pax_global_header00006660000000000000000000000064145677131570014532gustar00rootroot0000000000000052 comment=9a7529835d376a866d62f3bc12552e695bbce751 colorcet-3.1.0/000077500000000000000000000000001456771315700133455ustar00rootroot00000000000000colorcet-3.1.0/.flake8000066400000000000000000000002201456771315700145120ustar00rootroot00000000000000[flake8] include = *.py exclude = .git,__pycache__,.tox,.eggs,*.egg,doc,dist,build,_build,.ipynb_checkpoints,run_test.py ignore = E, W colorcet-3.1.0/.git_archival.txt000066400000000000000000000002371456771315700166220ustar00rootroot00000000000000node: 9a7529835d376a866d62f3bc12552e695bbce751 node-date: 2024-02-28T14:24:15-06:00 describe-name: v3.1.0 ref-names: HEAD -> main, tag: v3.1.0rc1, tag: v3.1.0 colorcet-3.1.0/.gitattributes000066400000000000000000000003311456771315700162350ustar00rootroot00000000000000# For setuptools_scm with .git_archival.txt .git_archival.txt export-subst # Line Endings configuration file for Git # Set the default behavior, in case people don't have or can't have core.autocrlf set. * text=auto colorcet-3.1.0/.github/000077500000000000000000000000001456771315700147055ustar00rootroot00000000000000colorcet-3.1.0/.github/workflows/000077500000000000000000000000001456771315700167425ustar00rootroot00000000000000colorcet-3.1.0/.github/workflows/build.yaml000066400000000000000000000050331456771315700207260ustar00rootroot00000000000000name: packages on: push: tags: - 'v[0-9]+.[0-9]+.[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+a[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+b[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+rc[0-9]+' # Dry-run only workflow_dispatch: schedule: - cron: '0 9 * * SUN' jobs: conda_build: name: Build Conda Packages runs-on: 'ubuntu-latest' defaults: run: shell: bash -l {0} steps: - uses: actions/checkout@v4 - name: Fetch unshallow run: git fetch --prune --tags --unshallow -f - uses: conda-incubator/setup-miniconda@v2 with: miniconda-version: "latest" python-version: "3.11" auto-update-conda: true - name: Set output id: vars run: echo "tag=${GITHUB_REF#refs/*/}" >> $GITHUB_OUTPUT - name: conda setup run: | conda install anaconda-client conda-build setuptools_scm - name: conda build run: | VERSION=`python -m setuptools_scm` conda build conda.recipe/ - name: conda dev upload if: (github.event_name == 'push' && (contains(steps.vars.outputs.tag, 'a') || contains(steps.vars.outputs.tag, 'b') || contains(steps.vars.outputs.tag, 'rc'))) run: | anaconda --token ${{ secrets.CONDA_UPLOAD_TOKEN }} upload --user pyviz --label=dev $(VERSION=`python -m setuptools_scm` conda build --output conda.recipe) - name: conda main upload if: (github.event_name == 'push' && !(contains(steps.vars.outputs.tag, 'a') || contains(steps.vars.outputs.tag, 'b') || contains(steps.vars.outputs.tag, 'rc'))) run: | anaconda --token ${{ secrets.CONDA_UPLOAD_TOKEN }} upload --user pyviz --label=dev --label=main $(VERSION=`python -m setuptools_scm` conda build --output conda.recipe) pip_build: name: Build PyPI Packages runs-on: 'ubuntu-latest' defaults: run: shell: bash -l {0} steps: - uses: actions/checkout@v4 - name: Fetch unshallow run: git fetch --prune --tags --unshallow -f - name: Set up Python uses: actions/setup-python@v5 with: python-version: "3.11" - name: env setup run: | python -m pip install --upgrade pip python -m pip install build - name: pip build run: | python -m build - name: Publish package to PyPI if: github.event_name == 'push' uses: pypa/gh-action-pypi-publish@release/v1 with: user: ${{ secrets.PPU }} password: ${{ secrets.PPP }} packages-dir: dist/ colorcet-3.1.0/.github/workflows/docs.yaml000066400000000000000000000043561456771315700205660ustar00rootroot00000000000000 name: docs on: push: tags: - 'v[0-9]+.[0-9]+.[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+a[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+b[0-9]+' - 'v[0-9]+.[0-9]+.[0-9]+rc[0-9]+' workflow_dispatch: inputs: target: description: 'Site to build and deploy' type: choice options: - dev - main - dryrun required: true default: dryrun schedule: - cron: '0 9 * * SUN' jobs: build_docs: name: Documentation runs-on: 'ubuntu-latest' timeout-minutes: 120 defaults: run: shell: bash -l {0} env: MPLBACKEND: "Agg" DISPLAY: ":99.0" steps: - uses: actions/checkout@v4 with: fetch-depth: "100" - name: Fetch run: git fetch --prune --tags -f - name: Set output id: vars run: echo "tag=${GITHUB_REF#refs/*/}" >> $GITHUB_OUTPUT - name: Set up Python uses: actions/setup-python@v5 with: python-version: '3.11' - name: install run: pip install ."[doc, examples]" - name: build docs run: sphinx-build -b html doc builtdocs - name: git status run: | git status git diff - name: Deploy dev uses: peaceiris/actions-gh-pages@v3 if: | (github.event_name == 'workflow_dispatch' && github.event.inputs.target == 'dev') || (github.event_name == 'push' && (contains(steps.vars.outputs.tag, 'a') || contains(steps.vars.outputs.tag, 'b') || contains(steps.vars.outputs.tag, 'rc'))) with: personal_token: ${{ secrets.ACCESS_TOKEN }} external_repository: holoviz-dev/colorcet publish_dir: ./builtdocs force_orphan: true - name: Deploy main if: | (github.event_name == 'workflow_dispatch' && github.event.inputs.target == 'main') || (github.event_name == 'push' && !(contains(steps.vars.outputs.tag, 'a') || contains(steps.vars.outputs.tag, 'b') || contains(steps.vars.outputs.tag, 'rc'))) uses: peaceiris/actions-gh-pages@v3 with: github_token: ${{ secrets.GITHUB_TOKEN }} publish_dir: ./builtdocs cname: colorcet.holoviz.org force_orphan: true colorcet-3.1.0/.github/workflows/downstream_tests.yaml000066400000000000000000000011771456771315700232410ustar00rootroot00000000000000name: downstream_tests on: # Run this workflow after the build workflow has completed. workflow_run: workflows: [packages] types: [completed] # Or by triggering it manually via Github's UI workflow_dispatch: inputs: manual: description: don't change me! type: boolean required: true default: true jobs: downstream_tests: uses: holoviz-dev/holoviz_tasks/.github/workflows/run_downstream_tests.yaml@main with: downstream_repos_as_json: "{\"downstream_repo\":[\"holoviews\", \"hvplot\", \"datashader\"]}" secrets: ACCESS_TOKEN: ${{ secrets.ACCESS_TOKEN }} colorcet-3.1.0/.github/workflows/test.yaml000066400000000000000000000041121456771315700206030ustar00rootroot00000000000000name: tests on: push: branches: - main pull_request: branches: - '*' workflow_dispatch: schedule: - cron: '0 9 * * SUN' concurrency: group: ${{ github.workflow }}-${{ github.event.pull_request.number || github.ref }} cancel-in-progress: true jobs: pre_commit: name: Run pre-commit runs-on: 'ubuntu-latest' steps: - uses: holoviz-dev/holoviz_tasks/pre-commit@v0.1a19 test_suite: name: Pytest on ${{ matrix.python-version }}, ${{ matrix.os }} needs: [pre_commit] runs-on: ${{ matrix.os }} strategy: fail-fast: false matrix: os: ['ubuntu-latest', 'macos-latest', 'windows-latest'] # Run on the full set on schedule, workflow_dispatch and push&tags events, otherwise on a subset. # python-version: ${{ ( github.event_name == 'schedule' || github.event_name == 'workflow_dispatch' || ( github.event_name == 'push' && github.ref_type == 'tag' ) ) && fromJSON('["3.7", "3.8", "3.9", "3.10", "3.11", "3.12"]') || fromJSON('["3.7", "3.12"]') }} python-version: ["3.7", "3.8", "3.9", "3.10", "3.11", "3.12"] timeout-minutes: 60 defaults: run: shell: bash -l {0} env: MPLBACKEND: "Agg" DISPLAY: ":99.0" steps: - uses: actions/checkout@v4 with: fetch-depth: "100" - name: Fetch run: git fetch --prune --tags -f - name: Set up Python ${{ matrix.python-version }} uses: actions/setup-python@v5 with: python-version: ${{ matrix.python-version }} allow-prereleases: true - name: pip update run: pip install --upgrade pip - name: install run: pip install -e ."[tests,tests_examples,tests_extra]" - name: pip list run: pip list - name: unit tests run: pytest colorcet --cov=colorcet --cov-append --cov-report xml - name: examples tests run: pytest doc --nbval-lax -p no:python - name: doit test_unit_extra run: pytest colorcet --mpl - uses: codecov/codecov-action@v4 if: github.event_name == 'push' colorcet-3.1.0/.gitignore000066400000000000000000000012101456771315700153270ustar00rootroot00000000000000*.py[cod] *~ *.egg *.egg-info *.swp *.DS_Store *.so *.o *.out *.lock /doc/_build /doc/Reference_Manual/* !/doc/Reference_Manual/index.rst .ipynb_checkpoints .tox/ .coverage coverage.xml __pycache__ .doit* *.egg-info pip-wheel-metadata **.ipynb_checkpoints /build dist/ .venv/ venv/ # nbsite # these files normally shouldn't be checked in as they should be # dynamically built from notebooks # this dir contains the whole website and should not be checked in on main builtdocs/ # myst-nb output dir jupyter_execute/ # CET_updates.py is an intermediate file and should not be versioned. assets/CET_updates.py # setuptools_scm colorcet/_version.py colorcet-3.1.0/.pre-commit-config.yaml000066400000000000000000000017051456771315700176310ustar00rootroot00000000000000# This is the configuration for pre-commit, a local framework for managing pre-commit hooks # Check out the docs at: https://pre-commit.com/ default_stages: [commit] # Exclude Matlab files exclude: '.+\.m$' repos: - repo: https://github.com/nbQA-dev/nbQA rev: 1.7.1 hooks: - id: nbqa-flake8 - repo: https://github.com/pre-commit/pre-commit-hooks rev: v4.5.0 hooks: - id: check-builtin-literals - id: check-case-conflict - id: check-docstring-first - id: check-executables-have-shebangs - id: check-toml - id: detect-private-key - id: end-of-file-fixer exclude: (\.min\.js$|\.svg$) - id: trailing-whitespace - repo: https://github.com/PyCQA/flake8 rev: 7.0.0 hooks: - id: flake8 # See 'setup.cfg' for args args: [colorcet] files: colorcet/ - repo: https://github.com/hoxbro/clean_notebook rev: v0.1.15a2 hooks: - id: clean-notebook colorcet-3.1.0/CODE_OF_CONDUCT.md000066400000000000000000000004621456771315700161460ustar00rootroot00000000000000# Code of Conduct For the code of conduct, see [HoloViz/HoloViz - CODE_OF_CONDUCT.md](https://github.com/holoviz/holoviz/blob/colorcet-gov/CODE_OF_CONDUCT.md). 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----------------- # Colorcet: Collection of perceptually uniform colormaps | | | | --- | --- | | Build Status | [![Linux/MacOS Build Status](https://github.com/holoviz/colorcet/workflows/tests/badge.svg?query=branch%3Amain)](https://github.com/holoviz/colorcet/actions/workflows/tests.yaml?query=branch%3Amain) | | Coverage | [![codecov](https://codecov.io/gh/holoviz/colorcet/branch/main/graph/badge.svg)](https://codecov.io/gh/holoviz/colorcet) || | Latest dev release | [![Github tag](https://img.shields.io/github/tag/holoviz/colorcet.svg?label=tag&colorB=11ccbb)](https://github.com/holoviz/colorcet/tags) [![dev-site](https://img.shields.io/website-up-down-green-red/https/holoviz-dev.github.io/colorcet.svg?label=dev%20website)](https://holoviz-dev.github.io/colorcet/) | | Latest release | [![Github release](https://img.shields.io/github/release/holoviz/colorcet.svg?label=tag&colorB=11ccbb)](https://github.com/holoviz/colorcet/releases) [![PyPI version](https://img.shields.io/pypi/v/colorcet.svg?colorB=cc77dd)](https://pypi.python.org/pypi/colorcet) [![colorcet version](https://img.shields.io/conda/v/holoviz/colorcet.svg?colorB=4488ff&style=flat)](https://anaconda.org/holoviz/colorcet) [![conda-forge version](https://img.shields.io/conda/v/conda-forge/colorcet.svg?label=conda%7Cconda-forge&colorB=4488ff)](https://anaconda.org/conda-forge/colorcet) [![defaults version](https://img.shields.io/conda/v/anaconda/colorcet.svg?label=conda%7Cdefaults&style=flat&colorB=4488ff)](https://anaconda.org/anaconda/colorcet) | | Python | [![Python support](https://img.shields.io/pypi/pyversions/colorcet.svg)](https://pypi.org/project/colorcet/) | | Docs | [![gh-pages](https://img.shields.io/github/last-commit/holoviz/colorcet/gh-pages.svg)](https://github.com/holoviz/colorcet/tree/gh-pages) [![site](https://img.shields.io/website-up-down-green-red/http/colorcet.holoviz.org.svg)](http://colorcet.holoviz.org) | ## What is it? Colorcet is a collection of perceptually uniform colormaps for use with Python plotting programs like [bokeh](http://bokeh.pydata.org), [matplotlib](http://matplotlib.org), [holoviews](http://holoviews.org), and [datashader](https://github.com/bokeh/datashader) based on the set of [perceptually uniform colormaps](https://arxiv.org/abs/1509.03700) created by Peter Kovesi at the Center for Exploration Targeting. ## Installation Colorcet supports Python 3.7 and greater on Linux, Windows, or Mac and can be installed with conda: ```sh conda install colorcet ``` or with pip: ```sh python -m pip install colorcet ``` To work with JupyterLab you will also need the PyViz JupyterLab extension: ```sh conda install -c conda-forge jupyterlab jupyter labextension install @pyviz/jupyterlab_pyviz ``` Once you have installed JupyterLab and the extension launch it with: ```sh jupyter-lab ``` If you want to try out the latest features between releases, you can get the latest dev release by installing: ```sh conda install -c pyviz/label/dev colorcet ``` For more information take a look at [Getting Started](http://colorcet.holoviz.org/getting_started). ## Learning more You can see all the details about the methods used to create these colormaps in [Peter Kovesi's 2015 arXiv paper](https://arxiv.org/pdf/1509.03700v1.pdf). Other useful background is available in a [1996 paper from IBM](http://www.research.ibm.com/people/l/lloydt/color/color.HTM). The Matplotlib project also has a number of relevant resources, including an excellent [2015 SciPy talk](https://www.youtube.com/watch?v=xAoljeRJ3lU), the [viscm tool for creating maps like the four in mpl](https://github.com/matplotlib/viscm), the [cmocean site](http://matplotlib.org/cmocean/) collecting a set of maps created by viscm, and the [discussion of how the mpl maps were created](https://bids.github.io/colormap/). ## Samples Some of the Colorcet colormaps that have short, memorable names (which are probably the most useful ones) are visible here: But the complete set of 100+ is shown in the [User Guide](http://colorcet.holoviz.org/user_guide). 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1,0.53299,0.87215 1,0.53942,0.89007 1,0.54587,0.90805 1,0.55231,0.92608 0.99945,0.55874,0.94416 0.99597,0.56518,0.96229 0.99228,0.57163,0.98048 colorcet-3.1.0/assets/CET_merge.py000066400000000000000000000105751456771315700170230ustar00rootroot00000000000000"""CET_merge.py - Merge new aliases and "cetnames" in CET_updates.py with existing from CET_to_py.py Instructions ------------ 1. Follow instructions at the top of `make_csvs_from_colorcet.m` and then run with MATLAB or GNU Octave to generate new colormap CSVs and `CET_updates.py`. 2. Copy `aliases` and `cetnames` from `CET_to_py.py` where noted below. 3. Run `python CET_merge.py` from within its own directory. 4. Copy the resulting terminal output syntax for `aliases` and `cetnames` back into `CET_to_py.py`. 5. Use `git diff` as desired to manually copy-over `#mpl` comments in `aliases`. Do not commit the copied-in aliases and cetnames dictionaries in this file. """ import re import sys sys.path.append("../") from collections import defaultdict from CET_updates import new_aliases, new_cetnames # ## Copy aliases and cetnames from CET_to_py.py here: aliases = {} cetnames = {} def find_dict_merge_conflicts(d_to_update, d_updating): conflicts = [] for alias, descrname in d_to_update.items(): try: if d_updating[alias] != descrname: conflicts.append((alias, d_updating[alias], descrname)) except KeyError: pass return conflicts def update_aliases(old_aliases, new_aliases): # Filter new_aliases to just one alias per name. Old aliases may have more than one alias per name new_aliases = {k: v[0:1] for k, v in new_aliases.items()} # invert aliases and new_aliases dicts old_aliases_inv = {als: k for k, lst in old_aliases.items() for als in lst} new_aliases_inv = {als: k for k, lst in new_aliases.items() for als in lst} # find any conflicts to report later. aliases_conflicts = find_dict_merge_conflicts(new_aliases_inv, old_aliases_inv) # merge the aliases. old aliases taking precedence over new # This means that Python colorcet aliases may differ slightly from colorcet.m, but will never change meaning. merged_aliases_inv = new_aliases_inv.copy() merged_aliases_inv.update(old_aliases_inv) # "uninvert" merged_aliases = defaultdict(list) [merged_aliases[v].append(k) for k, v in merged_aliases_inv.items()] return merged_aliases, aliases_conflicts def update_cetnames(old_cetnames, new_cetnames): # cetnames merge is a simple dict update. Still should check for conflicts cetnames_conflicts = find_dict_merge_conflicts(new_cetnames, old_cetnames) merged_cetnames = new_cetnames.copy() merged_cetnames.update(old_cetnames) return merged_cetnames, cetnames_conflicts def print_dict(name, d, braces=False, tabs=0, evenspace=False, sortfn=None): if evenspace: k_maxlen = 0 for k in d: k_maxlen = max(k_maxlen, len(k)) fmt0 = "{{0:{0:d}s}}".format(k_maxlen) else: fmt0 = "{0}" start = "{" if braces else "dict(" fmt = ("'{0}': {1}," if braces else "{0} = {1},").format(fmt0, "{1}") end = "}" if braces else ")" s4 = " " * 4 tabs = s4 * tabs print(tabs + "{0} = {1}".format(name, start)) keys = d.keys() if sortfn: keys = sorted(keys, key=sortfn) for k in keys: val = "'{0}'".format(d[k]) if isinstance(d[k], str) else d[k] print(tabs + s4 + fmt.format(k, val)) print(tabs + end) cetname_sort_re = re.compile(r"CET-(\D+)(\d+)(\D?)") def cetname_sortfn(cetname): prefix, num, suffix = cetname_sort_re.match(cetname).groups() return prefix, int(num), suffix if __name__ == "__main__": # Update aliases aliases, aliases_conflicts = update_aliases(aliases, new_aliases) cetnames, cetnames_conflicts = update_cetnames(cetnames, new_cetnames) print_dict("aliases", aliases, evenspace=True, sortfn=lambda k: k) print_dict("cetnames", cetnames, braces=True, sortfn=cetname_sortfn) if aliases_conflicts: print("#") print("# ## NOTICE: Found the following aliases conflicts, with old alias assignment retained over new:") print("# ## alias, old_descriptorname, new_descriptorname") for als, old, new in aliases_conflicts: print("# {}, {}, {}".format(als, old, new)) if cetnames_conflicts: print("#") print("# ## NOTICE: Found the following cetnames conflicts, with old cetname assignment retained over new:") print("# ## cetname, old_descriptorname, new_descriptorname") for name, old, new in cetnames_conflicts: print("# {}, {}, {}".format(name, old, new)) colorcet-3.1.0/assets/CET_to_py.py000066400000000000000000000376311456771315700170600ustar00rootroot00000000000000""" Generate Python versions for each of the colormaps provided in http://peterkovesi.com/projects/colourmaps/CETperceptual_csv_0_1.zip Also adds Glasbey colormaps created using: https://github.com/taketwo/glasbey see https://github.com/pyviz/colorcet/issues/11 for more details """ import csv import re from pathlib import Path csv_folders = ['CET', 'Glasbey'] output_file = '../colorcet/__init__.py' header = '''\ """ Python versions of the 256-color colormaps provided in http://peterkovesi.com/projects/colourmaps/CETperceptual_csv_0_1.zip Each of these colormaps can be accessed as a Bokeh palette or Matplotlib colormap, either by string name: palette['name'] cm['name'] or as Python attributes: palette.name cm.name or as individually importable Python attributes: m_name b_name All colormaps are named using Peter Kovesi\'s naming scheme: ___c[_s_[r]] but some have shorter, more convenient aliases, some of which are named for the color ranges included and others based on the qualitative appearance. The colormaps with shorter names tend to be the most useful subset, and for cases like automatic population of a GUI widget these colormaps are provided as a separate subset: palette_n['name'] or palette_n.name cm_n['name'] or cm_n.name Also included are some sets of 256 Glasbey colors. These are available via the same methods described above and are named: glasbey_[_c_][_l_][_hue__] Some of the Glasbey sets are aliased to short names as explained in the User Guide. """ import os from collections import OrderedDict from itertools import chain # Define '__version__' from importlib.metadata import version __version__ = version('colorcet') class AttrODict(OrderedDict): """Ordered dictionary with attribute access (e.g. for tab completion)""" def __dir__(self): return self.keys() def __delattr__(self, name): del self[name] def __getattr__(self, name): return self[name] if not name.startswith('_') else super(AttrODict, self).