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        "author": "Neil Freeman",
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            "License :: OSI Approved :: MIT License",
            "Natural Language :: English",
            "Operating System :: OS Independent",
            "Programming Language :: Python",
            "Programming Language :: Python :: 3.7",
            "Programming Language :: Python :: 3.8",
            "Programming Language :: Python :: 3.9",
            "Programming Language :: Python :: 3.10",
            "Topic :: Religion",
            "Topic :: Scientific/Engineering :: Astronomy"
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        "description": "convertdate\n===========\n\nThe convertdate package was originally developed as \"[Python Date\nUtils](http://sourceforge.net/projects/pythondateutil/)\" by Phil\nSchwartz. It has been significantly updated and expanded.\n\n[Consult the complete docs for detailed usage info](https://convertdate.readthedocs.io/).\n\nAvailable calendars:\n\n-   Armenian\n-   Bahai\n-   Coptic (Alexandrian)\n-   French Republican\n-   Gregorian\n-   Hebrew\n-   Indian Civil\n-   Islamic\n-   Julian\n-   Mayan\n-   Persian\n-   Positivist\n-   Mayan\n-   ISO\n-   Ordinal (day of year)\n-   Dublin day count\n-   Julian day count\n\nThe `holidays` module also provides some useful holiday-calculation,\nwith a focus on North American and Jewish holidays.\n\nInstalling\n----------\n\n`pip install convertdate`\n\nOr download the package and run `python setup.py install`.\n\nExamples\n--------\n\n    >>> from convertdate import french_republican\n    >>> from convertdate import hebrew\n    >>> french_republican.from_gregorian(2014, 10, 31)\n    (223, 2, 9)\n    >>> hebrew.from_gregorian(2014, 10, 31)\n    (5775, 8, 7)\n\nNote that in some calendar systems, the day begins at sundown.\nConvertdate gives the conversion for noon of the day in question.\n\nEach module includes a `monthcalendar` function, which will generate a\ncalender-like nested list for a year and month (each list of dates runs\nfrom Sunday to Saturday)\n\n    >>> hebrew.monthcalendar(5775, 8)\n    [\n        [None, None, None, None, None, None, 1],\n        [2, 3, 4, 5, 6, 7, 8],\n        [9, 10, 11, 12, 13, 14, 15],\n        [16, 17, 18, 19, 20, 21, 22],\n        [23, 24, 25, 26, 27, 28, 29]\n    ]\n\n    >>> julian.monthcalendar(2015, 1)\n    [\n       [None, None, None, 1, 2, 3, 4],\n       [5, 6, 7, 8, 9, 10, 11],\n       [12, 13, 14, 15, 16, 17, 18],\n       [19, 20, 21, 22, 23, 24, 25],\n       [26, 27, 28, 29, 30, 31, None]\n    ]\n\nSpecial Options\n---------------\n\n### Armenian\n\nThe Armenian calendar begins on 11 July 552 (Julian) and has two modes of\nreckoning. The first is the invariant-length version consisting of 12 months\nof 30 days each and five epagomenal days; the second is the version\nestablished by Yovhannes Sarkawag in 1084, which fixed the first day of the\nyear with respect to the Julian calendar and added a sixth epagomenal day\nevery four years.\n\nBy default the invariant calendar is used, but the Sarkawag calendar can be\nused beginning with the Armenian year 533 (11 August 1084) by passing the\nparameter `method='sarkawag'` to the relevant functions.\n\n\n### French Republican\n\nLeap year calculations in the French Republican calendar are a matter of\ndispute. By default, `convertdate` calculates leap years using the\nautumnal equinox. You can also use one of three more systematic methods\nproposed over the years.\n\n-   Romme, a co-creator of the calendar, proposed leap years in years\n    divisible by four, except for years divisible by 100.\n-   Some concordances were drawn up in the 19th century that gave leap\n    years every 4 years, in years that give a remainder of three when\n    divided by four (19, 23, 27, etc...).\n-   Von Mädler proposed leap years in years divisible by four, except\n    for years divisible by 128.