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    "info": {
        "author": "C. Forssen and H. T. Johansson",
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        "description": "WIGXJPF evaluates Wigner 3j, 6j and 9j symbols\naccurately using prime factorisation and multi-word integer arithmetic.\n\nKnown issue\n-----------\n\nPlease install pycparser first.\n\n(See https://github.com/pypa/setuptools/issues/391#issuecomment-202919511 )\n\nInline usage information\n------------------------\n\nAvailable inline::\n\n    import pywigxjpf as wig\n    help(wig)                # For interfaces.\n    help(wig.pywigxjpf)      # For usage information.\n\nLibrary usage\n-------------\n\nThe python interface to wigxjpf uses cffi.\n\nDefines seven functions::\n\n    wig_table_init(max_two_j,wigner_type)\n    wig_table_free()\n    wig_temp_init(max_two_j)\n    wig_temp_free()\n\n    wig3jj(jj1,jj2,jj3, mm1,mm2,mm3)\n    wig6jj(jj1,jj2,jj3, jj4,jj5,jj6)\n    wig9jj(jj1,jj2,jj3, jj4,jj5,jj6, jj7,jj8,jj9)\n\nNote that the arguments are to be given as integers, with\ntwice the numeric value (this is what jj tries to indicate).\nI.e. half-integer arguments will be passed as odd integers.\n\nThe two init functions must be called before evaluating any\nsymbol.\n\nIn addition, interfaces that take an array with the arguments\nare also provided::\n\n    wig3jj_array([jj1,jj2,jj3, mm1,mm2,mm3])\n    wig6jj_array([jj1,jj2,jj3, jj4,jj5,jj6])\n    wig9jj_array([jj1,jj2,jj3, jj4,jj5,jj6, jj7,jj8,jj9])",
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        "license": "GPLv3",
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        "summary": "Wigner Symbols",
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