part - z ** 3
    return result"
"import math

def main(y, x):
    a = (y ** 2 - x ** 3) ** 3 - y ** 5
    b = 38 * math.log2(y) ** 5 + 96 * (58 * x ** 3) ** 2
    c = 85 * (y ** 3 - 4 * x ** 2) ** 5
    d = 3 * x ** 4 - 69 * (71 * x ** 2 - y - y ** 3 / 3) ** 3
    f = a / b - c / d
    return f"
"from math import sqrt

def main(y, x):
    return 1677 * y ** 2 + x ** 6 - sqrt(7 * (x ** 3 + y ** 2 + 20) ** 3 - y ** 6 / 97)"
"import math

def main(y, z):
    return pow(39 * z + 79 * pow(z, 3) + y * y, 6) + pow(pow(1 + y * y, 6) / 95 + 91 * pow(math.cos(z), 4), 0.5)"
"from math import *

def main(x, z, y):
    return ((45 + z ** 3) ** 6 + (40 * y - 39 * x ** 3 - 40 * y ** 2) ** 4) / (y ** 6 / 53 + (94 * x ** 2 - z - 30 * y ** 3) ** 3) - (asin(z - 71 * x ** 3) ** 3 + 79 * ceil(83 * x ** 3 + 1 + y) ** 6)"
"import math

def main(y):
    return (49 * (88 + y ** 2 / 77) ** 3 - 88 * abs(0.04 + 70 * y) ** 7) / (35 * y ** 7) + 15 * math.atan(y) ** 3"
"a = -0.17
b = -0.87

def main(x, y):
    chisl1 = 74 * x ** 6 + 41 * (x ** 2 - y - 27 * y ** 3)
    snam = 12 * (6 * x + y ** 3 / 46 + 1) ** 4 + 38
    chisl2 = 57 * (0.03 + y ** 3 + y ** 2) ** 2 + x ** 6
    result1 = chisl1 / snam
    result = result1 + chisl2
    return result
result = main(a, b)"
"from math import pow, floor

def main(y, x):
    result = 24 * pow(x, 2) - pow(floor(y), 6)
    tmp = 21 * pow(67 * y - pow(y, 2) - pow(x, 3), 3) / (pow(7 * pow(y, 2) + y / 19, 5) / 94 - 38 * pow(pow(x, 2) - x, 3))
    return result - tmp"
"def main(z, y, x):
    a = 25 * (y ** 3 - 98 * z - x ** 2) ** 6
    b = 89 * (y + 23) ** 7
    c = x - 74 * z ** 2
    d = a + b - c
    return d"
"import math

def main(y, x):
    c = (88 - y ** 2 - 3 * y) ** 2 / 6 - 55 * x ** 4
    d = math.tan(x) / 87 + math.ceil(y ** 3 / 63) ** 5
    a = c / d
    b = (y - 92 * x ** 2) ** 5 + 56 * abs(98 * x ** 3 + 60 + x) ** 3
    return a - b"
"from math import tan, exp, acos

def main(y):
    a = tan(y ** 3 + 32 * y) ** 7
    b = 51 * (y ** 2 + y ** 3) ** 3 - exp(y) / 22
    c = 25 * acos(y) ** 2 + y
    return float('%.2e' % (a + b / c))
assert main(0.21) == 0.00468
assert main(0.71) == 92.1"
"import math
import sys

def main(x):
    part_1 = x ** 5
    part_2_1 = 75 * x - 97 * (x ** 2 - 33 * x) ** 2
    part_2_2 = (14 - 5 * x - x ** 2) ** 2 / 77 - 34 * (x ** 3 + 81) ** 6
    part_2 = part_2_1 / part_2_2
    return part_1 + part_2"
"import math
import sys

def main(y):
    part1 = math.sqrt((27 * y ** 5 - math.sqrt(27 * y ** 2) ** 4) / (math.log(y) ** 3 - math.ceil(y) ** 5))
    part2 = math.sqrt(18 * y / (92 * y ** 7))
    return part1 - part2"
"from math import asin

def main(x):
    step1 = 8 * pow(18 * x - 78 * x ** 2, 5)
    step2 = pow(x, 3)
    step3 = 84 * pow(asin(pow(x, 2) - x), 4)
    result = step1 + step2 + step3
    return result"
"from math import sqrt

def main(z, y):
    a = y ** 2
    b = 2 * sqrt(z) ** 4
    c = 15 * (46 * z ** 2 - y / 57 - y ** 3) ** 6 + 50 * y ** 3
    d = 46 * z ** 7 + y ** 3
    return a + b - c / d"
"import math

def main(z):
    x1 = z ** 3
    x2 = (31 * z) ** 4 - 1
    x3 = (z ** 2 / 61 + z ** 3) ** 3 / 6 + 25 * z ** 2.5
    x4 = 84 * (z ** 3 / 62) ** 7 - 33 * math.log2(z) ** 5
    return x1 / x2 + x3 / x4"
"import math

def main(z, x, y):
    a = (43 - z ** 2 - 71 * z ** 3) ** 3
    b = (1 + 76 * y ** 3 + x ** 2) ** 4
    c = (64 * z ** 3 + x + y ** 2) ** 2
    result1 = (73 * a + 65 * b) / c
    d = x ** 5 + math.ceil(y ** 2 + 49 + 89 * z ** 3) ** 4
    e = 28 * (62 * z + y ** 3 + z ** 2) - 98 * x ** 2
    result2 = (d / e) ** 0.5
    result = result1 - result2
    return result"
"def main(y, z, x):
    a = 24 + 7 * (x ** 3 + 76 * y + 56 * z ** 2)
    b = (81 * z ** 2 - 1 - z / 50) ** 4 + (45 * x ** 3 + y ** 2 + x) ** 2
    return a - b"
"from math import acos, sqrt, tan

def main(z, x, y):
    a = (z / 57 - 7 - y ** 3 / 64) ** 6
    b = tan(x) ** 7
    c = (y ** 3 + z ** 2 + x / 24) ** 4
    d = acos(z ** 3 - 14 * z ** 2 - y) ** 6
    return sqrt(a + b) + c + d"
"import math

def main(z, y, x):
    first_up = 72 * math.log(z ** 2 / 49 + x + y ** 3, 2) ** 5 + 1
    first_down_first_part = 80 * math.cos(62 - x ** 2 - z ** 3 / 31) ** 7
    first_down_second_part = 50 * (16 * y ** 2 + 0.14 + 96 * y ** 3) ** 2
    second = z ** 4 / 10 - 26 * math.atan(56 * y ** 3 + x ** 2 + 3)
    return first_up / (first_down_first_part - first_down_second_part) - second"
"from math import *

def main(z, y, x):
    first = 56 * exp(y) ** 2 - 8 * (x ** 3 + z) ** 5
    second = (x ** 3 - 27 * y ** 2) ** 6 + 68 * sin(1 - x ** 2 - z) ** 3
    third = 67 * asin(x - x ** 3 - 48 * y ** 2) ** 7 + (38 * z ** 2) ** 0.5
    four = 63 * (x ** 3 + 11 * z + y ** 2 / 4) ** 6
    return first / second - third / four"
"import math

def int_r(num):
    num = int(num + (0.5 if num > 0 else -0.5))
    return num

def main(y, x):
    step1 = 48 * pow(x / 50 - 0.02, 6)
    step2 = 36 * pow(math.cos(y), 7)
    result = step1 + step2
    step3 = 10 * pow(y, 2) - y - 0.01
    step4 = 77 * pow(step3, 3)
    step5 = x + 18 * pow(x, 2)
    step6 = 19 * pow(math.sin(step5), 6)
    step7 = step4 - step6
    result /= step7
    step8 = pow(y, 2)
    step9 = 22 * pow(21 * step8, 1 / 2) + pow(x, 6)
    step10 = pow(step9, 1 / 2)
    result -= step10
    return result"
"import math

def main(y, z, x):
    x = 86 * math.ceil(z) ** 4 + (y - 1 - x ** 2) ** 5 - ((2 * y ** 2) ** 2 - 61 * math.ceil(53 * z ** 3 - 79 - x) ** 4)
    return float('%.2e' % x)"
"import math

def main(y, x):
    a = (59 * y ** 2) ** 3 + math.sqrt(22 * y + 57 * x ** 3 + 19)
    b = 76 * x ** 3 + math.floor(y) ** 5 / 16
    c = math.sqrt(math.atan(y ** 3) ** 4 + (x / 59 + y ** 3) ** 6)
    return a / b + c"
"from math import sqrt, log

def main(z):
    return 80 * sqrt(z + 40 + z ** 3) ** 3 - (z ** 2 - z - z ** 3) ** 5 + sqrt((z ** 6 - 17 * z ** 3) / (29 * z ** 2 / 23 - log(z + 1 + z ** 2, 10) ** 2))"
"import math