__getattr__(name) def __setattr__(self, name, value): if (name.startswith('_')): return super(AttrODict, self).__setattr__(name, value) self[name] = value try: from matplotlib.colors import LinearSegmentedColormap, ListedColormap from matplotlib.cm import register_cmap except: def LinearSegmentedColormap(colorlist,name): pass def ListedColormap(colorlist,name): pass def register_cmap(name,cmap): pass LinearSegmentedColormap.from_list=lambda n,c,N: None def rgb_to_hex(r,g,b): return '#%02x%02x%02x' % (r,g,b) def bokeh_palette(name,colorlist): palette[name] = [rgb_to_hex(int(r*255),int(g*255),int(b*255)) for r,g,b in colorlist] return palette[name] def mpl_cm(name,colorlist): cm[name] = LinearSegmentedColormap.from_list(name, colorlist, N=len(colorlist)) register_cmap("cet_"+name, cmap=cm[name]) return cm[name] def mpl_cl(name,colorlist): cm[name] = ListedColormap(colorlist, name) register_cmap("cet_"+name, cmap=cm[name]) return cm[name] def get_aliases(name): """Get the aliases for a given colormap name""" names = [name] def check_aliases(names, d, k_position=-1, v_position=0): for name in [n for n in names]: for k, v in d.items(): v = [v] if not isinstance(v, list) else v for vname in v: if name == vname and k not in names: if k_position == -2: names.append(k) else: names.insert(k_position, k) if name == k and vname not in names: if v_position == -2: names.append(vname) else: names.insert(v_position, vname) return names # Repeatedly look for new aliases until no new aliases are found n_names = len(names) while True: names = check_aliases(names, aliases, k_position=-2, v_position=0) names = check_aliases(names, cetnames_flipped, k_position=-2, v_position=-1) if len(names) == n_names: break n_names = len(names) # Sort names as 1or0_underscores, CET, multiple_under_scores (alias, cetname, algorithmicname) def name_sortfn(name): if name.count("_") > 1: return 2 if "CET" in name: return 1 return 0 return ', '.join(sorted(names, key=name_sortfn)) def all_original_names(group=None, not_group=None, only_aliased=False, only_CET=False): """ Returns a list (optionally filtered) of the names of the available colormaps Filters available: - group: only include maps whose name include the given string(s) (e.g. "'linear'" or "['linear','diverging']"). - not_group: filter out any maps whose names include the given string(s) - only_aliased: only include maps with shorter/simpler aliases - only_CET: only include maps from CET """ names = palette.keys() if group: groups = group if isinstance(group, list) else [group] names = [n for ns in [list(filter(lambda x: g in x, names)) for g in groups] for n in ns] if not_group: not_groups = not_group if isinstance(not_group, list) else [not_group] for g in not_groups: names = list(filter(lambda x: g not in x, names)) if only_aliased: names = filter(lambda x: x in aliases.keys(), names) else: names = filter(lambda x: x not in chain.from_iterable(aliases.values()), names) if only_CET: names = filter(lambda x: x in cetnames_flipped.values(), names) else: names = filter(lambda x: x not in cetnames_flipped.values(), names) return sorted(list(names)) palette = AttrODict() cm = AttrODict() palette_n = AttrODict() cm_n = AttrODict() ''' footer = """ palette_n = AttrODict(sorted(palette_n.items())) cm_n = AttrODict(sorted(cm_n.items())) """ # Here #mpl indicates a colormap name taken from Matplotlib aliases = dict( circle_mgbm_67_c31 = ['cyclic_isoluminant'], cyclic_mygbm_30_95_c78_s25 = ['colorwheel'], diverging_bkr_55_10_c35 = ['bkr'], diverging_bky_60_10_c30 = ['bky'], diverging_bwr_40_95_c42 = ['coolwarm'], #mpl diverging_gwv_55_95_c39 = ['gwv'], diverging_linear_bjy_30_90_c45 = ['bjy'], diverging_protanopic_deuteranopic_bwy_60_95_c32 = ['bwy'], diverging_tritanopic_cwr_75_98_c20 = ['cwr'], glasbey_bw_minc_20 = ['glasbey'], glasbey_bw_minc_20_hue_150_280 = ['glasbey_cool'], glasbey_bw_minc_20_hue_330_100 = ['glasbey_warm'], glasbey_bw_minc_20_maxl_70 = ['glasbey_dark'], glasbey_bw_minc_20_minl_30 = ['glasbey_light'], isoluminant_cgo_80_c38 = ['isolum'], linear_bgy_10_95_c74 = ['bgy'], linear_bgyw_15_100_c68 = ['bgyw'], linear_blue_95_50_c20 = ['blues'], #mpl linear_bmw_5_95_c89 = ['bmw'], linear_bmy_10_95_c78 = ['bmy'], linear_grey_0_100_c0 = ['gray'], #mpl linear_grey_10_95_c0 = ['dimgray'], linear_kbc_5_95_c73 = ['kbc', 'linear_blue_5_95_c73'], linear_kbgoy_20_95_c57 = ['gouldian'], linear_kbgyw_10_98_c63 = ['kbgyw'], linear_kgy_5_95_c69 = ['kgy', 'linear_green_5_95_c69'], linear_kryw_0_100_c71 = ['fire'], linear_ternary_blue_0_44_c57 = ['kb'], linear_ternary_green_0_46_c42 = ['kg'], linear_ternary_red_0_50_c52 = ['kr'], rainbow_bgyr_10_90_c83 = ['rainbow4'], rainbow_bgyr_35_85_c73 = ['rainbow'], ) cetnames = { 'CET-C1': 'cyclic_mrybm_35-75_c68', 'CET-C1s': 'cyclic_mrybm_35-75_c68_s25', 'CET-C2': 'cyclic_mygbm_30-95_c78', 'CET-C2s': 'cyclic_mygbm_30-95_c78_s25', 'CET-C3': 'cyclic_wrkbw_10_90_c43', 'CET-C3s': 'cyclic_wrkbw_10_90_c43_s25', 'CET-C4': 'cyclic_wrwbw_40-90_c42', 'CET-C4s': 'cyclic_wrwbw_40-90_c42_s25', 'CET-C5': 'cyclic_grey_15-85_c0', 'CET-C5s': 'cyclic_grey_15-85_c0_s25', 'CET-C6': 'cyclic_rygcbmr_50_90_c64', 'CET-C6s': 'cyclic_rygcbmr_50_90_c64_s25', 'CET-C7': 'cyclic_ymcgy_60_90_c67', 'CET-C7s': 'cyclic_ymcgy_60_90_c67_s25', 'CET-C8': 'cyclic_mygbm_50_90_c46', 'CET-C8s': 'cyclic_mygbm_50_90_c46_s25', 'CET-C9': 'cyclic_mybm_20_100_c48', 'CET-C9s': 'cyclic_mybm_20_100_c48_s25', 'CET-C10': 'circle_mgbm_67_c31', 'CET-C10s': 'circle_mgbm_67_c31_s25', 'CET-C11': 'cyclic_bgrmb_35_70_c75', 'CET-C11s': 'cyclic_bgrmb_35_70_c75_s25', 'CET-CBC1': 'cyclic-protanopic-deuteranopic_bwyk_16-96_c31', 'CET-CBC2': 'cyclic-protanopic-deuteranopic_wywb_55-96_c33', 'CET-CBD1': 'diverging-protanopic-deuteranopic_bwy_60-95_c32', 'CET-CBD2': 'diverging_linear_protanopic_deuteranopic_bjy_57_89_c34', 'CET-CBL1': 'linear-protanopic-deuteranopic_kbjyw_5-95_c25', 'CET-CBL2': 'linear-protanopic-deuteranopic_kbw_5-98_c40', 'CET-CBL3': 'linear_protanopic_deuteranopic_kbw_5_95_c34', 'CET-CBL4': 'linear_protanopic_deuteranopic_kyw_5_95_c49', 'CET-CBTC1': 'cyclic-tritanopic_cwrk_40-100_c20', 'CET-CBTC2': 'cyclic-tritanopic_wrwc_70-100_c20', 'CET-CBTD1': 'diverging-tritanopic_cwr_75-98_c20', 'CET-CBTL1': 'linear-tritanopic_krjcw_5-98_c46', 'CET-CBTL2': 'linear-tritanopic_krjcw_5-95_c24', 'CET-CBTL3': 'linear_tritanopic_kcw_5_95_c22', 'CET-CBTL4': 'linear_tritanopic_krw_5_95_c46', 'CET-D1': 'diverging_bwr_40-95_c42', 'CET-D1A': 'diverging_bwr_20-95_c54', 'CET-D2': 'diverging_gwv_55-95_c39', 'CET-D3': 'diverging_gwr_55-95_c38', 'CET-D4': 'diverging_bkr_55-10_c35', 'CET-D6': 'diverging_bky_60-10_c30', 'CET-D7': 'diverging-linear_bjy_30-90_c45', 'CET-D8': 'diverging-linear_bjr_30-55_c53', 'CET-D9': 'diverging_bwr_55-98_c37', 'CET-D10': 'diverging_cwm_80-100_c22', 'CET-D11': 'diverging-isoluminant_cjo_70_c25', 'CET-D12': 'diverging-isoluminant_cjm_75_c23', 'CET-D13': 'diverging_bwg_20-95_c41', 'CET-I1': 'isoluminant_cgo_70_c39', 'CET-I2': 'isoluminant_cgo_80_c38', 'CET-I3': 'isoluminant_cm_70_c39', 'CET-L1': 'linear_grey_0-100_c0', 'CET-L2': 'linear_grey_10-95_c0', 'CET-L3': 'linear_kryw_0-100_c71', 'CET-L4': 'linear_kry_0-97_c73', 'CET-L5': 'linear_kgy_5-95_c69', 'CET-L6': 'linear_kbc_5-95_c73', 'CET-L7': 'linear_bmw_5-95_c86', 'CET-L8': 'linear_bmy_10-95_c71', 'CET-L9': 'linear_bgyw_20-98_c66', 'CET-L10': 'linear_gow_60-85_c27', 'CET-L11': 'linear_gow_65-90_c35', 'CET-L12': 'linear_blue_95-50_c20', 'CET-L13': 'linear_ternary-red_0-50_c52', 'CET-L14': 'linear_ternary-green_0-46_c42', 'CET-L15': 'linear_ternary-blue_0-44_c57', 'CET-L16': 'linear_kbgyw_5-98_c62', 'CET-L17': 'linear_worb_100-25_c53', 'CET-L18': 'linear_wyor_100-45_c55', 'CET-L19': 'linear_wcmr_100-45_c42', 'CET-L20': 'linear_kbgoy_20_95_c57', 'CET-R1': 'rainbow_bgyrm_35-85_c69', 'CET-R2': 'rainbow_bgyr_35-85_c72', 'CET-R3': 'diverging-rainbow_bgymr_45-85_c67', 'CET-R4': 'rainbow_bgyr_10_90_c83', } cetnames_flipped = {v.replace('-', '_'): k.replace('-', '_') for k, v in cetnames.items()} def create_alias(alias, base, output, cmtype='mpl_cm', is_name=True): output.write("{0} = b_{1}\n".format(alias,base)) output.write("m_{0} = m_{1}\n".format(alias,base)) output.write("m_{0}_r = m_{1}_r\n".format(alias,base)) output.write("palette['{0}'] = b_{1}\n".format(alias,base)) if is_name: output.write("palette_n['{0}'] = b_{1}\n".format(alias,base)) output.write("cm['{0}'] = m_{1}\n".format(alias,base)) output.write("cm['{0}_r'] = m_{1}_r\n".format(alias,base)) if is_name: output.write("cm_n['{0}'] = {2}('{0}',{1})\n".format(alias,base,cmtype)) output.write("cm_n['{0}_r'] = {2}('{0}_r',list(reversed({1})))\n".format(alias,base,cmtype)) else: output.write("register_cmap('cet_{0}',m_{1})\n".format(alias,base)) output.write("register_cmap('cet_{0}_r',m_{1}_r)\n".format(alias,base)) def get_csvs_in_order(output_file, csv_folders): """Get the CSV files to write to the __init__.py, keeping the order found in __init__.py""" # get order of existing maps in __init__.py init_cmap_order = [] with open(output_file) as f: while line := f.readline(): if match := re.match(r"(\w+) = \[ # cmap_def", line): init_cmap_order.append(match.groups()[0]) new_order_i = len(init_cmap_order) # index of next new map after those in int_map_order # get all csvs csv_paths = [] for fld in csv_folders: csv_paths += list(Path(fld).glob("*.csv")) csv_order = [-1]*len(csv_paths) # Get a new ordering of the csvs from init_cmap_order for path_i, csv_path in enumerate(csv_paths): base = csv_path.stem.replace("-","_").replace("_n256","") try: csv_order[path_i] = init_cmap_order.index(base) except ValueError: # new csv not in the original order, so put it at the end csv_order[path_i] = new_order_i new_order_i += 1 # Put the csv paths in the new order csv_paths_new = [Path()]*len(csv_paths) for path_i, order_i in enumerate(csv_order): csv_paths_new[order_i] = csv_paths[path_i] return csv_paths_new def format_dict(name, d, tabs=0): t4 = " "*4 tabs = t4*tabs s = tabs + "{} = {{\n".format(name) for k, v in d.items(): v = "'{}'".format(v) if isinstance(v, str) else v s += tabs + t4 + "'{}': {},\n".format(k, v) s += tabs + "}\n" return s def gen_init_py(output_file, csv_folders): csv_paths = get_csvs_in_order(output_file, csv_folders) cmaps = [] with open(output_file, "w") as output: output.write(header) output.write(format_dict("aliases", aliases)) output.write(format_dict("cetnames_flipped", cetnames_flipped)) for csv_path in csv_paths: categorical = ('Glasbey' in [str(p) for p in csv_path.parents]) cmtype = "mpl_cl" if categorical else 'mpl_cm' if csv_path.suffix == ".csv": base = csv_path.stem.replace("-","_").replace("_n256","") if base in cmaps: continue output.write("\n\n") output.write("{0} = [ # cmap_def\n".format(base)) with open(csv_path, 'r') as csvfile: reader = csv.reader(csvfile) for row in reader: output.write("[{0}],\n".format(", ".join(row))) output.write("]\n") output.write("b_{0} = bokeh_palette('{0}',{0})\n".format(base)) output.write("m_{0} = {1}('{0}',{0})\n".format(base, cmtype)) output.write("m_{0}_r = {1}('{0}_r',list(reversed({0})))\n".format(base, cmtype)) if base in aliases: for alias in aliases[base]: create_alias(alias, base, output, cmtype, is_name=True) if base in cetnames_flipped: alias = cetnames_flipped[base] create_alias(alias, base, output, cmtype, is_name=False) output.write("\n\n") cmaps.append(base) output.write(footer) if __name__ == "__main__": gen_init_py(output_file, csv_folders) 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0.666667,0.403922,0.419608 0.196078,0.203922,0.454902 1.000000,0.368627,0.662745 0.000000,0.607843,0.690196 0.443137,1.000000,0.866667 0.470588,0.360784,0.219608 0.313725,0.396078,0.607843 0.800000,0.000000,0.701961 0.341176,0.482353,0.333333 0.317647,0.431373,0.482353 0.003922,0.372549,0.572549 0.666667,0.741176,0.745098 0.003922,0.498039,0.600000 0.015686,0.866667,0.592157 0.529412,0.227451,0.172549 0.941176,0.588235,0.556863 0.458824,0.776471,0.666667 0.439216,0.411765,0.364706 0.800000,0.862745,0.035294 0.686275,0.521569,0.341176 0.847059,0.000000,0.458824 0.615686,0.247059,0.505882 0.850980,0.270588,0.000000 0.866667,0.403922,0.329412 0.372549,1.000000,0.474510 0.835294,0.694118,0.450980 0.384314,0.149020,0.368627 0.729412,0.635294,0.239216 0.850980,0.949020,0.701961 0.341176,0.007843,0.560784 0.631373,0.607843,0.666667 0.301961,0.290196,0.152941 0.643137,0.662745,1.000000 0.674510,0.909804,0.858824 0.600000,0.349020,0.003922 0.674510,0.000000,0.886275 0.278431,0.509804,0.184314 0.796078,0.764706,0.678431 0.000000,0.772549,0.713725 0.380392,0.325490,0.470588 0.200000,0.427451,0.407843 0.647059,0.572549,0.501961 0.517647,0.600000,0.635294 0.992157,0.341176,0.392157 0.439216,0.588235,0.823529 0.447059,0.552941,0.027451 0.498039,0.000000,0.298039 0.082353,0.188235,0.627451 0.819608,0.756863,0.886275 0.788235,0.521569,0.815686 0.423529,0.270588,0.294118 0.498039,0.000000,0.141176 0.000000,0.635294,0.474510 0.698039,0.662745,0.811765 0.976471,0.000000,0.000000 0.690196,0.913725,1.000000 0.576471,0.619608,0.313725 0.447059,0.478431,0.509804 0.850980,0.180392,0.333333 0.278431,0.380392,0.003922 0.000000,0.349020,1.000000 0.466667,0.250980,0.709804 0.674510,0.894118,0.376471 0.403922,0.270588,0.145098 0.321569,0.364706,0.317647 0.584314,0.450980,0.407843 0.662745,0.894118,0.603922 0.639216,0.000000,0.345098 0.850980,0.384314,0.964706 0.556863,0.490196,0.811765 1.000000,0.741176,0.576471 0.639216,0.000000,0.572549 0.603922,1.000000,0.725490 0.654902,0.760784,1.000000 0.956863,0.384314,0.000000 0.898039,0.941176,1.000000 0.721569,0.611765,0.643137 0.376471,0.588235,0.580392 1.000000,0.623529,0.207843 0.549020,0.160784,0.000000 0.447059,0.419608,0.196078 0.874510,0.509804,0.305882 0.686275,0.482353,0.835294 0.737255,0.176471,0.000000 0.482353,0.435294,0.639216 0.282353,0.262745,0.384314 0.780392,0.639216,1.000000 0.000000,0.301961,0.156863 0.768627,0.776471,0.556863 0.878431,0.282353,0.843137 0.905882,0.913725,0.396078 0.898039,0.756863,0.043137 0.000000,0.956863,0.945098 0.623529,0.356863,0.635294 0.298039,0.254902,0.717647 0.396078,0.200000,0.556863 0.462745,0.494118,0.423529 0.662745,0.541176,0.211765 colorcet-3.1.0/assets/colorcet.m000066400000000000000000022310671456771315700166520ustar00rootroot00000000000000% COLORCET - Perceptually uniform color maps % % Usage 1: Generate a colour map and apply it to the current figure. % >> colorcet(name); % >> colorcet(name, keyword, arg, ...); % % Usage 2: Return a colour map and its description. % >> [map, descriptorname, description] = colorcet(name); % % Usage 3: Get a list of all possible colour maps. % >> colorcet % % Arguments: % name - A string label indicating the colour map to be generated. % % names: 'L1' - 'L20' for linear maps % 'D1' - 'D13' for diverging maps % 'C1' - 'C11' for cyclic maps % 'R1' - 'R4' for rainbow maps % 'I1' - 'I3' for isoluminant maps % % maps for the red-green colour blind (Protanopia/Deuteranopia) % 'CBL1' - 'CBL4' % 'CBD1' - 'CBD2' % 'CBC1' - 'CBC2' % maps for the blue-yellow colour blind (Tritanopia) % 'CBTL1' - 'CBTL4' % 'CBTD1' % 'CBTC1' - 'CBTC2' % % Keyword - argument options % 'N' - Number of values in the colour map. Defaults to 256. % 'shift' - Fraction of the colour map length N that the colour map is % to be cyclically rotated, may be negative. (Should only be % applied to cyclic colour maps!). Defaults to 0. % 'reverse' - If set to 1/true reverses the colour map. Defaults to 0. % % % Returns: % map - Nx3 rgb colour map % descriptorname - A string giving a systematic descriptor name for the colour map. % description - A string giving a brief description of the colour map. % % % Some colour maps have alternate names for convenience and readability. % Run colorcet with no arguments to get a full list of names % For example: % >> map = colorcet('L3'); or map = colorcet('heat'); will produce a linear heat map. % % Examples of use: % Rotate a cyclic colour map by half a cycle % >> map = colorcet('C2', 'shift', 0.5); % % Generate a 64 level reversed blue-green-yellow map % >> map = colorcet('L9', 'N', 64, 'reverse', true); % % Load up the SINERAMP test image and render it with MATLAB's hot map % >> figure; imagesc(sineramp); colormap(hot); % % Now repeat using the colorcet perceptually uniform heat map % >> figure; imagesc(sineramp); colorcet('heat'); % % Notice the difference! No preceptual dead spots across the top of the % test image and no false features across the bottom. % % Some colour maps likely to be of interest: % L1/GREY/GRAY - Standard grey colour map % L3/HEAT/FIRE - A good heat colour map with no perceptual dead spots. % L16/KBGYW - Black-Blue-Green-Yellow-White, quite nice. % L20/GOULDIAN - A replacement for Parula, it works much better! % D1/COOLWARM - Standard blue-white-red diverging colour map with % end colours matched for lightness and chroma. % D1A/BWRA - Similar to D1 but with greater chroma and darker % end colours. % D13/BWG - Blue-White-Green diverging map, easy on the eye % R2/RAINBOW2 - The least worst rainbow colour map I could devise, % actually it's not bad. % R3/RAINBOW3 - Rainbow map that can also be used as a diverging map % with yellow as the reference centre colour. % C2/PHASE4 - Good cyclic map with four distinct colours allowing % four orientations or phase angles to be visualised. % C4/PHASE2 - A blue - white - red cyclic map for when you are only % interested in phase being +ve or -ve. % C6 - A modified colour circle with 6 distinct colours. % C7 - Another good cyclic map with 4 distinct colours. % % If you are colour blind... % The following maps have been constructed to lie within a 2D model of % protanopic/deuteranopic colour space. Hopefully by working within this % colour space people who are colour blind