mirror of https://github.com/python/cpython
Issue 2748: fix __ceil__, __floor__ and __round__ magic methods in
Decimal, and add tests.
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97371eb1ad
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105
Lib/decimal.py
105
Lib/decimal.py
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@ -1645,9 +1645,6 @@ class Decimal(_numbers.Real):
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else:
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return -1
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def __round__(self):
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return self._round_down(0)
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def _round_up(self, prec):
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"""Rounds away from 0."""
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return -self._round_down(prec)
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@ -1683,9 +1680,6 @@ class Decimal(_numbers.Real):
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else:
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return -self._round_down(prec)
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def __ceil__(self):
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return self._round_ceiling(0)
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def _round_floor(self, prec):
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"""Rounds down (not towards 0 if negative)"""
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if not self._sign:
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@ -1693,9 +1687,6 @@ class Decimal(_numbers.Real):
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else:
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return -self._round_down(prec)
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def __floor__(self):
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return self._round_floor(0)
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def _round_05up(self, prec):
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"""Round down unless digit prec-1 is 0 or 5."""
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if prec and self._int[prec-1] not in '05':
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@ -1703,6 +1694,102 @@ class Decimal(_numbers.Real):
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else:
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return -self._round_down(prec)
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def __round__(self, n=None):
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"""Round self to the nearest integer, or to a given precision.
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If only one argument is supplied, round a finite Decimal
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instance self to the nearest integer. If self is infinite or
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a NaN then a Python exception is raised. If self is finite
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and lies exactly halfway between two integers then it is
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rounded to the integer with even last digit.
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>>> round(Decimal('123.456'))
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123
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>>> round(Decimal('-456.789'))
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-457
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>>> round(Decimal('-3.0'))
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-3
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>>> round(Decimal('2.5'))
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2
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>>> round(Decimal('3.5'))
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4
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>>> round(Decimal('Inf'))
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Traceback (most recent call last):
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...
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...
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...
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OverflowError: cannot round an infinity
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>>> round(Decimal('NaN'))
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Traceback (most recent call last):
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...
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...
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...
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ValueError: cannot round a NaN
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If a second argument n is supplied, self is rounded to n
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decimal places using the rounding mode for the current
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context.
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For an integer n, round(self, -n) is exactly equivalent to
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self.quantize(Decimal('1En')).
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>>> round(Decimal('123.456'), 0)
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Decimal('123')
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>>> round(Decimal('123.456'), 2)
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Decimal('123.46')
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>>> round(Decimal('123.456'), -2)
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Decimal('1E+2')
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>>> round(Decimal('-Infinity'), 37)
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Decimal('NaN')
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>>> round(Decimal('sNaN123'), 0)
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Decimal('NaN123')
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"""
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if n is not None:
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# two-argument form: use the equivalent quantize call
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if not isinstance(n, int):
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raise TypeError('Second argument to round should be integral')
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exp = _dec_from_triple(0, '1', -n)
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return self.quantize(exp)
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# one-argument form
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if self._is_special:
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if self.is_nan():
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raise ValueError("cannot round a NaN")
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else:
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raise OverflowError("cannot round an infinity")
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return int(self._rescale(0, ROUND_HALF_EVEN))
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def __floor__(self):
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"""Return the floor of self, as an integer.
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For a finite Decimal instance self, return the greatest
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integer n such that n <= self. If self is infinite or a NaN
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then a Python exception is raised.
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"""
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if self._is_special:
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if self.is_nan():
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raise ValueError("cannot round a NaN")
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else:
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raise OverflowError("cannot round an infinity")
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return int(self._rescale(0, ROUND_FLOOR))
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def __ceil__(self):
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"""Return the ceiling of self, as an integer.
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For a finite Decimal instance self, return the least integer n
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such that n >= self. If self is infinite or a NaN then a
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Python exception is raised.