def main(y, z, x):
    return (-math.log(x ** 2 + x + 32 * y ** 3) ** 7 + 95 * math.log(81 * x ** 3 + 56 * z + 28) ** 6) / (math.tan(x - 1 - 4 * y ** 3) ** 2 - 10 * (z ** 3 + z ** 2 + 1)) - (x ** 6 + y ** 2 / 72 + z ** 3 + 1) / (88 * y ** 9 - (69 * x ** 3 + z ** 2 + 0.01))"
"from math import sqrt, sin

def main(z):
    return sqrt((40 * sin(57 * z ** 3) ** 4 - 51 * abs(z)) / (85 * z ** 4)) + abs(z) ** 7 / 30 / (z ** 6 / 96)"
"from math import ceil
from math import log10

def main(z, x, y):
    f = (ceil(x - 33 * y ** 2) ** 3 + z) / (74 * (89 * z ** 2 + 55 * y ** 3 + 55 * x) ** 6 + x ** 7)
    f -= (22 * x ** 3) ** 7 + 26 * log10(56 * y ** 2 - z / 91 - 77 * x ** 3) ** 3
    return f"
"import math

def int_r(num):
    num = int(num + (0.5 if num > 0 else -0.5))
    return num

def main(z, x, y):
    step1 = 44 * pow(z, 3) - 52 * x - 1
    step2 = pow(math.atan(step1), 7)
    result = step2 / 90
    step3 = 29 * pow(y, 5)
    step4 = 1 + 75 * pow(x, 2) + pow(y, 3)
    step5 = pow(step4, 5)
    step6 = 55 * pow(z, 2) / 26
    result += step3 + step5 + step6
    return result"
"import math

def main(y, x):
    z = math.sqrt((37 + (1 + y ** 2 + x ** 3 / 2) ** 6 / 8) / (y ** 4 / 34 + 4 * x))
    v = (54 * x ** 4 + y ** 5) / (52 * x ** 4 - abs(17 * y + 58 * y ** 3 + 10 * x ** 2) ** 2)
    x = z - v
    return float('%.2e' % x)"
"import math as m

def main(x, z, y):
    return m.sqrt(((5 * x ** 2 + 29 * x ** 3 + 54) ** 3 + 85 * (39 * y ** 2 - z ** 3 - 1) ** 5) / (m.log(z ** 3 + y ** 2 + 0.02) ** 6 / 51 + x ** 4)) - m.sqrt(y ** 3 - (z + x ** 3) ** 4)"
"def main(z, y, x):
    return 86 * int(y) ** 2 - (x ** 2 + 22 * x + z ** 3) ** 5 + 59 * (74 * y + 86 * z ** 3 + 60) ** 6 - 78 * (6 * x ** 3 + 1) ** 2"
"import math

def main(x, z, y):
    return ((y + 1 + x ** 3) ** 6 / 29 - z ** 15) / (66 * (y ** 2 + x + 38 * z ** 3) ** 5) - math.sqrt(math.fabs(y) ** 2 + (x - z ** 2 / 23) ** 4)"
"def main(z, x):
    return (z ** 2 - 57 - x ** 3) ** 5 / 45 - (z + 20 * (x ** 2 / 73) ** 7) / (1 + 69 * (x ** 2 + 61 * z))"
"from math import sqrt, floor

def main(z, x, y):
    result1 = sqrt((1 + 60 * y ** 3 + z) ** 2 / 76 + 77 * sqrt(2 * x))
    result2 = floor(x) ** 2 - 48 * (y ** 3 + z ** 2 + x / 66) ** 5
    result = result1 + result2
    return result"
"import math
from math import *

def main(y, x):
    v1 = (1 - y ** 3 / 54 - 40 * x ** 2) ** 2
    v2 = sqrt(v1 + math.atan(x ** 3 + 52 * x) ** 7)
    v3 = 97 * (y ** 2 / 63 - x ** 3 - x) ** 4
    v4 = y ** 6 + 51 * x ** 2 / 10
    return v2 - v3 / v4"
"def main(x, y, z):
    f = z - (y ** 3 / 39 - x ** 2 - 1) ** 5
    f1 = 60 * (12 * z ** 2) ** 3 - (94 * x ** 3 + y ** 2) ** 2
    f2 = x ** 7 + 47 * (24 * y ** 2 + z ** 3 + 40) ** 3
    return f - f1 / f2"
"import math

def main(y, z, x):
    part_1 = 42 * (x - z ** 3 / 25 - 0.02) ** 6
    part_2 = y ** 2 / 75
    part_3 = 42 * (x ** 3 - 76 - z) ** 7 - 92 * (y / 66) ** 5
    part_4 = part_1 + part_2 - part_3
    return part_4"
"from math import *

def main(y):
    a = 28 * sin(y ** 2 - y ** 3) ** 6 / (90 * y - 82)
    b = y ** 2 / ((22 * y ** 3 - y - y ** 2 / 60) ** 2 + sin(46 * y ** 2 + y ** 3) ** 6 / 77)
    return a - b"
"import math

def main(x, y):
    a = 34 * math.log(y ** 3 + 37 * y + 2, 2) ** 7
    b = 84 * math.exp(x) ** 2
    c = math.ceil(x) ** 4 - math.ceil(92 * y ** 3) ** 2
    d = 46 * (y ** 3 / 63 - x ** 2 - 0.01)
    return (a + b) / c + 1 + d"
"import math

def main(z):
    r = math.sqrt(((20 * z ** 2) ** 7 / 17 + math.asin(z) ** 6) / math.log(z ** 2 - z) ** 2) - math.sqrt((30 * z ** 3 - z) ** 4 + 95 * z ** 5)
    return r"
"import math

def main(x, z):
    a = 86 * x ** 2 + 72 * z + x ** 3
    b = 20 * (47 * z ** 2 - 99 * z ** 3 - 27) ** 7 - (x ** 3 / 20 + 1) ** 6
    c = 71 * (95 * z - 83 * x ** 2) ** 4 + 76 * x ** 5
    rez = (a / b) ** 0.5 - c ** 0.5
    return rez"
"from math import floor

def main(y, z):
    return z + 86 * (y ** 2 + 6 * z + 56) ** 6 - 82 * floor(y ** 2 - 72 * y - 62 * z ** 3) ** 7"
"from math import exp, sqrt

def main(x, z):
    res1 = sqrt((x ** 2 - 99 * z ** 7) / (exp(x ** 3 + 38 * z ** 2 + 9 * z) ** 2 / 87))
    res2 = abs(z) ** 7 / 91 + 722 * x ** 3
    return res1 + res2"
"import math

def main(y, z, x):
    a = 51 * (x - 52 * z ** 3 - 3 * y ** 2) - 10 * z ** 5
    d = math.sqrt(a / (94 * z ** 6 + (y - 34 * y ** 3 - x ** 2) ** 3))
    result = 66 * y ** 5 + (x ** 2 - 17 - 87 * z) / 61 - d
    return result"
"import math

def main(x):
    a = 39 * (78 * x ** 3 + 23 * x + 8 * x ** 2) ** 7
    b = math.log2(27 * x ** 2) - math.atan(x) ** 2
    c = math.sqrt(x ** 3)
    Answer = a / b - c
    Answer = float('%.2e' % Answer)
    return Answer"
"import math

def main(x):
    res = abs(x) ** 6 / (81 * (36 - 22 * x - x ** 3) ** 7) - math.sqrt((math.acos(x) ** 5 + 46 * (1 + x ** 3) ** 3) / (9 * math.exp(x) ** 2))
    return float('%.2e' % res)"
"import math

def main(z):
    a = math.sqrt(58 * (12 - z ** 3) ** 4 / (49 * math.atan(72 * z - 1 - 78 * z ** 2)))
    b = math.sqrt((z ** 2 - 61 * z - z ** 3) ** 4 / z ** 2)
    ans = a + b
    return ans"
"def main(x, y):
    return (1 - (x ** 2 + 9 * y ** 3 + 39 * y)) / (29 * x ** 2 + 12 * (-y ** 2 + y - 36)) - (81 * x ** 2 + 96 * y + 1) ** 5"
"import math

def main(y):
    a = 3 * abs(y) ** 5
    b = y ** 2
    c = 1 - 79 * (87 * y ** 2) ** 7
    d = 1 - 79 * (34 + 89 * y ** 3) ** 2
    return a - b - c / d"
"import math

def main(x):
    y = 87 * pow(x * x * x - 51 * x - x * x, 4)
    z = pow(x, 4) + pow(math.tan(77 - 23 * x - x * x * x), 3)
    return 61 * pow(x, 6) + y / z"
"from math import *

