pax_global_header00006660000000000000000000000064124043752060014515gustar00rootroot0000000000000052 comment=4b4e2dba53f130ec741c0f42b8c82c43d6d6e90f geopandas-0.1.1/000077500000000000000000000000001240437520600134555ustar00rootroot00000000000000geopandas-0.1.1/.coveragerc000066400000000000000000000002251240437520600155750ustar00rootroot00000000000000[report] exclude_lines = pragma: no cover def __repr__ raise AssertionError raise NotImplementedError if __name__ == .__main__.: geopandas-0.1.1/.gitignore000066400000000000000000000001241240437520600154420ustar00rootroot00000000000000.coverage *.pyc build dist doc/_build geopandas.egg-info geopandas/version.py *.py~ geopandas-0.1.1/.requirements-2.6.txt000066400000000000000000000000261240437520600173200ustar00rootroot00000000000000unittest2 ordereddict geopandas-0.1.1/.travis.yml000066400000000000000000000020021240437520600155600ustar00rootroot00000000000000language: python python: - 2.6 - 2.7 - 3.2 - 3.3 - 3.4 env: - PANDAS_VERSION=v0.13.1 - PANDAS_VERSION=v0.14.0 - PANDAS_VERSION=master matrix: exclude: - python: 2.6 env: PANDAS_VERSION=v0.14.0 before_install: - sudo add-apt-repository -y ppa:ubuntugis/ppa - sudo apt-get update - sudo apt-get install gdal-bin libgdal-dev # - sudo -u postgres psql -c "drop database if exists test_geopandas" # - sudo -u postgres psql -c "create database test_geopandas" # - sudo -u postgres psql -c "create extension postgis" -d test_geopandas install: - pip install -r requirements.txt --use-mirrors - pip install -r requirements.test.txt --use-mirrors - if [[ $TRAVIS_PYTHON_VERSION == '2.6' ]]; then pip install -r .requirements-2.6.txt --use-mirrors; fi - git clone git://github.com/pydata/pandas.git - cd pandas - git checkout $PANDAS_VERSION - python setup.py install - cd .. script: - py.test tests --cov geopandas -v --cov-report term-missing after_success: - coveralls geopandas-0.1.1/CONTRIBUTING.md000066400000000000000000000043731240437520600157150ustar00rootroot00000000000000Guidelines ========== Contributions to GeoPandas are very welcome. They are likely to be accepted more quickly if they follow these guidelines. At this stage of GeoPandas development, the priorities are to define a simple, usable, and stable API and to have clean, maintainable, readable code. Performance matters, but not at the expense of those goals. In general, GeoPandas follows the conventions of the pandas project where applicable. Please read [pandas contributing guidelines](https://github.com/pydata/pandas/blob/master/CONTRIBUTING.md). In particular, when submitting a pull request: - All existing tests should pass. Please make sure that the test suite passes, both locally and on [Travis CI](https://travis-ci.org/geopandas/geopandas). Status on Travis will be visible on a pull request. If you want to enable Travis CI on your own fork, please read the pandas guidelines link above or the [getting started docs](http://about.travis-ci.org/docs/user/getting-started/). - New functionality should include tests. Please write reasonable tests for your code and make sure that they pass on your pull request. - Classes, methods, functions, etc. should have docstrings. The first line of a docstring should be a standalone summary. Parameters and return values should be ducumented explicitly. Improving the documentation and testing for code already in GeoPandas is a great way to get started if you'd like to make a contribution. Style ----- - GeoPandas supports python 2 (2.6+) and python 3 (3.2+) with a single code base. Use modern python idioms when possible that are compatibile with both major versions, and use the [six](https://pythonhosted.org/six) library where helpful to smooth over the differences. Use `from __future__ import` statements where appropriate. Test code locally in both python 2 and python 3 when possible (all supported versions will be automatically tested on Travis CI). - Follow PEP 8 when possible. - Imports should be grouped with standard library imports first, 3rd-party libraries next, and geopandas imports third. Within each grouping, imports should be alphabetized. Always use absolute imports when possible, and explicit relative imports for local imports when necessary in tests. geopandas-0.1.1/LICENSE.txt000066400000000000000000000027331240437520600153050ustar00rootroot00000000000000Copyright (c) 2013, GeoPandas developers. All rights reserved. Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: * Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. * Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. * Neither the name of Enthought, Inc. nor the names of its contributors may be used to endorse or promote products derived from this software without specific prior written permission. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. geopandas-0.1.1/README.md000066400000000000000000000100301240437520600147260ustar00rootroot00000000000000GeoPandas [![build status](https://secure.travis-ci.org/geopandas/geopandas.png?branch=master)](https://travis-ci.org/geopandas/geopandas) [![Coverage Status](https://coveralls.io/repos/geopandas/geopandas/badge.png)](https://coveralls.io/r/geopandas/geopandas) ========= Python tools for geographic data Introduction ------------ GeoPandas is a project to add support for geographic data to [pandas](http://pandas.pydata.org) objects. It currently implements `GeoSeries` and `GeoDataFrame` types which are subclasses of `pandas.Series` and `pandas.DataFrame` respectively. GeoPandas objects can act on [shapely](http://toblerity.github.io/shapely) geometry objects and perform geometric operations. GeoPandas geometry operations are cartesian. The coordinate reference system (crs) can be stored as an attribute on an object, and is automatically set when loading from a file. Objects may be transformed to new coordinate systems with the `to_crs()` method. There is currently no enforcement of like coordinates for operations, but that may change in the future. Examples -------- >>> p1 = Polygon([(0, 0), (1, 0), (1, 1)]) >>> p2 = Polygon([(0, 0), (1, 0), (1, 1), (0, 1)]) >>> p3 = Polygon([(2, 0), (3, 0), (3, 1), (2, 1)]) >>> g = GeoSeries([p1, p2, p3]) >>> g 0 POLYGON ((0.0000000000000000 0.000000000000000... 1 POLYGON ((0.0000000000000000 0.000000000000000... 2 POLYGON ((2.0000000000000000 0.000000000000000... dtype: object ![Example 1](examples/test.png) Some geographic operations return normal pandas object. The `area` property of a `GeoSeries` will return a `pandas.Series` containing the area of each item in the `GeoSeries`: >>> print g.area 0 0.5 1 1.0 2 1.0 dtype: float64 Other operations return GeoPandas objects: >>> g.buffer(0.5) Out[15]: 0 POLYGON ((-0.3535533905932737 0.35355339059327... 1 POLYGON ((-0.5000000000000000 0.00000000000000... 2 POLYGON ((1.5000000000000000 0.000000000000000... dtype: object ![Example 2](examples/test_buffer.png) GeoPandas objects also know how to plot themselves. GeoPandas uses [descartes](https://pypi.python.org/pypi/descartes) to generate a [matplotlib](http://matplotlib.org) plot. To generate a plot of our GeoSeries, use: >>> g.plot() GeoPandas also implements alternate constructors that can read any data format recognized by [fiona](http://toblerity.github.io/fiona). To read a [file containing the boroughs of New York City](http://www.nyc.gov/html/dcp/download/bytes/nybb_14aav.zip): >>> boros = GeoDataFrame.from_file('nybb.shp') >>> boros.set_index('BoroCode', inplace=True) >>> boros.sort() >>> boros BoroName Shape_Area Shape_Leng \ BoroCode 1 Manhattan 6.364422e+08 358532.956418 2 Bronx 1.186804e+09 464517.890553 3 Brooklyn 1.959432e+09 726568.946340 4 Queens 3.049947e+09 861038.479299 5 Staten Island 1.623853e+09 330385.036974 geometry BoroCode 1 (POLYGON ((981219.0557861328125000 188655.3157... 2 (POLYGON ((1012821.8057861328125000 229228.264... 3 (POLYGON ((1021176.4790039062500000 151374.796... 4 (POLYGON ((1029606.0765991210937500 156073.814... 5 (POLYGON ((970217.0223999023437500 145643.3322... ![New York City boroughs](examples/nyc.png) >>> boros['geometry'].convex_hull 0 POLYGON ((915517.6877458114176989 120121.88125... 1 POLYGON ((1000721.5317993164062500 136681.7761... 2 POLYGON ((988872.8212280273437500 146772.03179... 3 POLYGON ((977855.4451904296875000 188082.32238... 4 POLYGON ((1017949.9776000976562500 225426.8845... dtype: object ![Convex hulls of New York City boroughs](examples/nyc_hull.png) TODO ---- - Finish implementing and testing pandas methods on GeoPandas objects - The current GeoDataFrame does not do very much. - spatial joins, grouping and more... geopandas-0.1.1/doc/000077500000000000000000000000001240437520600142225ustar00rootroot00000000000000geopandas-0.1.1/doc/Makefile000066400000000000000000000127211240437520600156650ustar00rootroot00000000000000# Makefile for Sphinx documentation # # You can set these variables from the command line. 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The HTML pages are in %BUILDDIR%/singlehtml. goto end ) if "%1" == "pickle" ( %SPHINXBUILD% -b pickle %ALLSPHINXOPTS% %BUILDDIR%/pickle if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the pickle files. goto end ) if "%1" == "json" ( %SPHINXBUILD% -b json %ALLSPHINXOPTS% %BUILDDIR%/json if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can process the JSON files. goto end ) if "%1" == "htmlhelp" ( %SPHINXBUILD% -b htmlhelp %ALLSPHINXOPTS% %BUILDDIR%/htmlhelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run HTML Help Workshop with the ^ .hhp project file in %BUILDDIR%/htmlhelp. goto end ) if "%1" == "qthelp" ( %SPHINXBUILD% -b qthelp %ALLSPHINXOPTS% %BUILDDIR%/qthelp if errorlevel 1 exit /b 1 echo. echo.Build finished; now you can run "qcollectiongenerator" with the ^ .qhcp project file in %BUILDDIR%/qthelp, like this: echo.^> qcollectiongenerator %BUILDDIR%\qthelp\GeoPandas.qhcp echo.To view the help file: echo.^> assistant -collectionFile %BUILDDIR%\qthelp\GeoPandas.ghc goto end ) if "%1" == "devhelp" ( %SPHINXBUILD% -b devhelp %ALLSPHINXOPTS% %BUILDDIR%/devhelp if errorlevel 1 exit /b 1 echo. echo.Build finished. goto end ) if "%1" == "epub" ( %SPHINXBUILD% -b epub %ALLSPHINXOPTS% %BUILDDIR%/epub if errorlevel 1 exit /b 1 echo. echo.Build finished. The epub file is in %BUILDDIR%/epub. goto end ) if "%1" == "latex" ( %SPHINXBUILD% -b latex %ALLSPHINXOPTS% %BUILDDIR%/latex if errorlevel 1 exit /b 1 echo. echo.Build finished; the LaTeX files are in %BUILDDIR%/latex. goto end ) if "%1" == "text" ( %SPHINXBUILD% -b text %ALLSPHINXOPTS% %BUILDDIR%/text if errorlevel 1 exit /b 1 echo. echo.Build finished. The text files are in %BUILDDIR%/text. goto end ) if "%1" == "man" ( %SPHINXBUILD% -b man %ALLSPHINXOPTS% %BUILDDIR%/man if errorlevel 1 exit /b 1 echo. echo.Build finished. The manual pages are in %BUILDDIR%/man. goto end ) if "%1" == "texinfo" ( %SPHINXBUILD% -b texinfo %ALLSPHINXOPTS% %BUILDDIR%/texinfo if errorlevel 1 exit /b 1 echo. echo.Build finished. The Texinfo files are in %BUILDDIR%/texinfo. goto end ) if "%1" == "gettext" ( %SPHINXBUILD% -b gettext %I18NSPHINXOPTS% %BUILDDIR%/locale if errorlevel 1 exit /b 1 echo. echo.Build finished. The message catalogs are in %BUILDDIR%/locale. goto end ) if "%1" == "changes" ( %SPHINXBUILD% -b changes %ALLSPHINXOPTS% %BUILDDIR%/changes if errorlevel 1 exit /b 1 echo. echo.The overview file is in %BUILDDIR%/changes. goto end ) if "%1" == "linkcheck" ( %SPHINXBUILD% -b linkcheck %ALLSPHINXOPTS% %BUILDDIR%/linkcheck if errorlevel 1 exit /b 1 echo. echo.Link check complete; look for any errors in the above output ^ or in %BUILDDIR%/linkcheck/output.txt. goto end ) if "%1" == "doctest" ( %SPHINXBUILD% -b doctest %ALLSPHINXOPTS% %BUILDDIR%/doctest if errorlevel 1 exit /b 1 echo. echo.Testing of doctests in the sources finished, look at the ^ results in %BUILDDIR%/doctest/output.txt. goto end ) :end geopandas-0.1.1/doc/source/000077500000000000000000000000001240437520600155225ustar00rootroot00000000000000geopandas-0.1.1/doc/source/_static/000077500000000000000000000000001240437520600171505ustar00rootroot00000000000000geopandas-0.1.1/doc/source/_static/boros_with_holes.png000066400000000000000000004421401240437520600232340ustar00rootroot00000000000000PNG  IHDRxFsBIT|d pHYsaa?i IDATxyX9-TRJY2c؍J&La,cd>c!ɾ36QKR:=?:9vau]]?srMYT(!BlC; B!$xB!ٌ$xB!ٌ$xB!ٌ$xB!ٌ$xB!ٌ$xB!ٌ$xB!ٌ$xB!ٌ^ x☙_3}tnܸ*vӦMtGGGʕ+9vXZZjaaaAժU1cFqqqqу%Kbcc+aaaiƞ>}lll(Y$={$>>>XTkf|B!5 r%zƍiѢ+WTR:uJ7aZlӧO6m{رcԭ[={9k,|||R AAA4mڔ3p@$ׯφ 4hK.EPn]BCCub?NݺuXldԫWFۿ ;AAATT ooo̙'B9RpTn߾)͛7^+V_EGG+FFFJ۶m^zXYY)>>>:FRt TT*rAׯ_+%JP\]]u;;;+%KT8T*%((HOѣu{{{+J|||B!gP$0(P+꼦:qs&Gim۶'OЩS'؎;2~x~W ʕ+qtt^zڸ9ry666İw^F6~.\+WҪU+~W4 ;vLUؾ};ÇٳGGGLLL2؄B!Y||}4RSǏh4:B!6;q1vXs/22ӬY3~(VgϞՉ"../B{hѢDDDKdd$* GGGSJΔؿYX1^x͛7S:B!6z'x~~~;QF1rT *-[tym۶agg7nnnXYYb +V`dd3LJ(:ڵkquuųٙ@!!!ܺu:hmCC4۷]ߏE!ⳣ<F ...6^:ys,]֭[ӢE ={ڵke֬Y9s2j(뇅΄G~tTjժnݚ &`cc {.:9r$5o{0bUF-qՋW_sN5k6+u^^^ (yM7{k,^zZVT*U/ZKLLTvܩSqttTʖ-Oʑ#GҬ7 @YbnnTREO3...N޽Rxq%o޼fSggg%o޼Jŕ={qӕʕ++JZիWg9)@m !B|7TIé\2aaaq'11]_2f̘O!BGVSvm޽;.\˗ d7oή]x$y"[O!GիWquudɒx7oҨQO۹7j(mrzO!$xB!>RT)011y:̙ӧO߿?fffYC8u?m O9xB!> ;;;:u]hh(}aԨQINNΒ=zׯ_k_nmڴݝƍ%)H's 6mϧnݺ9rwwwѣW^}CBB4lؐ RLw}Ç)S GβRBٽ{7?fTVjժv͛Yx1 .B 4jԈ!C`mmw3f gΜL2*Uhmۖ1c0n8vɓ'QTYB|D2'DEEèQljtFόpwwgҥl۶ ooobbb6m666|ozY&M}{{{/^+OׯO&?CFB|mrqY̍KJJJ~|ݻ7{&00kײ~n݊Zb(P U۷oV믿ΰ;w&117oIHHoߦ`B|L2'lڴ9sjvyu k֬Iw.w}ǖ-[ػw/Æ #O<̞=GGGj֬˵+RP!nܸ7|i? 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Default is the same as html_title. #html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. #html_logo = None # The name of an image file (within the static path) to use as favicon of the # docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 # pixels large. #html_favicon = None # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. #html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. #html_use_smartypants = True # Custom sidebar templates, maps document names to template names. #html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. #html_additional_pages = {} # If false, no module index is generated. #html_domain_indices = True # If false, no index is generated. #html_use_index = True # If true, the index is split into individual pages for each letter. #html_split_index = False # If true, links to the reST sources are added to the pages. #html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. #html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. #html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. #html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). #html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'GeoPandasdoc' # -- Options for LaTeX output -------------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). #'papersize': 'letterpaper', # The font size ('10pt', '11pt' or '12pt'). #'pointsize': '10pt', # Additional stuff for the LaTeX preamble. #'preamble': '', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass [howto/manual]). latex_documents = [ ('index', 'GeoPandas.tex', u'GeoPandas Documentation', u'Kelsey Jordahl', 'manual'), ] # The name of an image file (relative to this directory) to place at the top of # the title page. #latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. #latex_use_parts = False # If true, show page references after internal links. #latex_show_pagerefs = False # If true, show URL addresses after external links. #latex_show_urls = False # Documents to append as an appendix to all manuals. #latex_appendices = [] # If false, no module index is generated. #latex_domain_indices = True # -- Options for manual page output -------------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). man_pages = [ ('index', 'geopandas', u'GeoPandas Documentation', [u'Kelsey Jordahl'], 1) ] # If true, show URL addresses after external links. #man_show_urls = False # -- Options for Texinfo output ------------------------------------------------ # Grouping the document tree into Texinfo files. List of tuples # (source start file, target name, title, author, # dir menu entry, description, category) texinfo_documents = [ ('index', 'GeoPandas', u'GeoPandas Documentation', u'Kelsey Jordahl', 'GeoPandas', 'One line description of project.', 'Miscellaneous'), ] # Documents to append as an appendix to all manuals. #texinfo_appendices = [] # If false, no module index is generated. #texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. #texinfo_show_urls = 'footnote' geopandas-0.1.1/doc/source/index.rst000066400000000000000000000022321240437520600173620ustar00rootroot00000000000000GeoPandas |version| =================== GeoPandas is an open source project to make working with geospatial data in python easier. GeoPandas extends the datatypes used by `pandas`_ to allow spatial operations on geometric types. Geometric operations are performed by `shapely`_. Geopandas further depends on `fiona`_ for file access and `descartes`_ and `matplotlib`_ for plotting. .. _pandas: http://pandas.pydata.org .. _shapely: http://toblerity.github.io/shapely .. _fiona: http://toblerity.github.io/fiona .. _Descartes: https://pypi.python.org/pypi/descartes .. _matplotlib: http://matplotlib.org Description ----------- The goal of GeoPandas is to make working with geospatial data in python easier. It combines the capabilities of pandas and shapely, providing geospatial operations in pandas and a high-level interface to multiple geometries to shapely. GeoPandas enables you to easily do operations in python that would otherwise require a spatial database such as PostGIS. .. toctree:: :maxdepth: 2 Installation User Guide About Indices and tables ================== * :ref:`genindex` * :ref:`modindex` * :ref:`search` geopandas-0.1.1/doc/source/install.rst000066400000000000000000000034161240437520600177260ustar00rootroot00000000000000Installation ============ The released version of GeoPandas is 0.1. To install the released version, use ``pip install geopandas``. You may install the latest development version by cloning the `GitHub`_ repository and using the setup script:: git clone https://github.com/geopandas/geopandas.git cd geopandas python setup.py install It is also possible to install the latest development version available on PyPI with `pip` by adding the ``--pre`` flag for pip 1.4 and later, or to use `pip` to install directly from the GitHub repository with:: pip install git+git://github.com/geopandas/geopandas.git Dependencies ------------ Supports Python versions 2.6, 2.7, and 