will be able to share a common % perceptual interpretation of data with those who have normal colour vision. % CBL1 to CBL3 - Linear maps for protanopes and deuteranopes % CBD1 - Diverging maps for protanopes and deuteranopes % CBC1 to CBC2 - Cyclic maps for protanopes and deuteranopes % There are also maps for tritanopes % % The colour map arrays in this function have been generated by the function CMAP. % % For more information about the design of these colour maps see: % Peter Kovesi. Good Colour Maps: How to Design Them. % https://arxiv.org/abs/1509.03700 % See also: % https://peterkovesi.com/projects/colourmaps/usersguide % % See also: CMAP, MAKECOLORCET, SINERAMP, SHOW % These colour maps are released under the Creative Commons BY License. % A summary of the conditions can be found at % https://creativecommons.org/licenses/by/4.0/ % Basically, you are free to use these colour maps in anyway you wish % as long as you give appropriate credit. % % Reference: % Peter Kovesi. Good Colour Maps: How to Design Them. % arXiv:1509.03700 [cs.GR] 2015 % https://arxiv.org/abs/1509.03700 % Copyright (c) 2014-2020 Peter Kovesi % Centre for Exploration Targeting % The University of Western Australia % peter.kovesi at uwa edu au % % Permission is hereby granted, free of charge, to any person obtaining a copy % of this software and associated documentation files (the "Software"), to deal % in the Software without restriction, subject to the following conditions: % % The above copyright notice and this permission notice shall be included in % all copies or substantial portions of the Software. % % The Software is provided "as is", without warranty of any kind. % Generated by MAKECOLORCET 19-Dec-2020 function varargout = colorcet(varargin) [mapname, reverse, shift, N] = parseinputs(varargin{:}); mapnames = { { 'L1' 'L01' 'GREY' 'GRAY' } { 'L2' 'L02' 'REDUCEDGREY' } { 'L3' 'L03' 'KRYW' 'HEAT' 'FIRE' } { 'L4' 'L04' 'KRY' 'YELLOWHEAT' } { 'L5' 'L05' 'KGY' } { 'L6' 'L06' 'KBC' } { 'L7' 'L07' 'BMW' } { 'L8' 'L08' 'BMY' } { 'L9' 'L09' 'BGYW' } { 'L10' 'GEOGRAPHIC' } { 'L11' 'GEOGRAPHIC2' } { 'L12' 'DEPTH' } { 'L13' 'REDTERNARY' } { 'L14' 'GREENTERNARY' } { 'L15' 'BLUETERNARY' } { 'L16' 'KBGYW' } { 'L17' 'WORB' } { 'L18' 'WYOR' } { 'L19' 'WCMR' } { 'L20' 'GOULDIAN' } { 'D1' 'D01' 'BWR' 'COOLWARM' } { 'D1A' 'D01A' 'BWRA' } { 'D2' 'D02' 'GWV' } { 'D3' 'D03' 'GWR' } { 'D4' 'D04' 'BKR' } { 'D5' 'D05' 'GKR' } { 'D6' 'D06' 'BKY' } { 'D7' 'D07' 'BJY' 'DIVBJY' } { 'D8' 'D08' 'BJR' } { 'D9' 'D09' } { 'D10' } { 'D11' } { 'D12' } { 'D13' 'BWG' } { 'C1' 'C01' } { 'C2' 'C02' 'PHASE4' } { 'C3' 'C03' } { 'C4' 'C04' 'PHASE2' } { 'C5' 'C05' 'CYCLICGREY' } { 'C6' 'C06' } { 'C7' 'C07' } { 'C8' 'C08' } { 'C9' 'C09' } { 'C10' } { 'C11' } { 'R1' 'R01' 'RAINBOW' } { 'R2' 'R02' 'RAINBOW2' } { 'R3' 'R03' 'RAINBOW3' } { 'R4' 'R04' 'RAINBOW4' } { 'I1' 'I01' } { 'I2' 'I02' } { 'I3' 'I03' } { 'CBL1' } { 'CBL2' } { 'CBL3' } { 'CBL4' } { 'CBD1' } { 'CBD2' } { 'CBC1' } { 'CBC2' } { 'CBTL1' } { 'CBTL2' } { 'CBTL3' } { 'CBTL4' } { 'CBTD1' } { 'CBTC1' } { 'CBTC2' } }; spaces = ' '; if ~exist('mapname', 'var') || isempty(mapname) fprintf('\nName(s): Description:\n'); fprintf('------------------------------------------------------\n'); for n = 1:length(mapnames) [map, descriptorname, description] = colorcet(mapnames{n}{1}); len = 0; for m = 1:length(mapnames{n}) len = len + fprintf('%s', upper(mapnames{n}{m})); if m < length(mapnames{n}) len = len+fprintf('/'); end end fprintf('%s', spaces(1:16-len)); fprintf(' %s \n', description); end return end switch upper(mapname) case { 'L1' 'L01' 'GREY' 'GRAY' } descriptorname = 'linear_grey_0-100_c0_n256'; description = 'Grey scale'; map = [0.000000 0.000000 0.000000 0.005561 0.005563 0.005563 0.011212 0.011219 0.011217 0.016877 0.016885 0.016883 0.022438 0.022448 0.022445 0.027998 0.028011 0.028008 0.033540 0.033554 0.033551 0.039316 0.039333 0.039329 0.044700 0.044719 0.044714 0.049695 0.049713 0.049709 0.054322 0.054343 0.054338 0.058797 0.058821 0.058815 0.063041 0.063062 0.063057 0.066996 0.067019 0.067014 0.070827 0.070853 0.070846 0.074487 0.074511 0.074505 0.077967 0.077992 0.077986 0.081449 0.081477 0.081470 0.084728 0.084752 0.084746 0.087913 0.087939 0.087933 0.091003 0.091031 0.091024 0.094004 0.094034 0.094027 0.096981 0.097012 0.097005 0.100036 0.100065 0.100058 0.103113 0.103144 0.103136 0.106180 0.106212 0.106204 0.109243 0.109276 0.109268 0.112317 0.112349 0.112341 0.115378 0.115412 0.115404 0.118518 0.118550 0.118542 0.121566 0.121599 0.121591 0.124708 0.124743 0.124734 0.127866 0.127902 0.127893 0.131020 0.131054 0.131046 0.134177 0.134214 0.134204 0.137342 0.137380 0.137371 0.140512 0.140551 0.140541 0.143696 0.143733 0.143724 0.146874 0.146914 0.146904 0.150110 0.150147 0.150138 0.153293 0.153333 0.153323 0.156556 0.156595 0.156585 0.159750 0.159790 0.159780 0.163036 0.163078 0.163068 0.166276 0.166320 0.166309 0.169568 0.169609 0.169599 0.172813 0.172857 0.172846 0.176080 0.176123 0.176113 0.179399 0.179443 0.179432 0.182689 0.182734 0.182723 0.186036 0.186079 0.186069 0.189342 0.189388 0.189376 0.192671 0.192718 0.192707 0.196020 0.196069 0.196057 0.199344 0.199392 0.199380 0.202714 0.202763 0.202751 0.206110 0.206160 0.206148 0.209462 0.209512 0.209500 0.212840 0.212890 0.212878 0.216264 0.216315 0.216303 0.219652 0.219705 0.219692 0.223068 0.223120 0.223107 0.226487 0.226539 0.226526 0.229881 0.229935 0.229922 0.233319 0.233373 0.233360 0.236797 0.236853 0.236839 0.240217 0.240271 0.240258 0.243676 0.243733 0.243719 0.247158 0.247216 0.247202 0.250627 0.250687 0.250672 0.254124 0.254183 0.254168 0.257603 0.257661 0.257647 0.261107 0.261167 0.261152 0.264609 0.264668 0.264653 0.268119 0.268182 0.268166 0.271637 0.271697 0.271683 0.275184 0.275249 0.275233 0.278724 0.278788 0.278772 0.282274 0.282339 0.282323 0.285801 0.285865 0.285849 0.289381 0.289445 0.289430 0.292935 0.293001 0.292984 0.296520 0.296587 0.296570 0.300095 0.300161 0.300145 0.303679 0.303747 0.303730 0.307277 0.307344 0.307327 0.310897 0.310965 0.310948 0.314490 0.314559 0.314542 0.318115 0.318185 0.318168 0.321735 0.321807 0.321789 0.325361 0.325433 0.325415 0.329019 0.329093 0.329075 0.332668 0.332741 0.332723 0.336301 0.336375 0.336357 0.339973 0.340047 0.340029 0.343630 0.343703 0.343685 0.347314 0.347390 0.347371 0.350992 0.351068 0.351049 0.354679 0.354758 0.354739 0.358360 0.358436 0.358417 0.362066 0.362144 0.362125 0.365769 0.365850 0.365830 0.369478 0.369557 0.369538 0.373195 0.373277 0.373256 0.376930 0.377010 0.376990 0.380661 0.380744 0.380724 0.384389 0.384472 0.384451 0.388136 0.388220 0.388200 0.391889 0.391973 0.391952 0.395652 0.395737 0.395716 0.399400 0.399485 0.399464 0.403182 0.403270 0.403248 0.406955 0.407042 0.407020 0.410744 0.410831 0.410810 0.414525 0.414614 0.414592 0.418314 0.418403 0.418381 0.422113 0.422203 0.422181 0.425924 0.426014 0.425991 0.429741 0.429833 0.429810 0.433552 0.433644 0.433621 0.437391 0.437485 0.437462 0.441212 0.441307 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'D01A' 'BWRA' } descriptorname = 'diverging_bwr_20-95_c54_n256'; description = 'Diverging blue - white - red colour map. Similar to D1 but with darker end point colours'; map = [0.091874 0.160934 0.446902 0.093320 0.165181 0.458168 0.094888 0.169522 0.469498 0.096269 0.173806 0.480851 0.097771 0.178162 0.492271 0.099148 0.182462 0.503735 0.100522 0.186837 0.515243 0.101881 0.191205 0.526810 0.103239 0.195599 0.538413 0.104476 0.199990 0.550056 0.105793 0.204451 0.561752 0.107055 0.208868 0.573487 0.108206 0.213311 0.585273 0.109463 0.217795 0.597096 0.110610 0.222270 0.608963 0.111756 0.226779 0.620859 0.112913 0.231296 0.632785 0.114011 0.235825 0.644733 0.115169 0.240343 0.656710 0.116414 0.244907 0.668683 0.117659 0.249496 0.680642 0.119053 0.254113 0.692594 0.120548 0.258734 0.704479 0.122270 0.263389 0.716302 0.124294 0.268040 0.728007 0.126662 0.272753 0.739584 0.129463 0.277501 0.750967 0.132772 0.282286 0.762116 0.136649 0.287082 0.772998 0.141252 0.291964 0.783561 0.146503 0.296886 0.793753 0.152542 0.301840 0.803524 0.159357 0.306886 0.812846 0.166938 0.311963 0.821694 0.175186 0.317138 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'GWV' } descriptorname = 'diverging_gwv_55-95_c39_n256'; description = 'Diverging green - white - violet colour map'; map = [0.221573 0.591068 0.055073 0.229654 0.593887 0.068993 0.237600 0.596706 0.081291 0.245312 0.599521 0.092565 0.252923 0.602329 0.103154 0.260374 0.605140 0.113125 0.267681 0.607957 0.122534 0.274907 0.610762 0.131675 0.282020 0.613561 0.140449 0.289020 0.616374 0.148940 0.295919 0.619183 0.157212 0.302734 0.621973 0.165276 0.309501 0.624780 0.173201 0.316165 0.627579 0.180945 0.322761 0.630380 0.188595 0.329293 0.633174 0.196096 0.335751 0.635970 0.203492 0.342161 0.638762 0.210790 0.348512 0.641551 0.218015 0.354823 0.644342 0.225143 0.361055 0.647138 0.232239 0.367262 0.649926 0.239245 0.373426 0.652707 0.246191 0.379544 0.655497 0.253110 0.385615 0.658282 0.259969 0.391666 0.661062 0.266776 0.397669 0.663850 0.273568 0.403641 0.666622 0.280290 0.409575 0.669408 0.286998 0.415477 0.672186 0.293681 0.421346 0.674960 0.300337 0.427207 0.677741 0.306971 0.433019 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0.933128 0.299245 0.281447 0.931836 0.292464 0.276678 0.930530 0.285582 0.271880 0.929203 0.278617 0.267119]; case { 'D4' 'D04' 'BKR' } descriptorname = 'diverging_bkr_55-10_c35_n256'; description = 'Diverging blue - black - red colour map'; map = [0.097481 0.507361 0.982050 0.103297 0.503886 0.974284 0.108633 0.500409 0.966535 0.113690 0.496942 0.958799 0.118405 0.493479 0.951074 0.122753 0.490022 0.943359 0.126920 0.486570 0.935656 0.130887 0.483118 0.927961 0.134599 0.479683 0.920283 0.138107 0.476239 0.912619 0.141429 0.472799 0.904966 0.144583 0.469382 0.897324 0.147583 0.465942 0.889689 0.150429 0.462521 0.882070 0.153122 0.459115 0.874463 0.155737 0.455700 0.866867 0.158196 0.452303 0.859287 0.160509 0.448899 0.851717 0.162773 0.445491 0.844160 0.164876 0.442113 0.836617 0.166931 0.438712 0.829089 0.168858 0.435343 0.821568 0.170678 0.431970 0.814057 0.172420 0.428587 0.806569 0.174093 0.425225 0.799088 0.175656 0.421850 0.791617 0.177184 0.418495 0.784167 0.178617 0.415148 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0.206389 0.625227 0.253742 0.207535 0.631627 0.255236 0.208694 0.638034 0.256706 0.209859 0.644449 0.258174 0.211031 0.650882 0.259669 0.212209 0.657324 0.261129 0.213352 0.663772 0.262597 0.214528 0.670231 0.264069 0.215706 0.676697 0.265517 0.216877 0.683172 0.266961 0.218039 0.689663 0.268422 0.219209 0.696160 0.269878 0.220391 0.702666 0.271307 0.221542 0.709187 0.272744 0.222721 0.715714 0.274183 0.223874 0.722242 0.275629 0.225037 0.728791 0.277046 0.226238 0.735349 0.278468 0.227400 0.741913 0.279885 0.228581 0.748490 0.281289 0.229719 0.755077 0.282721 0.230912 0.761666 0.284110 0.232093 0.768268 0.285507 0.233238 0.774882 0.286907 0.234440 0.781510 0.288311 0.235614 0.788138 0.289708 0.236792 0.794781 0.291101 0.237955 0.801430 0.292477 0.239123 0.808092 0.293852 0.240283 0.814759 0.295231 0.241481 0.821440 0.296617 0.242641 0.828124 0.297972 0.243811 0.834824 0.299354 0.244987 0.841530 0.300700 0.246170 0.848243 0.302055 0.247360 0.854970 0.303412 0.248549 0.861703 0.304772 0.249698 0.868449 0.306134 0.250892 0.875195 0.307454 0.252075 0.881956 0.308815 0.253251 0.888727 0.310149 0.254437 0.895504 0.311465 0.255606 0.902290 0.312793 0.256787]; case { 'D5' 'D05' 'GKR' } descriptorname = 'diverging_gkr_60-10_c40_n256'; description = 'Diverging green - black - red colour map'; map = [0.210902 0.651143 0.087950 0.211132 0.646445 0.089674 0.211341 0.641753 0.091371 0.211529 0.637073 0.092907 0.211694 0.632393 0.094540 0.211837 0.627721 0.095984 0.211958 0.623057 0.097463 0.212058 0.618398 0.098858 0.212137 0.613735 0.100202 0.212195 0.609100 0.101514 0.212234 0.604457 0.102800 0.212254 0.599819 0.104014 0.212255 0.595188 0.105171 0.212237 0.590564 0.106383 0.212201 0.585955 0.107459 0.212146 0.581339 0.108494 0.212072 0.576744 0.109602 0.211980 0.572143 0.110582 0.211868 0.567553 0.111546 0.211738 0.562973 0.112485 0.211588 0.558383 0.113398 0.211419 0.553817 0.114210 0.211233 0.549258 0.115057 0.211029 0.544698 0.115916 0.210809 0.540144 0.116689 0.210573 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0.201601 0.151945 0.413749 0.203526 0.152851 0.420399 0.205411 0.153762 0.427074 0.207313 0.154675 0.433739 0.209188 0.155597 0.440436 0.211076 0.156511 0.447140 0.212938 0.157378 0.453859 0.214814 0.158308 0.460583 0.216707 0.159189 0.467337 0.218562 0.160056 0.474087 0.220436 0.160990 0.480851 0.222269 0.161898 0.487645 0.224108 0.162778 0.494436 0.225986 0.163679 0.501242 0.227823 0.164551 0.508064 0.229635 0.165402 0.514890 0.231500 0.166313 0.521727 0.233299 0.167213 0.528595 0.235161 0.168067 0.535456 0.236984 0.168978 0.542345 0.238773 0.169850 0.549241 0.240579 0.170711 0.556138 0.242400 0.171580 0.563071 0.244195 0.172452 0.569993 0.246002 0.173325 0.576947 0.247822 0.174206 0.583899 0.249593 0.175079 0.590869 0.251407 0.175911 0.597851 0.253184 0.176794 0.604849 0.254977 0.177690 0.611854 0.256739 0.178544 0.618882 0.258510 0.179386 0.625905 0.260285 0.180236 0.632951 0.262050 0.181087 0.640009 0.263827 0.181941 0.647076 0.265573 0.182798 0.654154 0.267310 0.183658 0.661246 0.269093 0.184518 0.668354 0.270837 0.185390 0.675466 0.272561 0.186224 0.682593 0.274307 0.187066 0.689737 0.276063 0.187934 0.696886 0.277784 0.188757 0.704049 0.279520 0.189590 0.711229 0.281225 0.190425 0.718410 0.282967 0.191262 0.725615 0.284666 0.192102 0.732824 0.286377 0.192943 0.740047 0.288095 0.193791 0.747279 0.289808 0.194631 0.754526 0.291523 0.195435 0.761776 0.293208 0.196286 0.769043 0.294905 0.197111 0.776327 0.296612 0.197919 0.783618 0.298288 0.198737 0.790917 0.299983 0.199554 0.798230 0.301657 0.200375 0.805553 0.303338 0.201198 0.812889 0.305028 0.202023 0.820235 0.306704 0.202848 0.827595 0.308369 0.203683 0.834966 0.310045 0.204502 0.842348 0.311686 0.205295 0.849738 0.313362 0.206132 0.857137 0.315009 0.206939 0.864552 0.316671 0.207734 0.871978 0.318318 0.208538 0.879408 0.319973 0.209341 0.886857 0.321603 0.210147 0.894314 0.323252 0.210954 0.901778 0.324876 0.211771 0.909255 0.326509 0.212556 0.916746 0.328147 0.213343 0.924242 0.329786 0.214158 0.931750 0.331390 0.214936 0.939272 0.333032 0.215752 0.946801 0.334651 0.216553 0.954343 0.336247 0.217333 0.961890 0.337860 0.218123 0.969454 0.339483 0.218912 0.977027 0.341079 0.219702 0.984612 0.342688 0.220501 0.992203 0.344268 0.221276]; case { 'D6' 'D06' 'BKY' } descriptorname = 'diverging_bky_60-10_c30_n256'; description = 'Diverging blue - black - yellow colour map'; map = [0.056674 0.579589 0.981211 0.066107 0.575466 0.973449 0.074463 0.571347 0.965697 0.081994 0.567245 0.957964 0.088742 0.563143 0.950235 0.094990 0.559037 0.942524 0.100668 0.554947 0.934817 0.106026 0.550862 0.927125 0.110979 0.546784 0.919448 0.115599 0.542710 0.911783 0.119927 0.538643 0.904126 0.124011 0.534573 0.896487 0.127903 0.530516 0.888856 0.131547 0.526469 0.881237 0.135004 0.522413 0.873629 0.138270 0.518381 0.866036 0.141367 0.514348 0.858452 0.144295 0.510311 0.850882 0.147074 0.506285 0.843327 0.149754 0.502273 0.835785 0.152239 0.498272 0.828252 0.154646 0.494261 0.820733 0.156937 0.490260 0.813227 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0.652245 0.507188 0.112101 0.657236 0.510935 0.111213 0.662231 0.514696 0.110307 0.667225 0.518458 0.109363 0.672234 0.522211 0.108320 0.677250 0.525989 0.107358 0.682260 0.529764 0.106343 0.687288 0.533535 0.105206 0.692325 0.537331 0.104115 0.697354 0.541110 0.103000 0.702399 0.544909 0.101796]; case { 'D7' 'D07' 'BJY' 'DIVBJY' } descriptorname = 'diverging-linear_bjy_30-90_c45_n256'; description = 'Linear-diverging blue - grey - yellow colour map. This kind of diverging map has no perceptual dead spot at the centre'; map = [0.077854 0.193434 0.758268 0.095213 0.196286 0.756899 0.110071 0.199096 0.755533 0.123169 0.201942 0.754165 0.135136 0.204807 0.752787 0.146079 0.207651 0.751425 0.156256 0.210493 0.750044 0.165720 0.213331 0.748672 0.174718 0.216212 0.747300 0.183181 0.219046 0.745919 0.191264 0.221884 0.744542 0.198972 0.224721 0.743167 0.206408 0.227604 0.741781 0.213482 0.230440 0.740401 0.220352 0.233290 0.739022 0.226948 0.236174 0.737630 0.233316 0.239017 0.736242 0.239529 0.241884 0.734862 0.245521 0.244723 0.733470 0.251386 0.247608 0.732082 0.257059 0.250450 0.730686 0.262589 0.253330 0.729293 0.267969 0.256179 0.727897 0.273256 0.259069 0.726502 0.278398 0.261923 0.725108 0.283426 0.264783 0.723702 0.288342 0.267642 0.722298 0.293158 0.270547 0.720897 0.297879 0.273413 0.719498 0.302504 0.276292 0.718089 0.307055 0.279164 0.716685 0.311507 0.282038 0.715273 0.315902 0.284897 0.713859 0.320203 0.287777 0.712443 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0.837371 0.868068 0.658789 0.838687 0.869631 0.657944 0.840014 0.871200 0.657089 0.841332 0.872766 0.656231 0.842655 0.874327 0.655364 0.843971 0.875891 0.654499 0.845294 0.877449 0.653634 0.846613 0.879007 0.652762 0.847935 0.880564 0.651898 0.849260 0.882120 0.651021 0.850577 0.883677 0.650144 0.851902 0.885227 0.649267 0.853220 0.886778 0.648377 0.854543 0.888326 0.647494 0.855866 0.889872 0.646607 0.857184 0.891417 0.645711 0.858505 0.892961 0.644816 0.859830 0.894507 0.643919 0.861148 0.896045 0.643022 0.862475 0.897585 0.642121 0.863796 0.899122 0.641209 0.865111 0.900656 0.640308 0.866435 0.902191 0.639394 0.867758 0.903724 0.638478 0.869081 0.905259 0.637561 0.870396 0.906786 0.636645 0.871723 0.908316 0.635715 0.873042 0.909842 0.634791 0.874363 0.911366 0.633863 0.875687 0.912890 0.632927 0.877004 0.914414 0.631991 0.878329 0.915929 0.631055 0.879649 0.917456 0.630110 0.880972 0.918967 0.629162 0.882292 0.920484 0.628218 0.883618 0.922005 0.627262 0.884938 0.923519 0.626306 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0.488295 0.203730 0.113973 0.482017 0.197077 0.111572 0.475753 0.190549 0.109072 0.469505 0.184182 0.106551 0.463247 0.177979 0.103914 0.457025 0.171840 0.101241 0.450814 0.165851 0.098563 0.444619 0.159986 0.095803 0.438422 0.154269 0.092982 0.432257 0.148640 0.090206 0.426079 0.143157 0.087373 0.419938 0.137780 0.084463 0.413802 0.132468 0.081522 0.407680 0.127248 0.078467 0.401572 0.122146 0.075481 0.395489 0.117173 0.072443 0.389407 0.112320 0.069456 0.383351 0.107502 0.066270 0.377299 0.102797 0.063173 0.371257 0.098194 0.060006 0.365246 0.093619 0.056764 0.359243 0.089201 0.053428 0.353262 0.084837 0.050177 0.347301 0.080536 0.046870 0.341340 0.076306 0.043388 0.335411 0.072205 0.040070 0.329491 0.068208 0.036650 0.323572 0.064214 0.033173 0.317685 0.060346 0.029999 0.311801 0.056535 0.026949 0.305975 0.052698 0.024019 0.300121 0.049141 0.021208 0.294297 0.045442 0.018516 0.288504 0.041997 0.015942 0.282735 0.038495 0.013480 0.276965 0.035242 0.010993 0.271214 0.031988 0.008814 0.265485 0.028960 0.006907 0.259783 0.025879 0.005222 0.254088 0.022744 0.003752 0.248423 0.019551 0.002493 0.242739 0.016299 0.001437 0.237131 0.012975 0.000581 0.231503 0.009410 0.000000 0.225900 0.005946]; case { 'C1' 'C01' } descriptorname = 'cyclic_mrybm_35-75_c68_n256'; description = 'Cyclic: magenta - red - yellow - blue. Alows four orientations/phase angles to be visulaised.'; map = [0.975609 0.520118 0.970963 0.980325 0.517215 0.963189 0.984195 0.513568 0.954482 0.987253 0.509216 0.944879 0.989542 0.504200 0.934424 0.991117 0.498555 0.923199 0.992044 0.492333 0.911264 0.992386 0.485608 0.898711 0.992208 0.478440 0.885626 0.991576 0.470885 0.872092 0.990553 0.462981 0.858186 0.989194 0.454827 0.843992 0.987544 0.446415 0.829579 0.985648 0.437830 0.814990 0.983537 0.429071 0.800291 0.981245 0.420188 0.785511 0.978786 0.411201 0.770684 0.976182 0.402116 0.755835 0.973444 0.392971 0.740978 0.970571 0.383765 0.726138 0.967575 0.374503 0.711311 0.964440 0.365189 0.696498 0.961184 0.355864 0.681701 0.957791 0.346503 0.666936 0.954249 0.337156 0.652191 0.950551 0.327802 0.637451 0.946681 0.318488 0.622713 0.942637 0.309226 0.607977 0.938393 0.299997 0.593222 0.933944 0.290868 0.578444 0.929287 0.281847 0.563657 0.924409 0.272939 0.548831 0.919305 0.264182 0.533960 0.913979 0.255566 0.519077 0.908420 0.247117 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'PHASE4' } descriptorname = 'cyclic_mygbm_30-95_c78_n256'; description = 'Cyclic: magenta - yellow - green - blue. Alows four orientations/phase angles to be visualised.'; map = [0.937688 0.333524 0.948091 0.943832 0.342828 0.942393 0.949390 0.352750 0.936128 0.954392 0.363232 0.929311 0.958860 0.374216 0.921979 0.962829 0.385575 0.914155 0.966340 0.397272 0.905883 0.969436 0.409209 0.897208 0.972159 0.421299 0.888172 0.974539 0.433497 0.878829 0.976626 0.445734 0.869226 0.978446 0.457972 0.859397 0.980040 0.470168 0.849387 0.981421 0.482281 0.839222 0.982617 0.494300 0.828938 0.983645 0.506196 0.818543 0.984527 0.517989 0.808076 0.985266 0.529642 0.797533 0.985878 0.541157 0.786940 0.986372 0.552554 0.776288 0.986756 0.563819 0.765594 0.987036 0.574940 0.754857 0.987225 0.585954 0.744073 0.987329 0.596830 0.733261 0.987359 0.607585 0.722406 0.987323 0.618208 0.711527 0.987233 0.628715 0.700603 0.987102 0.639094 0.689645 0.986942 0.649357 0.678645 0.986769 0.659488 0.667616 0.986595 0.669503 0.656545 0.986436 0.679384 0.645426 0.986305 0.689155 0.634284 0.986211 0.698787 0.623088 0.986165 0.708312 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Allows four orientations/phase angles to be visulaised.'; map = [0.279654 0.191839 0.947123 0.278959 0.197983 0.941022 0.280276 0.204885 0.934325 0.283454 0.212452 0.927052 0.288180 0.220627 0.919229 0.294173 0.229270 0.910899 0.301121 0.238361 0.902097 0.308749 0.247825 0.892880 0.316744 0.257521 0.883298 0.324909 0.267417 0.873402 0.333094 0.277489 0.863247 0.341099 0.287608 0.852870 0.348852 0.297786 0.842321 0.356274 0.307958 0.831632 0.363293 0.318119 0.820828 0.369902 0.328222 0.809947 0.376083 0.338257 0.799006 0.381804 0.348236 0.788010 0.387082 0.358128 0.776989 0.391934 0.367932 0.765932 0.396349 0.377665 0.754857 0.400353 0.387309 0.743760 0.403934 0.396880 0.732651 0.407115 0.406386 0.721522 0.409918 0.415802 0.710393 0.412336 0.425163 0.699240 0.414378 0.434447 0.688079 0.416065 0.443686 0.676898 0.417405 0.452865 0.665690 0.418376 0.461986 0.654457 0.419020 0.471068 0.643203 0.419319 0.480101 0.631921 0.419272 0.489085 0.620608 0.418881 0.498051 0.609252 0.418151 0.506953 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0.993929 0.714962 0.279853 0.993520 0.703965 0.275294 0.993106 0.692881 0.270758 0.992686 0.681685 0.266234 0.992261 0.670407 0.261734 0.991833 0.659002 0.257267 0.991402 0.647493 0.252824 0.990967 0.635861 0.248419 0.990528 0.624101 0.243996 0.990086 0.612191 0.239650 0.989641 0.600144 0.235331 0.989191 0.587930 0.231016 0.988735 0.575561 0.226747 0.988275 0.563001 0.222502 0.987816 0.550239 0.218297 0.987353 0.537282 0.214130 0.986885 0.524101 0.210003 0.986405 0.510700 0.205964 0.985912 0.497074 0.201950 0.985401 0.483207 0.198061 0.984865 0.469123 0.194311 0.984293 0.454803 0.190637 0.983671 0.440272 0.187189 0.982988 0.425580 0.183927 0.982222 0.410775 0.180946 0.981341 0.395919 0.178352 0.980321 0.381127 0.176078 0.979121 0.366521 0.174375 0.977702 0.352262 0.173189 0.976015 0.338575 0.172666 0.974015 0.325675 0.172869 0.971648 0.313857 0.173868 0.968860 0.303350 0.175689 0.965603 0.294471 0.178440 0.961833 0.287449 0.182005 0.957517 0.282495 0.186507 0.952617]; case { 'R1' 'R01' 'RAINBOW' } descriptorname = 'rainbow_bgyrm_35-85_c69_n256'; description = 'The least worst rainbow colour map I can devise. Note there are small perceptual blind spots at yellow and red'; map = [0.000000 0.186555 0.962645 0.000000 0.202474 0.948892 0.000000 0.217314 0.935162 0.000000 0.231251 0.921454 0.011192 0.244416 0.907769 0.036140 0.257001 0.894099 0.055678 0.269036 0.880450 0.069388 0.280559 0.866824 0.079257 0.291717 0.853222 0.086705 0.302461 0.839647 0.092118 0.312895 0.826088 0.095864 0.323023 0.812557 0.098322 0.332857 0.799061 0.099569 0.342411 0.785592 0.099878 0.351700 0.772158 0.099398 0.360748 0.758769 0.098334 0.369568 0.745424 0.096762 0.378143 0.732142 0.095150 0.386472 0.718915 0.093450 0.394578 0.705765 0.092187 0.402438 0.692700 0.091506 0.410081 0.679709 0.091673 0.417471 0.666827 0.092844 0.424627 0.654053 0.095394 0.431565 0.641381 0.099143 0.438266 0.628834 0.104166 0.444763 0.616395 0.110368 0.451048 0.604073 0.117428 0.457142 0.591857 0.125293 0.463058 0.579746 0.133667 0.468835 0.567725 0.142349 0.474458 0.555783 0.151155 0.479959 0.543930 0.159927 0.485344 0.532131 0.168595 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'R2' 'R02' 'RAINBOW2' } descriptorname = 'rainbow_bgyr_35-85_c72_n256'; description = 'Reasonable rainbow colour map from blue to red. Note there is a small perceptual blind spot at yellow'; map = [0.000000 0.203873 0.962505 0.000000 0.215239 0.951401 0.000000 0.226130 0.940312 0.000000 0.236541 0.929229 0.000000 0.246539 0.918169 0.000000 0.256203 0.907120 0.000000 0.265574 0.896082 0.000000 0.274646 0.885058 0.000000 0.283483 0.874045 0.000000 0.292086 0.863051 0.000000 0.300474 0.852064 0.000000 0.308697 0.841088 0.000000 0.316722 0.830126 0.000000 0.324583 0.819168 0.000000 0.332324 0.808231 0.000000 0.339905 0.797297 0.000000 0.347361 0.786382 0.000000 0.354696 0.775463 0.000000 0.361910 0.764564 0.000000 0.369018 0.753670 0.000000 0.376017 0.742795 0.000000 0.382910 0.731928 0.000000 0.389688 0.721075 0.000000 0.396363 0.710256 0.000000 0.402916 0.699459 0.000000 0.409338 0.688715 0.000000 0.415611 0.678016 0.000000 0.421721 0.667385 0.000000 0.427676 0.656839 0.000000 0.433415 0.646385 0.000000 0.438964 0.636050 0.000000 0.444319 0.625832 0.000000 0.449447 0.615746 0.000000 0.454378 0.605790 0.000000 0.459111 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'RAINBOW3' } descriptorname = 'diverging-rainbow_bgymr_45-85_c67_n256'; description = 'Diverging-rainbow colourmap. Yellow is the central reference colour. The blue and red end points are matched in lightness and chroma'; map = [0.032081 0.361818 0.973476 0.058360 0.370921 0.958455 0.075961 0.379844 0.943453 0.088784 0.388582 0.928471 0.098335 0.397136 0.913519 0.105384 0.405552 0.898579 0.110498 0.413803 0.883666 0.113804 0.421912 0.868770 0.115569 0.429905 0.853881 0.115925 0.437769 0.839018 0.114869 0.445489 0.824162 0.112656 0.453108 0.809318 0.109175 0.460590 0.794469 0.104545 0.467961 0.779610 0.099069 0.475206 0.764736 0.092835 0.482295 0.749820 0.086330 0.489228 0.734863 0.080053 0.496001 0.719825 0.074782 0.502594 0.704688 0.071457 0.508994 0.689437 0.070850 0.515169 0.674030 0.073695 0.521132 0.658462 0.079835 0.526880 0.642713 0.089012 0.532399 0.626765 0.100260 0.537716 0.610623 0.112876 0.542839 0.594280 0.126002 0.547793 0.577744 0.139098 0.552610 0.561037 0.151827 0.557316 0.544167 0.163878 0.561929 0.527144 0.174975 0.566476 0.509970 0.185078 0.570978 0.492662 0.194117 0.575468 0.475242 0.202038 0.579943 0.457659 0.208951 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'R4' 'R04' 'RAINBOW4' } descriptorname = 'rainbow_bgyr_10-90_c83_n256'; description = 'Rainbow colour map from blue to red. Note there is a small perceptual blind spot at yellow'; map = [0.014954 0.001872 0.425144 0.015287 0.001815 0.436691 0.015613 0.001749 0.448289 0.015931 0.001675 0.459943 0.016241 0.001592 0.471661 0.016542 0.001500 0.483411 0.016834 0.001401 0.495228 0.017118 0.001300 0.507081 0.017394 0.001201 0.518983 0.017665 0.001114 0.530904 0.017934 0.001055 0.542856 0.018205 0.001046 0.554804 0.018487 0.001120 0.566741 0.018789 0.001324 0.578622 0.019126 0.001716 0.590423 0.019516 0.002372 0.602100 0.019978 0.003382 0.613595 0.020536 0.004846 0.624872 0.021211 0.006869 0.635865 0.022024 0.009561 0.646534 0.022990 0.013186 0.656849 0.024118 0.017469 0.666773 0.025409 0.022632 0.676325 0.026855 0.028707 0.685499 0.028441 0.035905 0.694315 0.030147 0.043546 0.702836 0.031948 0.051388 0.711084 0.033796 0.059154 0.719110 0.035956 0.066658 0.726966 0.037895 0.074065 0.734701 0.039858 0.081258 0.742341 0.041831 0.088282 0.749917 0.043551 0.095170 0.757466 0.045404 0.101833 0.764996 0.047166 0.108376 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} descriptorname = 'isoluminant_cgo_70_c39_n256'; description = 'Isoluminant blue to green to orange at lightness 70. Poor on its own but works well with relief shading'; map = [0.215662 0.717766 0.925938 0.218051 0.718076 0.922539 0.220405 0.718386 0.919134 0.222719 0.718696 0.915728 0.224986 0.719006 0.912324 0.227271 0.719314 0.908913 0.229502 0.719618 0.905503 0.231737 0.719919 0.902083 0.233924 0.720216 0.898660 0.236113 0.720512 0.895240 0.238252 0.720806 0.891811 0.240380 0.721098 0.888380 0.242496 0.721389 0.884946 0.244596 0.721677 0.881508 0.246684 0.721963 0.878066 0.248768 0.722247 0.874619 0.250808 0.722528 0.871171 0.252836 0.722809 0.867721 0.254879 0.723085 0.864264 0.256869 0.723361 0.860801 0.258867 0.723634 0.857336 0.260845 0.723904 0.853866 0.262811 0.724173 0.850397 0.264765 0.724438 0.846919 0.266720 0.724702 0.843438 0.268663 0.724964 0.839962 0.270607 0.725222 0.836469 0.272503 0.725477 0.832975 0.274418 0.725728 0.829483 0.276349 0.725976 0.825976 0.278236 0.726222 0.822474 0.280120 0.726465 0.818958 0.282026 0.726706 0.815447 0.283892 0.726944 0.811927 0.285761 0.727180 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0.930609 0.801558 0.145320 0.935420 0.805525 0.138163 0.940134 0.809499 0.134063 0.944741 0.813462 0.133528 0.949234 0.817430 0.136832 0.953619 0.821397 0.143981 0.957877 0.825359 0.154625 0.961998 0.829329 0.168348 0.965983 0.833290 0.184636 0.969814 0.837260 0.202985 0.973479 0.841228 0.223033 0.976963 0.845203 0.244379 0.980256 0.849189 0.266845 0.983338 0.853178 0.290179 0.986206 0.857183 0.314241 0.988837 0.861203 0.338882 0.991226 0.865238 0.363974 0.993365 0.869297 0.389443 0.995236 0.873370 0.415185 0.996847 0.877466 0.441120 0.998192 0.881588 0.467185 0.999269 0.885731 0.493275 1.000000 0.889897 0.519358 1.000000 0.894091 0.545344 1.000000 0.898305 0.571169 1.000000 0.902550 0.596789 1.000000 0.906814 0.622118 1.000000 0.911100 0.647125 0.999880 0.915404 0.671728 0.999157 0.919733 0.695891 0.998291 0.924078 0.719551 0.997314 0.928434 0.742666 0.996256 0.932805 0.765191 0.995147 0.937194 0.787088 0.994017 0.941582 0.808323 0.992894 0.945979 0.828874 0.991802 0.950383 0.848709 0.990773 0.954787 0.867836 0.989828 0.959191 0.886248 0.988979 0.963593 0.903956 0.988242 0.967997 0.920982 0.987634 0.972396 0.937358 0.987153 0.976787 0.953107]; case { 'CBL3' } descriptorname = 'linear-protanopic-deuteranopic_kbw_5-95_c34_n256'; description = 'Linear blue map for Protanopic/Deuteranopic viewers'; map = [0.066001 0.066024 0.066019 0.068745 0.069522 0.072449 0.071332 0.072760 0.078437 0.073863 0.075905 0.084184 0.076240 0.078975 0.089508 0.078630 0.082050 0.094631 0.080915 0.084906 0.099619 0.082936 0.087763 0.104666 0.084808 0.090516 0.109872 0.086573 0.093153 0.114954 0.088351 0.095862 0.120150 0.090095 0.098575 0.125387 0.091845 0.101257 0.130649 0.093475 0.103984 0.135854 0.095207 0.106749 0.141199 0.096775 0.109485 0.146479 0.098460 0.112210 0.151821 0.100034 0.114914 0.157189 0.101612 0.117708 0.162606 0.103197 0.120465 0.167999 0.104661 0.123241 0.173444 0.106243 0.126089 0.178922 0.107681 0.128857 0.184404 0.109166 0.131698 0.189915 0.110603 0.134539 0.195448 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0.695047 0.765253 0.965650 0.701027 0.769098 0.965241 0.706978 0.772956 0.964829 0.712892 0.776825 0.964414 0.718786 0.780688 0.963996 0.724654 0.784567 0.963574 0.730491 0.788442 0.963149 0.736298 0.792325 0.962719 0.742090 0.796212 0.962284 0.747856 0.800112 0.961845 0.753591 0.804009 0.961406 0.759305 0.807913 0.960964 0.765005 0.811823 0.960516 0.770676 0.815739 0.960063 0.776327 0.819653 0.959607 0.781959 0.823580 0.959147 0.787565 0.827510 0.958685 0.793159 0.831450 0.958218 0.798728 0.835385 0.957746 0.804281 0.839331 0.957268 0.809813 0.843277 0.956789 0.815330 0.847231 0.956308 0.820827 0.851188 0.955823 0.826312 0.855159 0.955331 0.831781 0.859124 0.954835 0.837229 0.863101 0.954336 0.842662 0.867074 0.953834 0.848076 0.871058 0.953327 0.853478 0.875046 0.952815 0.858868 0.879037 0.952296 0.864247 0.883033 0.951777 0.869603 0.887037 0.951256 0.874950 0.891042 0.950729 0.880282 0.895055 0.950195 0.885605 0.899069 0.949659 0.890910 0.903090 0.949118 0.896207 0.907113 0.948574 0.901488 0.911140 0.948026 0.906760 0.915170 0.947474 0.912017 0.919207 0.946915 0.917268 0.923253 0.946351 0.922501 0.927294 0.945786 0.927722 0.931347 0.945219 0.932935 0.935402 0.944644 0.938143 0.939462 0.944063 0.943337 0.943525 0.943479]; case { 'CBL4' } descriptorname = 'linear-protanopic-deuteranopic_kyw_5-95_c49_n256'; description = 'Linear yellow map for Protanopic/Deuteranopic viewers'; map = [0.066001 0.066024 0.066019 0.071156 0.069492 0.065537 0.075927 0.072692 0.065057 0.080551 0.075818 0.064574 0.084952 0.078858 0.064088 0.089171 0.081910 0.063608 0.093163 0.084749 0.063143 0.097068 0.087560 0.062655 0.100840 0.090250 0.062100 0.104453 0.092863 0.061536 0.108052 0.095582 0.061023 0.111681 0.098275 0.060531 0.115215 0.100932 0.060012 0.118818 0.103672 0.059425 0.122318 0.106404 0.058759 0.125928 0.109106 0.058058 0.129455 0.111847 0.057410 0.133004 0.114535 0.056801 0.136518 0.117311 0.056080 0.140058 0.120080 0.055301 0.143619 0.122840 0.054519 0.147146 0.125678 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0.982363 0.984219]; otherwise error('Unrecognised colour map name') end % If specified apply a cyclic shift to the colour map if shift map = circshift(map, round(size(map,1)*shift)); end if reverse map = flipud(map); end % Subsample if specified if N < size(map,1) tmap = map; tN = size(tmap,1); map = zeros(N,3); for j = 1:3 map(:,j) = interp1(0:(tN-1), tmap(:,j), (0:(N-1))*(tN-1)/(N-1)); end end if nargout == 0 colormap(map); elseif nargout == 1 varargout = {map}; elseif nargout == 2 varargout = {map, descriptorname}; elseif nargout == 3 varargout = {map, descriptorname, description}; end %--------------------------------------------------------- function [mapname, reverse, shift, N] = parseinputs(varargin) p = inputParser; numericORlogical = @(x) isnumeric(x) || islogical(x); addOptional(p, 'mapname', '', @ischar); addParameter(p, 'shift', 0, @isnumeric); addParameter(p, 'reverse', 0, numericORlogical); addParameter(p, 'N', 256, @isnumeric); parse(p, varargin{:}); mapname = strtrim(upper(p.Results.mapname)); shift = p.Results.shift; reverse = p.Results.reverse; N = p.Results.N; if abs(shift) > 1 error('Cyclic shift fraction magnitude cannot be larger than 1'); end colorcet-3.1.0/assets/make_csvs_from_colorcet.m000066400000000000000000000061341456771315700217210ustar00rootroot00000000000000% make_csvs_from_colorcet.m % 1. Requires latest colorcet.m from peterkovesi.com in same directory % 2. Copy `mapnames` cell array to below from colorcet.m. % 3. After running this in octave or MATLAB, follow instructions in CET_merge.py % % Generates CET_updates.py with `new_aliases` and `new_cetnames` for CSVs newly-generated by this script % (aliases and cetnames for existing CSVs not created.) % Copy `mapnames` from colorcet.m here: mapnames = {}; aliases = containers.Map(); cetnames = containers.Map(); existing_csvs = arrayfun(@(f) f.name, dir('CET/*.csv'), 'UniformOutput', false); for mni = 1:numel(mapnames) % first string is the CET- name. The rest are some of the aliases mapname = mapnames{mni}{1}; CETname = ['CET-', mapname]; othernames = mapnames{mni}(2:end); % don't keep names like D04 othernames = othernames(cellfun(@isempty, regexp(othernames, '^[A-Z][0-9]+'))); for ni = [1, 2] % second time is s25 if ni == 2 && isempty(regexp(mapname, '^C\d+')), break, end % only do s25 for cyclic % Get the map. If cyclic, the second time get a map shifted by 0.25. switch ni case 1 [map, descriptorname, description] = colorcet(mapname); case 2 [map, descriptorname, description] = colorcet(mapname, 'shift', 0.25); end dnames = strsplit(descriptorname, ' '); % Some descriptorname entries have multiple verions descriptorname = dnames{end}; % last one is the algorithmic name othernames = [othernames, dnames(1:end-1)]; % Others are aliases if ni == 2 descriptorname = strrep(descriptorname, '_n256', '_n256_s25'); end mapcsvname = [descriptorname, '.csv']; % If the map CSV file exists, go to the next map if ismember(mapcsvname, existing_csvs), continue, end; % Create the map csvwrite(fullfile('CET', mapcsvname), map, 'precision', '%0.5g'); % Get the non-hyphenated, non-'_n256' name and update cetnames and aliases cleanname = strrep(strrep(descriptorname, '-', '_'), '_n256', ''); if ni == 2 CETname = [CETname, 's']; end cetnames(CETname) = cleanname; if ~isempty(othernames) && ni == 1 aliases(cleanname) = othernames; end end end % Create CET_updates.py to use in CET_merge.py fupdates = fopen('CET_updates.py', 'w'); fprintf(fupdates, 'new_aliases = dict(\n'); keys = aliases.keys(); for keyi = 1:numel(keys) key = keys{keyi}; als = strrep(aliases(key), '-', '_'); % can't have hyphens in aliases if numel(als) == 0, continue, end fprintf(fupdates, ' %s = [', strrep(key, '-', '_')); for ali = 1:numel(als) fprintf(fupdates, '''%s'',', lower(als{ali})); end fprintf(fupdates, '],\n'); end fprintf(fupdates, ')\n'); fprintf(fupdates, '\n'); fprintf(fupdates, 'new_cetnames = {\n') keys = cetnames.keys(); for keyi = 1:numel(keys) key = keys{keyi}; fprintf(fupdates, ' ''%s'': ''%s'',\n', key, cetnames(key)); end fprintf(fupdates, '}\n'); fprintf(fupdates, '\n'); fclose(fupdates); colorcet-3.1.0/assets/rename_CET_maps.py000066400000000000000000000015631456771315700202100ustar00rootroot00000000000000"""rename_CET_maps.py Convert CET-*.csv files to descriptornames using `mapping` from CET_to_py.py and `git mv` them to a single folder. This was run in the assets/ dir on holoviz/colorcet commit 1dad8be """ from pathlib import Path import subprocess from CET_to_py import mapping CET_csvs = Path("CETperceptual_csv_0_1_v2").glob("*.csv") orig_path = Path("CETperceptual_csv_0_1") newnames = [] for path in CET_csvs: try: name = mapping[path.stem] except KeyError: print(f"No match for {path.stem}") continue if "_s25" in name: name = name.replace("_s25", "_n256_s25") else: name += "_n256" new_name = f"{name}.csv" newnames.append(new_name) new_path = orig_path / new_name subprocess.run(f'git mv -vk "{path}" "{new_path}"', shell=True) subprocess.run("git rm -rf CETperceptual_csv_0_1_v2", shell=True) colorcet-3.1.0/colorcet/000077500000000000000000000000001456771315700151575ustar00rootroot00000000000000colorcet-3.1.0/colorcet/__init__.py000066400000000000000000030731601456771315700173020ustar00rootroot00000000000000""" Python versions of the 256-color colormaps provided in http://peterkovesi.com/projects/colourmaps/CETperceptual_csv_0_1.zip Each of these colormaps can be accessed as a Bokeh palette or Matplotlib colormap, either by string name: palette['name'] cm['name'] or as Python attributes: palette.name cm.name or as individually importable Python attributes: m_name b_name All colormaps are named using Peter Kovesi's naming scheme: ___c[_s_[r]] but some have shorter, more convenient aliases, some of which are named for the color ranges included and others based on the qualitative appearance. The colormaps with shorter names tend to be the most useful subset, and for cases like automatic population of a GUI widget these colormaps are provided as a separate subset: palette_n['name'] or palette_n.name cm_n['name'] or cm_n.name Also included are some sets of 256 Glasbey colors. These are available via the same methods described above and are named: glasbey_[_c_][_l_][_hue__] Some of the Glasbey sets are aliased to short names as explained in the User Guide. """ from collections import OrderedDict from itertools import chain # Define '__version__' try: # __version__ was added in _version in setuptools-scm 7.0.0, we rely on # the hopefully stable version variable. from ._version import version as __version__ except (ModuleNotFoundError, ImportError): # Either _version doesn't exist (ModuleNotFoundError) or version isn't # in _version (ImportError). ModuleNotFoundError is a subclass of # ImportError, let's be explicit anyway. # Try something else: from importlib.metadata import version as mversion, PackageNotFoundError try: __version__ = mversion("colorcet") except PackageNotFoundError: # The user is probably trying to run this without having installed # the package. __version__ = "0.0.0+unknown" class AttrODict(OrderedDict): """Ordered dictionary with attribute access (e.g. for tab completion)""" def __dir__(self): return self.keys() def __delattr__(self, name): del self[name] def __getattr__(self, name): return self[name] if not name.startswith('_') else super(AttrODict, self).