def main(z):
    f = sqrt(sqrt(z) ** 6 + 52 * z ** 7)
    f1 = 3 * ceil(z) ** 4 / ((1 + 74 * z ** 3 + 36 * z ** 2) ** 7 - z ** 6)
    return f + f1"
"import math

def main(y, z):
    a = math.sqrt((97 * (z ** 3 - z ** 2) ** 5 + math.sin(14 * y ** 2 - z ** 3 - z / 71) ** 7) / (abs(z) + 2 * y ** 7))
    b = y ** 3 + 1 - 75 * (92 * y + 67 * z ** 3 + 0.02) ** 5
    return a + b"
"import math

def main(x):
    f = (15 * math.acos(x) ** 5 + 93 * x ** 3) / (42 * (x ** 2 + x ** 3) ** 7) - (abs(x) / 3 - 61 * x ** 3)
    return float('%.2e' % f)"
"import math

def main(y, x):
    a = (71 * x - 1) ** 4
    b = math.tan(y) ** 6 - (29 * (82 * x ** 2 - 1) - 15 * y ** 7) / (math.log(1 + y + y ** 2) - 41 * x ** 2)
    return a + b"
"from math import sqrt

def main(x, z):
    a = 69 * z ** 2 - 61 * (17 + x ** 2 + x) ** 3
    b = sqrt(((30 * z ** 3 - z ** 2 - 95 * z) ** 7 - (x + x ** 2) ** 4 / 17) / (52 * (x ** 3 + 51 * z ** 2 + 35 * z) ** 6))
    return a + b"
"import math

def main(x, z, y):
    a = 46 * (35 * y ** 2 - y - x ** 3) ** 4
    b = math.log10(82 * x ** 3 + 50 * z) ** 3 / 12
    c = 39 * math.log2(55 - z ** 2 - 73 * x ** 3) ** 3 + y ** 6 / 45
    return math.sqrt(a - b) - math.sqrt(c)"
"import math

def main(x, z, y):
    a = math.sqrt(37 * (11 * x ** 2 - 30 * y ** 3) ** 3 - 58 * z ** 7)
    b = 2 * (y ** 3 / 4 - 10 * z ** 2) ** 6
    c = math.cos(83 * y - x ** 2) ** 2
    sum = a + b + c
    return sum"
"import math

def main(x):
    a = 69 * (x ** 3 - x ** 2 - 36) ** 6
    b = 96 * (61 * x + x ** 3 + 1) ** 3 + 8 * x ** 6
    c = 35 * x ** 6 + math.sin(0.02 - x ** 3 / 35) ** 5
    d = a + math.sqrt(b / c)
    return d"
"import math

def main(z):
    a = 11 * z ** 7 - 1
    b = 48 * (88 * z ** 3 - 86 * z - 88)
    c = math.tan(z) - 91 * (z + 38 * z ** 3) ** 3
    d = (b / c) ** 0.5
    return a + d"
"from math import *

def main(x, z, y):
    first = 87 * exp(z) ** 6 - 40 * (y + 84 * x ** 3 + 1) ** 4
    second = 43 * acos(y) ** 6 + 27 * (64 + x ** 2 + z ** 3) ** 5
    third = 96 * x ** 2 - (70 * z + y ** 2 / 72) ** 4
    four = cos(42 * x ** 2 + 1 + z) ** 7 - abs(y)
    return (first / second) ** 0.5 - third / four"
"from math import ceil

def main(x, z, y):
    part1 = (z - 77 - 65 * y ** 3) ** 7 - (y ** 3 - x ** 2 - 1) ** 2
    part2 = (x - 39 * y ** 3 - z ** 2 / 64) ** 6 - 33 * z ** 7
    part3 = 80 * (x ** 3 - 14 * y - 80) ** 4 - ceil(1 + 6 * z ** 2)
    return part1 / part2 - part3"
"import math

def main(y):
    a = math.sqrt(62 * (28 * y ** 3 - 50 * y - 7))
    b = 32 * (72 * y ** 2 - 63) ** 5 + math.ceil(y) ** 3
    return a - b"
"import math

def main(z):
    a = math.sqrt(18 * z ** 3 + z ** 5)
    b = z ** 2 / 96 - 91 * (z - 1) ** 7
    c = 12 * z / 17
    return a + b / c"
"import math

def main(y, x):
    f = 81 * math.acos(x ** 3 / 96 - y) ** 4
    f += 99 * math.ceil(x) ** 2
    f -= 78 * (47 * y ** 3 + 21 * x) ** 6 / (x ** 4 + 72 * math.asin(y) ** 5)
    return f"
"import math

def main(y, x):
    a = math.sqrt(95 * (94 * y ** 2 - 65 * x ** 3) ** 6 - 44 * math.sin(x) ** 3)
    b = 50 * (67 + 30 * y ** 2) ** 3 + 26 * x ** 6
    return a - b"
"from math import atan

def main(y, z, x):
    return (82 - z ** 3 / 49 - 49 * y) ** 7 - (0.01 - z ** 2 - x ** 3) ** 5 + x / 86 + atan(y ** 2 + 23 * y + z ** 3 / 33) ** 4"
"import math

def main(z):
    z1 = (z ** 3 - z ** 2) ** 2
    z2 = 40 * z ** 7 - math.log(z, 2) ** 5
    z3 = 38 * z - 76 * z ** 3
    z4 = 48 - z ** 2 - z - z ** 7
    return math.sqrt(z1 / z2) - math.sqrt(z3 / z4)"
"import math

def main(y, z, x):
    return ((46 - 53 * y - 46 * z ** 3) ** 3 + 58 * (y ** 2 + x + x ** 3)) / (83 * math.fabs(y) ** 3 + math.floor(3 * x ** 3 + z)) + (19 * (68 * z + 1 + y ** 2) ** 3 + 35 * x ** 18) / (98 * (69 * y ** 2 - 18 * y ** 3 - z) ** 2 - 93 * (z ** 3 + x ** 2))"
"import math

def main(z, x, y):
    return (30 * math.sin(x) ** 4 - 24 * (y - z ** 3) ** 7) / ((z ** 3 - y ** 2) ** 3 + (28 * x ** 2) ** 7) + (95 * math.floor(y + z ** 2 + 27 * y ** 3) ** 2 + x ** 6) / (97 * (33 * x + z ** 3 + 71 * y ** 2) ** 3 + 5 * math.sqrt(z))"
"from math import asin

def main(x):
    res1 = asin(x ** 3 - x ** 2 / 83) ** 6
    res2 = 68 * (1 - 8 * x) ** 3 / (9 * x ** 6 + 15 * x ** 12)
    return res1 - res2"
"import math

def main(z, y, x):
    return math.sqrt(77 * (51 * y ** 2 + 1 + z ** 3) ** 3 + 3 * x ** 2) - math.sqrt((math.sin(1 + y ** 2) ** 2 / 86 + (50 * z ** 2 + 73 * x + 1) ** 5) / (16 * (15 * z ** 2 + 32 * x ** 3 + z) ** 5 + math.fabs(0.09 + y)))"
"from math import tan, sqrt

def main(y, z):
    a = tan(67 + 98 * y ** 3 + z ** 2 / 99)
    b = sqrt(z) ** 6 / 53
    c = (z ** 3 + 98 + 74 * y ** 2) ** 6
    return sqrt(a + b) - c"
"import math

def main(x):
    a = math.pow(math.atan(x), 2) - 73 * math.pow(x, 7)
    b = 1 + 38 * math.pow(x, 4)
    c = 72 * math.pow(1 + x ** 2 + x, 3)
    d = math.ceil(x) ** 7
    return a / b - (c + d)"
"import math

def main(z, x, y):
    pr1 = math.ceil(x ** 2 - z / 76) ** 5 - y ** 6 / 39
    pr2 = 29 * (37 * y + 1) ** 7 - 4 * (1 + x ** 2 + z / 91) ** 3
    pr3 = (x ** 2 / 64 - 1) ** 4 + 27 * (19 * y ** 3 + z ** 2 + y) ** 2
    pr4 = 66 * math.asin(y ** 2 - x - y ** 3) - 76 * z ** 5
    return pr1 / pr2 - pr3 / pr4"
"import math

def main(x, z, y):
    p1 = math.sin(88 * x + y ** 3 + z ** 2) ** 2
    p2 = 11 * math.acos(z) ** 4
    p3 = 42 - (z - 36 * y ** 3 - 26 * x ** 2) ** 7 / 90
    p4 = 68 * x + (y ** 3 + 0.01 + z ** 2) ** 3 / 69
    res = p1 - p2 + p3 / p4
    return res"
"import math