3.2+. - `numpy`_ - `pandas`_ (version 0.13 or later) - `shapely`_ - `fiona`_ - `six`_ - `geopy`_ 0.99 (optional; for geocoding) - `psycopg2`_ (optional; for PostGIS connection) For plotting, these additional packages may be used: - `matplotlib`_ - `descartes`_ - `pysal`_ Testing ------- To run the current set of tests from the source directory, run:: nosetests -v from a command line. Tests are automatically run on all commits on the GitHub repository, including pull requests, on `Travis CI`_. .. _PyPI: https://pypi.python.org/pypi/geopandas .. _GitHub: https://github.com/geopandas/geopandas .. _numpy: http://www.numpy.org .. _pandas: http://pandas.pydata.org .. _shapely: http://toblerity.github.io/shapely .. _fiona: http://toblerity.github.io/fiona .. _Descartes: https://pypi.python.org/pypi/descartes .. _matplotlib: http://matplotlib.org .. _geopy: https://github.com/geopy/geopy .. _six: https://pythonhosted.org/six .. _psycopg2: https://pypi.python.org/pypi/psycopg2 .. _pysal: http://pysal.org .. _Travis CI: https://travis-ci.org/geopandas/geopandas .. toctree:: :maxdepth: 2 geopandas-0.1.1/doc/source/user.rst000066400000000000000000000404231240437520600172350ustar00rootroot00000000000000GeoPandas User Guide ==================== GeoPandas implements two main data structures, a ``GeoSeries`` and a ``GeoDataFrame``. These are subclasses of pandas ``Series`` and ``DataFrame``, respectively. GeoSeries --------- A ``GeoSeries`` contains a sequence of geometries. The ``GeoSeries`` class implements nearly all of the attributes and methods of Shapely objects. When applied to a ``GeoSeries``, they will apply elementwise to all geometries in the series. Binary operations can be applied between two ``GeoSeries``, in which case the operation is carried out elementwise. The two series will be aligned by matching indices. Binary operations can also be applied to a single geometry, in which case the operation is carried out for each element of the series with that geometry. In either case, a ``Series`` or a ``GeoSeries`` will be returned, as appropriate. The following Shapely methods and attributes are available on ``GeoSeries`` objects: .. attribute:: GeoSeries.area Returns a ``Series`` containing the area of each geometry in the ``GeoSeries``. .. attribute:: GeoSeries.bounds Returns a ``DataFrame`` with columns ``minx``, ``miny``, ``maxx``, ``maxy`` values containing the bounds for each geometry. (see ``GeoSeries.total_bounds`` for the limits of the entire series). .. attribute:: GeoSeries.length Returns a ``Series`` containing the length of each geometry. .. attribute:: GeoSeries.geom_type Returns a ``Series`` of strings specifying the `Geometry Type` of each object. .. method:: GeoSeries.distance(other) Returns a ``Series`` containing the minimum distance to the `other` ``GeoSeries`` (elementwise) or geometric object. .. method:: GeoSeries.representative_point() Returns a ``GeoSeries`` of (cheaply computed) points that are guaranteed to be within each geometry. .. attribute:: GeoSeries.exterior Returns a ``GeoSeries`` of LinearRings representing the outer boundary of each polygon in the GeoSeries. (Applies to GeoSeries containing only Polygons). .. attribute:: GeoSeries.interiors Returns a ``GeoSeries`` of InteriorRingSequences representing the inner rings of each polygon in the GeoSeries. (Applies to GeoSeries containing only Polygons). `Unary Predicates` .. attribute:: GeoSeries.is_empty Returns a ``Series`` of ``dtype('bool')`` with value ``True`` for empty geometries. .. attribute:: GeoSeries.is_ring Returns a ``Series`` of ``dtype('bool')`` with value ``True`` for features that are closed. .. attribute:: GeoSeries.is_simple Returns a ``Series`` of ``dtype('bool')`` with value ``True`` for geometries that do not cross themselves (meaningful only for `LineStrings` and `LinearRings`). .. attribute:: GeoSeries.is_valid Returns a ``Series`` of ``dtype('bool')`` with value ``True`` for geometries that are valid. `Binary Predicates` .. method:: GeoSeries.almost_equals(other[, decimal=6]) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if each object is approximately equal to the `other` at all points to specified `decimal` place precision. (See also :meth:`equals`) .. method:: GeoSeries.contains(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if each object's `interior` contains the `boundary` and `interior` of the other object and their boundaries do not touch at all. .. method:: GeoSeries.crosses(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if the `interior` of each object intersects the `interior` of the other but does not contain it, and the dimension of the intersection is less than the dimension of the one or the other. .. method:: GeoSeries.disjoint(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if the `boundary` and `interior` of each object does not intersect at all with those of the other. .. method:: GeoSeries.equals(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if if the set-theoretic `boundary`, `interior`, and `exterior` of each object coincides with those of the other. .. method:: GeoSeries.intersects(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if if the `boundary` and `interior` of each object intersects in any way with those of the other. .. method:: GeoSeries.touches(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if the objects have at least one point in common and their interiors do not intersect with any part of the other. .. method:: GeoSeries.within(other) Returns a ``Series`` of ``dtype('bool')`` with value ``True`` if each object's `boundary` and `interior` intersect only with the `interior` of the other (not its `boundary` or `exterior`). (Inverse of :meth:`contains`) `Set-theoretic Methods` .. attribute:: GeoSeries.boundary Returns a ``GeoSeries`` of lower dimensional objects representing each geometries's set-theoretic `boundary`. .. attribute:: GeoSeries.centroid Returns a ``GeoSeries`` of points for each geometric centroid. .. method:: GeoSeries.difference(other) Returns a ``GeoSeries`` of the points in each geometry that are not in the *other* object. .. method:: GeoSeries.intersection(other) Returns a ``GeoSeries`` of the intersection of each object with the `other` geometric object. .. method:: GeoSeries.symmetric_difference(other) Returns a ``GeoSeries`` of the points in each object not in the `other` geometric object, and the points in the `other` not in this object. .. method:: GeoSeries.union(other) Returns a ``GeoSeries`` of the union of points from each object and the `other` geometric object. `Constructive Methods` .. method:: GeoSeries.buffer(distance, resolution=16) Returns a ``GeoSeries`` of geometries representing all points within a given `distance` of each geometric object. .. attribute:: GeoSeries.convex_hull Returns a ``GeoSeries`` of geometries representing the smallest convex `Polygon` containing all the points in each object unless the number of points in the object is less than three. For two points, the convex hull collapses to a `LineString`; for 1, a `Point`. .. attribute:: GeoSeries.envelope Returns a ``GeoSeries`` of geometries representing the point or smallest rectangular polygon (with sides parallel to the coordinate axes) that contains each object. .. method:: GeoSeries.simplify(tolerance, preserve_topology=True) Returns a ``GeoSeries`` containing a simplified representation of each object. `Affine transformations` .. method:: GeoSeries.rotate(self, angle, origin='center', use_radians=False) Rotate the coordinates of the GeoSeries. .. method:: GeoSeries.scale(self, xfact=1.0, yfact=1.0, zfact=1.0, origin='center') Scale the geometries of the GeoSeries along each (x, y, z) dimensio. .. method:: GeoSeries.skew(self, angle, origin='center', use_radians=False) Shear/Skew the geometries of the GeoSeries by angles along x and y dimensions. .. method:: GeoSeries.translate(self, angle, origin='center', use_radians=False) Shift the coordinates of the GeoSeries. `Aggregating methods` .. attribute:: GeoSeries.unary_union Return a geometry containing the union of all geometries in the ``GeoSeries``. Additionally, the following methods are implemented: .. method:: GeoSeries.from_file() Load a ``GeoSeries`` from a file from any format recognized by `fiona`_. .. method:: GeoSeries.to_crs(crs=None, epsg=None) Transform all geometries in a GeoSeries to a different coordinate reference system. The ``crs`` attribute on the current GeoSeries must be set. Either ``crs`` in dictionary form or an EPSG code may be specified for output. This method will transform all points in all objects. It has no notion or projecting entire geometries. All segments joining points are assumed to be lines in the current projection, not geodesics. Objects crossing the dateline (or other projection boundary) will have undesirable behavior. .. method:: GeoSeries.plot(colormap='Set1', alpha=0.5, axes=None) Generate a plot of the geometries in the ``GeoSeries``. ``colormap`` can be any recognized by matplotlib, but discrete colormaps such as ``Accent``, ``Dark2``, ``Paired``, ``Pastel1``, ``Pastel2``, ``Set1``, ``Set2``, or ``Set3`` are recommended. Wraps the ``plot_series()`` function. .. attribute:: GeoSeries.total_bounds Returns a tuple containing ``minx``, ``miny``, ``maxx``, ``maxy`` values for the bounds of the series as a whole. See ``GeoSeries.bounds`` for the bounds of the geometries contained in the series. Methods of pandas ``Series`` objects are also available, although not all are applicable to geometric objects and some may return a ``Series`` rather than a ``GeoSeries`` result. The methods ``copy()``, ``align()``, ``isnull()`` and ``fillna()`` have been implemented specifically for ``GeoSeries`` and are expected to work correctly. GeoDataFrame ------------ A ``GeoDataFrame`` is a tablular data structure that contains a column called ``geometry`` which contains a `GeoSeries``. Currently, the following methods are implemented for a ``GeoDataFrame``: .. classmethod:: GeoDataFrame.from_file(filename, **kwargs) Load a ``GeoDataFrame`` from a file from any format recognized by `fiona`_. See ``read_file()``. .. classmethod:: GeoDataFrame.from_postgis(sql, con, geom_col='geom', crs=None, index_col=None, coerce_float=True, params=None) Load a ``GeoDataFrame`` from a file from a PostGIS database. See ``read_postgis()``. .. method:: GeoSeries.to_crs(crs=None, epsg=None, inplace=False) Transform all geometries in the ``geometry`` column of a GeoDataFrame to a different coordinate reference system. The ``crs`` attribute on the current GeoSeries must be set. Either ``crs`` in dictionary form or an EPSG code may be specified for output. If ``inplace=True`` the geometry column will be replaced in the current dataframe, otherwise a new GeoDataFrame will be returned. This method will transform all points in all objects. It has no notion or projecting entire geometries. All segments joining points are assumed to be lines in the current projection, not geodesics. Objects crossing the dateline (or other projection boundary) will have undesirable behavior. .. method:: GeoSeries.to_file(filename, driver="ESRI Shapefile", **kwargs) Write the ``GeoDataFrame`` to a file. By default, an ESRI shapefile is written, but any OGR data source supported by Fiona can be written. ``**kwargs`` are passed to the Fiona driver. .. method:: GeoSeries.to_json(**kwargs) Returns a GeoJSON representation of the ``GeoDataFrame`` as a string. .. method:: GeoDataFrame.plot(column=None, colormap=None, alpha=0.5, categorical=False, legend=False, axes=None) Generate a plot of the geometries in the ``GeoDataFrame``. If the ``column`` parameter is given, colors plot according to values in that column, otherwise calls ``GeoSeries.plot()`` on the ``geometry`` column. Wraps the ``plot_dataframe()`` function. All pandas ``DataFrame`` methods are also available, although they may not operate in a meaningful way on the ``geometry`` column and may not return a ``GeoDataFrame`` result even when it would be appropriate to do so. Geopandas functions ------------------- .. function:: geopandas.geocode.geocode(strings, provider='googlev3', **kwargs) Geocode a list of strings and return a GeoDataFrame containing the resulting points in its ``geometry`` column. Available ``provider``s include ``googlev3``, ``bing``, ``google``, ``yahoo``, ``mapquest``, and ``openmapquest``. ``**kwargs`` will be passed as parameters to the appropriate geocoder. Requires `geopy`_. Please consult the Terms of Service for the chosen provider. Examples -------- .. sourcecode:: python >>> p1 = Polygon([(0, 0), (1, 0), (1, 1)]) >>> p2 = Polygon([(0, 0), (1, 0), (1, 1), (0, 1)]) >>> p3 = Polygon([(2, 0), (3, 0), (3, 1), (2, 1)]) >>> g = GeoSeries([p1, p2, p3]) >>> g 0 POLYGON ((0.0000000000000000 0.000000000000000... 1 POLYGON ((0.0000000000000000 0.000000000000000... 2 POLYGON ((2.0000000000000000 0.000000000000000... dtype: object .. image:: _static/test.png Some geographic operations return normal pandas object. The ``area`` property of a ``GeoSeries`` will return a ``pandas.Series`` containing the area of each item in the ``GeoSeries``: .. sourcecode:: python >>> print g.area 0 0.5 1 1.0 2 1.0 dtype: float64 Other operations return GeoPandas objects: .. sourcecode:: python >>> g.buffer(0.5) Out[15]: 0 POLYGON ((-0.3535533905932737 0.35355339059327... 1 POLYGON ((-0.5000000000000000 0.00000000000000... 2 POLYGON ((1.5000000000000000 0.000000000000000... dtype: object .. image:: _static/test_buffer.png GeoPandas objects also know how to plot themselves. GeoPandas uses `descartes`_ to generate a `matplotlib`_ plot. To generate a plot of our GeoSeries, use: .. sourcecode:: python >>> g.plot() GeoPandas also implements alternate constructors that can read any data format recognized by `fiona`_. To read a `file containing the boroughs of New York City`_: .. sourcecode:: python >>> boros = GeoDataFrame.from_file('nybb.shp') >>> boros.set_index('BoroCode', inplace=True) >>> boros.sort() >>> boros BoroName Shape_Area Shape_Leng \ BoroCode 1 Manhattan 6.364422e+08 358532.956418 2 Bronx 1.186804e+09 464517.890553 3 Brooklyn 1.959432e+09 726568.946340 4 Queens 3.049947e+09 861038.479299 5 Staten Island 1.623853e+09 330385.036974 geometry BoroCode 1 (POLYGON ((981219.0557861328125000 188655.3157... 2 (POLYGON ((1012821.8057861328125000 229228.264... 3 (POLYGON ((1021176.4790039062500000 151374.796... 4 (POLYGON ((1029606.0765991210937500 156073.814... 5 (POLYGON ((970217.0223999023437500 145643.3322... .. image:: _static/nyc.png .. sourcecode:: python >>> boros['geometry'].convex_hull 0 POLYGON ((915517.6877458114176989 120121.88125... 1 POLYGON ((1000721.5317993164062500 136681.7761... 2 POLYGON ((988872.8212280273437500 146772.03179... 3 POLYGON ((977855.4451904296875000 188082.32238... 4 POLYGON ((1017949.9776000976562500 225426.8845... dtype: object .. image:: _static/nyc_hull.png To demonstrate a more complex operation, we'll generate a ``GeoSeries`` containing 2000 random points: .. sourcecode:: python >>> from shapely.geometry import Point >>> xmin, xmax, ymin, ymax = 900000, 1080000, 120000, 280000 >>> xc = (xmax - xmin) * np.random.random(2000) + xmin >>> yc = (ymax - ymin) * np.random.random(2000) + ymin >>> pts = GeoSeries([Point(x, y) for x, y in zip(xc, yc)]) Now draw a circle with fixed radius around each point: .. sourcecode:: python >>> circles = pts.buffer(2000) We can collapse these circles into a single shapely MultiPolygon geometry with .. sourcecode:: python >>> mp = circles.unary_union To extract the part of this geometry contained in each borough, we can just use: .. sourcecode:: python >>> holes = boros['geometry'].intersection(mp) .. image:: _static/holes.png and to get the area outside of the holes: .. sourcecode:: python >>> boros_with_holes = boros['geometry'].difference(mp) .. image:: _static/boros_with_holes.png Note that this can be simplified a bit, since ``geometry`` is available as an attribute on a ``GeoDataFrame``, and the ``intersection`` and ``difference`` methods are implemented with the "&" and "-" operators, respectively. For example, the latter could have been expressed simply as ``boros.geometry - mp``. It's easy to do things like calculate the fractional area in each borough that are in the holes: .. sourcecode:: python >>> holes.area / boros.geometry.area BoroCode 1 0.602015 2 0.523457 3 0.585901 4 0.577020 5 0.559507 dtype: float64 .. _Descartes: https://pypi.python.org/pypi/descartes .. _matplotlib: http://matplotlib.org .. _fiona: http://toblerity.github.io/fiona .. _geopy: https://github.com/geopy/geopy .. _file containing the boroughs of New York City: http://www.nyc.gov/html/dcp/download/bytes/nybb_14aav.zip .. toctree:: :maxdepth: 2 geopandas-0.1.1/examples/000077500000000000000000000000001240437520600152735ustar00rootroot00000000000000geopandas-0.1.1/examples/choropleths.ipynb000066400000000000000000007704561240437520600207130ustar00rootroot00000000000000{ "metadata": { "name": "" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Protoyping choropleth classification schemes from PySAL for use with GeoPandas\n", "\n", "\n", "Under the hood, if PySAL is not available or if an unsupported classification scheme is specified, the choropleth classification would fall back to GeoPandas defaults." ] }, { "cell_type": "code", "collapsed": false, "input": [ "import geopandas as gp" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 9 }, { "cell_type": "code", "collapsed": false, "input": [ "# we use PySAL for loading a test shapefile\n", "# replace this cell if you have a local shapefile and want to use GeoPandas readers\n", "import pysal as ps \n", "pth = ps.examples.get_path(\"columbus.shp\")\n", "tracts = gp.GeoDataFrame.from_file(pth)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='QUANTILES', k=3, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 11, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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Hq9U2ah+E64cYxhFuaMNHjOCxxx6r9RyDwUBaWjqLly7j7Xc/IDzQj5M/f1JrmV0pqRga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\n7vaA/n3p+thjdHv8cc6eO2fxC1EqlTIqKop9v/2OdxN/fH18OP7HQZu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"text": [ "" ] } ], "prompt_number": 11 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='Unrecognized', k=3, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Unrecognized