__getattr__(name) def __setattr__(self, name, value): if (name.startswith('_')): return super(AttrODict, self).__setattr__(name, value) self[name] = value try: from matplotlib.colors import LinearSegmentedColormap, ListedColormap try: from matplotlib import colormaps def register_cmap(name, cmap): if name not in colormaps or colormaps[name] != cmap: # The last condition will raise an error colormaps.register(cmap, name=name) except ImportError: # PendingDeprecationWarning from matplotlib 3.6 from matplotlib.cm import register_cmap except ImportError: def LinearSegmentedColormap(colorlist,name): pass def ListedColormap(colorlist,name): pass def register_cmap(name,cmap): pass LinearSegmentedColormap.from_list=lambda n,c,N: None def rgb_to_hex(r,g,b): return '#%02x%02x%02x' % (r,g,b) def bokeh_palette(name,colorlist): palette[name] = [rgb_to_hex(int(r*255),int(g*255),int(b*255)) for r,g,b in colorlist] return palette[name] def mpl_cm(name,colorlist): cm[name] = LinearSegmentedColormap.from_list(name, colorlist, N=len(colorlist)) register_cmap("cet_"+name, cmap=cm[name]) return cm[name] def mpl_cl(name,colorlist): cm[name] = ListedColormap(colorlist, name) register_cmap("cet_"+name, cmap=cm[name]) return cm[name] def get_aliases(name): """Get the aliases for a given colormap name""" names = [name] def check_aliases(names, d, k_position=-1, v_position=0): for name in [n for n in names]: for k, v in d.items(): v = [v] if not isinstance(v, list) else v for vname in v: if name == vname and k not in names: if k_position == -2: names.append(k) else: names.insert(k_position, k) if name == k and vname not in names: if v_position == -2: names.append(vname) else: names.insert(v_position, vname) return names # Repeatedly look for new aliases until no new aliases are found n_names = len(names) while True: names = check_aliases(names, aliases, k_position=-2, v_position=0) names = check_aliases(names, cetnames_flipped, k_position=-2, v_position=-1) if len(names) == n_names: break n_names = len(names) # Sort names as 1or0_underscores, CET, multiple_under_scores (alias, cetname, algorithmicname) def name_sortfn(name): if name.count("_") > 1: return 2 if "CET" in name: return 1 return 0 return ', '.join(sorted(names, key=name_sortfn)) def all_original_names(group=None, not_group=None, only_aliased=False, only_CET=False): """ Returns a list (optionally filtered) of the names of the available colormaps Filters available: - group: only include maps whose name include the given string(s) (e.g. "'linear'" or "['linear','diverging']"). - not_group: filter out any maps whose names include the given string(s) - only_aliased: only include maps with shorter/simpler aliases - only_CET: only include maps from CET """ names = palette.keys() if group: groups = group if isinstance(group, list) else [group] names = [n for ns in [list(filter(lambda x: g in x, names)) for g in groups] for n in ns] if not_group: not_groups = not_group if isinstance(not_group, list) else [not_group] for g in not_groups: names = list(filter(lambda x: g not in x, names)) if only_aliased: names = filter(lambda x: x in aliases.keys(), names) else: names = filter(lambda x: x not in chain.from_iterable(aliases.values()), names) if only_CET: names = filter(lambda x: x in cetnames_flipped.values(), names) else: names = filter(lambda x: x not in cetnames_flipped.values(), names) return sorted(list(names)) palette = AttrODict() cm = AttrODict() palette_n = AttrODict() cm_n = AttrODict() aliases = { 'circle_mgbm_67_c31': ['cyclic_isoluminant'], 'cyclic_mygbm_30_95_c78_s25': ['colorwheel'], 'diverging_bkr_55_10_c35': ['bkr'], 'diverging_bky_60_10_c30': ['bky'], 'diverging_bwr_40_95_c42': ['coolwarm'], 'diverging_gwv_55_95_c39': ['gwv'], 'diverging_linear_bjy_30_90_c45': ['bjy'], 'diverging_protanopic_deuteranopic_bwy_60_95_c32': ['bwy'], 'diverging_tritanopic_cwr_75_98_c20': ['cwr'], 'glasbey_bw_minc_20': ['glasbey'], 'glasbey_bw_minc_20_hue_150_280': ['glasbey_cool'], 'glasbey_bw_minc_20_hue_330_100': ['glasbey_warm'], 'glasbey_bw_minc_20_maxl_70': ['glasbey_dark'], 'glasbey_bw_minc_20_minl_30': ['glasbey_light'], 'isoluminant_cgo_80_c38': ['isolum'], 'linear_bgy_10_95_c74': ['bgy'], 'linear_bgyw_15_100_c68': ['bgyw'], 'linear_blue_95_50_c20': ['blues'], 'linear_bmw_5_95_c89': ['bmw'], 'linear_bmy_10_95_c78': ['bmy'], 'linear_grey_0_100_c0': ['gray'], 'linear_grey_10_95_c0': ['dimgray'], 'linear_kbc_5_95_c73': ['kbc', 'linear_blue_5_95_c73'], 'linear_kbgoy_20_95_c57': ['gouldian'], 'linear_kbgyw_10_98_c63': ['kbgyw'], 'linear_kgy_5_95_c69': ['kgy', 'linear_green_5_95_c69'], 'linear_kryw_0_100_c71': ['fire'], 'linear_ternary_blue_0_44_c57': ['kb'], 'linear_ternary_green_0_46_c42': ['kg'], 'linear_ternary_red_0_50_c52': ['kr'], 'rainbow_bgyr_10_90_c83': ['rainbow4'], 'rainbow_bgyr_35_85_c73': ['rainbow'], } cetnames_flipped = { 'cyclic_mrybm_35_75_c68': 'CET_C1', 'cyclic_mrybm_35_75_c68_s25': 'CET_C1s', 'cyclic_mygbm_30_95_c78': 'CET_C2', 'cyclic_mygbm_30_95_c78_s25': 'CET_C2s', 'cyclic_wrkbw_10_90_c43': 'CET_C3', 'cyclic_wrkbw_10_90_c43_s25': 'CET_C3s', 'cyclic_wrwbw_40_90_c42': 'CET_C4', 'cyclic_wrwbw_40_90_c42_s25': 'CET_C4s', 'cyclic_grey_15_85_c0': 'CET_C5', 'cyclic_grey_15_85_c0_s25': 'CET_C5s', 'cyclic_rygcbmr_50_90_c64': 'CET_C6', 'cyclic_rygcbmr_50_90_c64_s25': 'CET_C6s', 'cyclic_ymcgy_60_90_c67': 'CET_C7', 'cyclic_ymcgy_60_90_c67_s25': 'CET_C7s', 'cyclic_mygbm_50_90_c46': 'CET_C8', 'cyclic_mygbm_50_90_c46_s25': 'CET_C8s', 'cyclic_mybm_20_100_c48': 'CET_C9', 'cyclic_mybm_20_100_c48_s25': 'CET_C9s', 'circle_mgbm_67_c31': 'CET_C10', 'circle_mgbm_67_c31_s25': 'CET_C10s', 'cyclic_bgrmb_35_70_c75': 'CET_C11', 'cyclic_bgrmb_35_70_c75_s25': 'CET_C11s', 'cyclic_protanopic_deuteranopic_bwyk_16_96_c31': 'CET_CBC1', 'cyclic_protanopic_deuteranopic_wywb_55_96_c33': 'CET_CBC2', 'diverging_protanopic_deuteranopic_bwy_60_95_c32': 'CET_CBD1', 'diverging_linear_protanopic_deuteranopic_bjy_57_89_c34': 'CET_CBD2', 'linear_protanopic_deuteranopic_kbjyw_5_95_c25': 'CET_CBL1', 'linear_protanopic_deuteranopic_kbw_5_98_c40': 'CET_CBL2', 'linear_protanopic_deuteranopic_kbw_5_95_c34': 'CET_CBL3', 'linear_protanopic_deuteranopic_kyw_5_95_c49': 'CET_CBL4', 'cyclic_tritanopic_cwrk_40_100_c20': 'CET_CBTC1', 'cyclic_tritanopic_wrwc_70_100_c20': 'CET_CBTC2', 'diverging_tritanopic_cwr_75_98_c20': 'CET_CBTD1', 'linear_tritanopic_krjcw_5_98_c46': 'CET_CBTL1', 'linear_tritanopic_krjcw_5_95_c24': 'CET_CBTL2', 'linear_tritanopic_kcw_5_95_c22': 'CET_CBTL3', 'linear_tritanopic_krw_5_95_c46': 'CET_CBTL4', 'diverging_bwr_40_95_c42': 'CET_D1', 'diverging_bwr_20_95_c54': 'CET_D1A', 'diverging_gwv_55_95_c39': 'CET_D2', 'diverging_gwr_55_95_c38': 'CET_D3', 'diverging_bkr_55_10_c35': 'CET_D4', 'diverging_bky_60_10_c30': 'CET_D6', 'diverging_linear_bjy_30_90_c45': 'CET_D7', 'diverging_linear_bjr_30_55_c53': 'CET_D8', 'diverging_bwr_55_98_c37': 'CET_D9', 'diverging_cwm_80_100_c22': 'CET_D10', 'diverging_isoluminant_cjo_70_c25': 'CET_D11', 'diverging_isoluminant_cjm_75_c23': 'CET_D12', 'diverging_bwg_20_95_c41': 'CET_D13', 'isoluminant_cgo_70_c39': 'CET_I1', 'isoluminant_cgo_80_c38': 'CET_I2', 'isoluminant_cm_70_c39': 'CET_I3', 'linear_grey_0_100_c0': 'CET_L1', 'linear_grey_10_95_c0': 'CET_L2', 'linear_kryw_0_100_c71': 'CET_L3', 'linear_kry_0_97_c73': 'CET_L4', 'linear_kgy_5_95_c69': 'CET_L5', 'linear_kbc_5_95_c73': 'CET_L6', 'linear_bmw_5_95_c86': 'CET_L7', 'linear_bmy_10_95_c71': 'CET_L8', 'linear_bgyw_20_98_c66': 'CET_L9', 'linear_gow_60_85_c27': 'CET_L10', 'linear_gow_65_90_c35': 'CET_L11', 'linear_blue_95_50_c20': 'CET_L12', 'linear_ternary_red_0_50_c52': 'CET_L13', 'linear_ternary_green_0_46_c42': 'CET_L14', 'linear_ternary_blue_0_44_c57': 'CET_L15', 'linear_kbgyw_5_98_c62': 'CET_L16', 'linear_worb_100_25_c53': 'CET_L17', 'linear_wyor_100_45_c55': 'CET_L18', 'linear_wcmr_100_45_c42': 'CET_L19', 'linear_kbgoy_20_95_c57': 'CET_L20', 'rainbow_bgyrm_35_85_c69': 'CET_R1', 'rainbow_bgyr_35_85_c72': 'CET_R2', 'diverging_rainbow_bgymr_45_85_c67': 'CET_R3', 'rainbow_bgyr_10_90_c83': 'CET_R4', } diverging_isoluminant_cjm_75_c23 = [ # cmap_def [0, 0.78663, 1], [0, 0.78616, 0.99976], [0, 0.78569, 0.99755], [0, 0.78523, 0.99535], [0, 0.78477, 0.99315], [0, 0.7843, 0.99095], [0, 0.78383, 0.98875], [0.051263, 0.78336, 0.98655], [0.088344, 0.78289, 0.98435], [0.11524, 0.78243, 0.98215], [0.13723, 0.78197, 0.97995], [0.15612, 0.7815, 0.97775], [0.17285, 0.78103, 0.97555], [0.18805, 0.78056, 0.97335], [0.20194, 0.78009, 0.97116], [0.21488, 0.77962, 0.96896], [0.227, 0.77915, 0.96676], [0.23838, 0.77868, 0.96457], [0.24919, 0.77821, 0.96237], [0.25948, 0.77774, 0.96018], [0.26929, 0.77727, 0.95799], [0.27869, 0.7768, 0.9558], [0.28771, 0.77632, 0.9536], [0.29642, 0.77585, 0.95141], [0.30482, 0.77538, 0.94921], [0.31294, 0.7749, 0.94702], [0.32083, 0.77443, 0.94483], [0.32846, 0.77395, 0.94264], [0.33588, 0.77348, 0.94045], [0.3431, 0.77301, 0.93826], [0.35013, 0.77253, 0.93607], [0.357, 0.77206, 0.93388], [0.36367, 0.77159, 0.93169], [0.37021, 0.77111, 0.9295], [0.37662, 0.77063, 0.92732], [0.38287, 0.77015, 0.92513], [0.389, 0.76967, 0.92295], [0.395, 0.76919, 0.92075], [0.40089, 0.76872, 0.91857], [0.40666, 0.76824, 0.91639], [0.41233, 0.76776, 0.91421], [0.41789, 0.76728, 0.91202], [0.42335, 0.7668, 0.90984], [0.42874, 0.76632, 0.90765], [0.43402, 0.76584, 0.90547], [0.43922, 0.76537, 0.90329], [0.44436, 0.76488, 0.9011], [0.4494, 0.7644, 0.89892], [0.45436, 0.76391, 0.89674], [0.45926, 0.76343, 0.89456], [0.46409, 0.76295, 0.89238], [0.46884, 0.76246, 0.8902], [0.47352, 0.76198, 0.88802], [0.47815, 0.7615, 0.88584], [0.48272, 0.76101, 0.88366], [0.48724, 0.76053, 0.88148], [0.49169, 0.76004, 0.8793], [0.49607, 0.75955, 0.87712], [0.50042, 0.75907, 0.87495], [0.50472, 0.75859, 0.87277], [0.50896, 0.7581, 0.87059], [0.51314, 0.75761, 0.86842], [0.51729, 0.75712, 0.86624], [0.52138, 0.75663, 0.86407], [0.52543, 0.75614, 0.8619], [0.52945, 0.75565, 0.85972], [0.5334, 0.75517, 0.85754], [0.53734, 0.75468, 0.85537], [0.54121, 0.75418, 0.8532], [0.54506, 0.75369, 0.85102], [0.54887, 0.75319, 0.84885], [0.55263, 0.7527, 0.84668], [0.55635, 0.75221, 0.84451], [0.56005, 0.75172, 0.84234], [0.56372, 0.75123, 0.84017], [0.56734, 0.75074, 0.838], [0.57092, 0.75024, 0.83582], [0.57448, 0.74974, 0.83366], [0.57801, 0.74924, 0.83149], [0.58151, 0.74875, 0.82932], [0.58498, 0.74826, 0.82715], [0.5884, 0.74776, 0.82498], [0.59182, 0.74726, 0.82281], [0.59519, 0.74676, 0.82064], [0.59854, 0.74626, 0.81847], [0.60186, 0.74576, 0.81631], [0.60516, 0.74526, 0.81414], [0.60843, 0.74476, 0.81198], [0.61167, 0.74426, 0.80981], [0.61488, 0.74376, 0.80764], [0.61807, 0.74326, 0.80547], [0.62124, 0.74276, 0.80331], [0.62439, 0.74226, 0.80115], [0.6275, 0.74175, 0.79899], [0.6306, 0.74125, 0.79682], [0.63367, 0.74074, 0.79466], [0.63672, 0.74024, 0.79249], [0.63975, 0.73974, 0.79033], [0.64276, 0.73924, 0.78816], [0.64574, 0.73873, 0.78601], [0.6487, 0.73822, 0.78384], [0.65165, 0.73771, 0.78168], [0.65457, 0.73721, 0.77952], [0.65748, 0.7367, 0.77736], [0.66036, 0.73618, 0.77519], [0.66323, 0.73568, 0.77303], [0.66607, 0.73517, 0.77087], [0.6689, 0.73466, 0.76871], [0.6717, 0.73415, 0.76655], [0.67449, 0.73364, 0.7644], [0.67727, 0.73312, 0.76225], [0.68001, 0.73261, 0.76012], [0.68275, 0.7321, 0.758], [0.68547, 0.73158, 0.75589], [0.68816, 0.73106, 0.7538], [0.69083, 0.73054, 0.75175], [0.69348, 0.73001, 0.74973], [0.69611, 0.72948, 0.74778], [0.69871, 0.72895, 0.74588], [0.70129, 0.72841, 0.74406], [0.70383, 0.72787, 0.74233], [0.70635, 0.72732, 0.74072], [0.70883, 0.72676, 0.73924], [0.71127, 0.7262, 0.73789], [0.71366, 0.72563, 0.73671], [0.71602, 0.72504, 0.73571], [0.71832, 0.72445, 0.73489], [0.72058, 0.72384, 0.73427], [0.72279, 0.72323, 0.73384], [0.72496, 0.72261, 0.73361], [0.72707, 0.72198, 0.73357], [0.72914, 0.72134, 0.73372], [0.73116, 0.72069, 0.73405], [0.73315, 0.72005, 0.73455], [0.73509, 0.71939, 0.73518], [0.73699, 0.71872, 0.73594], [0.73887, 0.71805, 0.73683], [0.74071, 0.71739, 0.7378], [0.74254, 0.71671, 0.73887], [0.74434, 0.71603, 0.73999], [0.74612, 0.71534, 0.74115], [0.74789, 0.71465, 0.74238], [0.74964, 0.71397, 0.74362], [0.7514, 0.71328, 0.74489], [0.75313, 0.71258, 0.74618], [0.75487, 0.71189, 0.74749], [0.7566, 0.7112, 0.74879], [0.75832, 0.7105, 0.75011], [0.76003, 0.7098, 0.75143], [0.76175, 0.7091, 0.75275], [0.76346, 0.70839, 0.75408], [0.76517, 0.70768, 0.7554], [0.76687, 0.70697, 0.75672], [0.76857, 0.70626, 0.75805], [0.77028, 0.70555, 0.75937], [0.77198, 0.70483, 0.7607], [0.77367, 0.70412, 0.76202], [0.77536, 0.7034, 0.76334], [0.77706, 0.70268, 0.76467], [0.77874, 0.70195, 0.76599], [0.78042, 0.70123, 0.76731], [0.78211, 0.70051, 0.76863], [0.78379, 0.69977, 0.76996], [0.78546, 0.69904, 0.77128], [0.78714, 0.69831, 0.7726], [0.78881, 0.69758, 0.77392], [0.79048, 0.69684, 0.77525], [0.79215, 0.69611, 0.77657], [0.79382, 0.69536, 0.7779], [0.79547, 0.69461, 0.77922], [0.79713, 0.69387, 0.78054], [0.79879, 0.69313, 0.78187], [0.80045, 0.69238, 0.78318], [0.8021, 0.69162, 0.78451], [0.80375, 0.69086, 0.78583], [0.8054, 0.69011, 0.78715], [0.80705, 0.68936, 0.78847], [0.80869, 0.6886, 0.7898], [0.81033, 0.68783, 0.79112], [0.81197, 0.68706, 0.79244], [0.81361, 0.6863, 0.79377], [0.81524, 0.68553, 0.79508], [0.81688, 0.68475, 0.7964], [0.8185, 0.68398, 0.79773], [0.82013, 0.68321, 0.79905], [0.82176, 0.68242, 0.80037], [0.82338, 0.68164, 0.80169], [0.82501, 0.68086, 0.80301], [0.82663, 0.68007, 0.80434], [0.82824, 0.67928, 0.80565], [0.82986, 0.6785, 0.80698], [0.83148, 0.67771, 0.8083], [0.83309, 0.67691, 0.80962], [0.8347, 0.67611, 0.81094], [0.83631, 0.67531, 0.81226], [0.83791, 0.67451, 0.81358], [0.83952, 0.6737, 0.81491], [0.84112, 0.6729, 0.81623], [0.84272, 0.67209, 0.81755], [0.84432, 0.67128, 0.81887], [0.84591, 0.67047, 0.82019], [0.8475, 0.66965, 0.82151], [0.8491, 0.66883, 0.82284], [0.85069, 0.66801, 0.82415], [0.85228, 0.66718, 0.82548], [0.85386, 0.66635, 0.8268], [0.85545, 0.66552, 0.82812], [0.85703, 0.66469, 0.82944], [0.85861, 0.66386, 0.83076], [0.8602, 0.66302, 0.83209], [0.86177, 0.66218, 0.83341], [0.86335, 0.66134, 0.83473], [0.86492, 0.66049, 0.83605], [0.86649, 0.65964, 0.83737], [0.86807, 0.65879, 0.83869], [0.86963, 0.65794, 0.84001], [0.8712, 0.65709, 0.84133], [0.87277, 0.65623, 0.84265], [0.87433, 0.65536, 0.84397], [0.87589, 0.6545, 0.84529], [0.87745, 0.65363, 0.84661], [0.87901, 0.65276, 0.84793], [0.88056, 0.6519, 0.84926], [0.88212, 0.65102, 0.85058], [0.88368, 0.65014, 0.8519], [0.88523, 0.64927, 0.85322], [0.88678, 0.64838, 0.85454], [0.88833, 0.64749, 0.85587], [0.88987, 0.64661, 0.85718], [0.89142, 0.64571, 0.8585], [0.89296, 0.64482, 0.85983], [0.89451, 0.64392, 0.86115], [0.89605, 0.64302, 0.86248], [0.89759, 0.64212, 0.8638], [0.89912, 0.64121, 0.86511], [0.90066, 0.64031, 0.86643], [0.90219, 0.63939, 0.86776], [0.90372, 0.63848, 0.86908], [0.90526, 0.63756, 0.8704], [0.90679, 0.63664, 0.87172], [0.90832, 0.63572, 0.87304], [0.90984, 0.63479, 0.87436], [0.91137, 0.63386, 0.87569], [0.91289, 0.63293, 0.877], [0.91441, 0.63199, 0.87833], [0.91593, 0.63105, 0.87965], [0.91746, 0.63011, 0.88097], [0.91897, 0.62916, 0.88229], [0.92048, 0.62822, 0.88362], [0.922, 0.62726, 0.88494], [0.92352, 0.62631, 0.88626], [0.92503, 0.62535, 0.88758], [0.92654, 0.62439, 0.88891], [0.92805, 0.62343, 0.89022], [0.92956, 0.62245, 0.89155], [0.93106, 0.62148, 0.89287], ] b_diverging_isoluminant_cjm_75_c23 = bokeh_palette('diverging_isoluminant_cjm_75_c23',diverging_isoluminant_cjm_75_c23) m_diverging_isoluminant_cjm_75_c23 = mpl_cm('diverging_isoluminant_cjm_75_c23',diverging_isoluminant_cjm_75_c23) m_diverging_isoluminant_cjm_75_c23_r = mpl_cm('diverging_isoluminant_cjm_75_c23_r',list(reversed(diverging_isoluminant_cjm_75_c23))) CET_D12 = b_diverging_isoluminant_cjm_75_c23 m_CET_D12 = m_diverging_isoluminant_cjm_75_c23 m_CET_D12_r = m_diverging_isoluminant_cjm_75_c23_r palette['CET_D12'] = b_diverging_isoluminant_cjm_75_c23 cm['CET_D12'] = m_diverging_isoluminant_cjm_75_c23 cm['CET_D12_r'] = m_diverging_isoluminant_cjm_75_c23_r register_cmap('cet_CET_D12',m_diverging_isoluminant_cjm_75_c23) register_cmap('cet_CET_D12_r',m_diverging_isoluminant_cjm_75_c23_r) linear_grey_10_95_c0 = [ # cmap_def [0.10767, 0.1077, 0.1077], [0.11032, 0.11035, 0.11035], [0.11295, 0.11298, 0.11297], [0.11554, 0.11558, 0.11557], [0.1182, 0.11824, 0.11823], [0.12079, 0.12083, 0.12082], [0.12344, 0.12348, 0.12347], [0.12615, 0.12618, 0.12618], [0.12879, 0.12882, 0.12881], [0.13149, 0.13152, 0.13151], [0.13418, 0.13421, 0.1342], [0.13684, 0.13688, 0.13687], [0.13951, 0.13955, 0.13954], [0.14226, 0.1423, 0.14229], [0.14499, 0.14503, 0.14502], [0.1477, 