def main(y, x):
    a = math.sqrt((x ** 2 / 73 - 13 * y ** 3 - 1) ** 4 + 91)
    b = 32 * (x ** 2 / 86 - x) + 81 * (y + 1 + 70 * x ** 3) ** 6
    c = 59 * y ** 3 + math.sin(52 * x - 72 * x ** 3 - x ** 2 / 71) ** 5
    return a + b / c"
"import math

def main(y):
    a = (94 * y ** 2) ** 4
    b = (y ** 2 - 43 * y ** 3 - 0.01) ** 4
    c = 36 * y ** 7 - 74 * y
    d = math.log10(y) ** 6 - 17
    return c / a - d / b"
"import math

def main(x, z, y):
    calc1 = 25 * (x ** 2 - y ** 3 / 21 - 69) ** 2
    calc2 = 90 * math.exp(z ** 2 - 0.03 - z ** 3) ** 7
    calc3 = (70 * z ** 2 - 77 * x ** 3 - 60 * y) ** 3
    calc4 = math.sqrt(calc1 - calc2)
    res = calc4 - calc3
    return res"
"def main(z):
    z1 = 41 * (z ** 2 + 1 + z ** 3) ** 4 + 44 * z ** 2.5
    z2 = z ** 4 - 35 * z ** 12
    z3 = 82 * z ** 6 + (76 * z + 56 + z ** 3) ** 5
    return z1 / z2 - z3"
"import math

def main(z, x, y):
    a = (46 * z ** 7 - 93 * (82 * z ** 3 + 55 * x + 87 * y ** 2) ** 5) / (x ** 4 + 30 * math.log2(49 * y - z ** 2 / 84) ** 6)
    b = (53 * x ** 2 + 44 * z + y ** 3) ** 2
    return a - b"
"import math

def main(y, x, z):
    res_p1 = (1 + y + x ** 2) ** 2 - (57 * y - z ** 2 - 4 * y ** 3) ** 4
    res_p2 = y ** 3 - math.floor(x ** 2 + z ** 3 + 32 * y) ** 2 / 36
    res1 = math.sqrt(res_p1 / res_p2)
    res_p3 = math.ceil(x) ** 4 + 83 * (24 * z ** 2 + y)
    res_p4 = math.floor(70 + z ** 2) ** 2 - 67 * (y + 57 + x ** 3) ** 7
    res2 = math.sqrt(res_p3 / res_p4)
    return res1 - res2"
"import math

def main(z):
    p1 = (3 - 96 * math.acos(z) ** 3) / (1 - z ** 5)
    p2 = math.atan(1 + 27 * z ** 2 + 5 * z) ** 7
    return p1 + p2"
"import math

def main(x, y):
    a = 46 * math.sin(x) ** 5
    b = (40 * y ** 3 - 2 - y ** 2) ** 7 / 6
    c = (x ** 5 - 39 * y ** 2) / math.log(y ** 2 - 54 * y ** 3 - 77 * x) ** 5
    return a - b - c"
"import math

def main(y, x):
    result1 = pow(math.atan(8 * pow(y, 3) + x + pow(y, 2)), 3)
    result2 = pow(y, 10) + math.log(x)
    result3 = pow(87 * y - pow(x, 3), 6)
    result = result1 / result2 - (30 * pow(y, 5) + result3 / 18)
    return result"
"import math

def main(y, x):
    return 9 * pow(pow(x, 3) - 1 - 82 * pow(x, 2), 7) - pow(math.cos(x + pow(y, 3) + 56), 2) / 99 - math.sqrt((12 * pow(math.tan(95 - 84 * pow(x, 3) - y / 8), 7) - 43 * pow(x, 4)) / (61 * pow(x, 5) + 97 * pow(math.fabs(y), 7)))"
"import math

def main(y):
    f = math.atan(74 * y ** 3 + y + 75) - y ** 6 + 66 * y + 38 * (67 * y ** 2 - 90 * y ** 3 - 94 * y) ** 5
    return f"
"import math

def main(z):
    return math.sqrt((z ** 3 - z ** 2 - 96 * z) ** 6 + math.log(76 * z ** 3 - z) ** 2 / 75) - math.sqrt(5 * z ** 3 / math.log(z ** 3, 10) ** 6)"
"from math import acos, cos, asin, sqrt

def main(y, x):
    a = 93 * acos(0.03 + x) ** 4 - cos(y ** 3 / 20)
    b = 11 * x ** 2 - (y ** 3 + x ** 2 + x) ** 7
    c = 50 * asin(14 * y) ** 7 + asin(x ** 3) ** 4
    return sqrt(a / b) - c"
"import math

def main(z, x):
    a = math.log2(1 + z ** 3 + x ** 2) ** 6
    b = math.sqrt((x ** 4 - 47 * (12 * z + 83 * x ** 3 + z ** 2 / 30) ** 2) / (87 * x ** 5 + 69 * z ** 7))
    return a - b"
"import math

def main(z):
    znachenie = math.sqrt(z ** 5 / 8 / (6 * (81 * z ** 2 + 69 * z ** 3) ** 6)) + math.log(z, 2) ** 3 - (z ** 3 + z)
    return znachenie"
"from math import cos, sin

def main(x):
    a = 9 * cos(x) ** 6 + 1
    b = x ** 21 - 60 * (x ** 3 - x) ** 2
    c = 72 * (x ** 2 / 51 - 38 * x - 34) ** 3
    d = 1 - 55 * sin(9 * x ** 3) ** 4
    return a / b + c / d"
"import math

def main(y):
    znachenie = math.sqrt((37 * y + (85 * y ** 2 + 77 * y + 76 * y ** 3) ** 5) / (27 * (y ** 2 / 97))) - (y ** 6 / 92 - y ** 7 / 18) / (43 * (1 - y - y ** 2) ** 4 - 19 * math.log(52 * y ** 3 + y ** 2 + 1, 10) ** 6)
    return znachenie"
"import math

def main(y, z, x):
    a = (x ** 3 + 1 + 99 * z) ** 2 / 3
    b = 95 * math.log10(31 - 21 * y ** 2 - 23 * z ** 3)
    c = (81 + 34 * x ** 2 + 83 * y ** 3) ** 6
    d = (1 + 80 * z ** 3) ** 2
    sum1 = (a + b) / (c + d)
    e = (32 - 79 * z ** 2 - y) ** 6
    f = math.fabs(93 * x ** 3 - 1 - 27 * x) ** 5
    g = 1 - 14 * z - (y ** 3 - y - x ** 2) ** 3
    sum2 = (e + f) / g
    return sum1 - sum2"
"from math import sqrt

def main(z, y, x):
    result = sqrt(((x ** 3 - 54) ** 5 + (z ** 2 + y) ** 4) / (y ** 6 - (36 * x ** 3 - 64 * z ** 2) ** 2)) - 31 * (28 * x - 68 * y ** 2 - z ** 3 / 93) ** 2
    return result"
"import math as m

def main(x, y):
    res = (13 * y - 33 * m.cos(x ** 2 / 35 - 67 * y) ** 6) / (37 * m.asin(y ** 2 - 1 - 34 * y) ** 6 - 7 * (8 * x ** 2 + x ** 3 + 73) ** 2) + y ** 3 - 67 * (60 * y - 83 * x ** 3 - 1)
    return res"
"from math import sqrt, log2, asin

def main(x):
    res1 = sqrt((14 * x - log2(85 + x ** 2 + 88 * x ** 3) ** 3) / (75 * asin(x)))
    res2 = (53 * x ** 3 + 0.05 + 90 * x ** 2) ** 2 / 2
    return res1 + res2"
"import math

def main(x, z):
    znachenie = math.sqrt(40 * (z ** 2 - z - 1) ** 3 + math.tan(30 * x ** 2) ** 4) + 70 * (z ** 3 + z) ** 7 - 30 * x ** 3
    return znachenie"
"import math

def main(z, y):
    znachenie = math.sqrt((y ** 2 - z ** 4) / ((y ** 2 - 83 - 67 * y) ** 7 - z ** 2)) + 74 * (1 - 91 * y ** 2 - z) ** 2 - math.exp(y) ** 5
    return znachenie"
"import math

def main(x, y):
    znachenie = 17 * (36 * y - 98 * x ** 2) ** 6 - math.sqrt(69 * y ** 5 - 31 * (y ** 2 - 24 * x ** 3 - 90 * x) ** 3)
    return znachenie"
"import math

def main(y):
    a = math.sqrt(math.floor(y) ** 3 + 85 * (y ** 2 / 36 - y ** 3 - 1) ** 4)
    b = y ** 4 / 46 - y ** 18 / 69
    c = 59 * math.log(y + 55 * y ** 2) ** 2 + y ** 5
    return a - b / c"
"import math