scheme: Unrecognized\n", "Using Quantiles instead\n" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 12, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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Xhbi4ODw8PXj8CftuoNqjRVQUfx08Znc5L40rhVcxd/uJs2dp37zqVqBX047D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\n7vaA/n3p+thjdHv8cc6eO2fxC1EqlTIqKop9v/2OdxN/fH18OP7HQZu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"text": [ "" ] } ], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='QUANTILES', k=1, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Invalid k: 1\n", "2<=k<=9, setting k=5 (default)\n" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 13, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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BuHKIYRzhqjZy1Cj+9a9/NXiO0WgkMzOLT79YzBtvvUtEkD/H/vthg2X+Ts/A2MKbgyvk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\nwt7WGt+mnrTu/STPDu5Fm1al10JQazT/2Vk9CM7eZMaNG8cff/xBp74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"text": [ "" ] } ], "prompt_number": 13 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='fisher_jenks', k=8, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 14, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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YCzeECRMm4OHpwVNPP+O0Nlo0b86uoyfsLuflpianuNgJParakdR02jd3Xupm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\nYThenu7IZFIkEgkO9nYEB9ZDJpOh1WpJupvCrTuJ7P/9GPsPHeX6zdt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"text": [ "" ] } ], "prompt_number": 14 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='equal_interval', k=7, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 15, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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FJRIJlTodGw41DLxmi4Xf9+49Z7BXK+oH+2BvD/afsG0Hqk7+/pgs\ntuWHyS0s5s+0dP49lE3m8QLyS0opraqmrLo2TbJcJqPjHf+H9PRqWlntSlu5TIZcVvtVIZehkMvp\nFdmBZa34DaCqWsu6bWk8evuNPHD7uZMXmkxmbn36TSI6deTxWefnN45zKausQno0i5jIYHxVLqg9\n3dGo/TCazJSUVpB36DjpO6rJKyjEYIass7ZXvRyJYC8AtUMfh9N21r2+sU8Mr/z0G2azGZnM+TlP\nHKlv375EhIVw8Pt3Gpw7XlhC6OhpmEymhptgWK24qesPDfRqH8bqnfW3KDyXrsFBWM9IdPPT5q0s\n/GUV1TodNQYjWr0Bg8mI+dRCLgmgkMlQKRS4q1SE+/iSrtOjVsi565qBaHV6aoxGagxGdAYjOqMR\ng8mIwWhCbzJhNJspr6rkx/V/tyrY3/zEQpRyGW/OaDyj7Wm3P7UQncFI6t+Nr2Owm5VGF6zZQqmQ\nM+m2G3nz+UebvC4p+R8eeK7hv4PLkQj2AgBdu3bl3+Q/615HBbfDQ6Pmq6++Omda6wvVoEGDyD1R\n2OgHVZB/7W5TB06coHtISL1zVsDtrBw0N8bG8EvqDpvajQ6qzTdfUa3lz70ZJCz6DG+NBk+1mkB3\nDwJDPOjUrh0927ena1hYo+sAxr/zDt6uahYm3G1Tmy9/+xOv/5aEbNAdNl1/Ls9Oan647vfU3dx7\nz0SHbfjt6+tD8s50gm6eyi1Xx/LG9Im4uWpsK2yt/aBsTm3ajJY/CL6UNBnsExISSExMJCAggLS0\n2rub2bNns2rVKpRKJRERESxevBjPRvbmDA8Px8PDo27edmpqqnPegeAQvXr1Ir+4tN6xp8aM4Kkn\nZjN27NiLas59WFgYKhcXMrJy6RnZMHWBVCJhZ05eg2AP4HrWQ79RA2KZ+uFiDhwvoEtQuybbVZ4a\nAvpifQpzlv1CdFAQH95/v119l0okWGwcCkpJS+f135IYcVVfFs1KwGQ0YzCbMJssWCwWDGbTqa9N\npwP20rjSI6r5FA8yqaxFc+LPJX3Pdr5Y8jUffPAxn/+2np0Hs9j6xQKbykokoDc0/kzmTFKptN5v\nW5ezJoP95MmTefjhh5k0aVLdsaFDh7Jw4UKkUilPPfUU8+fPZ8GChn9BEomE5ORkh90FCM7Vp08f\nisvL690NTxkSz9cpfzPx7rtZ9v33F9XsB29vLw7nn2g02CvkMl5OTOSNtWuZccN13HvVVXXnPM56\nMKl2cUEulfLLzp08HdT8ZjwS4MXvfibc19fuQA+1wclstS3Yf/3nBtQuSla+/pTd7bSEykXB0WOO\n2+xbLpMzbUoC06YkENWtFxV2bOsokUrR6vTNX4ftH56XuiZTA8bFxeHt7V3v2JAhQ+oyCg4YMIDc\nRnbtOU18ol48vL29cdWo2ZdbP7fL5/+XwMFdOwgLCeH111+/aDaN8PHxIedE49Mgf3rlMe684Upq\njAbWZeyvd869kXUF3q4aUrOb33KvtLr61ENeBZ898ECL+i2TSuttnt4Uk9mCrKVzF1vAXe1CQYFt\nD6vtJZVIsfEz7tT1EnTnmG11JplMKgZxTmlVHtgvv/ySm266qdFzEomEwYMHExsby2effdaaZoTz\npF1gO3afFdSigtuxZeGLvDpuDB+8+QahwUFMSUhgy5YtbdRL25SWlhLs593ouZuujuWrF2egcVE2\nGPc9e8weoFOAHzmlpQ2On23Yu4tQymT874knkNmZl+c0qUSC2cY70drrzl+wt1qhurraKXVLJHXb\nuthEKpWiralp9jqZVIpV3NkDrXhAO2/ePJRKJRMmTGj0/ObNmwkKCqKwsJAhQ4YQHR1NXFxco9fO\nmTOn7vv4+Hji4+Nb2i2hFTqEh7Mvp/El6OOuGcjYqwewYusOlv+9laGDb8Dd3Z0BA67kmvh4RowY\nQVRU1HnuceMsFgv5xwsY2LNLk9dJJZK6VLomc+1Xr0bmlw/sEsn2rGNN1nXfV0sprqri06lT7U7A\ndiaZVIrRbFvQM5stLZ7NYq8d+w+TV1TK92+/7ZT6JTb8RlNVreX7dZtZvWUnNTo9er39q6QvZsnJ\nySQnJ7e4fIv+VS5ZsoTVq1ezfv36c14TFBQEgL+/P2PGjCE1NdWmYC+0nS5du3Joy6ZznpdKpYwZ\nGMuYgbGYzWZW/buL9XvSWfL+ezzz1FOo1WrCQkMYFBfHBx9+dB57Xl9GRgYuSgXBfk0/LwoP8ufQ\n8dqsltWnHvYpz9qJCuCOuCt5Z/U6DAZDo+e/T93GnwcOcP911xERHNyqvkulUpvHmC0WK1q9gZUb\ntzIqbkCr2m3Onc+/hZ+vD3fe2bpZP+dS+5lVG+xNJhOr/9nOz8mp7DxwhNzCEqq0OswWCxKJBFe1\nCx3bBzFzavM59HUGQ8Mptheps2+E586da1d5u38KSUlJvP7666SkpJzzgZ1Wq8VsNuPu7k51dTVr\n1qzhxRdftLcp4Tzr3r07f65aadO1MpmMWwb05ZYBfYHa/OLbD2Wx52gOT3/+Bc88+xwhjcx2Oc2Z\n8/cTExOJDAtq9rr43t15O3M1Ec881+R1PTuGIwHW7NvPyJj6eeUNBgPPr/yN7sHBjLvmmlb0upZM\nKq2bh9+c58aN5p+XDzP+hXep/uu7Vrd9Lql7D3Ak/yS//LTMaW1otVpyCgpRXTsOo6n2uZDKRYm/\njxcDenfjmgG9mTBqKB3a2/dhWqPTozgj39HlrMlgP378eFJSUigqKiIsLIy5c+cyf/58DAYDQ4YM\nAWDgwIF8+OGH5OfnM3XqVBITEykoKODWW2s3MzCZTNx1111ic+CLQO/evckvLmlRWZlMRv8ukfTv\nEsnXG/7hm2++Yfbs2eTm5pKZmUlISAjR0dFA7Q3DTTfdhIebK/5+/gQFB9MhPJyIyEi6dOlC9+7d\niY6ObvQu2hbr1q7hml7RzV4374EJvPPjatQKJQvvGUev8LBzXqtWKkhKz6gX7I8WFTHsvfexWCy8\nNXlyi/p6NrlUisXGiQ09O4bz6MghvPLTKoe0fS4TXnwXfz8/xjgxnbDVAiqlkv+bOIaxI2+gb0w3\nh9SrrdGJYH9Kk8F+2bKGn+TnWmATHBxMYmIiAJ06dWLXrtZkwxPaQq9evajS1nDo+AkiTy0Qaokb\nekSz6L33WLhgProaXW1ir6uvZsPGjQBs2LCBuB5dWXD3WPbn5pF5/ATZx46wfvcOviktp6i8nCpt\nDWaLBR8vL7p17UpIWBhh7dsTHh5OREQEnTt3pkOHDo3+drA/Yx8zHru32X66uLiw5dNXGTTtOZ77\n9kfWv/z0Oa8N9PQg4/h/6STeXruO95NTsFqtuLm4tGqc/kxSicTmYA8Q6OVl1/X22rQ7g6yCQn77\n309OawNApVYRHOjHwmcfdmi94s7+P5fGYJbgECqVitGjb2Hml9/y27OzWlzPXdcO4qd/tvHu5PGM\n6teHl3/4H7srdHXntVotOw5n8e6qP3hk5FBuH9RwvFmr15O0cw81egN5xaXkFh1nz6EDrC2voKii\nktLKKvRGI57u7vj6+BAYGEhQSAhh7dtTcPIkvTt3tKmvsd2iOLD8Pa6c+jT9Hn+BCddcxYvjbqWd\nd/0kX93DQlifto85K3/jh+070BmN3BrXj9ziUjKzbd/gpDkymcyuKcshPt5OneI8cc57BAT4M/Km\n5tcYtIZUIsHshPeh0xtwcWk4w+pyJIK9UM8HH35ERKdO/PLPNm4d2K9FdUQGBZL27vy610aTCdkZ\nKy/feecdRo8ezTtvvcWQOQu5oVd3vp35YL06NC4u3Hpl0+1XaLUcOn6CIwUnyT5ZxLHCk+w5fBCT\n2UxlVQ3tfBufenm28OBAChK/ZMLzb7I8ZQvfpvyNUi4nyNsTd7UaiVRCbmExNUYj32xN5ZqYaL6Z\nM4Mgfx/6TX7SoTNi7BnGAQgL8HVY22dL2bGXYyeLSVr1P6e1cZpEInHKh5a4s/+PCPZCPf7+/rzz\n7rs8NH06Xq4aru/VvdV1DugcydIvv6WoqAg/v9r9VOPj44mJiaGkpIQe3bphNJnsHgrx0GjoE9GR\nPhH17+J9757GBz+v5p1Z99lV33cvPwZA5tF8Fnz9M/+kH6S8phorEgJ9PLnt2n4smj0NpfK/4GGy\nmJE4ONjbE/Q6+Nf+PLVaHRqNY1c43/PyItq1C6RfbF9emjef31atJjPzEL6+Phw+kO7QtpwV7A0G\nI3K5CPYggr3QiISEBKqqqpj49NP89MTDDIxu3fz5m/v34ZsN/9C9a1d++Kl27PfRh6eTlp5Bty5d\nMFst/LM/k2t62Ldn7LkEeHqwbpttmSobE9UhmC+et23s2Gy2IJO2am1iPXKZzOYVtACKU/l49uXk\n0rdLZKvbN5lM/JK8lY9/XUPOyRKkEgm+7cKQSSR4qdWEuLuRkZXd6nbOJpE4Z6WrFSvS87jK+EIm\ngr3QqEceeYSqykrumD+fL6ffx9DePVtV3/LHH2LhL78x/MZhSCVS7rluED8/lMC3KZv5SadFa0NS\nK1td2TmS3/7d2fyFDqCQyzhRUcGwV15BpVBw/3XXMaJ//xbXJ5PJsNgZ9iQSyMhqWbA/VnCSd5Yn\nsiZ1N0ePF9Zt+KJRKAhxd+OmHj2566orae9bO1xkMpvo/Pwc/lizlmFDh9jd3jnfg1TksHE2EeyF\nc3rm2WdxUam494UXGNa7J4vum9gg37s9nrz1ZkYPiMXb1ZUALw8AZt4ynJm3OPbh38J7xvHLlm08\n+f5XLJx+j0PrPtvGD1/m5w1b2JJ2kE9XrmNHVlargr1cJsNqx509gEwi5XBOQbPXGQwGvkxM5ue/\n/iHt8DFKKqowWyzIpVL8XF25Ojyc2/r24bqu0efcMFwuk6NSyPliydcODfbnayXw5UwEe6FJjz32\nGGPGjGH8nXcSM+s53pk8gZv792lxfV1Cml/s1FoBXp5c17Mb7/7wO09PvB0vT1entaXRqJh4YzwT\nb4zn0xXr6NG+favqk0ulduWIgdoPiJzC+ptvm81mkrbsYnHiX/y7/xAnissxmExIADcXFzp4e3Fn\nrxgmXXUVfh7udrUX5O7Ov9v+tatMc5w1Zi/8RwR7oVmdOnVi67ZtvP322zzw/PMs27SVD+6fhLeb\n84Joa/3w+HTaT51B0Kj72PzJK/SJjnBqewaDAYvVSmxE69qRy2TYE/P25eRisVhYkbKNbRkzOVFS\nTlF5Zd15tUJBsIc7Y3r2YGy/WHqHh7eqfwBXhIby+4GDra7nTLXB3qFVCmcRwV6w2cyZM7ntttu4\ne8IEes96npfH38rE665u6241SqlUcuyzd4iZ8SwD7nuaz5+exj0jbnBae1KpFJVSwQOff87yGTNw\n09i449JZlDJZo3f2RwpOsmzD32zed5DDBScpqarCYDTVXWmsqkYtlRKk0VBUXsmC0aO4tW+fcw7H\ntMZtfXrz6560xrd2bCGpVKQidjYR7AW7tG/fng2bNvHJJ5/w7DNP89m6FN6aPIHYSNsWMZ1PSqWS\nfR++zuDnXyXh1Y958sNvWfX608R2c3x2TrlcTs6vnxA4cgrLN29mypCWjWdr9XqMJjMjX36Dw8dP\nUHxq8ZgVkEkkuLm4EOTuzlVdu3Jd1y4M7tatboes0yKefQ4zOCTQHysu5vaPPiHC34+BHTsyum8f\nrurcGYBfV6zkjttubXUbUJuo2WpPQnsb2TOz6VIngr3QItOmTePuu+/msVmzGPnKm9zYuyef/l8C\nygtwAcu6l58h/WguY+a/zYCpz3Bj/16seP0Zh26xB+Dj5Y5SIedkeXmz1+aWlLBuzx72HD1KXkkJ\nFVotBtN/d+q7DmcR5O5Ov+guXBddG9TVNq4EdZHJ2ZZ9lPGteFB8mlwmo0irpTQnl39z83gnOaUu\ng/73y390XLC3c/jKVjU6/UW1w5oziWAvtJirqysff/IJjz3+OAP69SN57/5WT9F0lu4dQjn48Zss\n+GklC39ZhSp+PD7uGnp0CuP2+CuZPHIwJ8vKWbZmA5v37Gdwvxgeuv0muz8QXBQKSqqq6l4fLSzk\nz71764J6ZU0N+lM59KUSCRqlEj83N3pFRdEhIIAvU1JYeOsY7ojt2+L36qpUcKyk+c1WbBHs5UV8\nRCc2ZGWTl3UQNzc3vlu2nMTfk3j0kYcc0gbU/iyc8YC2vLIKNzf7HkBfqiTWNn4ELp7CXxrahwTz\nzqQ7GXJFj7buSrMMBgOfrU3mf1u3cyDvOOXamrp/gzKpFLWLkuoaHb6ebhz56UNcG9nQ5Gw7Dxzh\nh/Wbeev7VVjMFuRyed3GKFKJBFelEj93dzoFBHBlVBRXdeuG+qysno9+8QVHTp4kbc4LrXp/V81f\niI+bK6sent6qek4zmU30eflVPHx9yDt62CF1nu3KQfFkZx8mf9tvDq333lkvI3EL4KuvvnJovRcC\ne2OnuLMXHMJssSCXOW4lqTMplUoeGjGUh0b8l3Y7/WguHfx96h6sZp88Sb/HXiBq7HTyV30BwMmi\nMlZv3cmvyVs5mJNPaWU15VXauqAuO7XxiAS4pnNnroqOZmB0NC42Dm0dLyujvU/TG67Y9P5kUnRG\nU6vrOU0uk/NtwmRu+fgTHnp4Bh8sesdhdZ8mlUlwxjhOlbaGkGAPh9d7MRLBXgCgsLCQrKwsKioq\n8PPz44orrrCrvNViZfuhLPw9PIgICmhw13qh694htN7r8IAANi94gdjHXkB+9R11cUhC7X5KMqmU\nKH9/BnaMYGCXLsRGRCCTy/lp82Y+Xr+e3bm5PHOHfbs6Gcxm3B0wvuwik1NjdlywB+jZPozxfXrz\n0SefMe3+KfTq6djhOmf9hl9VrcPDQwR7aCbYJyQkkJiYSEBAAGlptblGZs+ezapVq1AqlURERLB4\n8WI8PT0blE1KSmLGjBmYzWbuu+8+nnzySee8A8EumZmZ/PXXX2zfvp19+zLIzc3l5ImTGIxGPD3c\nUSqVVFRWUV5ejtSOnC83DB7M0s2beHf1Oiqrq9GoXPB2d8fPw50ADzeCPD0J8/ehg78fI2KvwPUi\neGjWOSSY+B5dSd67j3ljx3JFRESzH2K3DxrE1sxMDpw4YXd7JrMZT0cEe4Wc8mrHpZ84bd7tt/Hn\nwUzi4odQXtz8il17SKVSpzygrdLWiGB/SpP/NU+ePJmkpKR6x4YOHUp6ejq7d++mc+fOzJ8/v0E5\ns9nM9OnTSUpKIiMjg2XLlrFv3z7H9lywmdls5tNPPyUmJoaYmBgWvfsWxQXHuOHqvrw+dza7Nv1G\nzYl0Th5OJXffJlyUCjZs2GBXG0u//ZYj2Ucpq6hAp9OxfecuPvz8C+6d/gjdr72Bap8A/jp2gse/\n/oRL9q0AACAASURBVIFFq9Y46Z063pIZ0wCoMRpt/m2lUqdD2YL55yazGc8Wzs8/X37+vweoqqri\n5tG3ObTe2syhjov2ZWUVrFyzkaN5x3Fzc3NYvRezJv9FxsXFkZ2dXe/YkDPmDw8YMICff/65QbnU\n1FQiIyMJP7Vab9y4caxYsYKuXR2T1VCwTV5eHq+++irLl3+Pm6uGyXfdxowHv8KjmeXxfa/owf/+\n9796mxvbQ6FQ0LlzZzqfmo99pilTpnBg/94W1dsWfNzcCPTyYElyMtf36tV8AWo/XEurqpi4aBEj\n+vRh3KBBtpWzWvFzwKpkk9mCzEm5ZoK9vJh5fTxvrk4i8fckRgy/0SH12jqMYzKZ2J52gL+37SHt\n4BEOH82j4GQxZZVVVGtrMBhNmM21e9hKTv3fiRb8lnUpatWY/Zdffsn48Q13eM/LyyMs7L/9PEND\nQ9m6dWtrmhLscHpT+L///psBsTEs/mABI2+83ubyQ64bxLc//+6UvnXr1o3vN9n3W0Nb0xtNuGts\n3+3ovalT+WLNGjYeOMCn69ZhMJmYdO21zZazWq34u7d+mmB+ZQUVOj2x8+ZjtZ5ej2vFaqXh69qG\nsdYeqT1/6jpL3Tlr3RDLmQF5zO13Yqhufk2BLaRSKSazha9+Ws3OvQc4eCSHvBOFFJeWU1Vdg05v\nwGQ215s1pVQqcXNV4+XlQbfoKDqEhdC9axT9+8QwoF8MarWaIaPvEdk0T2lxsJ83bx5KpZIJEyY0\nOGfvZg5z5syp+z4+Pr7Fd5SXM4vFwr333svSpUvx9vLkjjE38fk7SYS3D22+8Fluu+VGnnvlbXQ6\nncMXpMTExPBmsWPmgJ8PRwpOUlat5cXbbre5jFqpZPrIkUwfOZJRCxawKzvb5mAfYGdSssbIpTIk\nQHRIO6QSCVKpBJlEilQqQXrqa91rqQSZVIpUIkEhk6GUy1HK5bgo5LgoFKiVSlRKRe33LkrUSiWu\nLkrKqmt48NOv2L59B337tjwx3mlpaemUVVQxZfarKBRy1CoVnh5uhAS3Iyw0mM6RHendqzuDBvQl\nJKSdzfUGtwvg2LFjre7fhSA5OZnk5OQWl29RsF+yZAmrV69m/fr1jZ4PCQkhJyen7nVOTg6hoecO\nOmcGe8F+SUlJPProIxw8mMmkcWP4bNGrrdqKLbx9KP5+PiQmJnLbbY4dm+3Tpw+FZWWYzeZGNwu/\n0Dz86VeoFApi/r+9846Luv7j+PMW446NCCIgiiKyFMUtOdEUNWeOckCZK7NlWlpqlqP8WZqa/cyV\nlT/T3Ftz5F64U1y4RZaAcMDN3x8oaTLujjtGfp+PLuDL9/v+vO/k3t/PfT7v9+td3TQ5CGe5nIS0\nNIPO1QOeDs8nOxhLNVdXJBIx2z4vvIG6ORi7/Dfefvd9Du/fW2JbdUNDOXU6lpQbsSV37Cm8vapw\n9NQls9osK/45EZ48ebJR1xudGP1kiWD9+vWFzvrCw8O5cuUKN27cQKVSsXLlSrp27WrsUALFcPHi\nRVq3asWrr/amV9dIchL/YumCr83Sc7NxeD02bdpkBi+fxcXFBYVczsU7981u2xIcibtK0xIoWXo6\nO5OhVBp8flUnp+JPKgYnW9v8Kl1L0qVBKCdPmqdJjFRqmRqN2jWrc/DgQRo2DKdXr1507hzF4MGD\nmT59ukXGK88U+Qr369ePZs2aERcXh7e3N4sXL2bUqFFkZmYSGRlJWFgYI0aMAODevXtERUUBeaJQ\nc+fOpUOHDgQGBtKnTx9hc9aM6HQ6Jk2aRMPwcKq4OXLt9G6+mPA+VmbMbe/YLoKDBw+Yzd4TdDod\nTk5OnI6/aXbb5ubz/61BrdUyuksXk20EVK1Krlpd7HmZj28ILoqSZ+O42tmh0mhLbKc4pkX3Q63R\nsHLlqhLbEoksk3r52quvsHPdMl7t2g4XOyn+vu7kZqXyxZQpLFiwwPwDlmOKXMZZsWLFc8diYmIK\nPNfT05PNmzfn/9yxY0c6djRvByIBuH79Or179yIxIYGNK/9Lq4gmFhmne+f2jPhgIqmpqbiYoaoT\n4PDhw8QMHowmJ5smZuiXakl+2n2Ameu20D44GIcSpEM29vdn2f79xcoB30nJaz5iDslgdwd7NFrL\nB3snhR0udgq++34BffoYV0D2T0Ri86ZePkEsFtO8STjNm4Q/c3zJz6v4aMJ4Xn/99RcmNbNi1LcL\nADBnzhzq1auLfw0vLh7fbrFAD+Ds7ISvjzdr1qwx+BqdTse9e/c4evQov//+O0uWLEH1uLfshg0b\niIiIoJWfN2dmTaFmFXdLuV5i9p2/yKj/LqWetzfjSrhn4e/pCUDc/aKXrW4nJ2OuZElPJ0d0RkyT\nNRoNmUold5NTuHDzznNdr4qisoM9d+7cNcXNZ5CILaN6WRjRr/emRjVvRo8eXXqDljGCXEIF4MGD\nB/Tr25dz586ydP4MunfpYPExNRoN1Xw8mTdvHtbW1qSkpPDw4UMePnxIWloa6WlppKSkkPYwlbT0\ndB49ekRWlhKpTIq9nQKNRkN2jorOnTvj5uZGREQENXx9uZqQhLQcb8yeuhbPK1/OwsfVlVmFfIo1\nBrFYjEQs5sjlywQ9lY78TxKNrFguCjsra3R6Pa6vDc1PtcxPudQb1vRQKhHj4eREr+aN+OzVboV+\n4qjm5srh6yXPdhGJS18QceHsL2navjejR48m1MAaioqMEOzLOb/88guj3n6bJo3qcen4dlxcnM1i\nV6VS8cfeQxw4coLzFy9zPf42ickpPHqUhUqteqbpw9QpE7GXy7FT2OJgJ8fBTk41V3saBQTj4eaK\nV5XKeHlUxsezMgqFnPSMTALbvsaYj8bh5uYGgLOzM4eOHKFReDj9v/meX98bbrbgZgjZKhWX796n\nbvVqhZ7zx5kL9Jz+LW729vw4bJjZxraRybh4t+jZb1JGBhIzvR61PPI+NY3p3xm5tQ1yW2vsbK2R\nW1tjp7DBzsYWe4UtjgoFjva22NvKsbX9u44gMfUh//llPRsPnGTOxu18t2kHTWr78ePIN6layfWZ\nsZwVcjRm2AwWi8RYYhmnKEJDAhjUvzs9e/bgwoW/zLrnVR4Rgn05JSMjg4EDB7B3zx5mTf2E6NcN\nWxNVKpUcOHKSE7HnuHDpCjdv3+VBYjLpGY9QKrNRqdTPrefaK+Q4O9pRy6cKAX7VaFQvkPYRjanm\n42mS7/3fmUSt2gF88sknzxyvVKkSh44coXHDhkR/t5Alo4ZYNOCfib/FmsPH2Xsxjr9u3kGj1XJu\nzlS8XF2fO3fVgaO8OXchPq6u/DhsGPFJScTdv49YJMLWyupxvrkVcisrctVqHuXk8Cg7mzspKRy4\ndAlfNzfsbG1xtLXFSaHAWaHA2c4OZ4UCB2tr7qWmFulrWlYWUjO9FpUe7zFMGfa6SddXdnFmxqjB\nzBg1GJVKzXvfLmL59gPUeXssdjY2NPKvwX9HvEFlJ0fEZpqR59kpsRmj+e6riYRFdGXw4MH8+uuv\npe9AKSLo2ZdDNm3aRHT0YGysrXj91a5kZipJSEwiOeUhaekZZDzKRJmdQ05OLiq1Go1ag+ofGR8S\niQRrKxkKhRxnJwfc3Srh4+VJgH8NwkKDaNaoPm26vk5ycgo3D681q/92AW05GRtbaAbW3bt3adww\nnBY1q7Nw5BtmG1elVrNi/2G2njrH8avxZOeqqF+/Ph2joujbty+9e3Tn5Vq+fNSj8zPXjfphGcv2\n7EckElHN3Z37qalYWVnh9Xi9PVelIjc3F7VajUqlQirNK/qRy+Wo1Grib95Ebm2FVqtDq9Oh0+uf\nqlR9FhF5f/MiUV4x05OHMjcXnV5PTLOmxLRojmcJUjA1Gg3+n00ie8+vWFmZr3PYgTN/8cXiVRw4\nG0e2So2HsyO+ri6cvn2P7EdF38yKo+er/dmxaxcZd86YyVvDuR5/i/otX2Hu3HkMGDCg1Mc3FUHP\nvoIzfvx4pk6dCuT9Y34950ekEgkymRRraytsbayxUyio5OKMi4sjlVyd8ajshp2dgjr+fnRoE4GD\no2Eqfw72dty5a/58dydHexISEgoN9lWrVuXAocM0bdyYt/+7jLlvDTLLuMv3HuTTFWvo178/o7+Y\nTtu2bZ8p3Or8Sjc2/vpzfrA/FneVJbv/5Nc/DyORSIiJiaFp06a0atWK6gYWUalUKhRyOZfmz8Sp\niLTJ1EePuJWYwt3kZO6lppGUkU5yeiYPM7NIUyrZf+kKKo2Wn44cZfGhw0jEYpzlcoI9PenTMJy2\ntf0NztR5cl5aZiaVzbTsB9CibiDbZk8EYMW2fXz240qOXI03umK+IMRisUX07A2hRnUf5n49kbdH\njqR58+bUqFGjTPywNEKwL0ds3ryZWbP+A4Au7arFx3N0sHvuE4E58HBzZefOnbRu3brQc3x9fTlw\n6BBNGzfmwyW/MjP6edkNY6lVxR07hYL/LlxY4O+jo6OZNnUqw75fzO7zl1DmqmjZsiV//vknLVq0\nMGlMKysrKrtVIvZaPG1Cgwo9z8XeHhd7e+r5+Rb4+9bjv+BWQhJHx39MQnoayw4eZP+VaxyLj2fv\n5csAyK2s8HF2plXt2sQ0a0Klx9K9aUolh69d5+StW1xNTOReWp5eTUq6eYP9E7JzcmkZHsKGAD86\nvvs5t5MeMm3G10il0vwNaYlUglgiQSaRIhKJkcmkiCVixCIxMqkUsVSCRCJBIpYgkUlITExEo9Wy\neu0WMpVZKLNzycnJJahOLTq0fcnsz+GfvN6nG9v+2E/XLl04dfq0WQoTyxvCMk454fTp07R86SWm\njH+X0eOmkHHntMXzf6OHj2HVuq08uliw7IWp7Nx/jJ5DP2HT5i3F6hydP3+e0NBQLs3/mirOJase\nTc9SUv2t91BmZxf6Zu3aOQqJRMrAwYPp2rWrWSQbmjVpQvvqnnzQLcpkG63Hf8nNhESOjX9e4kCj\n1bDj/HnWnDzN+fv3SVEq0f7jPSMCpFIJcmsrnOzk+FZxY8fsSWZrqh7z5XxW/nEQ1eMOWFYyGVZW\nMqxkMpJTHyISiR7vv+if/PcU+iIn7U+//598ShCJRIjI64AWFFCLjpEtkclkyGRSpFIJUokEiUSK\ns6MDzk6OuLo6UcnFGffKrtjYWHMt/jaXr8Rz/eZt7t1/QEJiEimpaVRydWbl0u8K9EOlUhHSLIqI\nl1qzaNGiEr1epYGwjFMBOXv2LB06tGfI4D6MGjaI0eOmcPrcRVo0bWjRcd0quaCxQKVlZEQj2jRv\nwKpVq4oN9idPnqSqW6USB3oAR4UchdyWixcvFppKt2HT5gKPl4TaAQH8dbVk+itiUeFt+aQSKZ3q\n1qNT3b+7hx26fJnXl/7EphnjeKl+oEF9ckvCrcQU3h71Dp9//jm2ts+OFRwcxNtv9mNo9PMKuCXl\n9/VbiRk5jtkLlj6+iTx1M3lKkbOgoPfkBvT0MmhKahofnTpHg7DnO21ZWVmx/tcFNGrTg8jISPr2\n7Wv251OWCEVVZczs2bNp1qwZfbp15Osp44C8zISLcZZp7Azw1jsf41GzEd9+v9So4htjkIglBs2a\nFy38L90ahplt3CouzsTGmldMqzhC69blWmJyiWyIxSKjEg+dFHm69x1bNLB4oIe8wGlra/tcoAcI\nDg7hyHHzaOT8k56vdCT9zhlyky6Rm3wJVXIcqpQ41ClxqFMvo0m9gvbhFXRpV9GlXeXLT99HIhGj\nS7uK9uEV1ClxZCf+RcbdsyRdP4G9nYIPxj/fcOkJAf5+fDttPMOGDn2ul0dFR5jZlxGZmZn07dOH\nw0cO8+uP/6FLx3b5v5NIJFyLt5ws68o1W7CWSRnSrysDelhG0kKn0xWZVqlWq9m4cSNHjh5jwbdf\nmmXMgxcvk5OTW+pd0Ro0aMC0ZMOrTgtCJDIu2Buit2NORCIK1YVv0qQJixaWD52Z6zfvIJMWvt4e\n2bo5G7ft4aNPp+Pi7EglFxc8PNwIrxeMh0dlAGIGvMrOvYfo2rULp06drhDqrIYgBPsy4MiRI/Tu\n1Qsvz8qcP7wFD3e3Z34vk8m4deeexcZXyG3x8qjE3CkfWmwMnV7/zJskISGBLVu2sHfvXmJPHOfq\n9XjkNtaoNRpcS9Cd6WZiMj9s3836E6dJz1LS4eWXefPNN83xFAymYcOGPMx4RFZOjsm9dY1df1Vr\nS7chR55QWcH+DRo0iAkTJnD4WCxNG5Vc274kuDo7odUVvjT5n6mfsHPPQWYvWIpOp0ev1+UXEFat\n4s7cmZPo0rEt30wdT8PW3RkxYgQ//PBDablvUYRlnFLm888/p13btrz+ahcObF/5XKAHsLW24kEJ\nlwWKwsnJgZSHGRazD3kbawcPHiSyXTuqeLhTrZoPX0/7Ak3GA0a+3oVLe1aQfGYrEomYySvXGWU7\nKyeH+Vt28tKEqTT88DPOpGUyZcZXJKem8tuqVdSqVctCz6pgbG1tcXF25tS1G6bbsJKhNaKjklpr\neQnjp8nbUig42Ds7O9OnTx8mfPFNqfpUEDWqe+e3JSyIat5e+ctC6pQ4NKl5S0Drf/0eiURM99eG\nI3OtjW/IS2RmKjlx/Hgpem9ZhJl9KZGamkqP7t2Ji7tYrFqlXC4nJdWwhhemULmSK39dvGwx+wBN\nw4LYsf84df38+HBwZ1o2rldgOXqgXzV+P3SMGYOK3gzT6XRsjT3D4j/2c+BiHNV8fOj7+kBGjhxJ\npUqVLPU0DKZaNR9Oxd+kRVCASdfX8arK/vOGb/Lmlnawp+hPHlOmTKFmzZqc/+sywYHP9x4uLQL8\n/Z6R+jCULp0i6dIpEv/67fhs0ucVqrjKUISZfSmwa9cu6gQEIJPouHBka7FqlQ72CtIzHlnMH6+q\nHihzck26ds2WPTTr/hZejV9BWURTjvGjBrPvt3l89clIIiMaFao78uGw10hMz8hXx/wn52/e4e0f\nllFzxBjeWbICn7Bwjhw9xsW4y0ycOLFcBHoA/9oBXLhtuvpj80B/1EbM7DVandlUMg2hqDV7yJM4\n79y5M8Pf/6xMe77WDw0EQGtilpm9nYKbN8t/rwVTKDLYx8TE4O7uTkjI32lKq1atIigoCIlEUmTW\ng6+vL6GhoYSFhdGoUSPzeVyB0Gq1xMTE0O2VV3h/5GB2rF2KswEphi7OTmRlZ1vML78a1QwupkpL\ny+CdibOo1rQ7shoR9B4xgSs37pCY/JAeb31SvIFieL1HRyRiMZP+97dkQ0rGI6au2kD4mIm0mzSd\nJGs5i5b9REJiEj8uWlQuFQqDQ0K4+sD0pbc2wXnVxtFLlzF+7Xq+3fkHK44dY9/ly1xLTHruZlga\nnaieRmTArWXBggXcuZdIzMhxpeBRwSQl58k2mHrDiX69Fz8vX25Ol8oNRS7jREdHM2rUKAYOHJh/\nLCQkhLVr1zJ06NAiDYtEIvbu3Wu2xhcVjeTkZGrWrEl6ejrH9qwlvIC83sJwq+TMqXOmzbwNIah2\nLbRFbPDtPnCCKd8tIfZ8HJlZ2UilEvyq+zA5pj/vv/0Gtra2fPTpNP4zdzFpaRk4ORkmz1AYtf18\n+O3gUQJ9vPhl/2FOXrlOYGAdRn74EW+88QYKhekbuKVFeHg4s2d+bfL1Vo8lDo7duIFOr8/T2NHp\nC0yNFT/ezNUDijavIXmcT55XvSp6XHAkRiaRIJXkVaxayfIaiVtZSbGRybCxzmskbmtthcLGBrmN\nNQobaxwUNtjZ2uKgsMHJzh5HO1tcHldaFxdAXVxc2L1nDw0bNmTS1NlM+qT0teJnfrcImUyKzERN\noNDgANIz0s3sVfmgyGAfERHxXK5pQIDha5IvamXswYMH6dmjB43qh/Db0jk4GqhV84QqVdxRqyyX\nWteoQSh6vT6/e5JSqWTqvJ/434Y/uH3vARqtFkcHO1o0DWfc+8N4qVnj52x8NeVj5i38maiYMRxc\nU7JshTf7dOb9L+YyfdNOevXuzc+b3sHX17dENkubRo0akZSWTo5KhY0JUrnHr8YDkLmnYOXF7Oxc\nbiQkcjMhibuJyazdd4ytR8/w2ivtyM5RkZ2bS3ZOLiqVmhxVnmBbrkqDWpMnkpednYNGq0Wj0aLV\natE8EW3T5gm36Z4IuOmKKFRyKH7JrEaNGmzevJnIyEiq+XgarNZqLo7FnsW1BAV6CrktKgu+98oS\ni23QikQi2rVrh0QiYejQoQwZMsRSQ5UrvvnmGz6dMIH3RkTz+YT3TLJR3dvLom3lvKpWAaBd/9Gc\nvXiV9EeZSMRifLw9eW9ENOM/HGGQmNqEMSMZP2UWd+4l4uVZ2WR/9hw9Q/v27dm+fbvJNsoaBwcH\nnBwcOBt/i0YmtFzcc+4vpJLCV1Vtba2pU92bOtXzGqBk5ajYcfwc//1qvMk+G8O46fM5fTXBoHOb\nNGnC0qVLGTRoIL4+XrR+qamFvfsbmVRSoknmsRNnCt0/quhYLNgfPHiQKlWqkJSURGRkJAEBAURE\nRBR47qRJk/K/b9WqVbEl9uURlUpF//792bP7D1b99B0vt2tpsi2/GtVKtMmVmZnJH/sOs//wCS5c\nvMKt23dJSn1IVqaSXJUq3/bJ85doVD+UD0cNoVOHwkXLCuPjD0YwbdYCusR8yKltP5nk659HTrFr\n/3HOX7hg0vXlCR8fb2Ljb5gU7M/E38TW2vBPBKVdVNUgJIDV2wxvQN+zZ0+uX79OzwFvc2jnbwT4\n+1nQu7+xtbEpUTOVDyZMY968eWb0yHzs3buXvXv3mny9xYJ9lSp5s0c3Nze6d+/OsWPHDAr2