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        "author": "Paul K. Korir, PhD",
        "author_email": "paul.korir@gmail.com",
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        "description": "================================================================\nunits\n================================================================\nPython library to represent numbers with units\n\nExample:\n\n.. code:: python\n\n\timport units as u\n\tprint u.Unit(1, u.metre)\n\n\nUpcoming features\n================================================================\n* Short and long units (currently only short units)\n\n* Multipliers e.g. kilo (k), mega (M), kibi (KiB), ergs etc.\n\n* Arbitrary units e.g. bits (b), cars etc.\n\nFeatures\n================================================================\n* Basic units\n\n.. code:: python\n\n\timport units as u\n\tfrom random import randint\n\t# ampere\n\tprint u.Unit(randint(1, 100), u.ampere)\n\t# candela\n\tprint u.Unit(randint(1, 100), u.candela)\n\t# kelvin\n\tprint u.Unit(randint(1, 100), u.kelvin)\n\t# kilogram\n\tprint u.Unit(randint(1, 100), u.kilogram)\n\t# metre\n\tprint u.Unit(randint(1, 100), u.metre)\n\t# mole\n\tprint u.Unit(randint(1, 100), u.mole)\n\t# second\n\tprint u.Unit(randint(1, 100), u.second)\n\n* Operations on units\n\n.. code:: python\n\n\timport units as u\n\tfrom random import random\n\tx = u.Unit(random(), u.second)\n\ty = u.Unit(random(), u.ampere)\n\t# addition\n\tprint x + y\n\tprint y + x\n\t# subtraction\n\tprint x - y\n\tprint y - x\n\t# multiplication\n\tprint x * y\n\tprint y * x\n\t# division/true division\n\tprint x / y\n\tprint y / x\n\t# floor division\n\tprint x // y\n\tprint y // x\n\t# modulus\n\tprint x % y\n\t# power\n\tprint x ** y\n\tprint y ** x\n\n* Operations between scalars and units\n\n.. code:: python\n\n\timport units as u\n\tfrom random import random\n\tx = u.Unit(random(), u.second)\n\ta = random() * 10\n\t# addition\n\tprint a + y\n\tprint y + a\n\t# subtraction\n\tprint a - y\n\tprint y - a\n\t# multiplication\n\tprint a * y\n\tprint y * a\n\t# division/true division\n\tprint a / y\n\tprint y / a\n\t# floor division\n\tprint a // y\n\tprint y // a\n\t# modulus\n\tprint a % y\n\t# power\n\tprint a ** y\n\tprint y ** a\n\n* Derived units\n\n.. code:: python\n\n\timport units as u\n\tfrom random import random\n\t# hertz\n\tprint u.Unit(random() * 10, u.hertz)\n\t# newton\n\tprint u.Unit(random() * 10, u.newton)\n\t# pascal\n\tprint u.Unit(random() * 10, u.pascal)\n\t# joule\n\tprint u.Unit(random() * 10, u.joule)\n\t# watt\n\tprint u.Unit(random() * 10, u.watt)\n\t# coulomb\n\tprint u.Unit(random() * 10, u.coulomb)\n\t# volt\n\tprint u.Unit(random() * 10, u.volt)\n\t# farad\n\tprint u.Unit(random() * 10, u.farad)\n\t# ohm\n\tprint u.Unit(random() * 10, u.ohm)\n\t# siemems\n\tprint u.Unit(random() * 10, u.siemens)\n\t# weber\n\tprint u.Unit(random() * 10, u.weber)\n\t# tesla\n\tprint u.Unit(random() * 10, u.tesla)\n\t# henry\n\tprint u.Unit(random() * 10, u.henry)\n\t# degree celcius\n\tprint u.Unit(random() * 10, u.degree_celcius)\n\t#\u00a0lumen\n\tprint u.Unit(random() * 10, u.lumen)\n\t# lux\n\tprint u.Unit(random() * 10, u.lux)\n\t# becquerel\n\tprint u.Unit(random() * 10, u.becquerel)\n\t# gray\n\tprint u.Unit(random() * 10, u.gray)\n\t# sievert\n\tprint u.Unit(random() * 10, u.sievert)\n\t# katal\n\tprint u.Unit(random() * 10, u.katal)\n\n* Unpacking derived units\n\n.. code:: python\n\n\timport units as u\n\tfrom random import random\n\t# hertz\n\tprint u.Unit(random() * 10, u.hertz).full_units\n\t# newton\n\tprint u.Unit(random() * 10, u.newton).full_units\n\t# pascal\n\tprint u.Unit(random() * 10, u.pascal).full_units\n\t# joule\n\tprint u.Unit(random() * 10, u.joule).full_units\n\t# watt\n\tprint u.Unit(random() * 10, u.watt).full_units\n\t# coulomb\n\tprint u.Unit(random() * 10, u.coulomb).full_units\n\t# volt\n\tprint u.Unit(random() * 10, u.volt).full_units\n\t# farad\n\tprint u.Unit(random() * 10, u.farad).full_units\n\t# ohm\n\tprint u.Unit(random() * 10, u.ohm).full_units\n\t# siemems\n\tprint u.Unit(random() * 10, u.siemens).full_units\n\t# weber\n\tprint u.Unit(random() * 10, u.weber).full_units\n\t# tesla\n\tprint u.Unit(random() * 10, u.tesla).full_units\n\t# henry\n\tprint u.Unit(random() * 10, u.henry).full_units\n\t# degree celcius\n\tprint u.Unit(random() * 10, u.degree_celcius).full_units\n\t#\u00a0lumen\n\tprint u.Unit(random() * 10, u.lumen).full_units\n\t# lux\n\tprint u.Unit(random() * 10, u.lux).full_units\n\t# becquerel\n\tprint u.Unit(random() * 10, u.becquerel).full_units\n\t# gray\n\tprint u.Unit(random() * 10, u.gray).full_units\n\t# sievert\n\tprint u.Unit(random() * 10, u.sievert).full_units\n\t# katal\n\tprint u.Unit(random() * 10, u.katal).full_units\n\n* Arbitrary derived units\n\n.. code:: python\n\n\timport units as u\n\tspeed = u.DerivedUnit.define('speed', metre / second)\n\tv = Unit(10, speed)\n\n* Arbitrary custom units\n\n.. code:: python\n\n\tfrom __future__ import division\n\tfrom units import BaseUnit\n\n\tclass CommUnit(BaseUnit):\n\t    \"\"\"Template class for communication units\"\"\"\n\t    def __init__(self, *args, **kwargs):\n\t        super(CommUnit, self).__init__(*args, **kwargs)\n\t        # redefine the base units\n\t        self.unit_dict = {\n\t            'b': 0,\n\t            's': 0,\n\t            'B': 0,\n\t        }\n\t    @classmethod\n\t    def define(cls, key, value=1):\n\t    \t\"\"\"Constructor\"\"\"\n\t        obj = cls()\n\t        assert key in obj.unit_dict.keys()\n\t        assert isinstance(value, int)\n\t        obj.unit_dict[key] = value\n\t        return obj\n\nwhich will be used as follows\n\n.. code:: python\n\n\tbit = CommUnit.define('b') # define a bit as referring to the 'b' unit\n\tsecond = CommUnit.define('s') # a second is 's'\n\tdata = Unit(32, bit)\n\tT = Unit(4, second)\n\t# data rate\n\tprint data / T # 8.0 b\u00b7s^-1 - 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