def main(z, x):
    a = math.sqrt((math.tan(79 + x + x ** 3) ** 6 + 55 * (68 * z - z ** 2) ** 4) / (x ** 6 - z ** 3))
    b = (1 + z ** 2 + 54 * x ** 3) ** 3 - abs(z)
    return a + b"
"import math

def main(z, x, y):
    a = math.acos(z ** 3) ** 5
    b = (y ** 2 + z ** 3 + 50 * x) ** 7
    c = (z ** 2 + x) ** 7
    d = 28 * (y - 1 - 44 * y ** 3)
    e = (a - b) / (c - d)
    f = 56 * (y ** 2 / 92) ** 5
    g = 81 * (x ** 2 - 1 - 52 * z ** 3) ** 4
    h = 79 * (x ** 2 + 97 * z ** 3) ** 3
    i = y ** 5
    j = (f + g) / (h - i)
    k = e + j
    return k"
"import math

def main(x):
    atg = math.atan(1 + 28 * x + x ** 2) ** 3
    four = x ** 4
    subs = 72 * math.fabs(x) + 30 * (52 * x ** 2) ** 3
    return atg + four - subs"
"import math

def main(y):
    a = (math.sqrt(44 * y - y ** 3 / 67) ** 6 - 15 * y ** 2) / (1 + 31 * math.log(y) ** 5)
    b = y ** 5 / (47 + math.acos(y - y ** 2 - 10 * y ** 3))
    return a - b"
"import math
from math import *

def main(y):
    res1 = pow(14 * y ** 3 - y - 21 * y * y, 4)
    res2 = 23 + pow(math.tan(54 * y * y), 5) / 50
    res3 = pow(math.log(y, 10), 5) - pow(24 * y ** 3 + y + 65, 4)
    res4 = res2 / res3
    res = res1 - res4
    return res"
"from math import *

def main(y, z, x):
    a = (54 * y ** 2 + x ** 3) ** 3 - z ** 5
    b = ((y ** 2 + 49 * y ** 3 + 1) ** 7 + exp(64 * x ** 2 - 30 * z) ** 4) / (z ** 5 / 7 + (x ** 2 + 90 * y ** 3) ** 3)
    return sqrt(a) - sqrt(b)"
"from math import log

def main(z, x, y):
    a = 68 * log(38 + 39 * y ** 3, 2) ** 5
    b = -81 * (z * z + x + x ** 3 / 78) ** 7
    c = (z + 64 * x * x + x ** 3) ** 2
    d = (z * z / 68 + y / 15 + 7) ** 4
    e = abs(x) ** 3 / 47 - 56 * (y ** 3 - 91 * z * z - 1 / 4) ** 7
    return ((a + b) / (c + d)) ** 0.5 + e"
"import math

def main(z, y):
    a = ((z + 23 + 80 * y ** 3) ** 7 + z ** 2 / 69) / (54 * z ** 4 - 89 * y)
    b = math.sqrt((3 * (4 - z) ** 3 - math.ceil(y)) / (math.atan(z) ** 2 - (1 - 71 * y ** 2) ** 3))
    return a + b"
"import math

def main(x, z):
    a = 38 * (18 * z + z ** 2 + x ** 3) ** 3
    b = math.floor(z) ** 6
    c = z ** 2 + x ** 6
    d = (a + b) / c
    a = (z ** 3 + 2 * z ** 2 + 1) ** 6
    b = 15 * math.acos(x) ** 2
    c = a - b
    e = d - c
    return e"
"import math

def main(z):
    a = (67 * z - z ** 3) ** 2 / 7 + math.ceil(z ** 2 - 1 - z ** 3) ** 3
    b = math.sqrt((z + z ** 3 / 84) ** 5 / 79 / (math.log(95 - z ** 3) ** 3 + math.log2(44 * z - 20) ** 7))
    ans = a - b
    return ans"
"import math

def main(y, z, x):
    k = (52 * x ** 3 - z ** 2 - 97 * y) ** 6
    m = math.sin(76 + z + y ** 3) ** 6
    n = 86 * x ** 2 - 55 * y
    return k - (m + 94 * n ** 7)"
"def main(z, x, y):
    res1 = (y ** 3 / 70 + z / 52 + x ** 2) ** 7
    res2 = 9 * x ** 3 - (28 * z ** 3 + y ** 2 + 76) ** 5
    res3 = 36 * (28 - 72 * x - y ** 3) ** 3 + 24 * z ** 4
    return 1 - res1 / 18 - res2 / res3"
"import math

def main(x, y):
    a1 = 55 - 45 * math.cos(y + 32 * x ** 3) ** 5
    a2 = 1 - (59 * x ** 3 + 1 + y ** 2) ** 2
    a3 = x ** 5 - 36 * math.exp(x ** 2 / 35 + 54 * y ** 3) ** 2
    return a1 / a2 + a3"
"import math

def main(x):
    a = math.sqrt((x ** 3 / 88 + x ** 2 + 52) ** 3 / (36 - 34 * x ** 2))
    b = 50 * math.acos(1 - x ** 2) ** 5
    return a + b"
"import math

def main(y):
    return (20 * y ** 3 - 1 - y / 62 - 95 * math.log2(y) ** 7) / (89 * (60 * y ** 3 - 19 * y)) - math.sqrt(41 * y - math.sin(y) ** 5 / 82)"
"def main(y):
    a = 36 * y ** 3 + y
    b = (88 * y ** 3 + y ** 2 / 64) ** 2 / ((18 * y ** 2 - y / 90 - 11) ** 2 / 95)
    return a - b"
"def main(z):
    a = (z ** 2 / 44 - z ** 6) / (z ** 4 / 40 - 12 * z ** 6)
    b = ((22 * z ** 3 - z ** 2 - 1) ** 6 / (71 * z ** 2) ** 2) ** 0.5
    a = a - b
    return a"
"def main(y, x):
    a = 9 * (1 - 97 * x ** 2 - 53 * y ** 3) ** 2
    b = 69 * (55 * x ** 2 + 14) ** 4 - abs(y ** 2 + 1) ** 3 / 20
    return a + b"
"import math

def main(y, x):
    a = 64 * math.exp(y / 2 + 1 + 40 * x ** 2) ** 2
    b = 98 * (x ** 3 + x ** 2 + 95) ** 6
    c = math.sqrt(60 * math.sin(62 * x + x ** 2 / 75 + 21 * y ** 3) ** 6)
    return a - b - c"
"def main(z):
    a = (z ** 3 / 43 + 49 * z) ** 5 / 38
    b = 53 * abs(z) ** 7 - z ** 7
    c = 1 / z ** 6
    d = (a - b) * c
    return d"
"import math

def main(y):
    a = (y ** 3 + 30 * y ** 2 + 1) ** 6
    b = 49 * abs(1 + 25 * y + y ** 2 / 89) ** 7
    c = 19 * y ** 2 + 37 * math.tan(45 * y - y ** 3) ** 4
    d = (92 * y) ** 2
    e = y ** 6
    return math.sqrt((a + b) / c) - math.sqrt(d / e)"
"import math

def main(x, y):
    return ((y ** 3 - 87 * x - y ** 2) ** 3 - 71 * abs(y) ** 2) / (y ** 6 / 57 - math.ceil(82 * y ** 3 - 2 * x ** 2) ** 5) - math.cos(y ** 3 + 2 * x) ** 7 / ((1 - 77 * y) ** 2 / 96 - 21 * math.sin(93 * x ** 3 - 22 - 47 * y) ** 7)"
"import math

def main(z, y):
    a = 50 * y ** 2 + 76 * math.ceil(y - 99 - z ** 3) ** 7
    b = y - y ** 2 - 1 + (z ** 2 / 55) ** 4
    c = math.acos(97 * y ** 2 - z - y ** 3) ** 3
    return a / b + c"
"import math

def main(x, z):
    a = (11 * z ** 2) ** 5
    b = math.exp(1 - x ** 3 / 7) ** 7
    c = math.sqrt(24 * z + (53 * x - z ** 2 - z ** 3 / 35) ** 5)
    return a - b + c"
"import math

def main(z, x):
    a = abs(75 * z + 48 * x ** 2) ** 4
    b = (z ** 3 - 98 * x ** 7) / ((97 + z) ** 5 / 23 - math.asin(x ** 3 - x ** 2) ** 4 / 68)
    return a + b"
"import math