FZHr\n168T1akTUgmc2r8Rb68qJbIXHOBv0OxEpVJx4dIVDhw+wcnTF/hpxbP9YmUyKXK5LS5Ojvj7+eLv\n50t4vRBaRjQmoJYfEjOIZH38/jCT86v3Hz3NK0PG8dnEif8KWdkafjXZdfoCfVs0w8nuebnj4d8v\nZsvJM0glErJVKtDrqezoiFQi5lZSMo4FXFMYuWotZlAWNpjm4aHcvXcfrVZrcEXpmDFjuHr1Ku27\nD+bkvnW4VXq+aYy5sbWxQVOCgjOtVkv37t3N6JH5+OdEePLkyUZdX6JgX1hAUiqVaLVa7O3tycrK\nYseOHUycOLEkQ5Vb1q1bx+DBg+ncoRWL5003SRpVqVSyffcB9uw7zLm/4rj5OIXPrkowej1oddq8\nzTqdLm9j7qnX3cbGhoCA2tSpE4iNjQ1dO7ZhwawpODk7mu05FsXwmNcYP2UWicnJVDYwDTIp5SET\nZv6XFet38sn4CYwbV3bZG+YgKSmJiRMnsmXLFrJzcvB58x0AJGIx1jIpcmtrnBRyrt5/QP2gWlhb\nW3HnfhLZubnIFFaoNVr0iNAakR+u1mgozWjv6V4JWxtrzp07R7169Yq/4DHff/89Xbrcplnkqxza\n+ZvFA75cblNkUdWLTJHBvl+/fuzbt4/k5GS8vb2ZPHkyLi4ujBo1iuTkZKKioggLC2Pr1q3cu3eP\nIUOGsHnzZhISEujRoweQ1zXntddeo3379qXyhEoLnU7H2LFj+f77+Xz9+ViGvfGa0TYq12xESsrD\n/OBtZSXDXiHHzc0Vj8qVaN6kAU6O9jjY2+PgYIdH5Up4uFemSmU3Tpw5z/gp33D9+vX8jKe6dUNp\n07JZqQV6ACdnR8RiMb+u28W7bxZdGJWekcnHMxbw89rt1K9fn527/qBp09JbzzU3V65c4dMJE9i4\naSP1g2uz7sfptGvRkJzsbA6fusDR2PNcuBLPjTsJJCSl0KReIAfXFay133/kBDb9ccjgsVVqtUHp\nkOakWlUPDh8+bFSwF4vFbNiwkc6dO5dKwJfJZCYVVb0IFBnsV6xYUeDxbt26PXfM09OTzZvz5GNr\n1KjB6dOnzeBe+SQ9PZ2uXbpw7doV9mz6xai0yqdJTk7l4/eGMnp4NJUrG1cc1Dt6NJ9++umzqa16\nPbm5lkvZLAyF3JY9h2MLDfbZ2Tl8OW8Z839aS0BAANt37KB58+al7KV50el0hISE0KZZA/avmk+9\noL+rRm1sbWndLJzWzcINttekfjCrtu4z+HxVKS/jANSu4c3JkyeNvk4ikbBp0yY6d+5M4zY92b5m\nCbVqGtYJzCRK+XWpKAgVtEZy8uRJggIDQafi/OEtJgf6J9SqWd3oQA/w4EEigwY9284vqnMXPp48\nk2MnSvdG6165Ehev3nju+IW46wx493M8wruycc8Jfvl1BUeOHqvwgR7yZqwKuS0TR0c/E+hNJapt\nc3Q6ncGZICqNxiztAI0hJMCPi3/9ZdK1EomEzZs307ptJI3a9mTn7v1m9k6gOIRgbwQLFiygZcuW\n9OsZxe6Ny43On/8ntWvVYMQHE40u7dbpdKg1Ghwcnh1/6tSphIWFsWPPwRL5ZSwB/jVITH4I5C3V\n/PDLOhp1HULjV4bwSCNj2/btnDt/gago0zs5lUe8vLw4ca5kTUue4Oebl1K589g5g85Xa7SlHuwb\nhwURH3/d5OvFYjGLFy9m2LDhjB73hRk9EzAEIdgbgFqtZsCAAYwbN5afFnzFV1PGFqnVbijH96wh\nJyeXw8eMa7Zx525CXku4Aop3atTwI+6K6W9IU2jVvDGZymzqvjwIj/DOfLNkDe2jXuHO3bts2Ljx\nXzGTLwg/v5qcjzPfa20lk7L9mGGfytRaTakv4zQJCyQpOYXsEkp5vPPOO1y/cbt85rP/iwtBBdVL\nA2jVsiWHDh+mmrcXn3w+iw/GT6dLpzbMnv5pieza2dkhEolIKqTxhU6no1b9tmRn5yCVSJHKpMhk\nMnJzcwkKfL65dWZmJsePH6d5w9LVjunfuytjPptBzFsj6N+/P+7u7qU6flkRGBTEoT3mKwSztbHm\nl+1/cvpKPGqNFo1Gx/2Uh4hEYC+3RaPV5ssoJKdnoNGUruCYnUKBq7MjR44cKbKZfHF4enri4uzM\n7j8Pl6gexdwMGvohao2mUNG+io4Q7A1g2PDh9OjZE3t7e+zs7Ni0aRMXLl4xi22RSERSSmqBBsWI\nrAAAF5RJREFUv1Mqs7l16y579+1DqVSSk5NDTk4O2dnZBYrLtWvXFhdHBfNnGZd/W1I8PCrj5ORI\nRETECxPoAcLCwvh1+TKz2bO2siLlYTpX7j5ALBIjkYhIy8rCSiZDrpAjtbbC5rHuTUZ2DnoKLqxK\nSEzmXNw1rt64y627CbRoGEpU2xZm8bG6tydHjx4tUbAHCKtfn6079pV5sF/5+ya+mDmPvy5dzc+K\nK6j14r8BIdgbwD+1rc+dO0dqoulytk9ITExGr9eTnpFZ4O/TMzKxsraiRQvD3qj29vaosh/xy6oN\nODnYUy80EF8frxL7WRw6nY7s7BxcXS1fNFOeCAsL496DxGJbMBqKm6sTNtYy4g+tLfbcVr2Hc+DE\nWRS1W5OTW/ByiFgsQq+HH35ZR+q5HcXazMzKYvma7eSq1Kg1GjQaDWq19rGmjga1RkvGo0xOny55\nv9m2bdvyw4J55OTkYGNidy9jyczMZOZ3i9i260/ib94m9WE6Wq0Wd1dnRgzozmej36Bq41fM8m9Z\nHhGCvZFkZmayevUqOrYp2Tr0rdt3CQhvj51CztDBBacs3rpzFzs7O4NtLl26jL59+/CfuUu5cfMW\ndYMDOLB9ZYn8NITYMxewtbGhenULptOVMw4ePMhr/fsRWMt8z9leISc5xbCmNV9+NIzvlvyGq7MD\nP/y6kbDAmnw9fhS1/arhUdk1f/O2/8gJbNpz2CCbv23aw7jpCwgMDEQqzWsYL5VKkTxeQpRKpPgH\nhhIV1dnk5/iEIUOGsHz5TwQ36cTQ6H4Mf6M/diVoT/lPVCoVS3/9nZW/b+b8xcukZzxCpVIjEYtx\ncXKghk8V3uzdiU/eHoRckVe5/CAp5V/Tb7YghGBvJMuXL+f27Tt8MKr4PqfedZqTnvEIvT5Pqlaf\nJyWIXp9XFOPs5MDN838WKuGblJyKRq0hISEBDw+PYserWrUq+/cfIDMzEw8PD0IC/UlKTrF41eLu\nfYdKvRVgWZKamkq3bq8woFskMz4eYbaZoKO9HTkGKi42b1iX5g3rAvDz2p3U8PGkVbMGz52nkNsa\nXGT0KCuLOnUCOHrsmOFOm4iDgwPHjh1n9uzZLFu6hMkz5lC/bjAhgf40bBCKp3tlZDIpEqkUB3sF\nQQG1kMlkaLVaEh4kc/vuPfbuP8Le/Ue5cfsu6RmPyM1VkZmVhUajxaZ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"text": [ "" ] } ], "prompt_number": 15 }, { "cell_type": "code", "collapsed": false, "input": [ "tracts.plot(column='CRIME', scheme='equal_interval', k=12, colormap='OrRd')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Invalid k: 12\n", "2<=k<=9, setting k=5 (default)\n" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 16, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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1oY+HG6EB/nVm2hUaJoK9cEWYPHkybu5uPDbTthuotoiMiOCPpKM2l/Nw0ZBX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"text": [ "" ] } ], "prompt_number": 16 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Notes\n", "\n", "This is only using a subset of the classifiers in PySAL. specifically those that take only an attribute and a value of k as an argument. This simplifies the number of new default parameters that would be required in GeoPandas.DataFrame.plot().\n", "\n", "It is of course possible to add other classifiers with the cost of additional kw args." ] }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [] } ], "metadata": {} } ] }geopandas-0.1.1/examples/nyc.png000066400000000000000000011771131240437520600166050ustar00rootroot00000000000000PNG  IHDRk.sBIT|d pHYs.#.#x?v IDATxyxMN$1DĐЈ!1TK)9PjVZMǹQNiLiqJ"jB$1S5WMc1H$~](kg{>{}]M]y峖jZp(7'a-L@X &  k`Z0a-L@X &  k`Z0a-L@X &  k`Z0a-L@X &(bܺuKgϞՙ3gtY%''ZjV]3\vM񊏏י3gTT))((H+Wg?}~g%$$ʕ+*[TfMլY@{KѣGu ]pAׯ_*VURO:}.\۷oB TݺuU|흞}ٳJHHPrrz)A-x28EX{uEGG+**Jqqq~zWPA=Ə|?~yEzw5hР| nSSS_*22Rvuw6lX׷oִi4|>|85k>}hРAȷ.] (>>9nnnjݺ>}[oI:qℾ -\P/_{^x 0@;wxXVՌ)))2e?(###pwwW߾}5~xyGjZxrcj\OzuСZkj*}qF:w\ׄ)22RuyK,ѐ!C kU\z[VM6M{饗4c )SdZX{i˵__ݻwe˖JMM}ue˖iڵkյkWz+/O%i֬Yz뭷SQQQj۶m4a„<-Ul٢u~4o޼ ޽{mM6ںu^T);V#F]w֨Qlֺ)**J:tȶ$ݻwOjҙ3g u^Z5Y^z~0}}}uq-[6Gau5tCf͚ZzUf_~ы/'NժUӑ#Gr(CaÆޢE -YD*TY{nuI׮]3[l͛7縷`Gsǎm/t҆jULLz衔g}ܹssO67 ՗_~gjYTX1M0A[n S5xݽ{MjX4o<5*ӠV4iu֩aÆzFFLŊw}g7\&Hy&N҃~~~J5k؄'Os߷ jkԨ+W j+WTѢE [q =ڦ޼ysEFF҃C7o,맟~q7oΝ;վ}<_cʔ)9r۷ogyCmРA'NP:u ˗]{mkXd#Ǐ׳>kXcǎrٮO?mK- 6Yfٮ߾}ڴic秓'OqZli-[V;v4(K_oP>>_dIokܹujEݺuUzw\a ʥMޱc{ }XaZƍ]%e2>*99ǁrÇmj;vU=kYX,yfVѣ<:u#-5jھ}Zjڄ t̙9rn޼i?>u?M-/jpN-gddرc6oZ0*UreC ۷oW^:~xk]_~ްaC=8ݜ.fOKKɓ'Mjŋg'@Nڰ6))Icƌ'֭f͚%={v׮](by5f={Pfe^cǎj/mvSX1N{ܹRJb?ڬg6˔)#7B;*##Cׯ_7jԨ"E gY(_|aS?)oo\_UV:r䈶mۦqiٮ)V># 0@h`8;[Zժ$(Q"҃dɒy]T)GmGVwXrqy'ё#GbyRڵK /W@wjΜ9e˖INN֧~:x`ګĒG;sXjv7*=q℺v{ꡡ6mZyQիWOז-[dZ~fXjժQ׮]ɓU^=7.Oˌ}vȻ^ MX{ymV/_6+WkתXbfLL5k'O5k=w|nܸ]virww78q^z%%''g\ϟmέGg(j3vgPʕ+j׮Ξ=k?SZns}ϫG6ᆱ>nƍqr]mjy =8p {_LPjƍkT7N޼yS:p^tiũnݺymj۷Wrr}޽{ۄ{B KCBBЎ_J-ZPKJJRZZCqʰj߾g*66V=zԦK5j0.^L<mI6ͩj:ݰڑ_? 9aX{uAw6}||vZ5j{?~ܦ8ۣ;)VN8k׶Y&OW^mSkq%Vk+&&P+RH+~Tambb^xرP/Y3K{-zjw5ñbM6?ܹsrJYiժM-66VUdjŊSӦMsѯ#'Μ9~P TPPPX"mff͚#iڤ$u}Zf}|eLJmխ[WYQӤ$\\ vکxYkݺ|}} SN?ݻgk׮6޺un޼{葫kaݻwչsgmݺP/QV^-Zk?{a]ΩǏ֭[Z:u]g/TN{4,4"EԩS'ۄWTTTLX 2=MIIQnݴi&Cx⊊R˖-󽧽v֭ZdIcZ5t]QzRҥ M6i9} 6Լoh}m7hΝ9Z?hZrrV6Sɓ9Zl2mٲP b_WgfɊ7ڵkʕ+h=`jX={jݺuzŵjժl߽WjܸM}Ȑ!:|gibkQ>>>z Gvrk /qXAj)))ҥN:ړ'OK.6;vsSǎ k׮cǎ~zkwء>}(##PeXr^} u5w._\ӟ 5777}9 H&GEGGEՊ+Ժu%Jjׯ_WXXLLǫG5jgo^x0|pp599Y]tѾ}IHHP׮]mv>Qߌ7N%K4Ԯ^;fv`'H"6ڵ.^hw͞={ԥK-ZP׮]sbhҤI6۷_׍7l>PLL^{5YVgׯh 믿nSU*Ul°hҤfΜy_}YfYU۷o_~/ 6(55fMZo>-Z4dzjժl> TDD7oC)66VG9Ck֬Q6mr7k׮UΝիWWDD5j]v)66ѿ҃]۶mѻz5sL$7njÆ Zn]aaaڶm[wgի7UjǺ.`n$&& Pp?Õp?Õp?Õp?Õp?Õp?Õp?ZR$S FZZ͛7uǺv2ertm6͙3xdV=,XV4hE{6&ϟٳ5{L׻iƌy j%C/4dĉ:qD뽼dɒ<4h 9sFg\_T)EEE)'ٳ?]veH@^Z>> RppT"wwi9rD/^ԵkTtiFz $=zTǏŋu +WN ͷ4+?N>ݹsG˗W@@² SCFFݫs… JIISO=5lP3֯\"??PظZBX 8 W\-OyY f  k`Z0a-L@X &  k`Z0a-L@X &  k`Z0a-L@X &  k`Z0a-L@X &  k`Z0a-L@X & 1{ ?$&&jqGfd.gϞ$+zWUhQldz~JRjjbcc5`)SF:tЖ-[LEX B?d(<<\aaa NGX Bmst5`jܸqJLL,,P߿RRR ի+ 5/^Ԅ TB:uTA @c߿P 7|N-RǎUhQ듒4gլYSm۶զM05v IDATjZtUjW\IõeC-..NK65w\\Rk׬]}]_>3vPxonկ_&$ooo :Tk֬ѸqTZL{a 4H;vn߾a- ژ1c\]jѢE1cy٥K|С[edd@r6sΩz9Z߸qc5nXϟ׬Y~z%''ۜĨlٲj߾7opթS籿mSˏnnnܹ.\ {*SLknݺJM6ZjM6=,pm(lbSk֬YQƎkjʔ)zUJyyye&99Y[nU֭ɓ'+%%%_k @gñʖ-[ ԢE oӷ~8 6L+Vr5rH_֮] d>N(8`8Yz/^\ʕ+5uT5iDŊD-^XM6UHH&MD DX B㧟~ڔ97oӧkZ`:wc=1cƨ|޽9ñVXPW_UݺuRJiСJMM5{D,VjWPrL畔$eddS=ځS̸ZZ:۷o7԰aCAi5kZnEfzS4aUXQ?/^l!>}ZÇ2Ç;h")b@nرp\T).]ڤiV~}կ__wҥKj*=7--M7nƍnݺiȑ qԮ/55UJII>}8`"$bg- ={+Vh$9WxqWK,ѼyԾ}{/^<^3gvjР&Ow:pbu==6=K.pTIDX B`&ɛM8Qqqq=zBBBdXkZ~9R˗WݵaYVO222Ԯ];}ٞٳg;`*"@ .j-zyiիʔ)ZbڴijժiJHHpąߜ9suVCI'Me:b,"@aj[6iѣGkڵ?f͚#MUVUxxϟtN\8}cŢ-[ڜs魷rX e)\zUڕ+WgD8pmٲqҥgD֭[ZdV^se{~rԽ{w5J5kt۷Utiedddy^u!9h2S_CP+ɥCRJ75w\o^ŋk׮i̙ QӦMzjN<==UHl3fàҥKe˖e;k'j @A\#Fo߾&MxiiiҊ+teP[4hPAcǎs???%$$H"t4hK.IBBB4sLhQGZBX 8 W@Apss '{yyy4.]HY[xqmVÆ SvdX4sٳg4i9˗װaôm6>sssSϞ=5m4+W GvZBX 8 W@A(]n޼VZ4q"`Ze-^X{>>zw4n8yxxt '\-O᝵(t=Cg1ibX/Bz饗| 4uTU^]7dN8iiiɓճg| j%裏TJ͜9s<pVjU9s?o&NT+&&F˗/ׁjҤ}A>$,YR~jѢݵVU6mRTT-wysUViM%4n8=)po.ӧO+((P?~:udDߍ7pBܹsٞ_dIuY|AxT^=ǽs*222:*TX=op֭[4k(] ˗kΜ9С3=Ν;oTN5jH_ueN;7o>=<<4p@]VFR͚5>;==]O~~5EGGWŋ4]&Lui fddh߾}UBY,uYIII:s?ߟ~^^^zW7hzgmΩ\rYIKK?`5mԤi\["EԩS'uIW\т n:]x1uQQQvܩ;hbvؑgڵS oPPzes6[VYVyxxK.z饗 dxg-$\䇫W*00P… Uzuz۷O_vڥg{~HH!C{DZ$7N]v-ޛ7o֟\:u^@Z\-O1pZMP[\9ZkذN( 2DjYcƌQվ}{-[LVZc֭[A<_WL Z8Z&ML҃|ԼyT\,OIIQllzk:pCf}4P.[6=s.]T@gc'jx\Pz 5777Y&ې5w\XB/_ֽ{=駟V޽{;IKKSɒ% mV~i={&IX,?Z:xai4d@ajy a-$\ Onnnڶm<==M YIJJҥKzj:u*K(={?Tppp>өST~}6|֭[{^z)>>+ 8)EgӦM :%J_~ׯN: hͺ~󓒒4w\͟?_Zѣվ}\LNNs=}ezNrԥK\]UZdLN'--MG1Ԟ}YA^kرZv>3=s{nzz6nܨ:r2d:>G2޽{͹~ZLkLɹHڸqRRR ppssS˖-5ydSj2=ܹs1cTn]PRRRʕ+3i"[om111*[I)..NW֏?h֞bŊbŊ:qgQQQPBAoÇ?;p_}8ŋUti#xxxcǎ/CfdA$j%SNsiԩ&M@X qFqhh( 0`,YHo^Ŋ t{*SyIGop* ͛4 VV-M8Q6lȑ#O+5stC}5nݺQF4p4Z8oViii-"""LCϟ^sQ6mlVZE&M{{ysddN:eDkTVZe8IYծ][&MRLL  GO-Wlv޻wOÇ7i"HE~p\~}&Aa~1KӦMոqcٳa-&&F/^SO=edNѣJHH0?3 @G6k۶m&MNc…c//BQ T"OOOC-99٤iikԨa`hJMM5BCCM8 a-BZZo5mԤio *TPÆ M8 a-BLL޽koޤiIMME=z͍=ҥK e˖UppIs%ݿPׯIG"SX~8,,̤IDz^f&FX ӥ(!!PkҤIULjV2iH0]LL222 ֭[4 XVzjDX -Yp\\94 x͚53޽[&M۴iA cǎw***ʤiT҅  6mژ4 `ի\rڣ;!Νk8.ZZje4y6lh8޺uIG! 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TODO: autogenerate these from docs themselves Kelsey Jordahl Time-stamp: """ import numpy as np import matplotlib.pyplot as plt from shapely.geometry import Point from geopandas import GeoSeries, GeoDataFrame np.random.seed(1) DPI = 100 # http://www.nyc.gov/html/dcp/download/bytes/nybb_14aav.zip boros = GeoDataFrame.from_file('nybb.shp') boros.set_index('BoroCode', inplace=True) boros.sort() boros.plot() plt.xticks(rotation=90) plt.savefig('nyc.png', dpi=DPI, bbox_inches='tight') #plt.show() boros.geometry.convex_hull.plot() plt.xticks(rotation=90) plt.savefig('nyc_hull.png', dpi=DPI, bbox_inches='tight') #plt.show() N = 2000 # number of random points R = 2000 # radius of buffer in feet xmin, xmax = plt.gca().get_xlim() ymin, ymax = plt.gca().get_ylim() #xmin, xmax, ymin, ymax = 900000, 1080000, 120000, 280000 xc = (xmax - xmin) * np.random.random(N) + xmin yc = (ymax - ymin) * np.random.random(N) + ymin pts = GeoSeries([Point(x, y) for x, y in zip(xc, yc)]) mp = pts.buffer(R).unary_union boros_with_holes = boros.geometry - mp boros_with_holes.plot() plt.xticks(rotation=90) plt.savefig('boros_with_holes.png', dpi=DPI, bbox_inches='tight') plt.show() holes = boros.geometry & mp holes.plot() plt.xticks(rotation=90) plt.savefig('holes.png', dpi=DPI, bbox_inches='tight') plt.show() geopandas-0.1.1/examples/nyc_hull.png000066400000000000000000006377651240437520600176460ustar00rootroot00000000000000PNG  IHDRk.sBIT|d pHYs.#.#x?v IDATxyXVu}#*Uf2''kfZil7G+[E\ w-M-]TpeAGxn9u5sޟ97v˫t PV"Za-X,@X   k`Za-X,@X   k`Za-X,@X   k`Za-X,\ÇÇܹs WxxBCCsgRJJRRR&M(44T Uퟚ={(##C'OTf(EEE]ޒw^FYm%2eK8q92dF[oZbs:N+jZ`֯_/Qk\Yݫ믿Ve95n8=m۶Ν;+g}>}TE4j(9r{5c uϞ=[>eF}BBB￯o:w\yմi+keamjjªZ 6ԩSuWzMԻwo] ~Ν[K,U\\\v]V$}'PZ` PkUio&MzjU>ӧWio6m~zU?M.ljҤbcc+ @޽{f;v̴S֭SΝ+<ɓ'յkWBBB4`>}ZҎ;b {W5nܸ ~}w7kݻo߮e˖iݦݵdׯR%iٲe6lJJJ uͦp%$$[n|r/kjݺuj߾}O6M?nԡC%$$(66VV]֏?VZUYAtA)$$D+VЊ+\>۱cGYF ք;v~aiӦ}Νӄ oPOl .ZfޤI7NO#NSK.wܡBȑ#_T?mvԩSua?ܠVki͚505%%EcǎPM6Vͦӧg)3ݻkŊҥp84y {zyy)99eP+IAAAJJJ29990aB{K> |iPŋ j_EBC>TFFF*))eP+k$OOOC}͚5JNNpoág}Tիf̘a j_klDm۶˞я?AU'OSO=e(//{}]6ƌ><:w'N\vo^^ յl={?pn j߾} kzzzjʕٳe߿怀:tB^nzm5kL6l(3(o|;vTWM8׆ *tĉ3j ŋ/,|ZIHC@͛7jÇTwZLO˺2{lOWV 'xP;> 6m{キBA L͝;B?CSsZWP۽{i+/ KX+ս{wñO?t}[n5l6WǎM+:yj ]_ѰZ`fjɓ'?j 4-R#:u2նlr}I[76sXPl+ջcǎ;o߮_~}ݻ F)!!Re-[LgϞ-w\C-44TqqqU}$]޽{_[E|XiU$t6;Nm߾/cL׾ԏ?hέkܦMJwt_UVj jذaz{yyBmذ+T$md#G.V_٠\56l0^p·+W4պuv}>YeCK;w`o׮]СC+ջ}>5Kl*D{pamnn6M]vx@k ꩧc?cUZp"ׯm6[w8ڷo^]Ne~@aŋp8 6mڨyZ^^.8pܽ?S]tѨQ.Uwt+վ=ieb:tȲiii*,,4ԼQm kPu6-((s=g9׸'ݽyfo^cǎ… {n={VZv>EGGg5\W^ZdInUʦMVlj K럝SW?_eʪph`UsÆZ@@`^Ξ=?\/V^]=ΝӛoW^yE;vT?+CWXr ZNuyC=66V~w^uQ=V^-Yfp^՛I&cǎz饗{Y޵?Ovu&=z 'N!!!Zd*}ͥKgϞ:t萡O>D{ٳgu8qBڸqƎ+777Þ &;Թs.O:U[]ޕu^Em^Չo֞zW]z֭u릱cꡇҖ-[JΝ`M4>>>-=v::uZjUC26{_XU sssURRrdXjuz͛RAAABCC%I)))eϨOQp?>~F} 3ꃬ,jWO6++K7|gSDDDϛÇkĉs*>>^gΜ)zU KJJ r2vssSÆ M>uTBKsrrt:Jݛ5k*] Kw@@C 3g'ϨOQp?˟կA>} ݻw͚5]ܹSZ@@>J]m۶h/EZUCW0\wiOV}oڴ)t:ή\Tkڜ%$$h톺/_*_~0 ͛WZ{)|tu*dΰ4&&wwww4tMo۶<== HZiРA u???-[L:uݻTj۰aCEFFjǎS~~~{.}$x+ѣ~mt:knwVH0=sM6꾾Zdvz=8`]Iv铔NS,ۛj-R jYsVNJKJJtRCA~V2d6l`7nX/V=fffVzYYYcVwKz5lP۲e9RIII}-wO>}Le˖}9-[P__m۶j tWڵkMAٳ+}-\{jMX[PPaÆEn^^ys*_oǎc???nݺ}||ԿSەj),,}O |J_|Ν;g 8Pׯ _~ \z1n5ksJ]׮Z֞={Vz֬Yc7jH .ԍ7X\v8\CC*TӝίhXhe hذa 4.\Ђ *S̈́(B~ uooo-X@{5khٕc=V_ꮻk޼y}AZÆ 5jԨ 衇L9s~ _~f͚e5o޼a#5z)___=ȑ#qrfeeiȐ!`qر 4fCPv~r:tHvƍOtM:tCݰaF)al}>x~oΛ7OO?foV7 Y^pAw}/^l{zzjׯU?c 5jP;}5yd7%%Ewqy?!CTh?Opܹs?ܓÇ@Ӌ/XKjܸC\aaa.2.o ?|p;v͛7nSaa~7jm[o?~egg.]ONӰN:up4u!Mu???mUF_ߦK/ UϞ=piڿV\"Ӟh[lQ>}TPP`Z VBBz꥝;wjٲeڽ{c$~}tBBbbbf-_\󂃃aUqov]ݺuSBBrJXSZvm*.Kff ]wuWt]J7%.~F} 3g'ϨOQԷj <aÆ={vZI3f믛vء;vI&Z`AZI0a>DCphƍ}%upp.\xA-=~6OwߩGUߨQ# JIIQǎtCjÆ j߾}mV}z*-[6mTj_||6nܨ^Q^{Mfͪp~Q߾}uV_QӧkԾںuZn}EjB]רQ#9N9NgyϨOQp?>~F} 3꫺|?[lTV~a͙3G_|}}˼fBBB?QkfkeuY?yu޽l6:t7xC;vP߾}E׎;4aƖ׻ᆱM6)..Zs=ڹsrSwss7߬?\Զmj?I۶mO<-Zyn6%%%iٕ,fmmwԩW!>|X UXXڶm+77?55Uwֱcǔ%)22Rڵ%i޽:p;l5o\AAA<۶mSjj222thBAAA/7LC?9tUV R.]wUzɓ'pU5-O!j @uoy5Za-X,@X   k`Za-X,@X   k`Za-X,@X   k`Za-X,@X   k`Za-X,@X   k`Za-XաPo: )""BڵS-0!@0x`ZZÆ ﯀lR[V۶m(kNM6p#@7o޼2ZI:?Ǐkǎ.TӦMhth^ Zy/_P(oo@UVnxxF],6N={ve5iDϟWaaa:{Ξ=Gy5kRdd<==u.M^~eqF IDAT$(--MVzz?'NԩSVnnΟ?_+??_iii.m67nf͚>뮻Nj׮Qs!@5gٳP#666Ve^#//4=zN8'Oyyy***N򔗗v5nX͛7W``J݈kNaaarssPlNiLj'OT@@EPuY[n-=nԨ-ZTߍ6<*нpBݮ&MyjѢEiEGG+$$DvF[“RSS}vCmJթS'COVjj9RfffԩSQ^^JJJm&álegg.qss_iۺukiӦ4m׮ZnM `ZIӧO(=nР~aKfj޼7onݺ縻-[4V`` .U@X :iņ㨨(Z4vhB-Z_áǏ+55UG5ϯ@X4}"+ 膅͛7seCW^MS}vT9%%%JOOWZZ9ǏO. tNgUTT'Nĉڹss<== nppڴipEFF*&&FM4Z9Waa6dYnnn QHHH)==]JOOױct eee:Waa;cǎ%|6mjJ QXX-j 6#@3w\q-Զm[}<<<29>Ç+==]:ydigV\ΝSzzӵuV4jHM6U``! 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0 Boston, MA, USA POINT (-71.0597731999999951 42.3584308000000007) 1 1600 Pennsylvania Avenue Northwest, President'... POINT (-77.0365122999999983 38.8978377999999978) """ import geopy from geopy.geocoders.base import GeocoderQueryError if not isinstance(strings, pd.Series): strings = pd.Series(strings) # workaround changed name in 0.96 try: Yahoo = geopy.geocoders.YahooPlaceFinder except AttributeError: Yahoo = geopy.geocoders.Yahoo coders = {'googlev3': geopy.geocoders.GoogleV3, 'bing': geopy.geocoders.Bing, 'yahoo': Yahoo, 'mapquest': geopy.geocoders.MapQuest, 'openmapquest': geopy.geocoders.OpenMapQuest, 'nominatim' : geopy.geocoders.Nominatim} if provider not in coders: raise ValueError('Unknown geocoding provider: {0}'.format(provider)) coder = coders[provider](**kwargs) results = {} for i, s in iteritems(strings): try: results[i] = coder.geocode(s) except (GeocoderQueryError, ValueError): results[i] = (None, None) time.sleep(_throttle_time(provider)) df = _prepare_geocode_result(results) return df def _prepare_geocode_result(results): """ Helper function for the geocode function Takes a dict where keys are index entries, values are tuples containing: (address, (lat, lon)) """ # Prepare the data for the DataFrame as a dict of lists d = defaultdict(list) index = [] for i, s in iteritems(results): address, loc = s # loc is lat, lon and we want lon, lat if loc is None: p = Point() else: p = Point(loc[1], loc[0]) if address is None: address = np.nan d['geometry'].append(p) d['address'].append(address) index.append(i) df = gpd.GeoDataFrame(d, index=index) df.crs = from_epsg(4326) return df geopandas-0.1.1/geopandas/geodataframe.py000066400000000000000000000332621240437520600204150ustar00rootroot00000000000000try: from collections import OrderedDict except ImportError: # Python 2.6 from ordereddict import OrderedDict from collections import defaultdict import json import os import sys import numpy as np from pandas import DataFrame, Series from shapely.geometry import mapping, shape from shapely.geometry.base import BaseGeometry from six import string_types, iteritems from geopandas import GeoSeries from geopandas.base import GeoPandasBase from geopandas.plotting import plot_dataframe import geopandas.io DEFAULT_GEO_COLUMN_NAME = 'geometry' PY3 = sys.version_info[0] == 3 class GeoDataFrame(GeoPandasBase, DataFrame): """ A GeoDataFrame object is a pandas.DataFrame that has a column with geometry. In addition to the standard DataFrame constructor arguments, GeoDataFrame also accepts the following keyword arguments: Keyword Arguments ----------------- crs : str (optional) Coordinate system geometry : str or array (optional) If str, column to use as geometry. If array, will be set as 'geometry' column on GeoDataFrame. """ _metadata = ['crs', '_geometry_column_name'] _geometry_column_name = DEFAULT_GEO_COLUMN_NAME def __init__(self, *args, **kwargs): crs = kwargs.pop('crs', None) geometry = kwargs.pop('geometry', None) super(GeoDataFrame, self).__init__(*args, **kwargs) self.crs = crs if geometry is not None: self.set_geometry(geometry, inplace=True) def __setattr__(self, attr, val): # have to special case geometry b/c pandas tries to use as column... if attr == 'geometry': object.__setattr__(self, attr, val) else: super(GeoDataFrame, self).__setattr__(attr, val) def _get_geometry(self): if self._geometry_column_name not in self: raise AttributeError("No geometry data set yet (expected in" " column '%s'." % self._geometry_column_name) return self[self._geometry_column_name] def _set_geometry(self, col): # TODO: Use pandas' core.common.is_list_like() here. if not isinstance(col, (list, np.ndarray, Series)): raise ValueError("Must use a list-like to set the geometry" " property") self.set_geometry(col, inplace=True) geometry = property(fget=_get_geometry, fset=_set_geometry, doc="Geometry data for GeoDataFrame") def set_geometry(self, col, drop=False, inplace=False, crs=None): """ Set the GeoDataFrame geometry using either an existing column or the specified input. By default yields a new object. The original geometry column is replaced with the input. Parameters ---------- keys : column label or array drop : boolean, default True Delete column to be used as the new geometry inplace : boolean, default False Modify the GeoDataFrame in place (do not create a new object) crs : str/result of fion.get_crs (optional) Coordinate system to use. If passed, overrides both DataFrame and col's crs. Otherwise, tries to get crs from passed col values or DataFrame. Examples -------- >>> df1 = df.set_geometry([Point(0,0), Point(1,1), Point(2,2)]) >>> df2 = df.set_geometry('geom1') Returns ------- geodataframe : GeoDataFrame """ # Most of the code here is taken from DataFrame.set_index() if inplace: frame = self else: frame = self.copy() if not crs: crs = getattr(col, 'crs', self.crs) to_remove = None geo_column_name = DEFAULT_GEO_COLUMN_NAME if isinstance(col, (Series, list, np.ndarray)): level = col elif hasattr(col, 'ndim') and col.ndim != 1: raise ValueError("Must pass array with one dimension only.") else: try: level = frame[col].values except KeyError: raise ValueError("Unknown column %s" % col) except: raise if drop: to_remove = col geo_column_name = DEFAULT_GEO_COLUMN_NAME else: geo_column_name = col if to_remove: del frame[to_remove] if isinstance(level, GeoSeries) and level.crs != crs: # Avoids caching issues/crs sharing issues level = level.copy() level.crs = crs # Check that we are using a listlike of geometries if not all(isinstance(item, BaseGeometry) for item in level): raise TypeError("Input geometry column must contain valid geometry objects.") frame[geo_column_name] = level frame._geometry_column_name = geo_column_name frame.crs = crs if not inplace: return frame @classmethod def from_file(cls, filename, **kwargs): """ Alternate constructor to create a GeoDataFrame from a file. Example: df = geopandas.GeoDataFrame.from_file('nybb.shp') Wraps geopandas.read_file(). For additional help, see read_file() """ return geopandas.io.file.read_file(filename, **kwargs) @classmethod def from_features(cls, features, crs=None): """ Alternate constructor to create GeoDataFrame from an iterable of features. Each element must be a feature dictionary or implement the __geo_interface__. See: https://gist.github.com/sgillies/2217756 """ rows = [] for f in features: if hasattr(f, "__geo_interface__"): f = f.