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"""
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if self._is_special:
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if self.is_nan():
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raise ValueError("cannot round a NaN")
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else:
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raise OverflowError("cannot round an infinity")
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return int(self._rescale(0, ROUND_CEILING))
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def fma(self, other, third, context=None):
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"""Fused multiply-add.
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@ -1150,6 +1150,94 @@ class DecimalUsabilityTest(unittest.TestCase):
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self.assertEqual(float(d1), 66)
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self.assertEqual(float(d2), 15.32)
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#floor
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test_pairs = [
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('123.00', 123),
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('3.2', 3),
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('3.54', 3),
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('3.899', 3),
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('-2.3', -3),
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('-11.0', -11),
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('0.0', 0),
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('-0E3', 0),
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]
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for d, i in test_pairs:
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self.assertEqual(math.floor(Decimal(d)), i)
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self.assertRaises(ValueError, math.floor, Decimal('-NaN'))
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self.assertRaises(ValueError, math.floor, Decimal('sNaN'))
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self.assertRaises(ValueError, math.floor, Decimal('NaN123'))
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self.assertRaises(OverflowError, math.floor, Decimal('Inf'))
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self.assertRaises(OverflowError, math.floor, Decimal('-Inf'))
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#ceiling
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test_pairs = [
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('123.00', 123),
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('3.2', 4),
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('3.54', 4),
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('3.899', 4),
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('-2.3', -2),
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('-11.0', -11),
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('0.0', 0),
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('-0E3', 0),
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]
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for d, i in test_pairs:
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self.assertEqual(math.ceil(Decimal(d)), i)
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self.assertRaises(ValueError, math.ceil, Decimal('-NaN'))
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self.assertRaises(ValueError, math.ceil, Decimal('sNaN'))
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self.assertRaises(ValueError, math.ceil, Decimal('NaN123'))
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self.assertRaises(OverflowError, math.ceil, Decimal('Inf'))
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self.assertRaises(OverflowError, math.ceil, Decimal('-Inf'))
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#round, single argument
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test_pairs = [
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('123.00', 123),
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('3.2', 3),
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('3.54', 4),
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('3.899', 4),
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('-2.3', -2),
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('-11.0', -11),
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('0.0', 0),
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('-0E3', 0),
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('-3.5', -4),
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('-2.5', -2),
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('-1.5', -2),
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('-0.5', 0),
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('0.5', 0),
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('1.5', 2),
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('2.5', 2),
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('3.5', 4),
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]
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for d, i in test_pairs:
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self.assertEqual(round(Decimal(d)), i)
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self.assertRaises(ValueError, round, Decimal('-NaN'))
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self.assertRaises(ValueError, round, Decimal('sNaN'))
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self.assertRaises(ValueError, round, Decimal('NaN123'))
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self.assertRaises(OverflowError, round, Decimal('Inf'))
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self.assertRaises(OverflowError, round, Decimal('-Inf'))
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#round, two arguments; this is essentially equivalent
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#to quantize, which is already extensively tested
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test_triples = [
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('123.456', -4, '0E+4'),
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('123.456', -3, '0E+3'),
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('123.456', -2, '1E+2'),
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('123.456', -1, '1.2E+2'),
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('123.456', 0, '123'),
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('123.456', 1, '123.5'),
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('123.456', 2, '123.46'),
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('123.456', 3, '123.456'),
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('123.456', 4, '123.4560'),
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('123.455', 2, '123.46'),
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('123.445', 2, '123.44'),
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('Inf', 4, 'NaN'),
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('-Inf', -23, 'NaN'),
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('sNaN314', 3, 'NaN314'),
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]
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for d, n, r in test_triples:
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self.assertEqual(str(round(Decimal(d), n)), r)
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def test_eval_round_trip(self):
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#with zero
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@ -18,6 +18,10 @@ Extension Modules
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Library
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-------
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- The Decimal module gained the magic methods __round__, __ceil__,
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__floor__ and __trunc__, to give support for round, math.ceil,
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math.floor and math.trunc.
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- The user module has been removed.
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- The mutex module has been removed.
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