def main(y, x):
    return (y ** 7 - 25 * math.log(y + 1 + 26 * x ** 3) ** 2) / (math.sqrt(x) - 12 * math.cos(x * x - 68 * x ** 3 - y) ** 4) - (0.02 - 52 * x - 73 * y ** 3) ** 5"
"def main(x, z):
    f = (73 - x ** 2 / 23 - 24 * z) ** 4
    f1 = (74 - 62 * x ** 2) ** 2 - 51 * (98 * z ** 2 + 1 + x ** 3) ** 7
    f2 = z + 62 * (x ** 3 / 27 + x) ** 6
    f /= f1
    f -= f2
    return f"
"import math

def main(y, x, z):
    return (33 * pow(15 * z + pow(y, 3) + 87 * pow(x, 2), 4) + 22) / (pow(y + pow(x, 2) + pow(z, 3), 4) / 66) + 81 * pow(66 * y - pow(x, 2) / 77 - pow(z, 3) / 28, 6) + 38 * pow(math.ceil(z), 5)"
"import math as m

def main(z):
    a = 99 * (60 * z + z ** 2 + z ** 3) ** 4 + 26 * m.asin(z) ** 2
    b = z ** 5 + (66 * z) ** 2
    c = m.sqrt(1 + 59 * z ** 2)
    return a / b + c"
"from math import log

def main(y, z, x):
    res1 = (58 - y ** 2 / 92 - 10 * y ** 3) ** 7
    res2 = log(42 * x ** 2 + 21 * z ** 3) ** 6
    res3 = ((56 * y + 61 * z ** 2) ** 5 - x) / (z ** 3 - abs(x ** 3 + y ** 2 + y) ** 5)
    return res1 / 95 + res2 / 74 - res3"
"import math

def main(y, x, z):
    a = 31 * math.sin(x) - (z ** 2 + 19 * y) ** 5
    b = math.ceil(89 + z ** 2 + y) ** 4 - (z - 91 * x ** 2) ** 5
    c = 31 * math.ceil(z) ** 3 - 70 * (91 * x - y ** 2)
    d = 23 * z ** 4 + 38 * (19 + 87 * y ** 2 + x / 61) ** 3
    answer = math.sqrt(a / b) + math.sqrt(c / d)
    return answer"
"import math

def main(y, z, x):
    return (abs(10 + 6 * x ** 2) ** 5 / 60 - (z ** 2 + 85 * y ** 3) ** 6) / (x ** 3 + math.log(y ** 2 - z - 76 * z ** 3, 10) ** 4) - (50 * math.asin(y) - 84 * (x ** 3 + 1 + z) ** 3) / (49 * (x ** 3 + 53 * z + 96) - 41 * y ** 4)"
"import math

def main(z, y):
    a = 44 * z + y ** 6
    c = 43 * z - pow(y - z ** 2 / 18 - 96 * y ** 3, 3)
    b = 32 * z + 49 * pow(math.log2(51 * y ** 3 - z ** 2 - 52 * z), 3)
    d = pow(51 * z ** 2 - z ** 3 / 88 - y / 14, 4)
    return math.sqrt(a / c) + b / d"
"import math

def main(y, x):
    a = math.sqrt(32 * (21 * x ** 2 + 74 * x ** 3) ** 2 + math.exp(1 - 17 * y ** 3 - 68 * x) ** 5)
    b = x ** 2 / 40
    c = (56 * y ** 2 - 26) ** 6
    return a + b + c"
"import math

def main(x, y, z):
    a = 87 * (64 * y + z ** 3) ** 2
    b = 67 * x ** 4
    c = (88 + y ** 2 + x) ** 2
    d = 87 * (20 * z) ** 5
    return a - b + c + d"
"import math

def main(x, z, y):
    return (76 * z + 65 * x ** 2) ** 6 + 60 * (66 + y ** 3) ** 7 - ((y - 73) ** 2 + (x + 36 * z ** 3) ** 4) / (math.exp(7) * (x ** 3 - y ** 2) - (30 * z - 1 - y ** 2) ** 5)"
"import math

def main(x, z):
    a = 89 * (x ** 2 + z + 94 * z ** 3) ** 7 - 67 * x ** 3
    b = x ** 0.5 / 9 + 16 * (z + x ** 2) ** 4
    c = (((89 * x ** 2) ** 0.5) ** 6 + 65 * (32 - 52 * z ** 2 - x ** 3) ** 3) ** 0.5
    return a / b - c"
"import math

def main(x):
    return x / ((1 + x ** 3 + 54 * x ** 2) ** 3 + 8 * (x ** 3 + 1) ** 4) + 31 * x ** 5 + math.log(x ** 2, 2) ** 7 / 72"
"import math

def main(z):
    a = (z ** 3 - z - z ** 2) ** 7
    b = 7 * z - 72 * (z ** 2 - z) ** 5
    c = 26 * z - z ** 3
    return math.sqrt(74 - a) - b / c"
"import math

def main(z, y):
    a = math.sqrt((0.02 - z - 10 * y ** 3) / 44 - 0.01)
    b = math.sqrt((2 * (0.01 + y) ** 6 + (z ** 3 - 63 * y) ** 2) / (z + 8 * y ** 3) ** 2)
    return a - b"
"import math

def main(y):
    a = 59 * y ** 3 + 34 * y ** 3
    b = 1 + math.sin(y)
    c = math.ceil(y) ** 2 + (42 * y ** 2 + y + 59) ** 3
    return y / a + b / c"
"import math

def main(z, y, x):
    a = math.cos(y ** 2 + 85 * z ** 3 + 61 * x) ** 4 / 49
    b = math.tan(x) ** 5
    c = 28 * math.exp(23 * y ** 2 - 1 - 32 * z ** 3) ** 7
    return a + b - c"
"import math

def main(x):
    a = (60 * (x / 90 - 1) ** 5 + 11 * x ** 3) / (math.log(x / 91) - x ** 5)
    b = 86 * x ** 3 / (x ** 18 - math.tan(x ** 2 / 54) ** 3)
    return a - b"
"import math

def main(x):
    return x ** 4 / (71 * x ** 6) - (math.atan(x ** 3 + x / 9 + 16) ** 2 + 33 * x ** 3)"
"import math

def main(z, y):
    a = math.tan(30 * z - 53 - 77 * y ** 3) ** 6 / 63 / (62 * z ** 6 + y ** 4 / 93)
    b = math.sqrt(math.acos(40 * z ** 2 - z - z ** 3) ** 3 - 5 * y ** 2)
    return a - b"
"def main(z, x, y):
    a = (30 * x ** 3 + 61 * y ** 2 + 49 * z) ** 3
    b = (y ** 2 + z) ** 4 + 43 * x ** 2
    c = a / b
    a = abs(x ** 2 / 44 + z ** 3 + 35) ** 3 + z ** 2 + 71 * y
    return c + a"
"from math import tan, sqrt, log2

def main(y, z):
    r1 = sqrt((tan(y) ** 3 + 73 * (35 * z ** 3) ** 5) / (98 * z - 30 * y ** 3))
    r2 = sqrt((log2(z) ** 4 - 4 * y ** 7) / (y ** 12 + 49 * z ** 8))
    return r1 + r2"
"from math import *

def main(x):
    f = sqrt((x ** 4 / 56 + 14 * (x ** 2 / 15) ** 2) / (74 + (x ** 3 / 35) ** 3))
    f1 = 0.33 + (99 + x ** 2 + x) ** 6
    return f + f1"
"import math

def main(y, z):
    a = (74 * z - 80 * (y ** 3 / 86) ** 6) / ((z ** 3 + 60) ** 2 - (z + y ** 3) ** 7)
    b = math.sqrt((68 * y ** 3 - y - 1) ** 7 / 18 + 71 * (z ** 3 + 1) ** 4)
    return a + b"
"import math

def main(y):
    a = (y ** 4 / (32 * y ** 6 + 1)) ** 0.5
    b = y ** 6
    c = math.exp(y) ** 4 / 27 - 9 * y ** 6
    return a - b / c"
"import math

def main(y):
    a = 10 * pow(y, 4) + pow(math.sqrt(y), 5)
    b = 2 * pow(math.cos(pow(y, 3) + 8 * y), 7) - 91 * pow(pow(y, 3) / 97, 5)
    c = 67 * pow(y, 3)
    return math.sqrt(a) - math.sqrt(b / c)"
"from math import tan, floor

def main(z, x):
    return tan(4 * z ** 3 - x / 88) ** 2 + tan(82 * x ** 2 + x + 81 * z ** 3) ** 4 - floor(z) ** 3"
"import math

def main(z, y):
    left = 73 * (z ** 2 + z / 75 + 33 * y ** 3) ** 5
    right = (math.acos(z ** 3 + 47 * y ** 2) ** 4 + y ** 2) / (50 * (z ** 3 + 86 + 33 * y ** 2) ** 7)
    return left + right"
"import math