__geo_interface__ else: f = f d = {'geometry': shape(f['geometry'])} d.update(f['properties']) rows.append(d) df = GeoDataFrame.from_dict(rows) df.crs = crs return df @classmethod def from_postgis(cls, sql, con, geom_col='geom', crs=None, index_col=None, coerce_float=True, params=None): """ Alternate constructor to create a GeoDataFrame from a sql query containing a geometry column. Example: df = geopandas.GeoDataFrame.from_postgis(con, "SELECT geom, highway FROM roads;") Wraps geopandas.read_postgis(). For additional help, see read_postgis() """ return geopandas.io.sql.read_postgis(sql, con, geom_col, crs, index_col, coerce_float, params) def to_json(self, na='null', **kwargs): """Returns a GeoJSON representation of the GeoDataFrame. Parameters ---------- na : {'null', 'drop', 'keep'}, default 'null' Indicates how to output missing (NaN) values in the GeoDataFrame * null: ouput the missing entries as JSON null * drop: remove the property from the feature. This applies to each feature individually so that features may have different properties * keep: output the missing entries as NaN The remaining *kwargs* are passed to json.dumps(). """ def fill_none(row): """ Takes in a Series, converts to a dictionary with null values set to None """ na_keys = row.index[row.isnull()] d = row.to_dict() for k in na_keys: d[k] = None return d # na_methods must take in a Series and return dict-like na_methods = {'null': fill_none, 'drop': lambda row: row.dropna(), 'keep': lambda row: row} if na not in na_methods: raise ValueError('Unknown na method {0}'.format(na)) f = na_methods[na] def feature(i, row): row = f(row) return { 'id': str(i), 'type': 'Feature', 'properties': dict((k, v) for k, v in iteritems(row) if k != self._geometry_column_name), 'geometry': mapping(row[self._geometry_column_name]) } return json.dumps( {'type': 'FeatureCollection', 'features': [feature(i, row) for i, row in self.iterrows()]}, **kwargs ) def to_file(self, filename, driver="ESRI Shapefile", **kwargs): """ Write this GeoDataFrame to an OGR data source A dictionary of supported OGR providers is available via: >>> import fiona >>> fiona.supported_drivers Parameters ---------- filename : string File path or file handle to write to. driver : string, default 'ESRI Shapefile' The OGR format driver used to write the vector file. The *kwargs* are passed to fiona.open and can be used to write to multi-layer data, store data within archives (zip files), etc. """ import fiona def convert_type(in_type): if in_type == object: return 'str' out_type = type(np.asscalar(np.zeros(1, in_type))).__name__ if out_type == 'long': out_type = 'int' return out_type def feature(i, row): return { 'id': str(i), 'type': 'Feature', 'properties': dict((k, v) for k, v in iteritems(row) if k != 'geometry'), 'geometry': mapping(row['geometry']) } properties = OrderedDict([(col, convert_type(_type)) for col, _type in zip(self.columns, self.dtypes) if col!='geometry']) # Need to check geom_types before we write to file... # Some (most?) providers expect a single geometry type: # Point, LineString, or Polygon geom_types = self['geometry'].geom_type.unique() from os.path import commonprefix # To find longest common prefix geom_type = commonprefix([g[::-1] for g in geom_types])[::-1] # Reverse if geom_type == '': # No common suffix = mixed geometry types raise ValueError("Geometry column cannot contains mutiple " "geometry types when writing to file.") schema = {'geometry': geom_type, 'properties': properties} filename = os.path.abspath(os.path.expanduser(filename)) with fiona.open(filename, 'w', driver=driver, crs=self.crs, schema=schema, **kwargs) as c: for i, row in self.iterrows(): c.write(feature(i, row)) def to_crs(self, crs=None, epsg=None, inplace=False): """Transform geometries to a new coordinate reference system This method will transform all points in all objects. It has no notion or projecting entire geometries. All segments joining points are assumed to be lines in the current projection, not geodesics. Objects crossing the dateline (or other projection boundary) will have undesirable behavior. """ if inplace: df = self else: df = self.copy() geom = df.geometry.to_crs(crs=crs, epsg=epsg) df.geometry = geom df.crs = geom.crs if not inplace: return df def __getitem__(self, key): """ If the result is a column containing only 'geometry', return a GeoSeries. If it's a DataFrame with a 'geometry' column, return a GeoDataFrame. """ result = super(GeoDataFrame, self).__getitem__(key) geo_col = self._geometry_column_name if isinstance(key, string_types) and key == geo_col: result.__class__ = GeoSeries result.crs = self.crs elif isinstance(result, DataFrame) and geo_col in result: result.__class__ = GeoDataFrame result.crs = self.crs result._geometry_column_name = geo_col elif isinstance(result, DataFrame) and geo_col not in result: result.__class__ = DataFrame result.crs = self.crs return result # # Implement pandas methods # @property def _constructor(self): return GeoDataFrame def __finalize__(self, other, method=None, **kwargs): """ propagate metadata from other to self """ # NOTE: backported from pandas master (upcoming v0.13) for name in self._metadata: object.__setattr__(self, name, getattr(other, name, None)) return self def copy(self, deep=True): """ Make a copy of this GeoDataFrame object Parameters ---------- deep : boolean, default True Make a deep copy, i.e. also copy data Returns ------- copy : GeoDataFrame """ # FIXME: this will likely be unnecessary in pandas >= 0.13 data = self._data if deep: data = data.copy() return GeoDataFrame(data).__finalize__(self) def plot(self, *args, **kwargs): return plot_dataframe(self, *args, **kwargs) def _dataframe_set_geometry(self, col, drop=False, inplace=False, crs=None): if inplace: raise ValueError("Can't do inplace setting when converting from" " DataFrame to GeoDataFrame") gf = GeoDataFrame(self) # this will copy so that BlockManager gets copied return gf.set_geometry(col, drop=drop, inplace=False, crs=crs) if PY3: DataFrame.set_geometry = _dataframe_set_geometry else: import types DataFrame.set_geometry = types.MethodType(_dataframe_set_geometry, None, DataFrame) geopandas-0.1.1/geopandas/geoseries.py000066400000000000000000000207231240437520600177610ustar00rootroot00000000000000from functools import partial from warnings import warn import numpy as np from pandas import Series, DataFrame import pyproj from shapely.geometry import shape, Polygon, Point from shapely.geometry.collection import GeometryCollection from shapely.geometry.base import BaseGeometry from shapely.ops import transform from geopandas.plotting import plot_series from geopandas.base import GeoPandasBase OLD_PANDAS = issubclass(Series, np.ndarray) def _is_empty(x): try: return x.is_empty except: return False def _convert_array_args(args): if len(args) == 1 and isinstance(args[0], BaseGeometry): args = ([args[0]],) return args class GeoSeries(GeoPandasBase, Series): """A Series object designed to store shapely geometry objects.""" _metadata = ['name', 'crs'] def __new__(cls, *args, **kwargs): kwargs.pop('crs', None) if OLD_PANDAS: args = _convert_array_args(args) arr = Series.__new__(cls, *args, **kwargs) else: arr = Series.__new__(cls) if type(arr) is GeoSeries: return arr else: return arr.view(GeoSeries) def __init__(self, *args, **kwargs): if not OLD_PANDAS: args = _convert_array_args(args) crs = kwargs.pop('crs', None) super(GeoSeries, self).__init__(*args, **kwargs) self.crs = crs @property def geometry(self): return self @classmethod def from_file(cls, filename, **kwargs): """ Alternate constructor to create a GeoSeries from a file Parameters ---------- filename : str File path or file handle to read from. Depending on which kwargs are included, the content of filename may vary, see: http://toblerity.github.io/fiona/README.html#usage for usage details. kwargs : key-word arguments These arguments are passed to fiona.open, and can be used to access multi-layer data, data stored within archives (zip files), etc. """ import fiona geoms = [] with fiona.open(filename, **kwargs) as f: crs = f.crs for rec in f: geoms.append(shape(rec['geometry'])) g = GeoSeries(geoms) g.crs = crs return g def to_file(self, filename, driver="ESRI Shapefile", **kwargs): from geopandas import GeoDataFrame data = GeoDataFrame({"geometry": self, "id":self.index.values}, index=self.index) data.crs = self.crs data.to_file(filename, driver, **kwargs) # # Implement pandas methods # @property def _constructor(self): return GeoSeries def _wrapped_pandas_method(self, mtd, *args, **kwargs): """Wrap a generic pandas method to ensure it returns a GeoSeries""" val = getattr(super(GeoSeries, self), mtd)(*args, **kwargs) if type(val) == Series: val.__class__ = GeoSeries val.crs = self.crs return val def __getitem__(self, key): return self._wrapped_pandas_method('__getitem__', key) def sort_index(self, *args, **kwargs): return self._wrapped_pandas_method('sort_index', *args, **kwargs) def take(self, *args, **kwargs): return self._wrapped_pandas_method('take', *args, **kwargs) def select(self, *args, **kwargs): return self._wrapped_pandas_method('select', *args, **kwargs) @property def _can_hold_na(self): return False def __finalize__(self, other, method=None, **kwargs): """ propagate metadata from other to self """ # NOTE: backported from pandas master (upcoming v0.13) for name in self._metadata: object.__setattr__(self, name, getattr(other, name, None)) return self def copy(self, order='C'): """ Make a copy of this GeoSeries object Parameters ---------- deep : boolean, default True Make a deep copy, i.e. also copy data Returns ------- copy : GeoSeries """ # FIXME: this will likely be unnecessary in pandas >= 0.13 return GeoSeries(self.values.copy(order), index=self.index, name=self.name).__finalize__(self) def isnull(self): """Null values in a GeoSeries are represented by empty geometric objects""" non_geo_null = super(GeoSeries, self).isnull() val = self.apply(_is_empty) return np.logical_or(non_geo_null, val) def fillna(self, value=None, method=None, inplace=False, **kwargs): """Fill NA/NaN values with a geometry (empty polygon by default). "method" is currently not implemented for pandas <= 0.12. """ if value is None: value = Point() if not OLD_PANDAS: return super(GeoSeries, self).fillna(value=value, method=method, inplace=inplace, **kwargs) else: # FIXME: this is an ugly way to support pandas <= 0.12 if method is not None: raise NotImplementedError('Fill method is currently not implemented for GeoSeries') if isinstance(value, BaseGeometry): result = self.copy() if not inplace else self mask = self.isnull() result[mask] = value if not inplace: return GeoSeries(result) else: raise ValueError('Non-geometric fill values not allowed for GeoSeries') def align(self, other, join='outer', level=None, copy=True, fill_value=None, **kwargs): if fill_value is None: fill_value = Point() left, right = super(GeoSeries, self).align(other, join=join, level=level, copy=copy, fill_value=fill_value, **kwargs) if isinstance(other, GeoSeries): return GeoSeries(left), GeoSeries(right) else: # It is probably a Series, let's keep it that way return GeoSeries(left), right def __contains__(self, other): """Allow tests of the form "geom in s" Tests whether a GeoSeries contains a geometry. Note: This is not the same as the geometric method "contains". """ if isinstance(other, BaseGeometry): return np.any(self.geom_equals(other)) else: return False def plot(self, *args, **kwargs): return plot_series(self, *args, **kwargs) # # Additional methods # def to_crs(self, crs=None, epsg=None): """Transform geometries to a new coordinate reference system This method will transform all points in all objects. It has no notion or projecting entire geometries. All segments joining points are assumed to be lines in the current projection, not geodesics. Objects crossing the dateline (or other projection boundary) will have undesirable behavior. """ from fiona.crs import from_epsg if self.crs is None: raise ValueError('Cannot transform naive geometries. ' 'Please set a crs on the object first.') if crs is None: try: crs = from_epsg(epsg) except TypeError: raise TypeError('Must set either crs or epsg for output.') proj_in = pyproj.Proj(preserve_units=True, **self.crs) proj_out = pyproj.Proj(preserve_units=True, **crs) project = partial(pyproj.transform, proj_in, proj_out) result = self.apply(lambda geom: transform(project, geom)) result.__class__ = GeoSeries result.crs = crs return result # # Implement standard operators for GeoSeries # def __xor__(self, other): """Implement ^ operator as for builtin set type""" return self.symmetric_difference(other) def __or__(self, other): """Implement | operator as for builtin set type""" return self.union(other) def __and__(self, other): """Implement & operator as for builtin set type""" return self.intersection(other) def __sub__(self, other): """Implement - operator as for builtin set type""" return self.difference(other) geopandas-0.1.1/geopandas/io/000077500000000000000000000000001240437520600160255ustar00rootroot00000000000000geopandas-0.1.1/geopandas/io/__init__.py000066400000000000000000000000001240437520600201240ustar00rootroot00000000000000geopandas-0.1.1/geopandas/io/file.py000066400000000000000000000011531240437520600173160ustar00rootroot00000000000000from geopandas import GeoDataFrame def read_file(filename, **kwargs): """ Returns a GeoDataFrame from a file. *filename* is either the absolute or relative path to the file to be opened and *kwargs* are keyword args to be passed to the method when opening the file. """ import fiona bbox = kwargs.pop('bbox', None) with fiona.open(filename, **kwargs) as f: crs = f.crs if bbox != None: assert len(bbox)==4 f_filt = f.filter(bbox=bbox) else: f_filt = f gdf = GeoDataFrame.from_features(f, crs=crs) return gdf geopandas-0.1.1/geopandas/io/sql.py000066400000000000000000000024301240437520600171750ustar00rootroot00000000000000import binascii from pandas import read_sql import shapely.wkb from geopandas import GeoSeries, GeoDataFrame def read_postgis(sql, con, geom_col='geom', crs=None, index_col=None, coerce_float=True, params=None): """ Returns a GeoDataFrame corresponding to the result of the query string, which must contain a geometry column. Examples: sql = "SELECT geom, kind FROM polygons;" df = geopandas.read_postgis(sql, con) Parameters ---------- sql: string con: DB connection object or SQLAlchemy engine geom_col: string, default 'geom' column name to convert to shapely geometries crs: optional CRS to use for the returned GeoDataFrame See the documentation for pandas.read_sql for further explanation of the following parameters: index_col, coerce_float, params """ df = read_sql(sql, con, index_col=index_col, coerce_float=coerce_float, params=params) if geom_col not in df: raise ValueError("Query missing geometry column '{0}'".format( geom_col)) wkb_geoms = df[geom_col] s = wkb_geoms.apply(lambda x: shapely.wkb.loads(binascii.unhexlify(x.encode()))) df[geom_col] = GeoSeries(s) return GeoDataFrame(df, crs=crs, geometry=geom_col) geopandas-0.1.1/geopandas/plotting.py000066400000000000000000000226271240437520600176410ustar00rootroot00000000000000from __future__ import print_function import numpy as np from six import next from six.moves import xrange def plot_polygon(ax, poly, facecolor='red', edgecolor='black', alpha=0.5): """ Plot a single Polygon geometry """ from descartes.patch import PolygonPatch a = np.asarray(poly.exterior) # without Descartes, we could make a Patch of exterior ax.add_patch(PolygonPatch(poly, facecolor=facecolor, alpha=alpha)) ax.plot(a[:, 0], a[:, 1], color=edgecolor) for p in poly.interiors: x, y = zip(*p.coords) ax.plot(x, y, color=edgecolor) def plot_multipolygon(ax, geom, facecolor='red', alpha=0.5): """ Can safely call with either Polygon or Multipolygon geometry """ if geom.type == 'Polygon': plot_polygon(ax, geom, facecolor=facecolor, alpha=alpha) elif geom.type == 'MultiPolygon': for poly in geom.geoms: plot_polygon(ax, poly, facecolor=facecolor, alpha=alpha) def plot_linestring(ax, geom, color='black', linewidth=1): """ Plot a single LineString geometry """ a = np.array(geom) ax.plot(a[:,0], a[:,1], color=color, linewidth=linewidth) def plot_multilinestring(ax, geom, color='red', linewidth=1): """ Can safely call with either LineString or MultiLineString geometry """ if geom.type == 'LineString': plot_linestring(ax, geom, color=color, linewidth=linewidth) elif geom.type == 'MultiLineString': for line in geom.geoms: plot_linestring(ax, line, color=color, linewidth=linewidth) def plot_point(ax, pt, marker='o', markersize=2): """ Plot a single Point geometry """ ax.plot(pt.x, pt.y, marker=marker, markersize=markersize, linewidth=0) def gencolor(N, colormap='Set1'): """ Color generator intended to work with one of the ColorBrewer qualitative color scales. Suggested values of colormap are the following: Accent, Dark2, Paired, Pastel1, Pastel2, Set1, Set2, Set3 (although any matplotlib colormap will work). """ from matplotlib import cm # don't use more than 9 discrete colors n_colors = min(N, 9) cmap = cm.get_cmap(colormap, n_colors) colors = cmap(range(n_colors)) for i in xrange(N): yield colors[i % n_colors] def plot_series(s, colormap='Set1', alpha=0.5, axes=None): """ Plot a GeoSeries Generate a plot of a GeoSeries geometry with matplotlib. Parameters ---------- Series The GeoSeries to be plotted. Currently Polygon, MultiPolygon, LineString, MultiLineString and Point geometries can be plotted. colormap : str (default 'Set1') The name of a colormap recognized by matplotlib. Any colormap will work, but categorical colormaps are generally recommended. Examples of useful discrete colormaps include: Accent, Dark2, Paired, Pastel1, Pastel2, Set1, Set2, Set3 alpha : float (default 0.5) Alpha value for polygon fill regions. Has no effect for lines or points. axes : matplotlib.pyplot.Artist (default None) axes on which to draw the plot Returns ------- matplotlib axes instance """ import matplotlib.pyplot as plt if axes == None: fig = plt.gcf() fig.add_subplot(111, aspect='equal') ax = plt.gca() else: ax = axes color = gencolor(len(s), colormap=colormap) for geom in s: if geom.type == 'Polygon' or geom.type == 'MultiPolygon': plot_multipolygon(ax, geom, facecolor=next(color), alpha=alpha) elif geom.type == 'LineString' or geom.type == 'MultiLineString': plot_multilinestring(ax, geom, color=next(color)) elif geom.type == 'Point': plot_point(ax, geom) plt.draw() return ax def plot_dataframe(s, column=None, colormap=None, alpha=0.5, categorical=False, legend=False, axes=None, scheme=None, k=5): """ Plot a GeoDataFrame Generate a plot of a GeoDataFrame with matplotlib. If a column is specified, the plot coloring will be based on values in that column. Otherwise, a categorical plot of the geometries in the `geometry` column will be generated. Parameters ---------- GeoDataFrame The GeoDataFrame to be plotted. Currently Polygon, MultiPolygon, LineString, MultiLineString and Point geometries can be plotted. column : str (default None) The name of the column to be plotted. categorical : bool (default False) If False, colormap will reflect numerical values of the column being plotted. For non-numerical columns (or if column=None), this will be set to True. colormap : str (default 'Set1') The name of a colormap recognized by matplotlib. alpha : float (default 0.5) Alpha value for polygon fill regions. Has no effect for lines or points. legend : bool (default False) Plot a legend (Experimental; currently for categorical plots only) axes : matplotlib.pyplot.Artist (default None) axes on which to draw the plot scheme : pysal.esda.mapclassify.Map_Classifier Choropleth classification schemes k : int (default 5) Number of classes (ignored if scheme is None) Returns ------- matplotlib axes instance """ import matplotlib.pyplot as plt from matplotlib.lines import Line2D from matplotlib.colors import Normalize from matplotlib import cm if column is None: return plot_series(s.geometry, colormap=colormap, alpha=alpha, axes=axes) else: if s[column].dtype is np.dtype('O'): categorical = True if categorical: if colormap is None: colormap = 'Set1' categories = list(set(s[column].values)) categories.sort() valuemap = dict([(k, v) for (v, k) in enumerate(categories)]) values = [valuemap[k] for k in s[column]] else: values = s[column] if scheme is not None: values = __pysal_choro(values, scheme, k=k) cmap = norm_cmap(values, colormap, Normalize, cm) if axes == None: fig = plt.gcf() fig.add_subplot(111, aspect='equal') ax = plt.gca() else: ax = axes for geom, value in zip(s.geometry, values): if geom.type == 'Polygon' or geom.type == 'MultiPolygon': plot_multipolygon(ax, geom, facecolor=cmap.to_rgba(value), alpha=alpha) elif geom.type == 'LineString' or geom.type == 'MultiLineString': plot_multilinestring(ax, geom, color=cmap.to_rgba(value)) # TODO: color point geometries elif geom.type == 'Point': plot_point(ax, geom) if legend: if categorical: patches = [] for value, cat in enumerate(categories): patches.append(Line2D([0], [0], linestyle="none", marker="o", alpha=alpha, markersize=10, markerfacecolor=cmap.to_rgba(value))) ax.legend(patches, categories, numpoints=1, loc='best') else: # TODO: show a colorbar raise NotImplementedError plt.draw() return ax def __pysal_choro(values, scheme, k=5): """ Wrapper for choropleth schemes from PySAL for use with plot_dataframe Parameters ---------- values Series to be plotted scheme pysal.esda.mapclassify classificatin scheme ['Equal_interval'|'Quantiles'|'Fisher_Jenks'] k number of classes (2 <= k <=9) Returns ------- values Series with values replaced with class identifier if PySAL is available, otherwise the original values are used """ try: from pysal.esda.mapclassify import Quantiles, Equal_Interval, Fisher_Jenks schemes = {} schemes['equal_interval'] = Equal_Interval schemes['quantiles'] = Quantiles schemes['fisher_jenks'] = Fisher_Jenks s0 = scheme scheme = scheme.lower() if scheme not in schemes: scheme = 'quantiles' print('Unrecognized scheme: ', s0) print('Using Quantiles instead') if k<2 or k>9: print('Invalid k: ', k) print('2<=k<=9, setting k=5 (default)') k = 5 binning = schemes[scheme](values, k) values = binning.yb except ImportError: print('PySAL not installed, setting map to default') return values def norm_cmap(values, cmap, normalize, cm): """ Normalize and set colormap Parameters ---------- values Series or array to be normalized cmap matplotlib Colormap normalize matplotlib.colors.Normalize cm matplotlib.cm Returns ------- n_cmap mapping of normalized values to colormap (cmap) """ mn, mx = min(values), max(values) norm = normalize(vmin=mn, vmax=mx) n_cmap = cm.ScalarMappable(norm=norm, cmap=cmap) return n_cmap geopandas-0.1.1/requirements.test.txt000066400000000000000000000001441240437520600177160ustar00rootroot00000000000000psycopg2>=2.5.1 SQLAlchemy>=0.8.3 geopy==0.99 matplotlib>=1.2.1 descartes>=1.0 pytest-cov coveralls geopandas-0.1.1/requirements.txt000066400000000000000000000001031240437520600167330ustar00rootroot00000000000000Cython>=0.16 shapely>=1.2.18 fiona>=1.0.1 pyproj>=1.9.3 six>=1.3.0 geopandas-0.1.1/setup.py000066400000000000000000000046021240437520600151710ustar00rootroot00000000000000#!/usr/bin/env/python """Installation script Version handling borrowed from pandas project. """ import sys import os import warnings try: from setuptools import setup except ImportError: from distutils.core import setup LONG_DESCRIPTION = """GeoPandas is a project to add support for geographic data to `pandas`_ objects. The goal of GeoPandas is to make working with geospatial data in python easier. It combines the capabilities of `pandas`_ and `shapely`_, providing geospatial operations in pandas and a high-level interface to multiple geometries to shapely. GeoPandas enables you to easily do operations in python that would otherwise require a spatial database such as PostGIS. .. _pandas: http://pandas.pydata.org .. _shapely: http://toblerity.github.io/shapely """ MAJOR = 0 MINOR = 1 MICRO = 1 ISRELEASED = True VERSION = '%d.%d.%d' % (MAJOR, MINOR, MICRO) QUALIFIER = '' FULLVERSION = VERSION if not ISRELEASED: FULLVERSION += '.dev' try: import subprocess try: pipe = subprocess.Popen(["git", "rev-parse", "--short", "HEAD"], stdout=subprocess.PIPE).stdout except OSError: # msysgit compatibility pipe = subprocess.Popen( ["git.cmd", "describe", "HEAD"], stdout=subprocess.PIPE).stdout rev = pipe.read().strip() # makes distutils blow up on Python 2.7 if sys.version_info[0] >= 3: rev = rev.decode('ascii') FULLVERSION = '%d.%d.%d.dev-%s' % (MAJOR, MINOR, MICRO, rev) except: warnings.warn("WARNING: Couldn't get git revision") else: FULLVERSION += QUALIFIER def write_version_py(filename=None): cnt = """\ version = '%s' short_version = '%s' """ if not filename: filename = os.path.join( os.path.dirname(__file__), 'geopandas', 'version.py') a = open(filename, 'w') try: a.write(cnt % (FULLVERSION, VERSION)) finally: a.close() write_version_py() setup(name='geopandas', version=FULLVERSION, description='Geographic pandas extensions', license='BSD', author='Kelsey Jordahl', author_email='kjordahl@enthought.com', url='http://geopandas.org', long_description=LONG_DESCRIPTION, packages=['geopandas', 'geopandas.io'], install_requires=['pandas', 'shapely', 'fiona', 'descartes', 'pyproj'], ) geopandas-0.1.1/tests/000077500000000000000000000000001240437520600146175ustar00rootroot00000000000000geopandas-0.1.1/tests/__init__.py000066400000000000000000000000001240437520600167160ustar00rootroot00000000000000geopandas-0.1.1/tests/baseline_images/000077500000000000000000000000001240437520600177265ustar00rootroot00000000000000geopandas-0.1.1/tests/baseline_images/test_plotting/000077500000000000000000000000001240437520600226255ustar00rootroot00000000000000geopandas-0.1.1/tests/baseline_images/test_plotting/lines_plot.png000066400000000000000000000247241240437520600255140ustar00rootroot00000000000000PNG  IHDR XvpsBIT|d pHYsaa?i IDATx{p"A@X FeR@zmQ*i_e+(DrYVXƨ(*r~n||N;Dɹ|>(zp $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d=sqGIIIİabÆ Y \>g=矏޽{Gcǎq֭[ߣO>YO >|x)Xd#7ws`&}v3B.TuЮڵ?Q3(@bѢEQVV۷oyŲeˢ0y1BRM4{,㎋ӧW\\.y1BR]v˗g=ȨQP' \SQB.׼ ˻p@:xHF $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d!O<1ڴiG[n%oߞ4!7F~b…qYgŜ9s8ƌƍzuQhX*++c۶m1{0`@DDǦM;sFӦM @I~ѺuZ[;,4i, $5rرcL4)V\7osƢEb„ QTGy IGUUU 80|޼y1f̘ !M6g?ϣ{qǤIc'?VWW֭[SM: (BR7xc[.^z8#"";Nnj3//E]͚5uVVV'pBBSOŪUj}|>4{8 V^]w]|߈_1vZ]6JKKG}k @3ǚ5kO>Yϡx:vK,W^y%:t|Ѿ}/o˖-UVu] .xbСqWXdIqѷo] @a$u'3<sN,Y$.ؾ}{̙3'~8@#zO @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@dɍ;6멧z"uQhxM\rI|>qAEYYYFk:w;wuc֭[cԩ2Z@], s΍7n\SCDeee 4(:t!s~{l߾ݣ !ss΍VZň#@"t2ƚ5kbĉѸq;;h4l;ږ !Ss΍?K/-R̞ߊ{mP,\h,Zj ].AGEIIIt-x/kFiiiz?q.kOG٩ߌ5kD>}C{GDDQ냣m:^DDm98 (/B'3Cz x,[, $ $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF $#@d @2HF2~83㨣f͚EnbY5z ŋnr)ӟ4?xb˖-YO zw /3<3ϟ|m O"ٳgoW_}uSȀ!5kā[nGͣK.1y@ $ /D.!CDǎnO>9f͚#Gzuk@Hjǎ};vl̞=;""ˣ8fΜ?x|_x%uETvb1|ZgqF̜93}/ ^?b&4x5 !]Ʋe˾\.]2nL4kr@:]>h~ʻWޭuǟfB'@H΋믿>l֓cEr1q0`@|dɒ?>V\}z"uD\^W^~=hР4iRt)&NO<ėsSD4Kؔ aо}8SG;wFQ8qlPlԨCcԨCStosw45:~%}mOo ڨQ}wkVEifM_xcҥѯ_/|3"蔳 (BrsNt)͚5x *++q_*y!Brw\,\0f͚~at! 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Skipping tests.") except SyntaxError: raise nose.SkipTest("Geopy is known to be broken on Python 3.2. " "Skipping tests.") class TestGeocode(unittest.TestCase): def setUp(self): _skip_if_no_geopy() self.locations = ['260 Broadway, New York, NY', '77 Massachusetts Ave, Cambridge, MA'] def test_prepare_result(self): # Calls _prepare_result with sample results from the geocoder call # loop from geopandas.geocode import _prepare_geocode_result p0 = Point(12.3, -45.6) # Treat these as lat/lon p1 = Point(-23.4, 56.7) d = {'a': ('address0', p0.coords[0]), 'b': ('address1', p1.coords[0])} df = _prepare_geocode_result(d) assert type(df) is gpd.GeoDataFrame self.assertEqual(from_epsg(4326), df.crs) self.assertEqual(len(df), 2) self.assert_('address' in df) coords = df.loc['a']['geometry'].coords[0] test = p0.coords[0] # Output from the df should be lon/lat self.assertAlmostEqual(coords[0], test[1]) self.assertAlmostEqual(coords[1], test[0]) coords = df.loc['b']['geometry'].coords[0] test = p1.coords[0] self.assertAlmostEqual(coords[0], test[1]) self.assertAlmostEqual(coords[1], test[0]) def test_prepare_result_none(self): from geopandas.geocode import _prepare_geocode_result p0 = Point(12.3, -45.6) # Treat these as lat/lon d = {'a': ('address0', p0.coords[0]), 'b': (None, None)} df = _prepare_geocode_result(d) assert type(df) is gpd.GeoDataFrame self.assertEqual(from_epsg(4326), df.crs) self.assertEqual(len(df), 2) self.assert_('address' in df) row = df.loc['b'] self.assertEqual(len(row['geometry'].coords), 0) self.assert_(pd.np.isnan(row['address'])) def test_bad_provider(self): from geopandas.geocode import geocode with self.assertRaises(ValueError): geocode(['cambridge, ma'], 'badprovider') def test_googlev3(self): from geopandas.geocode import geocode g = geocode(self.locations, provider='googlev3', timeout=2) self.assertIsInstance(g, gpd.GeoDataFrame) def test_openmapquest(self): from geopandas.geocode import geocode g = geocode(self.locations, provider='openmapquest', timeout=2) self.assertIsInstance(g, gpd.GeoDataFrame) @unittest.skip('Nominatim server is unreliable for tests.') def test_nominatim(self): from geopandas.geocode import geocode g = geocode(self.locations, provider='nominatim', timeout=2) self.assertIsInstance(g, gpd.GeoDataFrame) geopandas-0.1.1/tests/test_geodataframe.py000066400000000000000000000402371240437520600206550ustar00rootroot00000000000000from __future__ import absolute_import import json import os import tempfile import shutil import numpy as np import pandas as pd from pandas.util.testing import assert_frame_equal from shapely.geometry import Point, Polygon import fiona from geopandas import GeoDataFrame, read_file, GeoSeries from .util import unittest, download_nybb, assert_geoseries_equal, connect, \ create_db, validate_boro_df, PANDAS_NEW_SQL_API class TestDataFrame(unittest.TestCase): def setUp(self): N = 10 nybb_filename = download_nybb() self.df = read_file('/nybb_14a_av/nybb.shp', vfs='zip://' + nybb_filename) self.tempdir = tempfile.mkdtemp() self.boros = self.df['BoroName'] self.crs = {'init': 'epsg:4326'} self.df2 = GeoDataFrame([ {'geometry' : Point(x, y), 'value1': x + y, 'value2': x * y} for x, y in zip(range(N), range(N))], crs=self.crs) def tearDown(self): shutil.rmtree(self.tempdir) def test_df_init(self): self.assertTrue(type(self.df2) is GeoDataFrame) self.assertTrue(self.df2.crs == self.crs) def test_different_geo_colname(self): data = {"A": range(5), "B": range(-5, 0), "location": [Point(x, y) for x, y in zip(range(5), range(5))]} df = GeoDataFrame(data, crs=self.crs, geometry='location') locs = GeoSeries(data['location'], crs=self.crs) assert_geoseries_equal(df.geometry, locs) self.assert_('geometry' not in df) self.assertEqual(df.geometry.name, 'location') # internal implementation detail self.assertEqual(df._geometry_column_name, 'location') geom2 = [Point(x, y) for x, y in zip(range(5, 10), range(5))] df2 = df.set_geometry(geom2, crs='dummy_crs') self.assert_('geometry' in df2) self.assert_('location' in df2) self.assertEqual(df2.crs, 'dummy_crs') self.assertEqual(df2.geometry.crs, 'dummy_crs') # reset so it outputs okay df2.crs = df.crs assert_geoseries_equal(df2.geometry, GeoSeries(geom2, crs=df2.crs)) # for right now, non-geometry comes back as series assert_geoseries_equal(df2['location'], df['location'], check_series_type=False, check_dtype=False) def test_geo_getitem(self): data = {"A": range(5), "B": range(-5, 0), "location": [Point(x, y) for x, y in zip(range(5), range(5))]} df = GeoDataFrame(data, crs=self.crs, geometry='location') self.assert_(isinstance(df.geometry, GeoSeries)) df['geometry'] = df["A"] self.assert_(isinstance(df.geometry, GeoSeries)) self.assertEqual(df.geometry[0], data['location'][0]) # good if this changed in the future self.assert_(not isinstance(df['geometry'], GeoSeries)) self.assert_(isinstance(df['location'], GeoSeries)) data["geometry"] = [Point(x + 1, y - 1) for x, y in zip(range(5), range(5))] df = GeoDataFrame(data, crs=self.crs) self.assert_(isinstance(df.geometry, GeoSeries)) self.assert_(isinstance(df['geometry'], GeoSeries)) # good if this changed in the future self.assert_(not isinstance(df['location'], GeoSeries)) def test_geometry_property(self): assert_geoseries_equal(self.df.geometry, self.df['geometry'], check_dtype=True, check_index_type=True) df = self.df.copy() new_geom = [Point(x,y) for x, y in zip(range(len(self.df)), range(len(self.df)))] df.geometry = new_geom new_geom = GeoSeries(new_geom, index=df.index, crs=df.crs) assert_geoseries_equal(df.geometry, new_geom) assert_geoseries_equal(df['geometry'], new_geom) # new crs gs = GeoSeries(new_geom, crs="epsg:26018") df.geometry = gs self.assertEqual(df.crs, "epsg:26018") def test_geometry_property_errors(self): with self.assertRaises(AttributeError): df = self.df.copy() del df['geometry'] df.geometry # list-like error with self.assertRaises(ValueError): df = self.df2.copy() df.geometry = 'value1' # list-like error with self.assertRaises(ValueError): df = self.df.copy() df.geometry = 'apple' # non-geometry error with self.assertRaises(TypeError): df = self.df.copy() df.geometry = list(range(df.shape[0])) with self.assertRaises(KeyError): df = self.df.copy() del df['geometry'] df['geometry'] # ndim error with self.assertRaises(ValueError): df = self.df.copy() df.geometry = df def test_set_geometry(self): geom = GeoSeries([Point(x,y) for x,y in zip(range(5), range(5))]) original_geom = self.df.geometry df2 = self.df.set_geometry(geom) self.assert_(self.df is not df2) assert_geoseries_equal(df2.geometry, geom) assert_geoseries_equal(self.df.geometry, original_geom) assert_geoseries_equal(self.df['geometry'], self.df.geometry) # unknown column with self.assertRaises(ValueError): self.df.set_geometry('nonexistent-column') # ndim error with self.assertRaises(ValueError): self.df.set_geometry(self.df) # new crs - setting should default to GeoSeries' crs gs = GeoSeries(geom, crs="epsg:26018") new_df = self.df.set_geometry(gs) self.assertEqual(new_df.crs, "epsg:26018") # explicit crs overrides self and dataframe new_df = self.df.set_geometry(gs, crs="epsg:27159") self.assertEqual(new_df.crs, "epsg:27159") self.assertEqual(new_df.geometry.crs, "epsg:27159") # Series should use dataframe's new_df = self.df.set_geometry(geom.values) self.assertEqual(new_df.crs, self.df.crs) self.assertEqual(new_df.geometry.crs, self.df.crs) def test_set_geometry_col(self): g = self.df.geometry g_simplified = g.simplify(100) self.df['simplified_geometry'] = g_simplified df2 = self.df.set_geometry('simplified_geometry') # Drop is false by default self.assert_('simplified_geometry' in df2) assert_geoseries_equal(df2.geometry, g_simplified) # If True, drops column and renames to geometry df3 = self.df.set_geometry('simplified_geometry', drop=True) self.assert_('simplified_geometry' not in df3) assert_geoseries_equal(df3.geometry, g_simplified) def test_set_geometry_inplace(self): geom = [Point(x,y) for x,y in zip(range(5), range(5))] ret = self.df.set_geometry(geom, inplace=True) self.assert_(ret is None) geom = GeoSeries(geom, index=self.df.index, crs=self.df.crs) assert_geoseries_equal(self.df.geometry, geom) def