def test_round_int64(self, timestamp, freq):
# check that all rounding modes are accurate to int64 precision
# see GH#22591
dt = Timestamp(timestamp)
unit = to_offset(freq).nanos
# test floor
result = dt.floor(freq)
assert result.value % unit == 0, f"floor not a {freq} multiple"
assert 0 <= dt.value - result.value < unit, "floor error"
# test ceil
result = dt.ceil(freq)
assert result.value % unit == 0, f"ceil not a {freq} multiple"
assert 0 <= result.value - dt.value < unit, "ceil error"
# test round
result = dt.round(freq)
assert result.value % unit == 0, f"round not a {freq} multiple"
assert abs(result.value - dt.value) <= unit // 2, "round error"
if unit % 2 == 0 and abs(result.value - dt.value) == unit // 2:
# round half to even
assert result.value // unit % 2 == 0, "round half to even error"
def test_ceil(self):
dt = Timestamp("20130101 09:10:11")
result = dt.ceil("D")
expected = Timestamp("20130102")
assert result == expected
def test_ceil(self, unit):
dt = Timestamp("20130101 09:10:11")._as_unit(unit)
result = dt.ceil("D")
expected = Timestamp("20130102")
assert result == expected
assert result._reso == dt._reso