0.14774, 0.14773], [0.15042, 0.15046, 0.15045], [0.15313, 0.15317, 0.15316], [0.15591, 0.15595, 0.15594], [0.15866, 0.1587, 0.15869], [0.16142, 0.16147, 0.16145], [0.16418, 0.16423, 0.16422], [0.16695, 0.16699, 0.16698], [0.16973, 0.16977, 0.16976], [0.17248, 0.17253, 0.17252], [0.17529, 0.17533, 0.17532], [0.17811, 0.17815, 0.17814], [0.18087, 0.18092, 0.1809], [0.18369, 0.18374, 0.18372], [0.18652, 0.18656, 0.18655], [0.18934, 0.18939, 0.18938], [0.19217, 0.19221, 0.1922], [0.19502, 0.19506, 0.19505], [0.19785, 0.1979, 0.19788], [0.20068, 0.20073, 0.20072], [0.20357, 0.20362, 0.20361], [0.20645, 0.2065, 0.20649], [0.20929, 0.20934, 0.20933], [0.21219, 0.21224, 0.21222], [0.21504, 0.21509, 0.21508], [0.21795, 0.218, 0.21799], [0.22086, 0.22091, 0.2209], [0.22374, 0.22379, 0.22377], [0.22666, 0.22671, 0.22669], [0.22954, 0.2296, 0.22958], [0.23248, 0.23253, 0.23252], [0.23542, 0.23547, 0.23546], [0.23832, 0.23838, 0.23836], [0.24127, 0.24133, 0.24131], [0.24419, 0.24425, 0.24424], [0.24716, 0.24722, 0.2472], [0.25009, 0.25015, 0.25014], [0.25308, 0.25313, 0.25312], [0.25603, 0.25608, 0.25607], [0.25902, 0.25908, 0.25906], [0.26198, 0.26204, 0.26203], [0.26496, 0.26502, 0.265], [0.26794, 0.268, 0.26798], [0.27095, 0.27101, 0.271], [0.27395, 0.27401, 0.274], [0.27695, 0.27702, 0.277], [0.27996, 0.28002, 0.28], [0.28298, 0.28304, 0.28303], [0.28598, 0.28604, 0.28603], [0.28902, 0.28909, 0.28907], [0.29205, 0.29212, 0.2921], [0.29508, 0.29514, 0.29513], [0.29812, 0.29818, 0.29817], [0.30116, 0.30123, 0.30121], [0.30422, 0.30429, 0.30427], [0.30728, 0.30734, 0.30733], [0.31036, 0.31043, 0.31041], [0.31342, 0.31349, 0.31347], [0.31649, 0.31656, 0.31654], [0.31957, 0.31964, 0.31962], [0.32266, 0.32273, 0.32271], [0.32572, 0.3258, 0.32578], [0.32883, 0.32891, 0.32889], [0.33193, 0.332, 0.33198], [0.33504, 0.33512, 0.3351], [0.33813, 0.3382, 0.33818], [0.34125, 0.34133, 0.34131], [0.34436, 0.34444, 0.34442], [0.3475, 0.34757, 0.34755], [0.35063, 0.3507, 0.35068], [0.35374, 0.35382, 0.3538], [0.35689, 0.35697, 0.35695], [0.36002, 0.3601, 0.36008], [0.36317, 0.36325, 0.36323], [0.36633, 0.36641, 0.36639], [0.36948, 0.36956, 0.36954], [0.37263, 0.37272, 0.3727], [0.3758, 0.37589, 0.37587], [0.37897, 0.37906, 0.37904], [0.38214, 0.38223, 0.38221], [0.38532, 0.3854, 0.38538], [0.38852, 0.3886, 0.38858], [0.3917, 0.39179, 0.39177], [0.39489, 0.39498, 0.39496], [0.3981, 0.39818, 0.39816], [0.4013, 0.40138, 0.40136], [0.40449, 0.40458, 0.40456], [0.40771, 0.4078, 0.40778], [0.41093, 0.41102, 0.411], [0.41415, 0.41423, 0.41421], [0.41738, 0.41747, 0.41744], [0.4206, 0.42068, 0.42066], [0.42383, 0.42392, 0.4239], [0.42708, 0.42717, 0.42715], [0.43031, 0.43041, 0.43038], [0.43355, 0.43364, 0.43362], [0.43681, 0.43691, 0.43688], [0.44007, 0.44016, 0.44014], [0.44333, 0.44342, 0.4434], [0.44659, 0.44668, 0.44666], [0.44986, 0.44995, 0.44993], [0.45313, 0.45322, 0.4532], [0.4564, 0.4565, 0.45647], [0.45968, 0.45978, 0.45976], [0.46296, 0.46306, 0.46303], [0.46625, 0.46635, 0.46633], [0.46956, 0.46966, 0.46963], [0.47284, 0.47294, 0.47292], [0.47615, 0.47625, 0.47623], [0.47946, 0.47956, 0.47953], [0.48276, 0.48286, 0.48284], [0.48607, 0.48618, 0.48615], [0.48939, 0.48949, 0.48947], [0.49271, 0.49281, 0.49279], [0.49603, 0.49614, 0.49611], [0.49936, 0.49947, 0.49944], [0.5027, 0.5028, 0.50278], [0.50603, 0.50614, 0.50612], [0.50938, 0.50949, 0.50946], [0.51273, 0.51284, 0.51281], [0.51607, 0.51618, 0.51615], [0.51943, 0.51954, 0.51951], [0.52279, 0.5229, 0.52287], [0.52615, 0.52626, 0.52624], [0.52952, 0.52963, 0.5296], [0.53289, 0.533, 0.53297], [0.53626, 0.53637, 0.53634], [0.53963, 0.53974, 0.53971], [0.54302, 0.54313, 0.5431], [0.54641, 0.54652, 0.54649], [0.54979, 0.5499, 0.54987], [0.55317, 0.55329, 0.55326], [0.55657, 0.55669, 0.55666], [0.55998, 0.56009, 0.56007], [0.56338, 0.5635, 0.56347], [0.56679, 0.56691, 0.56688], [0.57019, 0.57031, 0.57028], [0.57361, 0.57373, 0.5737], [0.57703, 0.57715, 0.57712], [0.58045, 0.58057, 0.58054], [0.58387, 0.58399, 0.58396], [0.5873, 0.58742, 0.58739], [0.59073, 0.59086, 0.59083], [0.59417, 0.5943, 0.59427], [0.59761, 0.59774, 0.59771], [0.60106, 0.60118, 0.60115], [0.60451, 0.60463, 0.6046], [0.60796, 0.60809, 0.60806], [0.61141, 0.61154, 0.61151], [0.61486, 0.61499, 0.61496], [0.61833, 0.61846, 0.61843], [0.62179, 0.62192, 0.62189], [0.62527, 0.62539, 0.62536], [0.62874, 0.62887, 0.62884], [0.63222, 0.63235, 0.63231], [0.63569, 0.63583, 0.63579], [0.63918, 0.63931, 0.63928], [0.64267, 0.6428, 0.64276], [0.64615, 0.64629, 0.64625], [0.64965, 0.64978, 0.64975], [0.65314, 0.65327, 0.65324], [0.65665, 0.65678, 0.65675], [0.66015, 0.66028, 0.66025], [0.66366, 0.6638, 0.66376], [0.66717, 0.6673, 0.66727], [0.67069, 0.67082, 0.67079], [0.6742, 0.67434, 0.6743], [0.67772, 0.67786, 0.67783], [0.68124, 0.68138, 0.68134], [0.68477, 0.68491, 0.68488], [0.68831, 0.68845, 0.68841], [0.69184, 0.69198, 0.69195], [0.69538, 0.69552, 0.69548], [0.69891, 0.69906, 0.69902], [0.70246, 0.7026, 0.70257], [0.70601, 0.70616, 0.70612], [0.70956, 0.70971, 0.70967], [0.71311, 0.71326, 0.71322], [0.71668, 0.71682, 0.71679], [0.72023, 0.72038, 0.72034], [0.7238, 0.72394, 0.72391], [0.72736, 0.72751, 0.72748], [0.73093, 0.73108, 0.73105], [0.73451, 0.73466, 0.73463], [0.73808, 0.73823, 0.7382], [0.74167, 0.74182, 0.74178], [0.74525, 0.7454, 0.74536], [0.74884, 0.74899, 0.74895], [0.75243, 0.75258, 0.75254], [0.75602, 0.75618, 0.75614], [0.75961, 0.75977, 0.75973], [0.76322, 0.76337, 0.76333], [0.76682, 0.76697, 0.76694], [0.77043, 0.77058, 0.77055], [0.77403, 0.77419, 0.77415], [0.77765, 0.77781, 0.77777], [0.78126, 0.78142, 0.78138], [0.78489, 0.78504, 0.785], [0.78851, 0.78867, 0.78863], [0.79213, 0.79229, 0.79225], [0.79576, 0.79592, 0.79588], [0.79939, 0.79955, 0.79951], [0.80302, 0.80318, 0.80314], [0.80666, 0.80683, 0.80679], [0.8103, 0.81046, 0.81042], [0.81394, 0.81411, 0.81406], [0.81759, 0.81775, 0.81771], [0.82124, 0.82141, 0.82136], [0.82489, 0.82506, 0.82501], [0.82855, 0.82872, 0.82867], [0.83221, 0.83237, 0.83233], [0.83587, 0.83604, 0.83599], [0.83953, 0.8397, 0.83966], [0.8432, 0.84337, 0.84333], [0.84687, 0.84704, 0.847], [0.85054, 0.85071, 0.85067], [0.85422, 0.85439, 0.85435], [0.8579, 0.85807, 0.85803], [0.86158, 0.86176, 0.86171], [0.86527, 0.86544, 0.8654], [0.86896, 0.86913, 0.86909], [0.87265, 0.87282, 0.87278], [0.87634, 0.87652, 0.87647], [0.88004, 0.88022, 0.88017], [0.88374, 0.88392, 0.88388], [0.88744, 0.88762, 0.88758], [0.89115, 0.89133, 0.89128], [0.89486, 0.89504, 0.895], [0.89857, 0.89875, 0.89871], [0.90229, 0.90247, 0.90242], [0.90601, 0.90619, 0.90614], [0.90972, 0.90991, 0.90986], [0.91345, 0.91363, 0.91359], [0.91718, 0.91736, 0.91732], [0.9209, 0.92108, 0.92104], [0.92463, 0.92482, 0.92477], [0.92837, 0.92855, 0.92851], [0.9321, 0.93229, 0.93224], [0.93585, 0.93604, 0.93599], [0.93959, 0.93978, 0.93973], [0.94334, 0.94353, 0.94348], ] b_linear_grey_10_95_c0 = bokeh_palette('linear_grey_10_95_c0',linear_grey_10_95_c0) m_linear_grey_10_95_c0 = mpl_cm('linear_grey_10_95_c0',linear_grey_10_95_c0) m_linear_grey_10_95_c0_r = mpl_cm('linear_grey_10_95_c0_r',list(reversed(linear_grey_10_95_c0))) dimgray = b_linear_grey_10_95_c0 m_dimgray = m_linear_grey_10_95_c0 m_dimgray_r = m_linear_grey_10_95_c0_r palette['dimgray'] = b_linear_grey_10_95_c0 palette_n['dimgray'] = b_linear_grey_10_95_c0 cm['dimgray'] = m_linear_grey_10_95_c0 cm['dimgray_r'] = m_linear_grey_10_95_c0_r cm_n['dimgray'] = mpl_cm('dimgray',linear_grey_10_95_c0) cm_n['dimgray_r'] = mpl_cm('dimgray_r',list(reversed(linear_grey_10_95_c0))) CET_L2 = b_linear_grey_10_95_c0 m_CET_L2 = m_linear_grey_10_95_c0 m_CET_L2_r = m_linear_grey_10_95_c0_r palette['CET_L2'] = b_linear_grey_10_95_c0 cm['CET_L2'] = m_linear_grey_10_95_c0 cm['CET_L2_r'] = m_linear_grey_10_95_c0_r register_cmap('cet_CET_L2',m_linear_grey_10_95_c0) register_cmap('cet_CET_L2_r',m_linear_grey_10_95_c0_r) isoluminant_cgo_70_c39 = [ # cmap_def [0.21566, 0.71777, 0.92594], [0.21805, 0.71808, 0.92254], [0.2204, 0.71839, 0.91913], [0.22272, 0.7187, 0.91573], [0.22499, 0.71901, 0.91232], [0.22727, 0.71931, 0.90891], [0.2295, 0.71962, 0.9055], [0.23174, 0.71992, 0.90208], [0.23392, 0.72022, 0.89866], [0.23611, 0.72051, 0.89524], [0.23825, 0.72081, 0.89181], [0.24038, 0.7211, 0.88838], [0.2425, 0.72139, 0.88495], [0.2446, 0.72168, 0.88151], [0.24668, 0.72196, 0.87807], [0.24877, 0.72225, 0.87462], [0.25081, 0.72253, 0.87117], [0.25284, 0.72281, 0.86772], [0.25488, 0.72309, 0.86426], [0.25687, 0.72336, 0.8608], [0.25887, 0.72363, 0.85734], [0.26085, 0.7239, 0.85387], [0.26281, 0.72417, 0.8504], [0.26477, 0.72444, 0.84692], [0.26672, 0.7247, 0.84344], [0.26866, 0.72496, 0.83996], [0.27061, 0.72522, 0.83647], [0.2725, 0.72548, 0.83297], [0.27442, 0.72573, 0.82948], [0.27635, 0.72598, 0.82598], [0.27824, 0.72622, 0.82247], [0.28012, 0.72647, 0.81896], [0.28203, 0.72671, 0.81545], [0.28389, 0.72694, 0.81193], [0.28576, 0.72718, 0.8084], [0.28764, 0.72741, 0.80487], [0.28953, 0.72764, 0.80134], [0.2914, 0.72787, 0.7978], [0.29325, 0.72809, 0.79426], [0.29511, 0.72831, 0.79071], [0.29699, 0.72853, 0.78716], [0.29885, 0.72875, 0.7836], [0.3007, 0.72896, 0.78003], [0.30255, 0.72917, 0.77647], [0.30443, 0.72937, 0.77289], [0.30631, 0.72958, 0.76931], [0.30815, 0.72978, 0.76573], [0.31004, 0.72997, 0.76213], [0.31189, 0.73016, 0.75854], [0.31378, 0.73035, 0.75494], [0.31565, 0.73053, 0.75133], [0.31753, 0.73071, 0.74772], [0.31943, 0.73089, 0.74409], [0.32131, 0.73106, 0.74047], [0.32321, 0.73123, 0.73684], [0.32511, 0.7314, 0.7332], [0.32703, 0.73156, 0.72956], [0.32897, 0.73172, 0.72591], [0.33088, 0.73187, 0.72225], [0.33284, 0.73202, 0.71859], [0.33479, 0.73217, 0.71492], [0.33674, 0.73231, 0.71125], [0.33871, 0.73244, 0.70756], [0.34069, 0.73257, 0.70388], [0.34269, 0.7327, 0.70018], [0.34469, 0.73282, 0.69648], [0.34672, 0.73293, 0.69278], [0.34875, 0.73304, 0.68906], [0.35081, 0.73315, 0.68534], [0.35286, 0.73325, 0.68161], [0.35496, 0.73334, 0.67788], [0.35706, 0.73343, 0.67413], [0.35916, 0.73351, 0.67039], [0.3613, 0.73359, 0.66663], [0.36345, 0.73366, 0.66287], [0.36562, 0.73373, 0.6591], [0.36781, 0.73379, 0.65532], [0.37003, 0.73384, 0.65155], [0.37227, 0.73388, 0.64775], [0.37454, 0.73392, 0.64396], [0.37683, 0.73395, 0.64016], [0.37914, 0.73398, 0.63635], [0.38148, 0.73399, 0.63254], [0.38384, 0.734, 0.62872], [0.38622, 0.734, 0.62489], [0.38865, 0.734, 0.62106], [0.3911, 0.73398, 0.61722], [0.39357, 0.73396, 0.61337], [0.39609, 0.73392, 0.60953], [0.39863, 0.73388, 0.60567], [0.40121, 0.73383, 0.60181], [0.40382, 0.73377, 0.59795], [0.40646, 0.7337, 0.59409], [0.40914, 0.73361, 0.59021], [0.41186, 0.73352, 0.58635], [0.41461, 0.73342, 0.58247], [0.41741, 0.7333, 0.5786], [0.42024, 0.73318, 0.57472], [0.4231, 0.73304, 0.57084], [0.42602, 0.73289, 0.56698], [0.42898, 0.73273, 0.5631], [0.43199, 0.73255, 0.55923], [0.43504, 0.73236, 0.55536], [0.43813, 0.73216, 0.5515], [0.44125, 0.73194, 0.54764], [0.44444, 0.73171, 0.54379], [0.44765, 0.73146, 0.53995], [0.45093, 0.73119, 0.53612], [0.45426, 0.73092, 0.53231], [0.45762, 0.73062, 0.5285], [0.46104, 0.73032, 0.52471], [0.46451, 0.72999, 0.52094], [0.468, 0.72965, 0.51719], [0.47157, 0.72928, 0.51346], [0.47518, 0.7289, 0.50975], [0.47882, 0.7285, 0.50606], [0.48251, 0.72809, 0.50241], [0.48625, 0.72766, 0.49879], [0.49004, 0.7272, 0.4952], [0.49386, 0.72673, 0.49165], [0.49773, 0.72625, 0.48813], [0.50164, 0.72574, 0.48464], [0.50557, 0.72521, 0.48121], [0.50955, 0.72466, 0.47782], [0.51357, 0.72409, 0.47449], [0.51761, 0.72351, 0.4712], [0.52167, 0.7229, 0.46795], [0.52578, 0.72228, 0.46477], [0.5299, 0.72164, 0.46164], [0.53404, 0.72098, 0.45857], [0.53822, 0.7203, 0.45556], [0.5424, 0.71961, 0.45262], [0.5466, 0.7189, 0.44973], [0.55081, 0.71817, 0.4469], [0.55503, 0.71743, 0.44415], [0.55926, 0.71667, 0.44145], [0.5635, 0.71589, 0.43882], [0.56773, 0.71509, 0.43627], [0.57197, 0.71428, 0.43376], [0.57622, 0.71346, 0.43134], [0.58045, 0.71262, 0.42898], [0.58468, 0.71178, 0.42669], [0.5889, 0.71092, 0.42445], [0.59311, 0.71004, 0.42224], [0.5973, 0.70917, 0.42009], [0.60146, 0.70828, 0.41796], [0.60561, 0.70738, 0.41587], [0.60975, 0.70647, 0.41382], [0.61386, 0.70556, 0.4118], [0.61796, 0.70463, 0.40983], [0.62204, 0.7037, 0.40789], [0.62612, 0.70276, 0.406], [0.63017, 0.70181, 0.40413], [0.63421, 0.70085, 0.4023], [0.63822, 0.69988, 0.40055], [0.64223, 0.69891, 0.3988], [0.64621, 0.69792, 0.39711], [0.65019, 0.69693, 0.39547], [0.65415, 0.69593, 0.39385], [0.65809, 0.69492, 0.39229], [0.66202, 0.6939, 0.39078], [0.66593, 0.69288, 0.3893], [0.66983, 0.69184, 0.38787], [0.67371, 0.69079, 0.38648], [0.67758, 0.68974, 0.38515], [0.68143, 0.68868, 0.38386], [0.68527, 0.6876, 0.38261], [0.6891, 0.68652, 0.38142], [0.69291, 0.68544, 0.38026], [0.6967, 0.68433, 0.37915], [0.70047, 0.68324, 0.37809], [0.70424, 0.68212, 0.37708], [0.70798, 0.681, 0.37611], [0.71172, 0.67987, 0.37518], [0.71544, 0.67874, 0.37432], [0.71914, 0.6776, 0.37349], [0.72282, 0.67644, 0.37271], [0.7265, 0.67528, 0.37197], [0.73016, 0.67411, 0.37128], [0.7338, 0.67294, 0.37065], [0.73742, 0.67175, 0.37006], [0.74103, 0.67057, 0.36951], [0.74462, 0.66937, 0.36902], [0.74821, 0.66816, 0.36856], [0.75177, 0.66694, 0.36815], [0.75531, 0.66573, 0.36778], [0.75884, 0.6645, 0.36746], [0.76236, 0.66327, 0.36719], [0.76586, 0.66203, 0.36696], [0.76934, 0.66077, 0.36678], [0.77281, 0.65952, 0.36664], [0.77626, 0.65826, 0.36654], [0.7797, 0.65699, 0.36649], [0.78312, 0.65572, 0.36647], [0.78653, 0.65443, 0.3665], [0.78991, 0.65314, 0.36657], [0.79329, 0.65185, 0.36668], [0.79664, 0.65055, 0.36682], [0.79999, 0.64925, 0.36701], [0.80331, 0.64792, 0.36723], [0.80662, 0.64661, 0.3675], [0.80991, 0.64528, 0.36781], [0.81318, 0.64395, 0.36816], [0.81645, 0.64261, 0.36854], [0.81969, 0.64126, 0.36896], [0.82293, 0.63992, 0.36941], [0.82614, 0.63856, 0.36989], [0.82935, 0.6372, 0.37041], [0.83253, 0.63583, 0.37097], [0.8357, 0.63446, 0.37156], [0.83885, 0.63308, 0.37219], [0.84199, 0.63169, 0.37285], [0.84511, 0.6303, 0.37355], [0.84822, 0.6289, 0.37427], [0.85131, 0.6275, 0.37502], [0.85439, 0.62609, 0.3758], [0.85745, 0.62468, 0.37663], [0.86051, 0.62326, 0.37746], [0.86354, 0.62183, 0.37833], [0.86656, 0.62041, 0.37923], [0.86956, 0.61897, 0.38016], [0.87256, 0.61752, 0.38112], [0.87554, 0.61607, 0.38209], [0.8785, 0.61462, 0.38312], [0.88145, 0.61316, 0.38414], [0.88438, 0.6117, 0.3852], [0.8873, 0.61023, 0.38628], [0.89021, 0.60876, 0.3874], [0.8931, 0.60728, 0.38854], [0.89598, 0.60578, 0.38969], [0.89885, 0.60429, 0.39088], [0.9017, 0.60279, 0.39208], [0.90454, 0.60128, 0.3933], [0.90737, 0.59978, 0.39455], [0.91018, 0.59826, 0.39583], [0.91298, 0.59674, 0.3971], [0.91577, 0.59521, 0.39842], [0.91854, 0.59368, 0.39974], [0.92131, 0.59215, 0.40111], [0.92406, 0.59059, 0.40246], [0.92679, 0.58904, 0.40386], [0.92952, 0.58748, 0.40527], [0.93223, 0.58593, 0.40669], [0.93493, 0.58436, 0.40813], [0.93763, 0.58278, 0.4096], [0.9403, 0.5812, 0.41108], [0.94297, 0.57962, 0.41258], [0.94562, 0.57802, 0.41408], [0.94826, 0.57644, 0.41561], [0.95089, 0.57482, 0.41716], [0.95351, 0.57322, 0.41871], [0.95612, 0.57159, 0.42029], [0.95872, 0.56997, 0.42188], [0.9613, 0.56834, 0.42348], [0.96388, 0.56671, 0.42511], [0.96644, 0.56505, 0.42674], ] b_isoluminant_cgo_70_c39 = bokeh_palette('isoluminant_cgo_70_c39',isoluminant_cgo_70_c39) m_isoluminant_cgo_70_c39 = mpl_cm('isoluminant_cgo_70_c39',isoluminant_cgo_70_c39) m_isoluminant_cgo_70_c39_r = mpl_cm('isoluminant_cgo_70_c39_r',list(reversed(isoluminant_cgo_70_c39))) CET_I1 = b_isoluminant_cgo_70_c39 m_CET_I1 = m_isoluminant_cgo_70_c39 m_CET_I1_r = m_isoluminant_cgo_70_c39_r palette['CET_I1'] = b_isoluminant_cgo_70_c39 cm['CET_I1'] = m_isoluminant_cgo_70_c39 cm['CET_I1_r'] = m_isoluminant_cgo_70_c39_r register_cmap('cet_CET_I1',m_isoluminant_cgo_70_c39) register_cmap('cet_CET_I1_r',m_isoluminant_cgo_70_c39_r) diverging_bky_60_10_c30 = [ # cmap_def [0.056674, 0.57959, 0.98121], [0.066107, 0.57547, 0.97345], [0.074463, 0.57135, 0.9657], [0.081994, 0.56724, 0.95796], [0.088742, 0.56314, 0.95024], [0.09499, 0.55904, 0.94252], [0.10067, 0.55495, 0.93482], [0.10603, 0.55086, 0.92713], [0.11098, 0.54678, 0.91945], [0.1156, 0.54271, 0.91178], [0.11993, 0.53864, 0.90413], [0.12401, 0.53457, 0.89649], [0.1279, 0.53052, 0.88886], [0.13155, 0.52647, 0.88124], [0.135, 0.52241, 0.87363], [0.13827, 0.51838, 0.86604], [0.14137, 0.51435, 0.85845], [0.1443, 0.51031, 0.85088], [0.14707, 0.50628, 0.84333], [0.14975, 0.50227, 0.83578], [0.15224, 0.49827, 0.82825], [0.15465, 0.49426, 0.82073], [0.15694, 0.49026, 0.81323], [0.15911, 0.48626, 0.80573], [0.1612, 0.48228, 0.79826], [0.16316, 0.4783, 0.79079], [0.16499, 0.47433, 0.78334], [0.1668, 0.47036, 0.77589], [0.16848, 0.46639, 0.76846], [0.17009, 0.46243, 0.76105], [0.1716, 0.45849, 0.75365], [0.17304, 0.45455, 0.74626], [0.17442, 0.45061, 0.73889], [0.17569, 0.44668, 0.73153], [0.17693, 0.44275, 0.72418], [0.17811, 0.43883, 0.71685], [0.17917, 0.43493, 0.70953], [0.18019, 0.43102, 0.70222], [0.18114, 0.42712, 0.69493], [0.18204, 0.42322, 0.68765], [0.18288, 0.41934, 0.68038], [0.18367, 0.41546, 0.67314], [0.1844, 0.41158, 0.6659], [0.18509, 0.40772, 0.65868], [0.18571, 0.40387, 0.65148], [0.18626, 0.40001, 0.64428], [0.18676, 0.39617, 0.6371], [0.18724, 0.39232, 0.62994], [0.18767, 0.3885, 0.62279], [0.18804, 0.38466, 0.61565], [0.18835, 0.38086, 0.60854], [0.18861, 0.37705, 0.60143], [0.18884, 0.37323, 0.59434], [0.18902, 0.36944, 0.58727], [0.18916, 0.36565, 0.58021], [0.18925, 0.36187, 0.57317], [0.18931, 0.3581, 0.56614], [0.18932, 0.35433, 0.55913], [0.18929, 0.35058, 0.55214], [0.18923, 0.34682, 0.54515], [0.18912, 0.34307, 0.53819], [0.18898, 0.33934, 0.53124], [0.1888, 0.3356, 0.52431], [0.18859, 0.33187, 0.51739], [0.18833, 0.32815, 0.51049], [0.18805, 0.32444, 0.5036], [0.18772, 0.32075, 0.49673], [0.18734, 0.31705, 0.48988], [0.18692, 0.31337, 0.48305], [0.18649, 0.3097, 0.47624], [0.18603, 0.30603, 0.46945], [0.18554, 0.30234, 0.46265], [0.18499, 0.2987, 0.45589], [0.1844, 0.29505, 0.44915], [0.18379, 0.29142, 0.44242], [0.18315, 0.28778, 0.43571], [0.18248, 0.28416, 0.429], [0.18178, 0.28053, 0.42232], [0.18105, 0.27695, 0.41567], [0.18029, 0.27335, 0.40903], [0.1795, 0.26977, 0.4024], [0.1787, 0.26618, 0.39581], [0.17786, 0.26261, 0.38922], [0.17694, 0.25905, 0.38265], [0.176, 0.25549, 0.37611], [0.17509, 0.25195, 0.36958], [0.17411, 0.24842, 0.36307], [0.1731, 0.24486, 0.35659], [0.17207, 0.24136, 0.35012], [0.17101, 0.23785, 0.34366], [0.16994, 0.23435, 0.33724], [0.16882, 0.23085, 0.33082], [0.16766, 0.22737, 0.32443], [0.16649, 0.22389, 0.31807], [0.16526, 0.22045, 0.31171], [0.16408, 0.21698, 0.3054], [0.16281, 0.21352, 0.29909], [0.16154, 0.21009, 0.2928], [0.16017, 0.20669, 0.28653], [0.15887, 0.20325, 0.28029], [0.15748, 0.19982, 0.27408], [0.15612, 0.19646, 0.26786], [0.15467, 0.19306, 0.26171], [0.15321, 0.18968, 0.25556], [0.15174, 0.18632, 0.24942], [0.15026, 0.18294, 0.2433], [0.14871, 0.17961, 0.23725], [0.14718, 0.17625, 0.23118], [0.14564, 0.17295, 0.22512], [0.14403, 0.16968, 0.21913], [0.14243, 0.16638, 0.21314], [0.14084, 0.16314, 0.20723], [0.13919, 0.15988, 0.2013], [0.13765, 