test_set_geometry_series(self): # Test when setting geometry with a Series that # alignment will occur # # Reverse the index order # Set the Series to be Point(i,i) where i is the index self.df.index = range(len(self.df)-1, -1, -1) d = {} for i in range(len(self.df)): d[i] = Point(i, i) g = GeoSeries(d) # At this point, the DataFrame index is [4,3,2,1,0] and the # GeoSeries index is [0,1,2,3,4]. Make sure set_geometry aligns # them to match indexes df = self.df.set_geometry(g) for i, r in df.iterrows(): self.assertAlmostEqual(i, r['geometry'].x) self.assertAlmostEqual(i, r['geometry'].y) def test_to_json(self): text = self.df.to_json() data = json.loads(text) self.assertTrue(data['type'] == 'FeatureCollection') self.assertTrue(len(data['features']) == 5) def test_to_json_geom_col(self): df = self.df.copy() df['geom'] = df['geometry'] df['geometry'] = np.arange(len(df)) df.set_geometry('geom', inplace=True) text = df.to_json() data = json.loads(text) self.assertTrue(data['type'] == 'FeatureCollection') self.assertTrue(len(data['features']) == 5) def test_to_json_na(self): # Set a value as nan and make sure it's written self.df['Shape_Area'][self.df['BoroName']=='Queens'] = np.nan text = self.df.to_json() data = json.loads(text) self.assertTrue(len(data['features']) == 5) for f in data['features']: props = f['properties'] self.assertEqual(len(props), 4) if props['BoroName'] == 'Queens': self.assertTrue(props['Shape_Area'] is None) def test_to_json_bad_na(self): # Check that a bad na argument raises error with self.assertRaises(ValueError): text = self.df.to_json(na='garbage') def test_to_json_dropna(self): self.df['Shape_Area'][self.df['BoroName']=='Queens'] = np.nan self.df['Shape_Leng'][self.df['BoroName']=='Bronx'] = np.nan text = self.df.to_json(na='drop') data = json.loads(text) self.assertEqual(len(data['features']), 5) for f in data['features']: props = f['properties'] if props['BoroName'] == 'Queens': self.assertEqual(len(props), 3) self.assertTrue('Shape_Area' not in props) # Just make sure setting it to nan in a different row # doesn't affect this one self.assertTrue('Shape_Leng' in props) elif props['BoroName'] == 'Bronx': self.assertEqual(len(props), 3) self.assertTrue('Shape_Leng' not in props) self.assertTrue('Shape_Area' in props) else: self.assertEqual(len(props), 4) def test_to_json_keepna(self): self.df['Shape_Area'][self.df['BoroName']=='Queens'] = np.nan self.df['Shape_Leng'][self.df['BoroName']=='Bronx'] = np.nan text = self.df.to_json(na='keep') data = json.loads(text) self.assertEqual(len(data['features']), 5) for f in data['features']: props = f['properties'] self.assertEqual(len(props), 4) if props['BoroName'] == 'Queens': self.assertTrue(np.isnan(props['Shape_Area'])) # Just make sure setting it to nan in a different row # doesn't affect this one self.assertTrue('Shape_Leng' in props) elif props['BoroName'] == 'Bronx': self.assertTrue(np.isnan(props['Shape_Leng'])) self.assertTrue('Shape_Area' in props) def test_copy(self): df2 = self.df.copy() self.assertTrue(type(df2) is GeoDataFrame) self.assertEqual(self.df.crs, df2.crs) def test_to_file(self): """ Test to_file and from_file """ tempfilename = os.path.join(self.tempdir, 'boros.shp') self.df.to_file(tempfilename) # Read layer back in? df = GeoDataFrame.from_file(tempfilename) self.assertTrue('geometry' in df) self.assertTrue(len(df) == 5) self.assertTrue(np.alltrue(df['BoroName'].values == self.boros)) def test_to_file_types(self): """ Test various integer type columns (GH#93) """ tempfilename = os.path.join(self.tempdir, 'int.shp') int_types = [np.int, np.int8, np.int16, np.int32, np.int64, np.intp, np.uint8, np.uint16, np.uint32, np.uint64, np.long] geometry = self.df2.geometry data = dict((str(i), np.arange(len(geometry), dtype=dtype)) for i, dtype in enumerate(int_types)) df = GeoDataFrame(data, geometry=geometry) df.to_file(tempfilename) def test_mixed_types_to_file(self): """ Test that mixed geometry types raise error when writing to file """ tempfilename = os.path.join(self.tempdir, 'test.shp') s = GeoDataFrame({'geometry' : [Point(0, 0), Polygon([(0, 0), (1, 0), (1, 1)])]}) with self.assertRaises(ValueError): s.to_file(tempfilename) def test_bool_index(self): # Find boros with 'B' in their name df = self.df[self.df['BoroName'].str.contains('B')] self.assertTrue(len(df) == 2) boros = df['BoroName'].values self.assertTrue('Brooklyn' in boros) self.assertTrue('Bronx' in boros) self.assertTrue(type(df) is GeoDataFrame) def test_transform(self): df2 = self.df2.copy() df2.crs = {'init': 'epsg:26918', 'no_defs': True} lonlat = df2.to_crs(epsg=4326) utm = lonlat.to_crs(epsg=26918) self.assertTrue(all(df2['geometry'].geom_almost_equals(utm['geometry'], decimal=2))) def test_from_features(self): nybb_filename = download_nybb() with fiona.open('/nybb_14a_av/nybb.shp', vfs='zip://' + nybb_filename) as f: features = list(f) crs = f.crs df = GeoDataFrame.from_features(features, crs=crs) df.rename(columns=lambda x: x.lower(), inplace=True) validate_boro_df(self, df) self.assert_(df.crs == crs) def test_from_features_unaligned_properties(self): p1 = Point(1,1) f1 = {'type': 'Feature', 'properties': {'a': 0}, 'geometry': p1.__geo_interface__} p2 = Point(2,2) f2 = {'type': 'Feature', 'properties': {'b': 1}, 'geometry': p2.__geo_interface__} p3 = Point(3,3) f3 = {'type': 'Feature', 'properties': {'a': 2}, 'geometry': p3.__geo_interface__} df = GeoDataFrame.from_features([f1, f2, f3]) result = df[['a', 'b']] expected = pd.DataFrame.from_dict([{'a': 0, 'b': np.nan}, {'a': np.nan, 'b': 1}, {'a': 2, 'b': np.nan}]) assert_frame_equal(expected, result) def test_from_postgis_default(self): con = connect('test_geopandas') if con is None or not create_db(self.df): raise unittest.case.SkipTest() try: sql = "SELECT * FROM nybb;" df = GeoDataFrame.from_postgis(sql, con) finally: if PANDAS_NEW_SQL_API: # It's not really a connection, it's an engine con = con.connect() con.close() validate_boro_df(self, df) def test_from_postgis_custom_geom_col(self): con = connect('test_geopandas') if con is None or not create_db(self.df): raise unittest.case.SkipTest() try: sql = """SELECT borocode, boroname, shape_leng, shape_area, geom AS __geometry__ FROM nybb;""" df = GeoDataFrame.from_postgis(sql, con, geom_col='__geometry__') finally: if PANDAS_NEW_SQL_API: # It's not really a connection, it's an engine con = con.connect() con.close() validate_boro_df(self, df) def test_dataframe_to_geodataframe(self): df = pd.DataFrame({"A": range(len(self.df)), "location": list(self.df.geometry)}, index=self.df.index) gf = df.set_geometry('location', crs=self.df.crs) self.assertIsInstance(df, pd.DataFrame) self.assertIsInstance(gf, GeoDataFrame) assert_geoseries_equal(gf.geometry, self.df.geometry) self.assertEqual(gf.geometry.name, 'location') self.assert_('geometry' not in gf) gf2 = df.set_geometry('location', crs=self.df.crs, drop=True) self.assertIsInstance(df, pd.DataFrame) self.assertIsInstance(gf2, GeoDataFrame) self.assertEqual(gf2.geometry.name, 'geometry') self.assert_('geometry' in gf2) self.assert_('location' not in gf2) self.assert_('location' in df) # should be a copy df.ix[0, "A"] = 100 self.assertEqual(gf.ix[0, "A"], 0) self.assertEqual(gf2.ix[0, "A"], 0) with self.assertRaises(ValueError): df.set_geometry('location', inplace=True) geopandas-0.1.1/tests/test_geom_methods.py000066400000000000000000000371601240437520600207110ustar00rootroot00000000000000from __future__ import absolute_import import string import numpy as np from numpy.testing import assert_array_equal from pandas.util.testing import assert_series_equal, assert_frame_equal from pandas import Series, DataFrame from shapely.geometry import Point, LinearRing, LineString, Polygon from shapely.geometry.collection import GeometryCollection from geopandas import GeoSeries, GeoDataFrame from geopandas.base import GeoPandasBase from .util import ( unittest, geom_equals, geom_almost_equals, assert_geoseries_equal ) class TestGeomMethods(unittest.TestCase): def setUp(self): self.t1 = Polygon([(0, 0), (1, 0), (1, 1)]) self.t2 = Polygon([(0, 0), (1, 1), (0, 1)]) self.sq = Polygon([(0, 0), (1, 0), (1, 1), (0, 1)]) self.inner_sq = Polygon([(0.25, 0.25), (0.75, 0.25), (0.75, 0.75), (0.25, 0.75)]) self.nested_squares = Polygon(self.sq.boundary, [self.inner_sq.boundary]) self.p0 = Point(5, 5) self.g0 = GeoSeries([self.t1, self.t2, self.sq, self.inner_sq, self.nested_squares, self.p0]) self.g1 = GeoSeries([self.t1, self.sq]) self.g2 = GeoSeries([self.sq, self.t1]) self.g3 = GeoSeries([self.t1, self.t2]) self.g3.crs = {'init': 'epsg:4326', 'no_defs': True} self.g4 = GeoSeries([self.t2, self.t1]) self.na = GeoSeries([self.t1, self.t2, Polygon()]) self.na_none = GeoSeries([self.t1, self.t2, None]) self.a1 = self.g1.copy() self.a1.index = ['A', 'B'] self.a2 = self.g2.copy() self.a2.index = ['B', 'C'] self.esb = Point(-73.9847, 40.7484) self.sol = Point(-74.0446, 40.6893) self.landmarks = GeoSeries([self.esb, self.sol], crs={'init': 'epsg:4326', 'no_defs': True}) self.l1 = LineString([(0, 0), (0, 1), (1, 1)]) self.l2 = LineString([(0, 0), (1, 0), (1, 1), (0, 1)]) self.g5 = GeoSeries([self.l1, self.l2]) # Crossed lines self.l3 = LineString([(0, 0), (1, 1)]) self.l4 = LineString([(0, 1), (1, 0)]) self.crossed_lines = GeoSeries([self.l3, self.l4]) # Placeholder for testing, will just drop in different geometries # when needed self.gdf1 = GeoDataFrame({'geometry' : self.g1, 'col0' : [1.0, 2.0], 'col1' : ['geo', 'pandas']}) self.gdf2 = GeoDataFrame({'geometry' : self.g1, 'col3' : [4, 5], 'col4' : ['rand', 'string']}) def _test_unary_real(self, op, expected, a): """ Tests for 'area', 'length', 'is_valid', etc. """ fcmp = assert_series_equal self._test_unary(op, expected, a, fcmp) def _test_unary_topological(self, op, expected, a): if isinstance(expected, GeoPandasBase): fcmp = assert_geoseries_equal else: fcmp = lambda a, b: self.assert_(geom_equals(a, b)) self._test_unary(op, expected, a, fcmp) def _test_binary_topological(self, op, expected, a, b, *args, **kwargs): """ Tests for 'intersection', 'union', 'symmetric_difference', etc. """ if isinstance(expected, GeoPandasBase): fcmp = assert_geoseries_equal else: fcmp = lambda a, b: self.assert_(geom_equals(a, b)) if isinstance(b, GeoPandasBase): right_df = True else: right_df = False self._binary_op_test(op, expected, a, b, fcmp, True, right_df, *args, **kwargs) def _test_binary_real(self, op, expected, a, b, *args, **kwargs): fcmp = assert_series_equal self._binary_op_test(op, expected, a, b, fcmp, True, False, *args, **kwargs) def _test_binary_operator(self, op, expected, a, b): """ The operators only have GeoSeries on the left, but can have GeoSeries or GeoDataFrame on the right. """ if isinstance(expected, GeoPandasBase): fcmp = assert_geoseries_equal else: fcmp = lambda a, b: self.assert_(geom_equals(a, b)) if isinstance(b, GeoPandasBase): right_df = True else: right_df = False self._binary_op_test(op, expected, a, b, fcmp, False, right_df) def _binary_op_test(self, op, expected, left, right, fcmp, left_df, right_df, *args, **kwargs): """ This is a helper to call a function on GeoSeries and GeoDataFrame arguments. For example, 'intersection' is a member of both GeoSeries and GeoDataFrame and can take either GeoSeries or GeoDataFrame inputs. This function has the ability to test all four combinations of input types. Parameters ---------- expected : str The operation to be tested. e.g., 'intersection' left: GeoSeries right: GeoSeries fcmp: function Called with the result of the operation and expected. It should assert if the result is incorrect left_df: bool If the left input should also be called with a GeoDataFrame right_df: bool Indicates whether the right input should be called with a GeoDataFrame """ def _make_gdf(s): n = len(s) col1 = string.ascii_lowercase[:n] col2 = range(n) return GeoDataFrame({'geometry': s.values, 'col1' : col1, 'col2' : col2}, index=s.index, crs=s.crs) # Test GeoSeries.op(GeoSeries) result = getattr(left, op)(right, *args, **kwargs) fcmp(result, expected) if left_df: # Test GeoDataFrame.op(GeoSeries) gdf_left = _make_gdf(left) result = getattr(gdf_left, op)(right, *args, **kwargs) fcmp(result, expected) if right_df: # Test GeoSeries.op(GeoDataFrame) gdf_right = _make_gdf(right) result = getattr(left, op)(gdf_right, *args, **kwargs) fcmp(result, expected) if left_df: # Test GeoDataFrame.op(GeoDataFrame) result = getattr(gdf_left, op)(gdf_right, *args, **kwargs) fcmp(result, expected) def _test_unary(self, op, expected, a, fcmp): # GeoSeries, (GeoSeries or geometry) result = getattr(a, op) fcmp(result, expected) # GeoDataFrame, (GeoSeries or geometry) gdf = self.gdf1.set_geometry(a) result = getattr(gdf, op) fcmp(result, expected) def test_intersection(self): self._test_binary_topological('intersection', self.t1, self.g1, self.g2) def test_union_series(self): self._test_binary_topological('union', self.sq, self.g1, self.g2) def test_union_polygon(self): self._test_binary_topological('union', self.sq, self.g1, self.t2) def test_symmetric_difference_series(self): self._test_binary_topological('symmetric_difference', self.sq, self.g3, self.g4) def test_symmetric_difference_poly(self): expected = GeoSeries([GeometryCollection(), self.sq], crs=self.g3.crs) self._test_binary_topological('symmetric_difference', expected, self.g3, self.t1) def test_difference_series(self): expected = GeoSeries([GeometryCollection(), self.t2]) self._test_binary_topological('difference', expected, self.g1, self.g2) def test_difference_poly(self): expected = GeoSeries([self.t1, self.t1]) self._test_binary_topological('difference', expected, self.g1, self.t2) def test_boundary(self): l1 = LineString([(0, 0), (1, 0), (1, 1), (0, 0)]) l2 = LineString([(0, 0), (1, 0), (1, 1), (0, 1), (0, 0)]) expected = GeoSeries([l1, l2], index=self.g1.index, crs=self.g1.crs) self._test_unary_topological('boundary', expected, self.g1) def test_area(self): expected = Series(np.array([0.5, 1.0]), index=self.g1.index) self._test_unary_real('area', expected, self.g1) def test_bounds(self): # Set columns to get the order right expected = DataFrame({'minx': [0.0, 0.0], 'miny': [0.0, 0.0], 'maxx': [1.0, 1.0], 'maxy': [1.0, 1.0]}, index=self.g1.index, columns=['minx', 'miny', 'maxx', 'maxy']) result = self.g1.bounds assert_frame_equal(expected, result) gdf = self.gdf1.set_geometry(self.g1) result = gdf.bounds assert_frame_equal(expected, result) def test_contains(self): expected = [True, False, True, False, False, False] assert_array_equal(expected, self.g0.contains(self.t1)) def test_length(self): expected = Series(np.array([2 + np.sqrt(2), 4]), index=self.g1.index) self._test_unary_real('length', expected, self.g1) def test_crosses(self): expected = [False, False, False, False, False, False] assert_array_equal(expected, self.g0.crosses(self.t1)) expected = [False, True] assert_array_equal(expected, self.crossed_lines.crosses(self.l3)) def test_disjoint(self): expected = [False, False, False, False, False, True] assert_array_equal(expected, self.g0.disjoint(self.t1)) def test_intersects(self): expected = [True, True, True, True, True, False] assert_array_equal(expected, self.g0.intersects(self.t1)) def test_overlaps(self): expected = [True, True, False, False, False, False] assert_array_equal(expected, self.g0.overlaps(self.inner_sq)) expected = [False, False] assert_array_equal(expected, self.g4.overlaps(self.t1)) def test_touches(self): expected = [False, True, False, False, False, False] assert_array_equal(expected, self.g0.touches(self.t1)) def test_within(self): expected = [True, False, False, False, False, False] assert_array_equal(expected, self.g0.within(self.t1)) expected = [True, True, True, True, True, False] assert_array_equal(expected, self.g0.within(self.sq)) def test_is_valid(self): expected = Series(np.array([True] * len(self.g1)), self.g1.index) self._test_unary_real('is_valid', expected, self.g1) def test_is_empty(self): expected = Series(np.array([False] * len(self.g1)), self.g1.index) self._test_unary_real('is_empty', expected, self.g1) def test_is_ring(self): expected = Series(np.array([True] * len(self.g1)), self.g1.index) self._test_unary_real('is_ring', expected, self.g1) def test_is_simple(self): expected = Series(np.array([True] * len(self.g1)), self.g1.index) self._test_unary_real('is_simple', expected, self.g1) def test_exterior(self): exp_exterior = GeoSeries([LinearRing(p.boundary) for p in self.g3]) for expected, computed in zip(exp_exterior, self.g3.exterior): assert computed.equals(expected) def test_interiors(self): square_series = GeoSeries(self.nested_squares) exp_interiors = GeoSeries([LinearRing(self.inner_sq.boundary)]) for expected, computed in zip(exp_interiors, square_series.interiors): assert computed[0].equals(expected) def test_interpolate(self): expected = GeoSeries([Point(0.5, 1.0), Point(0.75, 1.0)]) self._test_binary_topological('interpolate', expected, self.g5, 0.75, normalized=True) expected = GeoSeries([Point(0.5, 1.0), Point(1.0, 0.5)]) self._test_binary_topological('interpolate', expected, self.g5, 1.5) def test_project(self): expected = Series([2.0, 1.5], index=self.g5.index) p = Point(1.0, 0.5) self._test_binary_real('project', expected, self.g5, p) expected = Series([1.0, 0.5], index=self.g5.index) self._test_binary_real('project', expected, self.g5, p, normalized=True) def test_translate_tuple(self): trans = self.sol.x - self.esb.x, self.sol.y - self.esb.y self.assert_(self.landmarks.translate(*trans)[0].equals(self.sol)) res = self.gdf1.set_geometry(self.landmarks).translate(*trans)[0] self.assert_(res.equals(self.sol)) def test_rotate(self): angle = 98 expected = self.g4 o = Point(0,0) res = self.g4.rotate(angle, origin=o).rotate(-angle, origin=o) self.assert_(geom_almost_equals(self.g4, res)) res = self.gdf1.set_geometry(self.g4).rotate(angle, origin=Point(0,0)) self.assert_(geom_almost_equals(expected, res.rotate(-angle, origin=o))) def test_scale(self): expected = self.g4 scale = 2., 1. inv = tuple(1./i for i in scale) o = Point(0,0) res = self.g4.scale(*scale, origin=o).scale(*inv, origin=o) self.assertTrue(geom_almost_equals(expected, res)) res = self.gdf1.set_geometry(self.g4).scale(*scale, origin=o) res = res.scale(*inv, origin=o) self.assert_(geom_almost_equals(expected, res)) def test_skew(self): expected = self.g4 skew = 45. o = Point(0,0) # Test xs res = self.g4.skew(xs=skew, origin=o).skew(xs=-skew, origin=o) self.assert_(geom_almost_equals(expected, res)) res = self.gdf1.set_geometry(self.g4).skew(xs=skew, origin=o) res = res.skew(xs=-skew, origin=o) self.assert_(geom_almost_equals(expected, res)) # Test ys res = self.g4.skew(ys=skew, origin=o).skew(ys=-skew, origin=o) self.assert_(geom_almost_equals(expected, res)) res = self.gdf1.set_geometry(self.g4).skew(ys=skew, origin=o) res = res.skew(ys=-skew, origin=o) self.assert_(geom_almost_equals(expected, res)) def test_envelope(self): e = self.g3.envelope self.assertTrue(np.alltrue(e.geom_equals(self.sq))) self.assertIsInstance(e, GeoSeries) self.assertEqual(self.g3.crs, e.crs) def test_total_bounds(self): bbox = self.sol.x, self.sol.y, self.esb.x, self.esb.y self.assert_(self.landmarks.total_bounds, bbox) df = GeoDataFrame({'geometry': self.landmarks, 'col1': range(len(self.landmarks))}) self.assert_(df.total_bounds, bbox) # # Test '&', '|', '^', and '-' # The left can only be a GeoSeries. The right hand side can be a # GeoSeries, GeoDataFrame or Shapely geometry # def test_intersection_operator(self): self._test_binary_operator('__and__', self.t1, self.g1, self.g2) def test_union_operator(self): self._test_binary_operator('__or__', self.sq, self.g1, self.g2) def test_union_operator_polygon(self): self._test_binary_operator('__or__', self.sq, self.g1, self.t2) def test_symmetric_difference_operator(self): self._test_binary_operator('__xor__', self.sq, self.g3, self.g4) def test_difference_series(self): expected = GeoSeries([GeometryCollection(), self.t2]) self._test_binary_operator('__sub__', expected, self.g1, self.g2) def test_difference_poly(self): expected = GeoSeries([self.t1, self.t1]) self._test_binary_operator('__sub__', expected, self.g1, self.t2) geopandas-0.1.1/tests/test_geoseries.py000066400000000000000000000127221240437520600202210ustar00rootroot00000000000000from __future__ import absolute_import import os import shutil import tempfile import numpy as np from numpy.testing import assert_array_equal from pandas import Series from shapely.geometry import (Polygon, Point, LineString, MultiPoint, MultiLineString, MultiPolygon) from shapely.geometry.base import BaseGeometry from geopandas import GeoSeries from .util import unittest, geom_equals, geom_almost_equals class TestSeries(unittest.TestCase): def setUp(self): self.tempdir = tempfile.mkdtemp() self.t1 = Polygon([(0, 0), (1, 0), (1, 1)]) self.t2 = Polygon([(0, 0), (1, 1), (0, 1)]) self.sq = Polygon([(0, 0), (1, 0), (1, 1), (0, 1)]) self.g1 = GeoSeries([self.t1, self.sq]) self.g2 = GeoSeries([self.sq, self.t1]) self.g3 = GeoSeries([self.t1, self.t2]) self.g3.crs = {'init': 'epsg:4326', 'no_defs': True} self.g4 = GeoSeries([self.t2, self.t1]) self.na = GeoSeries([self.t1, self.t2, Polygon()]) self.na_none = GeoSeries([self.t1, self.t2, None]) self.a1 = self.g1.copy() self.a1.index = ['A', 'B'] self.a2 = self.g2.copy() self.a2.index = ['B', 'C'] self.esb = Point(-73.9847, 40.7484) self.sol = Point(-74.0446, 40.6893) self.landmarks = GeoSeries([self.esb, self.sol], crs={'init': 'epsg:4326', 'no_defs': True}) self.l1 = LineString([(0, 0), (0, 1), (1, 1)]) self.l2 = LineString([(0, 0), (1, 0), (1, 1), (0, 1)]) self.g5 = GeoSeries([self.l1, self.l2]) def tearDown(self): shutil.rmtree(self.tempdir) def test_single_geom_constructor(self): p = Point(1,2) line = LineString([(2, 3), (4, 5), (5, 6)]) poly = Polygon([(0, 0), (1, 0), (1, 1)], [[(.1, .1), (.9, .1), (.9, .9)]]) mp = MultiPoint([(1, 2), (3, 4), (5, 6)]) mline = MultiLineString([[(1, 2), (3, 4), (5, 6)], [(7, 8), (9, 10)]]) poly2 = Polygon([(1, 1), (1, -1), (-1, -1), (-1, 1)], [[(.5, .5), (.5, -.5), (-.5, -.5), (-.5, .5)]]) mpoly = MultiPolygon([poly, poly2]) geoms = [p, line, poly, mp, mline, mpoly] index = ['a', 'b', 'c', 'd'] for g in geoms: gs = GeoSeries(g) self.assert_(len(gs) == 1) self.assert_(gs.iloc[0] is g) gs = GeoSeries(g, index=index) self.assert_(len(gs) == len(index)) for x in gs: self.assert_(x is g) def test_copy(self): gc = self.g3.copy() self.assertTrue(type(gc) is GeoSeries) self.assertEqual(self.g3.name, gc.name) self.assertEqual(self.g3.crs, gc.crs) def test_in(self): self.assertTrue(self.t1 in self.g1) self.assertTrue(self.sq in self.g1) self.assertTrue(self.t1 in self.a1) self.assertTrue(self.t2 in self.g3) self.assertTrue(self.sq not in self.g3) self.assertTrue(5 not in self.g3) def test_geom_equals(self): self.assertTrue(np.alltrue(self.g1.geom_equals(self.g1))) assert_array_equal(self.g1.geom_equals(self.sq), [False, True]) def test_geom_equals_align(self): a = self.a1.geom_equals(self.a2) self.assertFalse(a['A']) self.assertTrue(a['B']) self.assertFalse(a['C']) def test_align(self): a1, a2 = self.a1.align(self.a2) self.assertTrue(a2['A'].is_empty) self.assertTrue(a1['B'].equals(a2['B'])) self.assertTrue(a1['C'].is_empty) def test_geom_almost_equals(self): # TODO: test decimal parameter self.assertTrue(np.alltrue(self.g1.geom_almost_equals(self.g1))) assert_array_equal(self.g1.geom_almost_equals(self.sq), [False, True]) def test_geom_equals_exact(self): # TODO: test tolerance parameter self.assertTrue(np.alltrue(self.g1.geom_equals_exact(self.g1, 0.001))) assert_array_equal(self.g1.geom_equals_exact(self.sq, 0.001), [False, True]) def test_to_file(self): """ Test to_file and from_file """ tempfilename = os.path.join(self.tempdir, 'test.shp') self.g3.to_file(tempfilename) # Read layer back in? s = GeoSeries.from_file(tempfilename) self.assertTrue(all(self.g3.geom_equals(s))) # TODO: compare crs def test_representative_point(self): self.assertTrue(np.alltrue(self.g1.contains(self.g1.representative_point()))) self.assertTrue(np.alltrue(self.g2.contains(self.g2.representative_point()))) self.assertTrue(np.alltrue(self.g3.contains(self.g3.representative_point()))) self.assertTrue(np.alltrue(self.g4.contains(self.g4.representative_point()))) def test_transform(self): utm18n = self.landmarks.to_crs(epsg=26918) lonlat = utm18n.to_crs(epsg=4326) self.assertTrue(np.alltrue(self.landmarks.geom_almost_equals(lonlat))) with self.assertRaises(ValueError): self.g1.to_crs(epsg=4326) with self.assertRaises(TypeError): self.landmarks.to_crs(crs=None, epsg=None) def test_fillna(self): na = self.na_none.fillna(Point()) self.assertTrue(isinstance(na[2], BaseGeometry)) self.assertTrue(na[2].is_empty) self.assertTrue(geom_equals(self.na_none[:2], na[:2])) # XXX: method works inconsistently for different pandas versions #self.na_none.fillna(method='backfill') if __name__ == '__main__': unittest.main() geopandas-0.1.1/tests/test_io.py000066400000000000000000000034651240437520600166470ustar00rootroot00000000000000from __future__ import absolute_import import fiona from geopandas import GeoDataFrame, read_postgis, read_file import tests.util from .util import PANDAS_NEW_SQL_API, unittest class TestIO(unittest.TestCase): def setUp(self): nybb_filename = tests.util.download_nybb() path = '/nybb_14a_av/nybb.shp' vfs = 'zip://' + nybb_filename self.df = read_file(path, vfs=vfs) with fiona.open(path, vfs=vfs) as f: self.crs = f.crs def test_read_postgis_default(self): con = tests.util.connect('test_geopandas') if con is None or not tests.util.create_db(self.df): raise unittest.case.SkipTest() try: sql = "SELECT * FROM nybb;" df = read_postgis(sql, con) finally: if PANDAS_NEW_SQL_API: # It's not really a connection, it's an engine con = con.connect() con.close() tests.util.validate_boro_df(self, df) def test_read_postgis_custom_geom_col(self): con = tests.util.connect('test_geopandas') if con is None or not tests.util.create_db(self.df): raise unittest.case.SkipTest() try: sql = """SELECT borocode, boroname, shape_leng, shape_area, geom AS __geometry__ FROM nybb;""" df = read_postgis(sql, con, geom_col='__geometry__') finally: if PANDAS_NEW_SQL_API: # It's not really a connection, it's an engine con = con.connect() con.close() tests.util.validate_boro_df(self, df) def test_read_file(self): df = self.df.rename(columns=lambda x: x.lower()) tests.util.validate_boro_df(self, df) self.assert_(df.crs == self.crs) geopandas-0.1.1/tests/test_plotting.py000066400000000000000000000047371240437520600201030ustar00rootroot00000000000000from __future__ import absolute_import import os import shutil import tempfile import unittest import matplotlib matplotlib.use('Agg', warn=False) from matplotlib.pyplot import Artist, savefig, clf from matplotlib.testing.noseclasses import ImageComparisonFailure from matplotlib.testing.compare import compare_images from shapely.geometry import Polygon, LineString, Point from six.moves import xrange from geopandas import GeoSeries # If set to True, generate images rather than perform tests (all tests will pass!) GENERATE_BASELINE = False BASELINE_DIR = os.path.join(os.path.dirname(__file__), 'baseline_images', 'test_plotting') class PlotTests(unittest.TestCase): def setUp(self): self.tempdir = tempfile.mkdtemp() return def tearDown(self): shutil.rmtree(self.tempdir) return def _compare_images(self, ax, filename, tol=8): """ Helper method to do the comparisons """ assert isinstance(ax, Artist) if GENERATE_BASELINE: savefig(os.path.join(BASELINE_DIR, filename)) savefig(os.path.join(self.tempdir, filename)) err = compare_images(os.path.join(BASELINE_DIR, filename), os.path.join(self.tempdir, filename), tol, in_decorator=True) if err: raise ImageComparisonFailure('images not close: %(actual)s ' 'vs. %(expected)s ' '(RMS %(rms).3f)' % err) def test_poly_plot(self): """ Test plotting a simple series of polygons """ clf() filename = 'poly_plot.png' t1 = Polygon([(0, 0), (1, 0), (1, 1)]) t2 = Polygon([(1, 0), (2, 0), (2, 1)]) polys = GeoSeries([t1, t2]) ax = polys.plot() self._compare_images(ax=ax, filename=filename) def test_point_plot(self): """ Test plotting a simple series of points """ clf() filename = 'points_plot.png' N = 10 points = GeoSeries(Point(i, i) for i in xrange(N)) ax = points.plot() self._compare_images(ax=ax, filename=filename) def test_line_plot(self): """ Test plotting a simple series of lines """ clf() filename = 'lines_plot.png' N = 10 lines = GeoSeries([LineString([(0, i), (9, i)]) for i in xrange(N)]) ax = lines.plot() self._compare_images(ax=ax, filename=filename) if __name__ == '__main__': unittest.main() geopandas-0.1.1/tests/test_types.py000066400000000000000000000053331240437520600174000ustar00rootroot00000000000000from __future__ import absolute_import import numpy as np from shapely.geometry import Point from pandas import Series, DataFrame from geopandas import GeoSeries, GeoDataFrame from .util import unittest OLD_PANDAS = issubclass(Series, np.ndarray) class TestSeries(unittest.TestCase): def setUp(self): N = self.N = 10 r = 0.5 self.pts = GeoSeries([Point(x, y) for x, y in zip(range(N), range(N))]) self.polys = self.pts.buffer(r) def test_slice(self): assert type(self.pts[:2]) is GeoSeries assert type(self.pts[::2]) is GeoSeries assert type(self.polys[:2]) is GeoSeries def test_head(self): assert type(self.pts.head()) is GeoSeries def test_tail(self): assert type(self.pts.tail()) is GeoSeries def test_sort_index(self): assert type(self.pts.sort_index()) is GeoSeries def test_loc(self): assert type(self.pts.loc[5:]) is GeoSeries def test_iloc(self): assert type(self.pts.iloc[5:]) is GeoSeries def test_fancy(self): idx = (self.pts.index % 2).astype(bool) assert type(self.pts[idx]) is GeoSeries def test_take(self): assert type(self.pts.take(list(range(0, self.N, 2)))) is GeoSeries def test_select(self): assert type(self.pts.select(lambda x: x % 2 == 0)) is GeoSeries @unittest.skipIf(OLD_PANDAS, 'Groupby not supported on pandas <= 0.12') def test_groupby(self): for f, s in self.pts.groupby(lambda x: x % 2): assert type(s) is GeoSeries class TestDataFrame(unittest.TestCase): def setUp(self): N = 10 self.df = GeoDataFrame([ {'geometry' : Point(x, y), 'value1': x + y, 'value2': x*y} for x, y in zip(range(N), range(N))]) def test_geometry(self): assert type(self.df.geometry) is GeoSeries # still GeoSeries if different name df2 = GeoDataFrame({"coords": [Point(x,y) for x, y in zip(range(5), range(5))], "nums": range(5)}, geometry="coords") assert type(df2.geometry) is GeoSeries assert type(df2['coords']) is GeoSeries def test_nongeometry(self): assert type(self.df['value1']) is Series def test_geometry_multiple(self): assert type(self.df[['geometry', 'value1']]) is GeoDataFrame def test_nongeometry_multiple(self): assert type(self.df[['value1', 'value2']]) is DataFrame def test_slice(self): assert type(self.df[:2]) is GeoDataFrame assert type(self.df[::2]) is GeoDataFrame def test_fancy(self): idx = (self.df.index % 2).astype(bool) assert type(self.df[idx]) is GeoDataFrame geopandas-0.1.1/tests/util.py000066400000000000000000000156241240437520600161560ustar00rootroot00000000000000import io import os.path from six.moves.urllib.request import urlopen from geopandas import GeoDataFrame, GeoSeries # Compatibility layer for Python 2.6: try loading unittest2 import sys if sys.version_info[:2] == (2, 6): try: import unittest2 as unittest except ImportError: import unittest else: import unittest try: import psycopg2 from psycopg2 import OperationalError except ImportError: class OperationalError(Exception): pass try: from pandas import read_sql_table except ImportError: PANDAS_NEW_SQL_API = False else: PANDAS_NEW_SQL_API = True def download_nybb(): """ Returns the path to the NYC boroughs file. Downloads if necessary. """ # Data from http://www.nyc.gov/html/dcp/download/bytes/nybb_14aav.zip # saved as geopandas/examples/nybb_14aav.zip. filename = 'nybb_14aav.zip' full_path_name = os.path.join('examples', filename) if not os.path.exists(full_path_name): with io.open(full_path_name, 'wb') as f: response = urlopen('http://www.nyc.gov/html/dcp/download/bytes/{0}'.format(filename)) f.write(response.read()) return full_path_name def validate_boro_df(test, df): """ Tests a GeoDataFrame that has been read in from the nybb dataset.""" test.assertTrue(isinstance(df, GeoDataFrame)) # Make sure all the columns are there and the geometries # were properly loaded as MultiPolygons test.assertEqual(len(df), 5) columns = ('borocode', 'boroname', 'shape_leng', 'shape_area') for col in columns: test.assertTrue(col in df.columns, 'Column {0} missing'.format(col)) test.assertTrue(all(df.geometry.type == 'MultiPolygon')) def connect(dbname): try: con = psycopg2.connect(dbname=dbname) except (NameError, OperationalError): return None return con def create_db(df): """ Create a nybb table in the test_geopandas PostGIS database. Returns a boolean indicating whether the database table was successfully created """ # Try to create the database, skip the db tests if something goes # wrong # If you'd like these tests to run, create a database called # 'test_geopandas' and enable postgis in it: # > createdb test_geopandas # > psql -c "CREATE EXTENSION postgis" -d test_geopandas con = connect('test_geopandas') if con is None: return False try: cursor = con.cursor() cursor.execute("DROP TABLE IF EXISTS nybb;") sql = """CREATE TABLE nybb ( geom geometry, borocode integer, boroname varchar(40), shape_leng float, shape_area float );""" cursor.execute(sql) for i, row in df.iterrows(): sql = """INSERT INTO nybb VALUES ( ST_GeometryFromText(%s), %s, %s, %s, %s );""" cursor.execute(sql, (row['geometry'].wkt, row['BoroCode'], row['BoroName'], row['Shape_Leng'], row['Shape_Area'])) finally: cursor.close() con.commit() con.close() return True def assert_seq_equal(left, right): """Poor man's version of assert_almost_equal which isn't working with Shapely objects right now""" assert len(left) == len(right), "Mismatched lengths: %d != %d" % (len(left), len(right)) for elem_left, elem_right in zip(left, right): assert elem_left == elem_right, "%r != %r" % (left, right) def geom_equals(this, that): """Test for geometric equality. Empty geometries are considered equal. Parameters ---------- this, that : arrays of Geo objects (or anything that has an `is_empty` attribute) """ return (this.geom_equals(that) | (this.is_empty & that.is_empty)).all() def geom_almost_equals(this, that): """Test for 'almost' geometric equality. Empty geometries considered equal. Parameters ---------- this, that : arrays of Geo objects (or anything that has an `is_empty` property) """ return (this.geom_almost_equals(that) | (this.is_empty & that.is_empty)).all() # TODO: Remove me when standardizing on pandas 0.13, which already includes # this test util. def assert_isinstance(obj, klass_or_tuple): assert isinstance(obj, klass_or_tuple), "type: %r != %r" % ( type(obj).__name__, getattr(klass_or_tuple, '__name__', klass_or_tuple)) def assert_geoseries_equal(left, right, check_dtype=False, check_index_type=False, check_series_type=True, check_less_precise=False, check_geom_type=False, check_crs=True): """Test util for checking that two GeoSeries are equal. Parameters ---------- left, right : two GeoSeries check_dtype : bool, default False if True, check geo dtype [only included so it's a drop-in replacement for assert_series_equal] check_index_type : bool, default False check that index types are equal check_series_type : bool, default True check that both are same type (*and* are GeoSeries). If False, will attempt to convert both into GeoSeries. check_less_precise : bool, default False if True, use geom_almost_equals. if False, use geom_equals. check_geom_type : bool, default False if True, check that all the geom types are equal. check_crs: bool, default True if check_series_type is True, then also check that the crs matches """ assert len(left) == len(right), "%d != %d" % (len(left), len(right)) if check_index_type: assert_isinstance(left.index, type(right.index)) if check_dtype: assert left.dtype == right.dtype, "dtype: %s != %s" % (left.dtype, right.dtype) if check_series_type: assert isinstance(left, GeoSeries) assert_isinstance(left, type(right)) if check_crs: assert(left.crs == right.crs) else: if not isinstance(left, GeoSeries): left = GeoSeries(left) if not isinstance(right, GeoSeries): right = GeoSeries(right, index=left.index) assert left.index.equals(right.index), "index: %s != %s" % (left.index, right.index) if check_geom_type: assert (left.type == right.type).all(), "type: %s != %s" % (left.type, right.type) if check_less_precise: assert geom_almost_equals(left, right) else: assert geom_equals(left, right)