BDEPEND=doc? ( || ( ( dev-lang/python:3.12 >=dev-python/sphinx-7.2.6[python_targets_python3_12(-)] dev-python/insipid-sphinx-theme[python_targets_python3_12(-)] ) ( dev-lang/python:3.11 >=dev-python/sphinx-7.2.6[python_targets_python3_11(-)] dev-python/insipid-sphinx-theme[python_targets_python3_11(-)] ) ( dev-lang/pypy:3.10[symlink] >=dev-python/sphinx-7.2.6[python_targets_pypy3(-)] dev-python/insipid-sphinx-theme[python_targets_pypy3(-)] ) ) ) python_targets_pypy3? ( dev-lang/pypy:3.10=[symlink] ) python_targets_python3_11? ( dev-lang/python:3.11 ) python_targets_python3_12? ( dev-lang/python:3.12 ) >=dev-python/gpep517-15[python_targets_pypy3(-)?,python_targets_python3_11(-)?,python_targets_python3_12(-)?] >=dev-python/setuptools-69.0.3[python_targets_pypy3(-)?,python_targets_python3_11(-)?,python_targets_python3_12(-)?]
DEFINED_PHASES=compile configure install prepare test
DESCRIPTION=KaTeX Sphinx extension for rendering of math in HTML pages
EAPI=8
HOMEPAGE=https://github.com/hagenw/sphinxcontrib-katex
INHERIT=distutils-r1 pypi
IUSE=doc python_targets_pypy3 python_targets_python3_11 python_targets_python3_12
KEYWORDS=~amd64
LICENSE=MIT
RDEPEND=>=dev-python/sphinx-4.5.0-r1[python_targets_pypy3(-)?,python_targets_python3_11(-)?,python_targets_python3_12(-)?] python_targets_pypy3? ( dev-lang/pypy:3.10=[symlink] ) python_targets_python3_11? ( dev-lang/python:3.11 ) python_targets_python3_12? ( dev-lang/python:3.12 )
REQUIRED_USE=|| ( python_targets_pypy3 python_targets_python3_11 python_targets_python3_12 )
SLOT=0
SRC_URI=https://files.pythonhosted.org/packages/source/s/sphinxcontrib-katex/sphinxcontrib-katex-0.9.9.tar.gz
_eclasses_=toolchain-funcs	6afdb6107430c1832ca7e16aacbf8fa1	multilib	b2a329026f2e404e9e371097dda47f96	flag-o-matic	357f1a896fbedcd06e5ce55419c49eb9	out-of-source-utils	dbf9e34ee8964084651e25907fa8f52c	multibuild	4650a65187015567b4e041bb9bfdb364	multiprocessing	1e32df7deee68372153dca65f4a7c21f	ninja-utils	2df4e452cea39a9ec8fb543ce059f8d6	python-utils-r1	b7726144f5af59e186d66746d0f513e5	python-r1	fa2daad0051275fa416115c76e53b1de	distutils-r1	85ccd3b54a6533fb120ee52b7c76a3df	pypi	ad1b21f87d117ae9bb089bdb65b8f013
_md5_=6c50afbddc0b5821d85e8173435cb8fd