0.15674, 0.19547], [0.13602, 0.15358, 0.18968], [0.13455, 0.15054, 0.18396], [0.13306, 0.14756, 0.17836], [0.13167, 0.14469, 0.1728], [0.13042, 0.14192, 0.16741], [0.12922, 0.13927, 0.16217], [0.12825, 0.13686, 0.15706], [0.12743, 0.13466, 0.15217], [0.12685, 0.13265, 0.14756], [0.12655, 0.13093, 0.14317], [0.12652, 0.12946, 0.13905], [0.12678, 0.12834, 0.1353], [0.12737, 0.12752, 0.13186], [0.12833, 0.12704, 0.12874], [0.12961, 0.12694, 0.12604], [0.13123, 0.12718, 0.12362], [0.13318, 0.1278, 0.12159], [0.13545, 0.1287, 0.11992], [0.13807, 0.12997, 0.11861], [0.14093, 0.13147, 0.11751], [0.14404, 0.13325, 0.11674], [0.14739, 0.13526, 0.11622], [0.15092, 0.1375, 0.11588], [0.15463, 0.13984, 0.11572], [0.15851, 0.14242, 0.11571], [0.16247, 0.14511, 0.11584], [0.16652, 0.14785, 0.11606], [0.17065, 0.15069, 0.11635], [0.17485, 0.15359, 0.11668], [0.17908, 0.15658, 0.11705], [0.18333, 0.15955, 0.11747], [0.18766, 0.16261, 0.11793], [0.19194, 0.16563, 0.11839], [0.19628, 0.16874, 0.11884], [0.20058, 0.17182, 0.11927], [0.20495, 0.17495, 0.11971], [0.2093, 0.17808, 0.12015], [0.21365, 0.18116, 0.12058], [0.21802, 0.18431, 0.12101], [0.22237, 0.18748, 0.12142], [0.22675, 0.19061, 0.12183], [0.23112, 0.19379, 0.12224], [0.23551, 0.19696, 0.12264], [0.23987, 0.20011, 0.12303], [0.24425, 0.20332, 0.12341], [0.24867, 0.20654, 0.12378], [0.25306, 0.20972, 0.12415], [0.25746, 0.21292, 0.12451], [0.26188, 0.21617, 0.12486], [0.2663, 0.21939, 0.12521], [0.27074, 0.22263, 0.12555], [0.27516, 0.22588, 0.12587], [0.2796, 0.22912, 0.12618], [0.28403, 0.23239, 0.12646], [0.28849, 0.23566, 0.12673], [0.29294, 0.23892, 0.12701], [0.29741, 0.24221, 0.12728], [0.30187, 0.24549, 0.12756], [0.30637, 0.24881, 0.12782], [0.31086, 0.25212, 0.12807], [0.31534, 0.25543, 0.1283], [0.31985, 0.25875, 0.12852], [0.32434, 0.26208, 0.12872], [0.32887, 0.26541, 0.12892], [0.33339, 0.26877, 0.12911], [0.3379, 0.27209, 0.12931], [0.34245, 0.27548, 0.12949], [0.34699, 0.27884, 0.12967], [0.35153, 0.28221, 0.12983], [0.35609, 0.28557, 0.12998], [0.36064, 0.28897, 0.13012], [0.36522, 0.29236, 0.13024], [0.36979, 0.29575, 0.13035], [0.37439, 0.29917, 0.13045], [0.37897, 0.30257, 0.13053], [0.38358, 0.30601, 0.13061], [0.38818, 0.30944, 0.13067], [0.39279, 0.31285, 0.13073], [0.39741, 0.31631, 0.13077], [0.40203, 0.31975, 0.1308], [0.40668, 0.3232, 0.13082], [0.41131, 0.32665, 0.13083], [0.41596, 0.33013, 0.13082], [0.42062, 0.3336, 0.13081], [0.42529, 0.33708, 0.13078], [0.42996, 0.34056, 0.13075], [0.43464, 0.34404, 0.1307], [0.43932, 0.34756, 0.13063], [0.44402, 0.35106, 0.13056], [0.44872, 0.35457, 0.13047], [0.45341, 0.35808, 0.13037], [0.45813, 0.3616, 0.13025], [0.46284, 0.36513, 0.13012], [0.46758, 0.36867, 0.12998], [0.47231, 0.3722, 0.12981], [0.47705, 0.37575, 0.12963], [0.4818, 0.3793, 0.12943], [0.48655, 0.38286, 0.12922], [0.49133, 0.38642, 0.129], [0.49608, 0.38999, 0.12877], [0.50086, 0.39357, 0.12854], [0.50564, 0.39715, 0.1283], [0.51043, 0.40075, 0.12803], [0.51523, 0.40433, 0.12773], [0.52003, 0.40793, 0.1274], [0.52484, 0.41154, 0.12707], [0.52966, 0.41515, 0.12674], [0.53448, 0.41876, 0.12641], [0.53931, 0.42238, 0.12606], [0.54415, 0.42601, 0.12567], [0.549, 0.42965, 0.12524], [0.55385, 0.43328, 0.12481], [0.5587, 0.43694, 0.12436], [0.56357, 0.44058, 0.1239], [0.56844, 0.44424, 0.12341], [0.57332, 0.44789, 0.12291], [0.5782, 0.45157, 0.1224], [0.58309, 0.45524, 0.12186], [0.58798, 0.45892, 0.12131], [0.5929, 0.46259, 0.12074], [0.5978, 0.46628, 0.12015], [0.60272, 0.46998, 0.11954], [0.60765, 0.47367, 0.11893], [0.61257, 0.47738, 0.11828], [0.61751, 0.48108, 0.11755], [0.62245, 0.48479, 0.11685], [0.6274, 0.48852, 0.11615], [0.63236, 0.49224, 0.11536], [0.63732, 0.49596, 0.11454], [0.64229, 0.4997, 0.11378], [0.64726, 0.50344, 0.11298], [0.65224, 0.50719, 0.1121], [0.65724, 0.51093, 0.11121], [0.66223, 0.5147, 0.11031], [0.66723, 0.51846, 0.10936], [0.67223, 0.52221, 0.10832], [0.67725, 0.52599, 0.10736], [0.68226, 0.52976, 0.10634], [0.68729, 0.53353, 0.10521], [0.69232, 0.53733, 0.10412], [0.69735, 0.54111, 0.103], [0.7024, 0.54491, 0.1018], ] b_diverging_bky_60_10_c30 = bokeh_palette('diverging_bky_60_10_c30',diverging_bky_60_10_c30) m_diverging_bky_60_10_c30 = mpl_cm('diverging_bky_60_10_c30',diverging_bky_60_10_c30) m_diverging_bky_60_10_c30_r = mpl_cm('diverging_bky_60_10_c30_r',list(reversed(diverging_bky_60_10_c30))) bky = b_diverging_bky_60_10_c30 m_bky = m_diverging_bky_60_10_c30 m_bky_r = m_diverging_bky_60_10_c30_r palette['bky'] = b_diverging_bky_60_10_c30 palette_n['bky'] = b_diverging_bky_60_10_c30 cm['bky'] = m_diverging_bky_60_10_c30 cm['bky_r'] = m_diverging_bky_60_10_c30_r cm_n['bky'] = mpl_cm('bky',diverging_bky_60_10_c30) cm_n['bky_r'] = mpl_cm('bky_r',list(reversed(diverging_bky_60_10_c30))) CET_D6 = b_diverging_bky_60_10_c30 m_CET_D6 = m_diverging_bky_60_10_c30 m_CET_D6_r = m_diverging_bky_60_10_c30_r palette['CET_D6'] = b_diverging_bky_60_10_c30 cm['CET_D6'] = m_diverging_bky_60_10_c30 cm['CET_D6_r'] = m_diverging_bky_60_10_c30_r register_cmap('cet_CET_D6',m_diverging_bky_60_10_c30) register_cmap('cet_CET_D6_r',m_diverging_bky_60_10_c30_r) diverging_bwr_40_95_c42 = [ # cmap_def [0.12757, 0.31619, 0.85836], [0.14675, 0.32048, 0.85923], [0.16386, 0.32476, 0.8601], [0.17936, 0.3291, 0.86096], [0.1937, 0.33343, 0.86182], [0.20708, 0.33776, 0.86268], [0.21967, 0.34213, 0.86354], [0.23162, 0.34649, 0.86439], [0.24297, 0.35089, 0.86524], [0.25389, 0.35529, 0.86609], [0.26436, 0.35969, 0.86693], [0.27445, 0.36411, 0.86778], [0.28422, 0.36855, 0.86862], [0.29369, 0.37299, 0.86945], [0.30289, 0.37746, 0.87028], [0.31184, 0.38192, 0.87112], [0.32061, 0.3864, 0.87195], [0.32914, 0.39091, 0.87277], [0.33747, 0.39542, 0.8736], [0.34563, 0.39992, 0.87442], [0.35364, 0.40445, 0.87523], [0.36151, 0.40899, 0.87605], [0.36923, 0.41355, 0.87686], [0.37682, 0.4181, 0.87767], [0.38428, 0.42267, 0.87847], [0.39164, 0.42727, 0.87927], [0.39887, 0.43186, 0.88007], [0.40603, 0.43645, 0.88087], [0.41307, 0.44106, 0.88167], [0.42002, 0.44568, 0.88245], [0.4269, 0.45032, 0.88324], [0.43367, 0.45496, 0.88403], [0.44039, 0.45961, 0.88481], [0.44703, 0.46428, 0.88559], [0.45359, 0.46894, 0.88636], [0.46009, 0.47361, 0.88713], [0.46653, 0.4783, 0.8879], [0.4729, 0.483, 0.88867], [0.47922, 0.48771, 0.88943], [0.48547, 0.49242, 0.89019], [0.49169, 0.49715, 0.89094], [0.49784, 0.50188, 0.8917], [0.50394, 0.50662, 0.89245], [0.50999, 0.51137, 0.89319], [0.516, 0.51612, 0.89394], [0.52196, 0.5209, 0.89468], [0.52789, 0.52567, 0.89541], [0.53377, 0.53046, 0.89615], [0.53962, 0.53525, 0.89688], [0.54543, 0.54005, 0.8976], [0.5512, 0.54486, 0.89832], [0.55693, 0.54968, 0.89905], [0.56263, 0.5545, 0.89976], [0.56829, 0.55933, 0.90048], [0.57392, 0.56418, 0.90119], [0.57953, 0.56902, 0.90189], [0.5851, 0.57388, 0.9026], [0.59064, 0.57874, 0.9033], [0.59616, 0.58361, 0.90399], [0.60164, 0.58849, 0.90468], [0.60711, 0.59339, 0.90538], [0.61254, 0.59828, 0.90606], [0.61795, 0.60318, 0.90674], [0.62334, 0.6081, 0.90742], [0.6287, 0.613, 0.9081], [0.63404, 0.61793, 0.90877], [0.63935, 0.62287, 0.90943], [0.64464, 0.62781, 0.9101], [0.64992, 0.63275, 0.91076], [0.65517, 0.63771, 0.91142], [0.66041, 0.64267, 0.91207], [0.66562, 0.64763, 0.91272], [0.67082, 0.65261, 0.91337], [0.67599, 0.6576, 0.91401], [0.68115, 0.66259, 0.91465], [0.68629, 0.66758, 0.91528], [0.69141, 0.67259, 0.91591], [0.69652, 0.6776, 0.91655], [0.70161, 0.68261, 0.91717], [0.70669, 0.68763, 0.91779], [0.71175, 0.69267, 0.91841], [0.71679, 0.6977, 0.91902], [0.72181, 0.70275, 0.91963], [0.72683, 0.70779, 0.92023], [0.73183, 0.71285, 0.92083], [0.73682, 0.71792, 0.92143], [0.74179, 0.72298, 0.92203], [0.74675, 0.72806, 0.92262], [0.7517, 0.73315, 0.92321], [0.75663, 0.73823, 0.92379], [0.76155, 0.74334, 0.92436], [0.76647, 0.74844, 0.92494], [0.77137, 0.75354, 0.92551], [0.77625, 0.75866, 0.92608], [0.78113, 0.76378, 0.92664], [0.78599, 0.76891, 0.9272], [0.79084, 0.77404, 0.92775], [0.79569, 0.77918, 0.9283], [0.80052, 0.78434, 0.92885], [0.80534, 0.78949, 0.92939], [0.81015, 0.79464, 0.92993], [0.81496, 0.79981, 0.93047], [0.81975, 0.80498, 0.931], [0.82454, 0.81015, 0.93152], [0.82932, 0.81534, 0.93204], [0.83408, 0.82053, 0.93256], [0.83884, 0.82573, 0.93308], [0.84359, 0.83093, 0.93358], [0.84833, 0.83612, 0.93407], [0.85306, 0.84131, 0.93455], [0.85779, 0.84648, 0.935], [0.8625, 0.85164, 0.93542], [0.86719, 0.85675, 0.9358], [0.87187, 0.86182, 0.93612], [0.87652, 0.86682, 0.93638], [0.88114, 0.87172, 0.93653], [0.88573, 0.87649, 0.93657], [0.89027, 0.8811, 0.93646], [0.89475, 0.8855, 0.93617], [0.89915, 0.88964, 0.93565], [0.90346, 0.89347, 0.93488], [0.90766, 0.89694, 0.9338], [0.91172, 0.89998, 0.93239], [0.91562, 0.90254, 0.9306], [0.91935, 0.90457, 0.9284], [0.92288, 0.90602, 0.92576], [0.92619, 0.90686, 0.92266], [0.92926, 0.90706, 0.91909], [0.93208, 0.9066, 0.91506], [0.93464, 0.90549, 0.91056], [0.93695, 0.90374, 0.90562], [0.93899, 0.90139, 0.90027], [0.94078, 0.89845, 0.89453], [0.94232, 0.89499, 0.88845], [0.94363, 0.89105, 0.88206], [0.94474, 0.8867, 0.87541], [0.94565, 0.88198, 0.86855], [0.94638, 0.87695, 0.86149], [0.94697, 0.87168, 0.85429], [0.94743, 0.86619, 0.84698], [0.94776, 0.86054, 0.83959], [0.948, 0.85477, 0.83212], [0.94815, 0.8489, 0.82461], [0.94822, 0.84295, 0.81708], [0.94823, 0.83695, 0.80952], [0.94818, 0.83092, 0.80196], [0.94808, 0.82486, 0.79439], [0.94793, 0.81878, 0.78683], [0.94774, 0.81269, 0.77926], [0.9475, 0.8066, 0.77171], [0.94722, 0.8005, 0.76417], [0.9469, 0.7944, 0.75665], [0.94655, 0.78831, 0.74913], [0.94616, 0.78221, 0.74163], [0.94574, 0.77612, 0.73414], [0.94528, 0.77003, 0.72666], [0.94479, 0.76394, 0.7192], [0.94425, 0.75785, 0.71174], [0.94369, 0.75176, 0.7043], [0.94309, 0.74567, 0.69687], [0.94245, 0.73959, 0.68946], [0.94178, 0.73349, 0.68205], [0.94108, 0.7274, 0.67466], [0.94034, 0.72131, 0.66728], [0.93957, 0.71523, 0.65991], [0.93876, 0.70914, 0.65256], [0.93793, 0.70305, 0.64521], [0.93706, 0.69695, 0.63789], [0.93616, 0.69086, 0.63058], [0.93522, 0.68477, 0.62327], [0.93425, 0.67867, 0.61598], [0.93325, 0.67258, 0.60871], [0.93222, 0.66648, 0.60143], [0.93116, 0.66038, 0.59418], [0.93006, 0.65428, 0.58694], [0.92893, 0.64818, 0.57973], [0.92777, 0.64208, 0.57251], [0.92659, 0.63597, 0.5653], [0.92537, 0.62986, 0.55812], [0.92412, 0.62375, 0.55095], [0.92285, 0.61762, 0.54379], [0.92154, 0.61151, 0.53665], [0.9202, 0.60538, 0.52951], [0.91883, 0.59925, 0.52238], [0.91743, 0.59312, 0.51527], [0.916, 0.58697, 0.50819], [0.91455, 0.58083, 0.5011], [0.91306, 0.57468, 0.49403], [0.91155, 0.56853, 0.48698], [0.91001, 0.56237, 0.47994], [0.90844, 0.55619, 0.4729], [0.90684, 0.55002, 0.46589], [0.90521, 0.54384, 0.45889], [0.90355, 0.53765, 0.45191], [0.90187, 0.53145, 0.44493], [0.90016, 0.52524, 0.43797], [0.89842, 0.51903, 0.43102], [0.89665, 0.51279, 0.42408], [0.89486, 0.50655, 0.41717], [0.89304, 0.5003, 0.41026], [0.89119, 0.49404, 0.40336], [0.88932, 0.48777, 0.39647], [0.88741, 0.48147, 0.3896], [0.88549, 0.47518, 0.38274], [0.88354, 0.46885, 0.3759], [0.88156, 0.46251, 0.36907], [0.87955, 0.45616, 0.36225], [0.87752, 0.4498, 0.35546], [0.87547, 0.44341, 0.34865], [0.87338, 0.437, 0.34187], [0.87128, 0.43057, 0.33511], [0.86914, 0.42411, 0.32834], [0.86698, 0.41764, 0.32159], [0.8648, 0.41114, 0.31485], [0.8626, 0.40461, 0.30813], [0.86036, 0.39806, 0.30141], [0.8581, 0.39148, 0.29471], [0.85582, 0.38485, 0.28802], [0.85351, 0.37821, 0.28133], [0.85118, 0.37151, 0.27466], [0.84883, 0.36479, 0.26799], [0.84645, 0.35804, 0.26135], [0.84405, 0.35123, 0.25471], [0.84163, 0.34436, 0.24807], [0.83918, 0.33747, 0.24143], [0.83671, 0.3305, 0.23481], [0.83422, 0.32349, 0.22818], [0.8317, 0.31643, 0.22155], [0.82916, 0.30929, 0.21492], [0.82659, 0.30206, 0.20831], [0.824, 0.29477, 0.20168], [0.8214, 0.2874, 0.19508], [0.81876, 0.27996, 0.18847], [0.81611, 0.27239, 0.1818], [0.81343, 0.26474, 0.17519], [0.81074, 0.25697, 0.16854], [0.80802, 0.24907, 0.16191], [0.80528, 0.24103, 0.15521], [0.80252, 0.23283, 0.1485], [0.79974, 0.22446, 0.1418], [0.79693, 0.21594, 0.13506], [0.79411, 0.20718, 0.12827], [0.79126, 0.19815, 0.12139], [0.78839, 0.18889, 0.1145], [0.78551, 0.1793, 0.10759], [0.7826, 0.16938, 0.10056], [0.77967, 0.15898, 0.093435], [0.77672, 0.14808, 0.086208], [0.77375, 0.13656, 0.078844], [0.77076, 0.12429, 0.07141], [0.76775, 0.11107, 0.063657], [0.76473, 0.096422, 0.055653], [0.76168, 0.080002, 0.047336], [0.75862, 0.060659, 0.038618], [0.75553, 0.03608, 0.029827], [0.75243, 0.0084181, 0.021805], ] b_diverging_bwr_40_95_c42 = bokeh_palette('diverging_bwr_40_95_c42',diverging_bwr_40_95_c42) m_diverging_bwr_40_95_c42 = mpl_cm('diverging_bwr_40_95_c42',diverging_bwr_40_95_c42) m_diverging_bwr_40_95_c42_r = mpl_cm('diverging_bwr_40_95_c42_r',list(reversed(diverging_bwr_40_95_c42))) coolwarm = b_diverging_bwr_40_95_c42 m_coolwarm = m_diverging_bwr_40_95_c42 m_coolwarm_r = m_diverging_bwr_40_95_c42_r palette['coolwarm'] = b_diverging_bwr_40_95_c42 palette_n['coolwarm'] = b_diverging_bwr_40_95_c42 cm['coolwarm'] = m_diverging_bwr_40_95_c42 cm['coolwarm_r'] = m_diverging_bwr_40_95_c42_r cm_n['coolwarm'] = mpl_cm('coolwarm',diverging_bwr_40_95_c42) cm_n['coolwarm_r'] = mpl_cm('coolwarm_r',list(reversed(diverging_bwr_40_95_c42))) CET_D1 = b_diverging_bwr_40_95_c42 m_CET_D1 = m_diverging_bwr_40_95_c42 m_CET_D1_r = m_diverging_bwr_40_95_c42_r palette['CET_D1'] = b_diverging_bwr_40_95_c42 cm['CET_D1'] = m_diverging_bwr_40_95_c42 cm['CET_D1_r'] = m_diverging_bwr_40_95_c42_r register_cmap('cet_CET_D1',m_diverging_bwr_40_95_c42) register_cmap('cet_CET_D1_r',m_diverging_bwr_40_95_c42_r) cyclic_mrybm_35_75_c68 = [ # cmap_def [0.97561, 0.52012, 0.97096], [0.98033, 0.51722, 0.96319], [0.9842, 0.51357, 0.95448], [0.98725, 0.50922, 0.94488], [0.98954, 0.5042, 0.93442], [0.99112, 0.49856, 0.9232], [0.99204, 0.49233, 0.91126], [0.99239, 0.48561, 0.89871], [0.99221, 0.47844, 0.88563], [0.99158, 0.47088, 0.87209], [0.99055, 0.46298, 0.85819], [0.98919, 0.45483, 0.84399], [0.98754, 0.44642, 0.82958], [0.98565, 0.43783, 0.81499], [0.98354, 0.42907, 0.80029], [0.98125, 0.42019, 0.78551], [0.97879, 0.4112, 0.77068], [0.97618, 0.40212, 0.75583], [0.97344, 0.39297, 0.74098], [0.97057, 0.38376, 0.72614], [0.96757, 0.3745, 0.71131], [0.96444, 0.36519, 0.6965], [0.96118, 0.35586, 0.6817], [0.95779, 0.3465, 0.66694], [0.95425, 0.33716, 0.65219], [0.95055, 0.3278, 0.63745], [0.94668, 0.31849, 0.62271], [0.94264, 0.30923, 0.60798], [0.93839, 0.3, 0.59322], [0.93394, 0.29087, 0.57844], [0.92929, 0.28185, 0.56366], [0.92441, 0.27294, 0.54883], [0.91931, 0.26418, 0.53396], [0.91398, 0.25557, 0.51908], [0.90842, 0.24712, 0.50415], [0.90264, 0.23883, 0.48918], [0.89665, 0.23073, 0.47419], [0.89044, 0.22281, 0.45918], [0.88405, 0.21501, 0.44415], [0.87747, 0.2074, 0.42911], [0.87072, 0.19987, 0.41407], [0.86383, 0.1925, 0.39903], [0.85679, 0.18523, 0.38401], [0.84962, 0.17801, 0.369], [0.84235, 0.17082, 0.35401], [0.83498, 0.16373, 0.33907], [0.82753, 0.15664, 0.32416], [0.82001, 0.14962, 0.30933], [0.81245, 0.14261, 0.29452], [0.80486, 0.13567, 0.27982], [0.79725, 0.12885, 0.26518], [0.78966, 0.12217, 0.25066], [0.78212, 0.11578, 0.23628], [0.77464, 0.1097, 0.22201], [0.7673, 0.104, 0.20795], [0.76012, 0.098945, 0.19412], [0.75317, 0.094721, 0.18049], [0.74652, 0.091421, 0.16723], [0.74022, 0.089258, 0.15426], [0.73434, 0.088445, 0.14174], [0.72894, 0.089069, 0.12963], [0.7241, 0.091195, 0.118], [0.71988, 0.094767, 0.10689], [0.71631, 0.099636, 0.096236], [0.71343, 0.1058, 0.086225], [0.71128, 0.11302, 0.076774], [0.70983, 0.12104, 0.068001], [0.7091, 0.12989, 0.05981], [0.70904, 0.1392, 0.052084], [0.70963, 0.14902, 0.04517], [0.71081, 0.15914, 0.038855], [0.71251, 0.1695, 0.033292], [0.7147, 0.17995, 0.028947], [0.71729, 0.1905, 0.02547], [0.72021, 0.20107, 0.022733], [0.72342, 0.21166, 0.020622], [0.72685, 0.22214, 0.019034], [0.73046, 0.23256, 0.017876], [0.73419, 0.24288, 0.017071], [0.73802, 0.25311, 0.016547], [0.74191, 0.26323, 0.016249], [0.74585, 0.27322, 0.016125], [0.74979, 0.28311, 0.016137], [0.75375, 0.29288, 0.01625], [0.75769, 0.30257, 0.01644], [0.76161, 0.31217, 0.016684], [0.7655, 0.32171, 0.016989], [0.76932, 0.33117, 0.017296], [0.7731, 0.34058, 0.0176], [0.77681, 0.34994, 0.017896], [0.78044, 0.35925, 0.018177], [0.784, 0.36855, 0.018435], [0.78746, 0.37783, 0.018665], [0.79082, 0.38709, 0.018861], [0.79409, 0.39636, 0.019014], [0.79724, 0.40564, 0.019122], [0.80029, 0.4149, 0.019179], [0.80322, 0.42418, 0.019183], [0.80605, 0.43346, 0.019132], [0.80876, 0.44276, 0.019026], [0.81136, 0.45205, 0.018866], [0.81386, 0.46134, 0.018654], [0.81626, 0.47063, 0.018394], [0.81857, 0.47992, 0.01809], [0.8208, 0.48918, 0.017747], [0.82295, 0.49846, 0.017369], [0.82503, 0.50771, 0.016963], [0.82704, 0.51694, 0.016575], [0.82898, 0.52615, 0.016225], [0.83084, 0.53532, 0.015949], [0.83262, 0.54446, 0.015792], [0.83431, 0.55354, 0.01582], [0.8359, 0.56257, 0.016118], [0.83738, 0.5715, 0.016798], [0.8387, 0.58035, 0.018004], [0.83985, 0.58906, 0.019918], [0.84077, 0.59761, 0.022763], [0.84143, 0.60595, 0.02681], [0.84177, 0.61404, 0.032376], [0.84173, 0.62182, 0.040011], [0.84125, 0.62922, 0.04912], [0.84026, 0.63619, 0.059305], [0.83868, 0.64264, 0.070471], [0.83647, 0.6485, 0.08264], [0.83356, 0.65372, 0.095596], [0.82989, 0.65824, 0.10926], [0.82544, 0.66201, 0.12343], [0.82017, 0.66498, 0.13819], [0.81408, 0.66715, 0.15321], [0.80717, 0.66852, 0.16856], [0.79947, 0.66908, 0.18405], [0.79098, 0.66887, 0.19961], [0.78178, 0.66795, 0.2152], [0.7719, 0.66635, 0.23072], [0.76139, 0.66416, 0.2461], [0.75032, 0.66143, 0.26133], [0.73873, 0.65825, 0.27636], [0.72668, 0.65467, 0.29113], [0.71421, 0.65077, 0.30567], [0.70137, 0.64662, 0.31995], [0.68818, 0.64226, 0.33397], [0.67466, 0.63773, 0.34774], [0.66084, 0.6331, 0.36127], [0.64671, 0.62838, 0.37458], [0.63228, 0.6236, 0.38765], [0.61753, 0.61878, 0.40056], [0.60245, 0.61393, 0.41326], [0.58703, 0.60909, 0.42578], [0.57126, 0.60423, 0.43817], [0.55511, 0.59936, 0.4504], [0.53858, 0.59449, 0.4625], [0.5216, 0.58962, 0.47451], [0.5042, 0.58475, 0.4864], [0.48632, 0.57986, 0.49821], [0.46796, 0.57493, 0.50993], [0.44912, 0.56996, 0.5216], [0.42978, 0.56493, 0.53322], [0.40998, 0.55983, 0.5448], [0.38972, 0.55461, 0.55635], [0.36908, 0.54926, 0.56789], [0.3481, 0.54375, 0.57943], [0.32688, 0.53805, 0.59098], [0.30556, 0.53211, 0.60256], [0.28424, 0.52592, 0.61416], [0.26316, 0.51945, 0.62583], [0.2425, 0.51265, 0.63755], [0.22257, 0.50551, 0.64934], [0.20368, 0.49802, 0.66119], [0.18619, 0.49012, 0.67313], [0.17051, 0.48183, 0.68514], [0.15712, 0.47312, 0.69723], [0.14638, 0.46402, 0.70941], [0.13859, 0.4545, 0.72164], [0.1338, 0.44458, 0.73395], [0.1319, 0.43426, 0.7463], [0.13253, 0.42359, 0.75869], [0.13519, 0.4126, 0.77109], [0.1393, 0.40128, 0.7835], [0.1445, 0.38969, 0.79588], [0.15024, 0.3779, 0.80821], [0.1563, 0.36594, 0.82045], [0.16246, 0.35387, 0.83257], [0.16864, 0.34179, 0.84452], [0.17484, 0.32979, 0.85623], [0.18105, 0.31794, 0.86767], [0.18746, 0.30639, 0.87875], [0.19408, 0.29524, 0.88943], [0.20101, 0.28465, 0.89962], [0.20848, 0.27478, 0.90926], [0.2165, 0.26579, 0.9183], [0.22506, 0.25778, 