def main(y):
    f = math.log10(42 * y) ** 7
    f = f * 40
    k = math.asin(y ** 2 + y / 13 + 0.02)
    z = 5 * (y ** 2 / 37 - 68) ** 3
    g = (y - y ** 7) / (16 * y ** 10)
    k = k + z
    b = f / k
    return b + g"
"import math

def main(x, y):
    a = math.atan(y) ** 3 + math.asin(81 * y ** 3 + x ** 2 / 32)
    b = math.asin(x) ** 3 / 87 + 98 * math.sin(y) ** 5
    c = 43 * (y - x ** 2 - 1) ** 7
    return a / b - c"
"from math import sqrt

def main(y, x):
    a = (x - 38 * y ** 3 - x ** 2) ** 7
    b = sqrt((83 * x ** 2 + 73 * y ** 3 + 0.05) ** 2)
    return a - b"
"import math

def main(y, z):
    a = math.sqrt(38 * math.ceil(y) ** 4 + (33 + 86 * z + 93 * y ** 3) ** 3)
    b = 240 * y + z ** 5
    c = 59 * (23 + z ** 2 + y ** 3) ** 2
    return a + b / c"
"import math

def main(y, x, z):
    a = (math.sin(69 * z - z ** 3) ** 4 + 54 * y - x ** 3 / 93 - z ** 2) / (82 * (x + 36 * z ** 3) ** 6 - 52 * abs(y) ** 3)
    b = 41 * (1 - 59 * z - x ** 2 / 74) ** 2 - math.exp(y ** 2 + 57 * z ** 3 + 1) ** 3
    return a - b"
"import math as m

def main(x, z, y):
    return m.sqrt((24 * y ** 3 + z / 17) ** 2 / 34 - x ** 9) - (26 * z + (34 * z ** 3 - 17 * y - x ** 2) ** 7) / (6 * m.sin(z) ** 5 + m.tan(85 * z ** 2 - 51 * x - 35 * y ** 3) ** 6)"
"import math

def main(z):
    a = 39 * z ** 6 / ((z - 71 - 58 * z ** 3) ** 3 + z ** 7 / 39)
    b = (z / 25) ** 6
    return a + b"
"def main(x, z, y):
    import math
    res1 = y ** 3
    res2 = (98 * x ** 3 - z ** 2) ** 7
    res31 = (1 - x ** 2 - 45 * y) ** 7
    res32 = math.floor(z ** 2 + z ** 3 + 98) ** 5
    res33 = math.sqrt(res31 + res32)
    res = res1 - res2 - res33
    return res"
"import math

def main(y, x, z):
    a = math.sqrt((y ** 3 + 8 * y + 71) ** 2 + 33 * math.log(x ** 2 + z) ** 3)
    b = math.asin(0.1 - 88 * z ** 3 - x ** 2) ** 6 / 6.0 + 27 * y
    return a - b"
"import math

def main(y, x):
    r1 = math.sin(y - 18) ** 7
    r2 = 52 * math.tan(x ** 2 - 53 * y - 46 * x ** 3)
    r3 = math.sqrt(68 * (74 * y ** 2 - x) ** 2 + 8 * math.floor(y + 74 * x ** 3) ** 3)
    return r1 - r2 - r3"
"import math

def main(z, y):
    req = math.log(88 - 36 * z - y ** 3 / 64, 2) ** 4
    return math.sqrt(79 * req) + math.sqrt((98 * (91 + y) ** 2 - 44 * z ** 7) / (1 + 93 * y + 11 * z ** 2))"
"import math

def main(x, y):
    a = 17 * x ** 12 + 44 * (y ** 2 - 1 - 94 * y) ** 3
    b = math.sqrt((20 * y ** 2 - x / 72 - y ** 3) ** 6 / 59)
    s = a + b
    return s"
"from math import asin

def main(y, x):
    res1 = 76 * asin(x - y ** 3 - 36 * x ** 2) ** 3 - 2
    res2 = (y ** 2 - x ** 3 - 1) / 49
    return res1 + res2"
"import math

def main(x, z):
    a = math.atan(35 * x ** 2 - x) ** 7 - math.sqrt(z)
    b = (z - z ** 3 - x ** 2) ** 5
    c = 83 * z ** 3 + math.sin(x) ** 7
    d = (x ** 2 / 36 - 96 * x ** 3 - 12 * z) ** 6
    e = (6 * x ** 3 - 1) ** 7
    AB = a / b
    DE = d - e
    CDE = c / DE
    s = AB - CDE
    return s"
"from math import sqrt

def main(z, x):
    res1 = (z ** 3 - abs(x) ** 4) / (89 * (49 * x ** 2 - z ** 3) ** 5)
    res2 = sqrt(34 * (48 * z ** 3 + 36 * x ** 2 + 3) ** 5 / (52 * z ** 3 + x ** 4))
    return res1 + res2"
"import math

def main(z, x, y):
    p1 = (23 * z ** 3) ** 5 - 9 * (64 * y ** 3 - 30 * x ** 2) ** 7
    p2 = 8 * (z ** 3 + x + 72 * y ** 2) ** 5 - 84 * (54 * z ** 3 - 57 * y ** 2 - 45 * z) ** 3
    p3 = (54 * y ** 3 - 10 - 42 * x) ** 5 - z ** 6
    res1 = math.sqrt(p1 / p2)
    res2 = math.sqrt(p3)
    return res1 - res2"
"import math

def main(y, x, z):
    a = 91 * (46 * y + z ** 2 + x ** 3) ** 4
    b = 79 * (z - x ** 2 / 59) ** 6 - y ** 3
    c = 10 * (math.ceil(26 * z + 1 + y ** 2) ** 5 + x ** 6)
    return a + b / c"
"import math

def main(x):
    return (x / 60 - 1) ** 4 + (58 + (13 * x - 72 * x ** 2) ** 4) / (19 * math.atan(x) ** 3 + 95 * (8 * x ** 3) ** 5)"
"import math

def main(y):
    a = 53 * (1 - y ** 3 - y / 55) ** 5
    b = 0.03 + 21 * math.log2(y) ** 5
    c = math.sqrt(math.log2(y) ** 6 - 82)
    return a / b + c"
"import math

def main(y, z, x):
    f = z ** 3 + 14 * (y ** 2 - 1 - 20 * x) ** 4 - (x ** 3 + 1 + y - 91 * math.tan(z) ** 6) / ((51 - 93 * x ** 3 - 26 * y) ** 6 + 82 * math.atan(52 * z - 66 - x ** 2))
    return f"
"import math

def main(x, y, z):
    s1 = 92 * (z ** 3 + x) ** 3 + math.floor(x ** 2 - 19 * z - y ** 3) ** 7
    s2 = math.sqrt(s1)
    s3 = math.exp(52 * z ** 3 - y ** 2) ** 4 / 66
    s4 = (y ** 3 - x ** 2) ** 2
    s5 = s3 + s4
    return s2 - s5"
"import math

def main(x, y):
    a = 72 * (x - 32 * y * y - x ** 3) - y ** 3
    b = math.log(77 * y * y + 39 * x ** 3 + 69) ** 6
    c = (x ** 3 / 34 - 62 * y - 65) ** 5
    return a / b + 1 + c"
"import math

def main(z, y):
    a = 58 * (49 * z) ** 2
    b = (1 - 50 * z ** 2 - 77 * y) ** 4
    c = math.sqrt(a + b)
    d = y ** 7 - math.cos(z) ** 3
    return c - d"
"def main(x, y):
    f1 = x ** 12 - y ** 7 / 27
    f2 = (((45 * y ** 2 + x ** 3) ** 3 + (50 * y + x ** 2 + 83) ** 2 / 38) / (96 * y ** 6 - x ** 3 / 62)) ** (1 / 2)
    f = f1 - f2
    return f"
"from math import sqrt, tan

def main(y, z, x):
    a = tan(82 + 15 * z ** 3 + 75 * x ** 2) ** 4
    b = 966 * y ** 2
    c = 31 * (z ** 3 / 45 - 1 - 5 * x ** 2)
    d = 50 * (y ** 3 - 68 * z) ** 6
    return sqrt(a + b) + sqrt(c + d)"
"import math

def main(z, y):
    res = 1 - (y + z ** 2 + 87 * y ** 3) ** 2 + math.sqrt(35 * abs(93 * z ** 2 - 98 * y ** 3) ** 4)
    return res"
"def main(y, z, x):
    a = x ** 2 + 7 * (75 * y + z ** 2 + y ** 3)
    b = 14 * (y ** 2 + 67 * x) ** 4 + 58 * (93 * z + x ** 2) ** 5
    c = x ** 6 - (53 * z + 79 + y ** 2) ** 4
    return a - b / c"
"import math