\n\nYou can specify any of these three methods with the method keyword\nargument in `french_republican` conversion functions.\n\n    from convertdate import french_republican\n\n    # Romme's method\n    french_republican.to_gregorian(20, 1, 1), method='romme')\n    # (1811, 9, 23)\n\n    # continuous method\n    french_republican.to_gregorian(20, 1, 1), method='continuous')\n    # (1811, 9, 24)\n\n    # von Madler's method\n    french_republican.to_gregorian(20, 1, 1), method='madler')\n    # (1811, 9, 23)\n\nAll the conversion methods correctly assign the leap years implemented\nwhile calendar was in use (3, 7, 11).\n\nBaha'i\n------\n\nThe Bahá'í (Badí) calendar has an intercalary period, Ayyam-i-Há, which occurs between the 18th and 19th months.\nDates in this period are returned as month 19, and the month of ‘Alá is reported as month 20.\n\n```python\nfrom convertdate import bahai\n# the first day of Ayyam-i-Ha:\nbahai.to_gregorian(175, 19, 1)\n# (2019, 2, 26)\n# The first day of 'Ala:\nbahai.to_gregorian(175, 20, 1)\n# (2019, 3, 2)\n```\n\nBefore the Common Era\n---------------------\n\nFor dates before the Common Era (year 1), `convertdate` uses\nastronomical notation: 1 BC is recorded as 0, 2 BC is -1, etc. This\nmakes arithmatic much easier at the expense of ignoring custom.\n\nNote that for dates before 4 CE, `convertdate` uses the [proleptic\nJulian\ncalendar](https://en.wikipedia.org/wiki/Proleptic_Julian_calendar). The\nJulian Calendar was in use from 45 BC, but before 4 CE the leap year\nleap year pattern was irregular.\n\nThe [proleptic Gregorian\ncalendar](https://en.wikipedia.org/wiki/Proleptic_Gregorian_calendar) is\nused for dates before 1582 CE, the year of the Gregorian calendar\nreform.\n\nHolidays\n--------\n\nNorth American holidays are the current focus of the `holidays` module,\nbut pull requests are welcome.\n\n    from convertdate import holidays\n\n    # For simplicity, functions in the holidays module return a tuple\n    # In the format (year, month, day)\n\n    holidays.new_years(2014)\n    # (2014, 1, 1)\n\n    holidays.memorial_day(2014)\n    # (2014, 5, 26)\n\n    # USA is default\n    holidays.thanksgiving(2014)\n    # (2014, 11, 27)\n\n    # But there is a Canadian option for some holidays\n    holidays.thanksgiving(2014, 'canada')\n    # (2014, 10, 13)\n\n    # Mexican national holidays\n    holidays.natalicio_benito_juarez(2016)\n    # (2016, 3, 21)\n\n    holidays.dia_revolucion(2016)\n    # (2016, 11, 21)\n\n    # Some Jewish holidays are included\n    holidays.rosh_hashanah(2014)\n    \n    # Easter can be calculated according to different churches \n    # ('western', 'orthodox', 'eastern')\n    # The eastern Christian computation differs from the Orthodox one\n    # 4 times in each 532-year cycle.\n    \n    holidays.easter(2019)\n    # (2019, 4, 21)\n    holidays.easter(2019, church=\"orthodox\")\n    # (2019, 4, 28)\n    holidays.easter(2019, church=\"orthodox\")\n    # (2019, 4, 28)\n\nUtils\n-----\n\nConvertdate includes some utilities for manipulating and calculating\ndates.\n\n    from convertdate import utils\n\n    # Calculate an arbitrary day of the week\n    THUR = 3\n    APRIL = 4\n\n    # 3rd Thursday in April\n    utils.nth_day_of_month(3, THUR, APRIL, 2014)\n    # (2014, 4, 17)\n\n    utils.nth_day_of_month(5, THUR, APRIL, 2014)\n    # IndexError: No 5th day of month 4\n\n    # Use 0 for the first argument to get the last weekday of a month\n    utils.nth_day_of_month(0, THUR, APRIL, 2014)\n    # (2014, 4, 24)\n\nNote that when calculating weekdays, convertdate uses the convention of\nthe calendar and time modules: Monday is 0, Sunday is 6.\n\n    from convertdate import gregorian\n\n    SUN = 6\n\n    day = gregorian.to_jd(2014, 4, 17)\n    nextsunday = utils.next_weekday(SUN, day)\n\n    gregorian.from_jd(nextsunday)\n    # (2014, 4, 20)\n\nOther utility functions:\n\n-   nearest\\_weekday\n-   next\\_or\\_current\\_weekday\n-   previous\\_weekday\n-   previous\\_or\\_current\\_weekday\n\n\n\n",
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