def test_ordinal_conversions(self):
# Check some fixed values.
for y, m, d, n in [(1, 1, 1, 1), # calendar origin
(1, 12, 31, 365),
(2, 1, 1, 366),
# first example from "Calendrical Calculations"
(1945, 11, 12, 710347)]:
d = self.theclass(y, m, d)
self.assertEqual(n, d.toordinal())
fromord = self.theclass.fromordinal(n)
self.assertEqual(d, fromord)
if hasattr(fromord, "hour"):
# if we're checking something fancier than a date, verify
# the extra fields have been zeroed out
self.assertEqual(fromord.hour, 0)
self.assertEqual(fromord.minute, 0)
self.assertEqual(fromord.second, 0)
self.assertEqual(fromord.microsecond, 0)
# Check first and last days of year spottily across the whole
# range of years supported.
for year in range(MINYEAR, MAXYEAR+1, 7):
# Verify (year, 1, 1) -> ordinal -> y, m, d is identity.
d = self.theclass(year, 1, 1)
n = d.toordinal()
d2 = self.theclass.fromordinal(n)
self.assertEqual(d, d2)
# Verify that moving back a day gets to the end of year-1.
if year > 1:
d = self.theclass.fromordinal(n-1)
d2 = self.theclass(year-1, 12, 31)
self.assertEqual(d, d2)
self.assertEqual(d2.toordinal(), n-1)
# Test every day in a leap-year and a non-leap year.
dim = [31, 28, 31, 30, 31, 30, 31, 31, 30, 31, 30, 31]
for year, isleap in (2000, True), (2002, False):
n = self.theclass(year, 1, 1).toordinal()
for month, maxday in zip(range(1, 13), dim):
if month == 2 and isleap:
maxday += 1
for day in range(1, maxday+1):
d = self.theclass(year, month, day)
self.assertEqual(d.toordinal(), n)
self.assertEqual(d, self.theclass.fromordinal(n))
n += 1
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