def main(y):
    x1 = 63 * (87 * math.pow(y, 2) + 1 + math.pow(y, 3)) / (math.tan(y) + math.pow(math.ceil(math.pow(y, 3) + math.pow(y, 2) / 46), 5))
    x2 = 65 * math.pow(math.atan(y / 55 - math.pow(y, 2) - 4), 2) / math.pow(y, 2)
    return x1 - x2"
"import math

def main(z):
    return (83 * z ** 5 + 67 * (52 * z ** 2 + 69 * z ** 3)) / (2 * (53 * z ** 3 + 40) ** 3 + math.atan(1 - z - 85 * z ** 2) ** 4 / 62) + z ** 6 / (96 * z ** 5)"
"from math import *

def main(y, z):
    a = 16 * z - 4 * atan(y) ** 3 + (21 * z ** 5 + (y ** 3 + 59) / 47) / (72 * (z / 43 - 19 - y ** 3) ** 4 - 56 * acos(z) ** 7)
    return a"
"import math

def main(z, x, y):
    a1 = math.ceil(49 * z ** 2 + z ** 3) ** 7 - 33 * (x ** 2 - y ** 3) ** 6
    a2 = (y ** 3 / 92 + 59 + z ** 2) ** 6 - (x - z ** 3 - 0.02)
    r1 = a1 / a2
    a3 = 41 * math.log(74 * z - y ** 2 - 57, 2) ** 4 - 13 * x ** 7
    a4 = abs(z) + 8 * (x ** 3 - 71 - 84 * y ** 2) ** 4
    r2 = math.sqrt(a3 / a4)
    return r1 + r2"
"import math

def main(y, z):
    a = 57 * z ** 4 + y ** 9
    b = 4 * (42 * z ** 2 + z ** 3 + 71 * y) ** 3
    c = 29 * y ** 2 + math.log10(y ** 2 + z ** 3 + 37) ** 6
    d = 11 * y ** 3 + z ** 6
    return (a / b) ** 0.5 - (c / d) ** 0.5"
"import math

def main(z):
    a = (z ** 3 / 81 - 87 * (9 * z ** 3 - 1) ** 7) / (z ** 4 + (27 * z) ** 7 / 38)
    f = math.sqrt(a) + z ** 8 + 15 * (17 * z ** 2) ** 2
    return f"
"import math

def main(y, z, x):
    a = (z ** 2 - 1 - x ** 3) ** 5 + 89 * y
    b = 17 * (40 * z ** 2 - z) ** 7
    c = math.cos(1 - y ** 3 - x) ** 2 / 63
    d = (y + 40 * x ** 3 + 13 * y ** 2) ** 4
    if a != 0:
        f = (b - c) / a + abs(z) ** 2 / 52 + d
    return f"
"import math

def main(y):
    a = (1 - 63 * y ** 5) / y ** 6
    b = math.sqrt((y + 54) / (59 * (42 * y ** 2 + 0.01 + 21 * y) ** 3 - y ** 7))
    return a + b"
"import math

def main(y, z):
    return (88 * (49 - 27 * z) ** 7 - 35 * y ** 6) / (2 * y ** 3 + z ** 6) - math.sqrt(91 * (y ** 3 + z + 0.03) ** 6 - 76 * (9 * z ** 3 - 1 - 8 * z) ** 5 / (87 * z ** 3 + 76 * y + y ** 2) ** 5)"
"import math

def main(x, z):
    a = (70 * x ** 3 - x ** 2 - 95 * z) ** 6
    b = 10 * x
    c = 50 * ((z ** 2 - 67 * z - 4 * z ** 3) ** 5 - 37 * x ** 3 / 83)
    s = a - b - c
    return s"
"import math

def main(x, z):
    a = (78 * x ** 7 + 24 * z ** 9) / (1 + 86 * math.log(53 * z ** 2 + 80 * x ** 3))
    b = (23 * x - z ** 3 - 64) / (math.exp(76 * z ** 3) ** 5 - 91 * (z + 89 * x ** 2) ** 2)
    return a - b"
"def main(y, x, z):
    return pow(51 * z + 98 * pow(x, 3) + 1, 3) - pow(y - 88, 5) - (73 * (z * z / 62 + y * y * y / 69 + 21) + pow(x, 4) / 94)"
"import math

def main(x, y):
    a = math.sqrt((1 + 36 * y ** 2 + x ** 3) ** 2 / 80)
    b = math.cos(29 * x ** 2 - 58 * x ** 3) ** 5
    c = 59 * math.asin(y) ** 2
    d = 41 * (y + 1 + x ** 2) ** 5
    BC = math.sqrt((b + c) / d)
    s = a + BC
    return s"
"import math

def main(z, x, y):
    q = 53 * x ** 3
    w = y ** 2
    e = q + w
    r = e ** 7
    t = r / 35
    u = math.floor(z)
    b = u ** 6
    o = b / 30
    p = 92 * x ** 2
    a = x ** 3
    s = p - a - y
    d = s ** 4
    f = 75 * z ** 3
    g = d - f
    h = t + o
    j = h / g
    k = math.expm1(y)
    m = k ** 5
    c = m / 19
    v = y / 61
    b = 11 * z ** 3
    n = x ** 2
    m = v - b - n
    q = m ** 2
    w = q * 54
    e = 52 * x
    r = 80 * y ** 2
    t = 52 * z ** 3
    u = e + r + t
    b = u ** 7
    o = b * 4
    p = c + w
    a = p / o
    s = j - a
    return s"
"import math

def main(y, x, z):
    a = 83 * (x ** 3 + 8 * y ** 2 + z) ** 7
    b = math.sqrt(z ** 7 + 36 * (x - y ** 3 / 85))
    return a - b"
"from math import sqrt, floor, cos

def main(x, z):
    a = floor(x) / 52 + (63 * z ** 3 + 73 + x) ** 2
    b = 60 * (z ** 3 + 94) ** 2 + x ** 5 / 2
    c = cos(z ** 2 + z + x ** 3) ** 6
    return sqrt(a / b) + 76 + c"
"import math

def main(z):
    f1 = math.sqrt((1 + 66 * (1 - 72 * z ** 3) ** 2) / math.exp(z) ** 6)
    f2 = math.asin(1 - 64 * z ** 2) ** 7
    f3 = 1
    return f1 + f2 - f3"
"from math import sqrt

def main(z):
    res1 = (88 * (23 * z + z ** 2) ** 6 - 17 * z ** 4) / (88 * z ** 5)
    res2 = sqrt(z ** 7)
    return res1 - res2"
"import math as m

def main(z: float, x: float, y: float):
    return m.floor(64 + y ** 2) ** 3 + 96 * m.sqrt(z - y ** 2 - x ** 3) ** 5 + m.log10(y) ** 4 / 78 + m.sin(z + x ** 3) ** 7"
"import math

def main(x, y, z):
    if 69 * x + y ** 2 > 0:
        a = 19 * math.log(69 * x + y ** 2) ** 4 + math.tan(0.02 + z ** 3 / 79) ** 7
    b = 27 * (28 * x ** 2 - 1) ** 5 + 96 * (y - 66 * z ** 2) ** 7
    c = z ** 7 + math.floor(y ** 2 / 12 + 94 * x + 99) ** 5
    if b != 0 and 69 * x + y ** 2 > 0:
        f = a / b - c
    return f"
"from math import sqrt, tan, ceil

def main(y, z, x):
    res1 = sqrt((95 * z + 38 * x ** 3) ** 3 / 87 + 8 * tan(1 + 5 * y ** 3) ** 7)
    res2 = sqrt((y ** 2 - 1 - 9 * x ** 3) ** 2 + 56 * tan(y + 1 + z ** 2) ** 4)
    res3 = res1 / res2
    res4 = 95 * x ** 2 - (32 * x ** 2 + 74 * y ** 3 + z) ** 3 / 73
    res5 = 64 * (30 + x + z ** 3) ** 5 - 57 * ceil(88 * z ** 3 - y ** 2 / 88 - 24) ** 7
    res6 = res4 / res5
    return res3 - res6"
"import math

def f1(z, y, x):
    a = x ** 3 + z / 68 + y ** 2
    b = 81 * math.acos(x)
    return a ** 3 - b

def f2(z, y, x):
    a = z + y ** 3 + 90 * x ** 2
    return a ** 5

def f3(z, y, x):
    a = math.log(94 * y + x ** 2 + 1, 10)
    b = math.floor(3 * y ** 2 - z ** 3 - y)
    c = a ** 6 + 18 * b ** 7
    return math.sqrt(c)

def main(z, y, x):
    return f1(z, y, x) / f2(z, y, x) + f3(z, y, x)"