def test_Float():
# NOTE prec is the whole number of decimal digits
assert str(Float('1.23', prec=1+2)) == '1.23'
assert str(Float('1.23456789', prec=1+8)) == '1.23456789'
assert str(Float('1.234567890123456789', prec=1+18)) == '1.234567890123456789'
assert str(pi.evalf(1+2)) == '3.14'
assert str(pi.evalf(1+14)) == '3.14159265358979'
assert str(pi.evalf(1+64)) == '3.1415926535897932384626433832795028841971693993751058209749445923'
assert str(round(pi, -1)) == '0.'
assert str((pi**400 - round(pi**400, 1)).n(1)) == '-0.e+91'
def test_mod():
x = Rational(1, 2)
y = Rational(3, 4)
z = Rational(5, 18043)
assert x % x == 0
assert x % y == 1/S(2)
assert x % z == 3/S(36086)
assert y % x == 1/S(4)
assert y % y == 0
assert y % z == 9/S(72172)
assert z % x == 5/S(18043)
assert z % y == 5/S(18043)
assert z % z == 0
a = Float(2.6)
assert round(a % .2, 15) == 0.2
assert round(a % 2, 15) == 0.6
assert round(a % 0.5, 15) == 0.1
# No rounding required since these numbers can be represented
# exactly.
assert Rational(3,4) % Float(1.1) == 0.75
assert Float(1.5) % Rational(5, 4) == 0.25
assert Rational(5,4).__rmod__(Float('1.5')) == 0.25
assert Float('1.5').__rmod__(Float('2.75')) == Float('1.25')
assert 2.75 % Float('1.5') == Float('1.25')
a = Integer(7)
b = Integer(4)
assert type(a % b) == Integer
assert a % b == Integer(3)
assert Integer(1) % Rational(2, 3) == Rational(1, 3)
assert Rational(7,5) % Integer(1) == Rational(2,5)
assert Integer(2) % 1.5 == 0.5
assert Integer(3).__rmod__(Integer(10)) == Integer(1)
assert Integer(10) % 4 == Integer(2)
assert 15 % Integer(4) == Integer(3)
'atan': lambda x: sympy.atan(x),
'acosh': lambda x: sympy.acosh(x),
'asinh': lambda x: sympy.asinh(x),
'atanh': lambda x: sympy.atanh(x),
'abs': lambda x: abs(x),
'mod': lambda x, y: sympy.Mod(x, y),
'erf': lambda x: sympy.erf(x),
'erfc': lambda x: sympy.erfc(x),
'logm': lambda x: sympy.log(abs(x)),
'logm10': lambda x: sympy.log10(abs(x)),
'logm2': lambda x: sympy.log2(abs(x)),
'log1p': lambda x: sympy.log(x + 1),
'floor': lambda x: sympy.floor(x),
'ceil': lambda x: sympy.ceil(x),
'sign': lambda x: sympy.sign(x),
'round': lambda x: sympy.round(x),
}
def pysr(X=None,
y=None,
weights=None,
binary_operators=["plus", "mult"],
unary_operators=["cos", "exp", "sin"],
procs=4,
loss='L2DistLoss()',
populations=None,
niterations=100,
ncyclesperiteration=300,
alpha=0.1,
annealing=True,
def test_issue_1073():
assert int(round(E**100)) == 26881171418161354484126255515800135873611119
assert int(round(pi**100)) == 51878483143196131920862615246303013562686760680406
assert int(round(Rational(1)/EulerGamma**100)) == 734833795660954410469466