0.92668], [0.2343, 0.25098, 0.93436], [0.24409, 0.24544, 0.94131], [0.25448, 0.24134, 0.94753], [0.26529, 0.23866, 0.95301], [0.27652, 0.2375, 0.95778], [0.28798, 0.23773, 0.96185], [0.29964, 0.23933, 0.9653], [0.31135, 0.24218, 0.96816], [0.32305, 0.24613, 0.9705], [0.33464, 0.25106, 0.97238], [0.34606, 0.25676, 0.97386], [0.35733, 0.26313, 0.97502], [0.36835, 0.27, 0.9759], [0.37916, 0.27724, 0.97657], [0.38973, 0.28476, 0.97706], [0.40009, 0.2925, 0.97742], [0.41026, 0.30036, 0.97768], [0.42023, 0.3083, 0.97787], [0.43006, 0.31627, 0.978], [0.43977, 0.32421, 0.97811], [0.4494, 0.33213, 0.9782], [0.459, 0.33997, 0.97829], [0.46859, 0.34772, 0.97838], [0.47825, 0.35536, 0.97849], [0.48802, 0.36282, 0.97864], [0.49795, 0.37015, 0.97883], [0.50807, 0.3773, 0.97906], [0.51845, 0.38426, 0.97935], [0.52912, 0.39102, 0.97969], [0.5401, 0.39755, 0.9801], [0.55143, 0.40386, 0.98057], [0.56311, 0.40995, 0.98111], [0.57513, 0.41579, 0.98173], [0.58751, 0.4214, 0.98242], [0.60022, 0.42681, 0.98317], [0.61322, 0.43201, 0.984], [0.6265, 0.437, 0.98489], [0.64002, 0.44182, 0.98583], [0.65371, 0.44647, 0.98682], [0.66757, 0.45099, 0.98786], [0.68153, 0.4554, 0.98894], [0.69558, 0.4597, 0.99005], [0.70967, 0.46392, 0.99118], [0.72376, 0.46807, 0.99233], [0.73785, 0.47218, 0.9935], [0.7519, 0.47624, 0.99467], [0.76589, 0.48026, 0.99582], [0.77979, 0.48425, 0.99696], [0.79361, 0.48821, 0.99807], [0.80729, 0.49211, 0.99913], [0.82083, 0.49595, 1], [0.8342, 0.49972, 1], [0.84736, 0.50339, 1], [0.86029, 0.50693, 1], [0.87292, 0.5103, 1], [0.8852, 0.51345, 1], [0.89709, 0.51632, 1], [0.90851, 0.51889, 1], [0.91939, 0.52104, 1], [0.92968, 0.52273, 0.99852], [0.9393, 0.52391, 0.996], [0.94819, 0.5245, 0.99274], [0.95631, 0.52446, 0.98864], [0.9636, 0.52374, 0.98368], [0.97003, 0.52229, 0.97779], ] b_cyclic_mrybm_35_75_c68 = bokeh_palette('cyclic_mrybm_35_75_c68',cyclic_mrybm_35_75_c68) m_cyclic_mrybm_35_75_c68 = mpl_cm('cyclic_mrybm_35_75_c68',cyclic_mrybm_35_75_c68) m_cyclic_mrybm_35_75_c68_r = mpl_cm('cyclic_mrybm_35_75_c68_r',list(reversed(cyclic_mrybm_35_75_c68))) CET_C1 = b_cyclic_mrybm_35_75_c68 m_CET_C1 = m_cyclic_mrybm_35_75_c68 m_CET_C1_r = m_cyclic_mrybm_35_75_c68_r palette['CET_C1'] = b_cyclic_mrybm_35_75_c68 cm['CET_C1'] = m_cyclic_mrybm_35_75_c68 cm['CET_C1_r'] = m_cyclic_mrybm_35_75_c68_r register_cmap('cet_CET_C1',m_cyclic_mrybm_35_75_c68) register_cmap('cet_CET_C1_r',m_cyclic_mrybm_35_75_c68_r) diverging_gkr_60_10_c40 = [ # cmap_def [0.2109, 0.65114, 0.08795], [0.21113, 0.64645, 0.089674], [0.21134, 0.64175, 0.091371], [0.21153, 0.63707, 0.092907], [0.21169, 0.63239, 0.09454], [0.21184, 0.62772, 0.095984], [0.21196, 0.62306, 0.097463], [0.21206, 0.6184, 0.098858], [0.21214, 0.61374, 0.1002], [0.2122, 0.6091, 0.10151], [0.21223, 0.60446, 0.1028], [0.21225, 0.59982, 0.10401], [0.21225, 0.59519, 0.10517], [0.21224, 0.59056, 0.10638], [0.2122, 0.58596, 0.10746], [0.21215, 0.58134, 0.10849], [0.21207, 0.57674, 0.1096], [0.21198, 0.57214, 0.11058], [0.21187, 0.56755, 0.11155], [0.21174, 0.56297, 0.11249], [0.21159, 0.55838, 0.1134], [0.21142, 0.55382, 0.11421], [0.21123, 0.54926, 0.11506], [0.21103, 0.5447, 0.11592], [0.21081, 0.54014, 0.11669], [0.21057, 0.5356, 0.11742], [0.21032, 0.53106, 0.1182], [0.21005, 0.52654, 0.1189], [0.20977, 0.522, 0.11955], [0.20946, 0.5175, 0.1202], [0.20915, 0.51298, 0.12082], [0.20881, 0.50848, 0.12142], [0.20846, 0.50398, 0.122], [0.2081, 0.49948, 0.12257], [0.20772, 0.49501, 0.12311], [0.20732, 0.49053, 0.12363], [0.20692, 0.48605, 0.12413], [0.20649, 0.48159, 0.12461], [0.20604, 0.47713, 0.12507], [0.20556, 0.47268, 0.12553], [0.20508, 0.46824, 0.12595], [0.2046, 0.46381, 0.12633], [0.2041, 0.45938, 0.12668], [0.20357, 0.45497, 0.12703], [0.20302, 0.45055, 0.12737], [0.20246, 0.44614, 0.12771], [0.20189, 0.44175, 0.12802], [0.2013, 0.43736, 0.1283], [0.2007, 0.43297, 0.12855], [0.20009, 0.42859, 0.12879], [0.19947, 0.42421, 0.12902], [0.19883, 0.41986, 0.12924], [0.19818, 0.4155, 0.12945], [0.19752, 0.41115, 0.12965], [0.19686, 0.40681, 0.12982], [0.19616, 0.40247, 0.12998], [0.19543, 0.39816, 0.13012], [0.19472, 0.39383, 0.13024], [0.19399, 0.38952, 0.13034], [0.19321, 0.38522, 0.13043], [0.19244, 0.38094, 0.13051], [0.19166, 0.37665, 0.13056], [0.19086, 0.37236, 0.13061], [0.19005, 0.36809, 0.13064], [0.18924, 0.36383, 0.13066], [0.18842, 0.35958, 0.13066], [0.18757, 0.35534, 0.13065], [0.18668, 0.3511, 0.13063], [0.18583, 0.34687, 0.13059], [0.18493, 0.34265, 0.13054], [0.184, 0.33842, 0.13048], [0.18308, 0.33422, 0.13041], [0.18214, 0.33002, 0.13032], [0.1812, 0.32581, 0.13022], [0.18025, 0.32164, 0.1301], [0.17928, 0.31747, 0.12997], [0.17832, 0.31331, 0.12982], [0.17731, 0.30916, 0.12966], [0.17626, 0.305, 0.12949], [0.17526, 0.30085, 0.1293], [0.17423, 0.29673, 0.1291], [0.17316, 0.29259, 0.1289], [0.1721, 0.28848, 0.1287], [0.17102, 0.28437, 0.12849], [0.16995, 0.28027, 0.12827], [0.16885, 0.27621, 0.12802], [0.16771, 0.27209, 0.12776], [0.16659, 0.26803, 0.12748], [0.16541, 0.26399, 0.12719], [0.1643, 0.25993, 0.1269], [0.16312, 0.25587, 0.12661], [0.16194, 0.25185, 0.12632], [0.16072, 0.24783, 0.12601], [0.1595, 0.24378, 0.12567], [0.1583, 0.23979, 0.12532], [0.15704, 0.2358, 0.12495], [0.15581, 0.23181, 0.12458], [0.15452, 0.22783, 0.1242], [0.15324, 0.22384, 0.12382], [0.15195, 0.21989, 0.12342], [0.15065, 0.21594, 0.12301], [0.14935, 0.212, 0.1226], [0.148, 0.20805, 0.12217], [0.14664, 0.20414, 0.12174], [0.14533, 0.20018, 0.1213], [0.14393, 0.19632, 0.12085], [0.14254, 0.1924, 0.1204], [0.14116, 0.18853, 0.11993], [0.1397, 0.18465, 0.11946], [0.13835, 0.18077, 0.11899], [0.13693, 0.17695, 0.11852], [0.13553, 0.17313, 0.118], [0.1342, 0.16938, 0.11747], [0.13286, 0.16558, 0.11697], [0.13158, 0.16193, 0.1165], [0.13041, 0.15828, 0.116], [0.12925, 0.1547, 0.11549], [0.12828, 0.15123, 0.11499], [0.12744, 0.14789, 0.11453], [0.1268, 0.14468, 0.11413], [0.12643, 0.14163, 0.11378], [0.12631, 0.13876, 0.11346], [0.12649, 0.13609, 0.11319], [0.12701, 0.13374, 0.11297], [0.12798, 0.13162, 0.11282], [0.12929, 0.12981, 0.11275], [0.13109, 0.12828, 0.11276], [0.1333, 0.12705, 0.11287], [0.13593, 0.12624, 0.11307], [0.13905, 0.12571, 0.11335], [0.14261, 0.1255, 0.11371], [0.14653, 0.12561, 0.11414], [0.15086, 0.12602, 0.11466], [0.15553, 0.12666, 0.11531], [0.16047, 0.12758, 0.11603], [0.1657, 0.12871, 0.11675], [0.17119, 0.13008, 0.11752], [0.17685, 0.13154, 0.11839], [0.18266, 0.13315, 0.11923], [0.18863, 0.1349, 0.1201], [0.1947, 0.13667, 0.121], [0.20079, 0.13857, 0.12192], [0.20703, 0.1405, 0.12286], [0.21324, 0.14246, 0.12382], [0.21954, 0.14446, 0.12478], [0.22586, 0.14644, 0.12577], [0.23219, 0.14845, 0.12669], [0.23851, 0.1505, 0.12766], [0.24487, 0.1525, 0.12861], [0.25127, 0.15454, 0.12959], [0.25763, 0.15658, 0.13056], [0.26403, 0.1586, 0.13149], [0.27043, 0.16058, 0.13244], [0.27682, 0.16261, 0.13339], [0.28323, 0.1646, 0.13435], [0.28965, 0.1666, 0.13528], [0.29607, 0.16858, 0.13618], [0.3025, 0.17056, 0.13717], [0.30898, 0.17253, 0.13812], [0.31543, 0.17453, 0.13902], [0.3219, 0.17646, 0.13994], [0.32839, 0.17847, 0.14093], [0.33489, 0.18039, 0.14184], [0.34139, 0.18234, 0.14277], [0.34791, 0.1843, 0.1437], [0.35444, 0.18626, 0.14463], [0.36096, 0.18821, 0.14557], [0.36752, 0.19011, 0.14645], [0.3741, 0.19204, 0.14739], [0.38068, 0.19399, 0.14829], [0.38725, 0.19589, 0.14922], [0.39386, 0.1978, 0.15015], [0.40049, 0.19969, 0.15104], [0.40711, 0.2016, 0.15194], [0.41375, 0.20353, 0.15285], [0.4204, 0.20541, 0.15376], [0.42707, 0.20731, 0.15468], [0.43374, 0.20919, 0.1556], [0.44044, 0.21108, 0.15651], [0.44714, 0.21294, 0.15738], [0.45386, 0.21481, 0.15831], [0.46058, 0.21671, 0.15919], [0.46734, 0.21856, 0.16006], [0.47409, 0.22044, 0.16099], [0.48085, 0.22227, 0.1619], [0.48764, 0.22411, 0.16278], [0.49444, 0.22599, 0.16368], [0.50124, 0.22782, 0.16455], [0.50806, 0.22963, 0.1654], [0.51489, 0.2315, 0.16631], [0.52173, 0.2333, 0.16721], [0.5286, 0.23516, 0.16807], [0.53546, 0.23698, 0.16898], [0.54234, 0.23877, 0.16985], [0.54924, 0.24058, 0.17071], [0.55614, 0.2424, 0.17158], [0.56307, 0.2442, 0.17245], [0.56999, 0.246, 0.17332], [0.57695, 0.24782, 0.17421], [0.5839, 0.24959, 0.17508], [0.59087, 0.25141, 0.17591], [0.59785, 0.25318, 0.17679], [0.60485, 0.25498, 0.17769], [0.61185, 0.25674, 0.17854], [0.61888, 0.25851, 0.17939], [0.6259, 0.26028, 0.18024], [0.63295, 0.26205, 0.18109], [0.64001, 0.26383, 0.18194], [0.64708, 0.26557, 0.1828], [0.65415, 0.26731, 0.18366], [0.66125, 0.26909, 0.18452], [0.66835, 0.27084, 0.18539], [0.67547, 0.27256, 0.18622], [0.68259, 0.27431, 0.18707], [0.68974, 0.27606, 0.18793], [0.69689, 0.27778, 0.18876], [0.70405, 0.27952, 0.18959], [0.71123, 0.28123, 0.19042], [0.71841, 0.28297, 0.19126], [0.72562, 0.28467, 0.1921], [0.73282, 0.28638, 0.19294], [0.74005, 0.2881, 0.19379], [0.74728, 0.28981, 0.19463], [0.75453, 0.29152, 0.19544], [0.76178, 0.29321, 0.19629], [0.76904, 0.2949, 0.19711], [0.77633, 0.29661, 0.19792], [0.78362, 0.29829, 0.19874], [0.79092, 0.29998, 0.19955], [0.79823, 0.30166, 0.20037], [0.80555, 0.30334, 0.2012], [0.81289, 0.30503, 0.20202], [0.82024, 0.3067, 0.20285], [0.82759, 0.30837, 0.20368], [0.83497, 0.31005, 0.2045], [0.84235, 0.31169, 0.20529], [0.84974, 0.31336, 0.20613], [0.85714, 0.31501, 0.20694], [0.86455, 0.31667, 0.20773], [0.87198, 0.31832, 0.20854], [0.87941, 0.31997, 0.20934], [0.88686, 0.3216, 0.21015], [0.89431, 0.32325, 0.21095], [0.90178, 0.32488, 0.21177], [0.90925, 0.32651, 0.21256], [0.91675, 0.32815, 0.21334], [0.92424, 0.32979, 0.21416], [0.93175, 0.33139, 0.21494], [0.93927, 0.33303, 0.21575], [0.9468, 0.33465, 0.21655], [0.95434, 0.33625, 0.21733], [0.96189, 0.33786, 0.21812], [0.96945, 0.33948, 0.21891], [0.97703, 0.34108, 0.2197], [0.98461, 0.34269, 0.2205], [0.9922, 0.34427, 0.22128], ] b_diverging_gkr_60_10_c40 = bokeh_palette('diverging_gkr_60_10_c40',diverging_gkr_60_10_c40) m_diverging_gkr_60_10_c40 = mpl_cm('diverging_gkr_60_10_c40',diverging_gkr_60_10_c40) m_diverging_gkr_60_10_c40_r = mpl_cm('diverging_gkr_60_10_c40_r',list(reversed(diverging_gkr_60_10_c40))) diverging_gwv_55_95_c39 = [ # cmap_def [0.22157, 0.59107, 0.055073], [0.22965, 0.59389, 0.068993], [0.2376, 0.59671, 0.081291], [0.24531, 0.59952, 0.092565], [0.25292, 0.60233, 0.10315], [0.26037, 0.60514, 0.11313], [0.26768, 0.60796, 0.12253], [0.27491, 0.61076, 0.13168], [0.28202, 0.61356, 0.14045], [0.28902, 0.61637, 0.14894], [0.29592, 0.61918, 0.15721], [0.30273, 0.62197, 0.16528], [0.3095, 0.62478, 0.1732], [0.31616, 0.62758, 0.18095], [0.32276, 0.63038, 0.18859], [0.32929, 0.63317, 0.1961], [0.33575, 0.63597, 0.20349], [0.34216, 0.63876, 0.21079], [0.34851, 0.64155, 0.21802], [0.35482, 0.64434, 0.22514], [0.36105, 0.64714, 0.23224], [0.36726, 0.64993, 0.23924], [0.37343, 0.65271, 0.24619], [0.37954, 0.6555, 0.25311], [0.38562, 0.65828, 0.25997], [0.39167, 0.66106, 0.26678], [0.39767, 0.66385, 0.27357], [0.40364, 0.66662, 0.28029], [0.40958, 0.66941, 0.287], [0.41548, 0.67219, 0.29368], [0.42135, 0.67496, 0.30034], [0.42721, 0.67774, 0.30697], [0.43302, 0.68051, 0.31358], [0.43881, 0.68328, 0.32017], [0.44459, 0.68606, 0.32672], [0.45032, 0.68883, 0.33328], [0.45604, 0.6916, 0.33982], [0.46174, 0.69436, 0.34632], [0.46742, 0.69713, 0.35283], [0.47307, 0.6999, 0.35932], [0.47871, 0.70267, 0.3658], [0.48432, 0.70543, 0.37227], [0.48992, 0.70819, 0.37873], [0.49551, 0.71096, 0.38518], [0.50108, 0.71371, 0.39164], [0.50662, 0.71648, 0.39808], [0.51215, 0.71923, 0.40451], [0.51768, 0.72199, 0.41095], [0.52318, 0.72475, 0.41738], [0.52867, 0.7275, 0.42379], [0.53414, 0.73026, 0.43022], [0.5396, 0.73301, 0.43664], [0.54506, 0.73576, 0.44305], [0.5505, 0.73851, 0.44946], [0.55592, 0.74126, 0.45587], [0.56134, 0.74401, 0.46228], [0.56675, 0.74676, 0.4687], [0.57214, 0.7495, 0.47512], [0.57752, 0.75225, 0.48152], [0.58289, 0.755, 0.48794], [0.58826, 0.75775, 0.49435], [0.59362, 0.76049, 0.50076], [0.59896, 0.76323, 0.50717], [0.60431, 0.76597, 0.5136], [0.60963, 0.76871, 0.52001], [0.61495, 0.77146, 0.52644], [0.62027, 0.77419, 0.53286], [0.62557, 0.77693, 0.53928], [0.63088, 0.77967, 0.54572], [0.63617, 0.7824, 0.55215], [0.64145, 0.78514, 0.55858], [0.64673, 0.78787, 0.56502], [0.652, 0.79061, 0.57147], [0.65727, 0.79334, 0.57791], [0.66253, 0.79607, 0.58437], [0.66778, 0.7988, 0.59082], [0.67303, 0.80153, 0.59729], [0.67827, 0.80426, 0.60376], [0.68351, 0.80699, 0.61022], [0.68875, 0.80972, 0.6167], [0.69397, 0.81244, 0.62318], [0.69919, 0.81517, 0.62965], [0.70441, 0.8179, 0.63615], [0.70963, 0.82062, 0.64264], [0.71483, 0.82335, 0.64914], [0.72004, 0.82607, 0.65564], [0.72525, 0.82879, 0.66215], [0.73044, 0.83152, 0.66866], [0.73563, 0.83424, 0.67518], [0.74082, 0.83696, 0.6817], [0.74601, 0.83968, 0.68824], [0.7512, 0.84239, 0.69477], [0.75637, 0.84511, 0.70131], [0.76155, 0.84782, 0.70786], [0.76672, 0.85054, 0.71441], [0.77189, 0.85326, 0.72097], [0.77706, 0.85597, 0.72754], [0.78223, 0.85869, 0.73411], [0.78739, 0.8614, 0.74068], [0.79255, 0.86412, 0.74727], [0.7977, 0.86682, 0.75386], [0.80286, 0.86954, 0.76045], [0.80801, 0.87225, 0.76705], [0.81316, 0.87496, 0.77366], [0.81831, 0.87767, 0.78027], [0.82345, 0.88037, 0.7869], [0.8286, 0.88308, 0.79353], [0.83375, 0.88579, 0.80016], [0.83888, 0.88849, 0.8068], [0.84401, 0.89118, 0.81343], [0.84914, 0.89385, 0.82007], [0.85424, 0.89651, 0.82671], [0.85933, 0.89914, 0.83333], [0.8644, 0.90172, 0.83995], [0.86942, 0.90426, 0.84652], [0.8744, 0.90673, 0.85306], [0.87932, 0.90912, 0.85955], [0.88415, 0.91139, 0.86596], [0.88888, 0.91352, 0.87228], [0.89348, 0.91548, 0.87846], [0.89792, 0.91724, 0.8845], [0.90218, 0.91875, 0.89034], [0.90621, 0.92, 0.89596], [0.90998, 0.92093, 0.90131], [0.91347, 0.92152, 0.90637], [0.91664, 0.92174, 0.91109], [0.91948, 0.92157, 0.91546], [0.92195, 0.92098, 0.91944], [0.92406, 0.91999, 0.92303], [0.92579, 0.91859, 0.92621], [0.92715, 0.91679, 0.92898], [0.92815, 0.9146, 0.93137], [0.92881, 0.91206, 0.93337], [0.92915, 0.90919, 0.93503], [0.9292, 0.90603, 0.93636], [0.92898, 0.9026, 0.9374], [0.92854, 0.89895, 0.93818], [0.9279, 0.89512, 0.93875], [0.9271, 0.89113, 0.93913], [0.92616, 0.88701, 0.93935], [0.92511, 0.8828, 0.93945], [0.92397, 0.87851, 0.93946], [0.92276, 0.87416, 0.93938], [0.92149, 0.86976, 0.93925], [0.92018, 0.86533, 0.93907], [0.91883, 0.86089, 0.93886], [0.91747, 0.85642, 0.93862], [0.91607, 0.85195, 0.93837], [0.91467, 0.84746, 0.93811], [0.91325, 0.84298, 0.93783], [0.91182, 0.83849, 0.93754], [0.91039, 0.834, 0.93726], [0.90894, 0.82952, 0.93697], [0.9075, 0.82502, 0.93668], [0.90604, 0.82053, 0.93639], [0.90457, 0.81605, 0.93609], [0.9031, 0.81156, 0.93579], [0.90162, 0.80708, 0.93549], [0.90014, 0.80258, 0.93519], [0.89864, 0.7981, 0.93488], [0.89715, 0.79361, 0.93457], [0.89564, 0.78912, 0.93426], [0.89412, 0.78464, 0.93395], [0.8926, 0.78014, 0.93363], [0.89107, 0.77565, 0.93332], [0.88953, 0.77117, 0.93299], [0.88799, 0.76667, 0.93267], [0.88644, 0.76218, 0.93235], [0.88488, 0.75769, 0.93202], [0.88332, 0.75319, 0.93169], [0.88174, 0.7487, 0.93136], [0.88016, 0.74421, 0.93103], [0.87857, 0.73972, 0.93069], [0.87698, 0.73522, 0.93035], [0.87538, 0.73072, 0.93001], [0.87377, 0.72622, 0.92966], [0.87215, 0.72172, 0.92931], [0.87052, 0.71723, 0.92896], [0.8689, 0.71271, 0.92861], [0.86725, 0.70822, 0.92826], [0.86561, 0.70371, 0.9279], [0.86396, 0.6992, 0.92754], [0.8623, 0.69469, 0.92718], [0.86063, 0.69018, 0.92682], [0.85895, 0.68568, 0.92645], [0.85727, 0.68116, 0.92609], [0.85558, 0.67665, 0.92572], [0.85388, 0.67213, 0.92534], [0.85218, 0.66761, 0.92497], [0.85046, 0.66309, 0.92459], [0.84874, 0.65856, 0.92421], [0.84701, 0.65404, 0.92383], [0.84528, 0.64951, 0.92345], [0.84353, 0.64497, 0.92306], [0.84178, 0.64044, 0.92267], [0.84003, 0.6359, 0.92228], [0.83826, 0.63136, 0.92189], [0.83649, 0.62682, 0.92149], [0.83471, 0.62227, 0.92109], [0.83291, 0.61772, 0.92069], [0.83112, 0.61316, 0.92029], [0.82932, 0.60861, 0.91989], [0.8275, 0.60405, 0.91948], [0.82568, 0.59948, 0.91907], [0.82386, 0.59491, 0.91866], [0.82203, 0.59033, 0.91825], [0.82018, 0.58576, 0.91784], [0.81833, 0.58117, 0.91743], [0.81648, 0.57659, 0.91701], [0.81461, 0.57199, 0.91658], [0.81273, 0.56739, 0.91615], [0.81085, 0.56279, 0.91573], [0.80897, 0.55817, 0.9153], [0.80707, 0.55356, 0.91487], [0.80516, 0.54895, 0.91444], [0.80325, 0.54431, 0.91401], [0.80133, 0.53967, 0.91357], [0.7994, 0.53504, 0.91313], [0.79746, 0.53039, 0.91269], [0.79552, 0.52573, 0.91225], [0.79357, 0.52107, 0.9118], [0.7916, 0.51639, 0.91136], [0.78964, 0.51172, 0.91091], [0.78766, 0.50703, 0.91046], [0.78568, 0.50233, 0.91001], [0.78368, 0.49764, 0.90955], [0.78168, 0.49291, 0.90909], [0.77967, 0.48819, 0.90863], [0.77766, 0.48345, 0.90817], [0.77563, 0.47871, 0.90771], [0.77359, 0.47395, 0.90724], [0.77155, 0.46919, 0.90678], [0.7695, 0.46441, 0.90631], [0.76744, 0.45961, 0.90584], [0.76538, 0.45481, 0.90536], [0.76329, 0.44999, 0.90489], [0.76121, 0.44516, 0.90441], [0.75912, 0.44031, 0.90393], [0.75702, 0.43546, 0.90345], [0.75491, 0.43057, 0.90297], [0.75278, 0.42568, 0.90248], [0.75066, 0.42076, 0.90199], [0.74852, 0.41584, 0.9015], [0.74638, 0.4109, 0.90101], [0.74423, 0.40594, 0.90052], [0.74206, 0.40096, 0.90002], [0.7399, 0.39595, 0.89953], [0.73771, 0.39092, 0.89903], [0.73552, 0.38586, 0.89853], [0.73333, 0.3808, 0.89802], [0.73112, 0.37569, 0.89752], [0.7289, 0.37056, 0.89702], [0.72668, 0.36542, 0.89651], [0.72444, 0.36023, 0.896], [0.72219, 0.35504, 0.89548], [0.71995, 0.34979, 0.89497], ] b_diverging_gwv_55_95_c39 = bokeh_palette('diverging_gwv_55_95_c39',diverging_gwv_55_95_c39) m_diverging_gwv_55_95_c39 = mpl_cm('diverging_gwv_55_95_c39',diverging_gwv_55_95_c39) m_diverging_gwv_55_95_c39_r = mpl_cm('diverging_gwv_55_95_c39_r',list(reversed(diverging_gwv_55_95_c39))) gwv = b_diverging_gwv_55_95_c39 m_gwv = m_diverging_gwv_55_95_c39 m_gwv_r = m_diverging_gwv_55_95_c39_r palette['gwv'] = b_diverging_gwv_55_95_c39 palette_n['gwv'] = b_diverging_gwv_55_95_c39 cm['gwv'] = m_diverging_gwv_55_95_c39 cm['gwv_r'] = m_diverging_gwv_55_95_c39_r cm_n['gwv'] = mpl_cm('gwv',diverging_gwv_55_95_c39) cm_n['gwv_r'] = mpl_cm('gwv_r',list(reversed(diverging_gwv_55_95_c39))) CET_D2 = b_diverging_gwv_55_95_c39 m_CET_D2 = m_diverging_gwv_55_95_c39 m_CET_D2_r = m_diverging_gwv_55_95_c39_r palette['CET_D2'] = b_diverging_gwv_55_95_c39 cm['CET_D2'] = m_diverging_gwv_55_95_c39 cm['CET_D2_r'] = m_diverging_gwv_55_95_c39_r register_cmap('cet_CET_D2',m_diverging_gwv_55_95_c39) register_cmap('cet_CET_D2_r',m_diverging_gwv_55_95_c39_r) rainbow_bgyrm_35_85_c71 = [ # cmap_def [0, 0.20755, 0.97632], [0, 0.22113, 0.96201], [0, 0.23397, 0.94773], [0, 0.24623, 0.93346], [0, 0.25798, 0.91922], [0, 0.26932, 0.905], [0, 0.28022, 0.89081], [0, 0.29079, 0.87663], [0, 0.30104, 0.8625], [0, 0.31103, 0.84838], [0, 0.32074, 0.83429], [0, 0.3302, 0.82023], [0, 0.33945, 0.80621], [0, 0.34846, 0.79222], [0, 0.35727, 0.77828], [0, 0.36586, 0.76439], [0, 0.37426, 0.75056], [0, 0.38245, 0.7368], [0, 0.39044, 0.72311], [0, 0.39823, 0.70952], [0, 0.4058, 0.69603], [0, 0.41317, 0.68264], [0.0064797, 0.42031, 0.66938], [0.016533, 0.42727, 0.65626], [0.028131, 0.43398, 0.64326], [0.041954, 0.44052, 0.63041], [0.055821, 0.44686, 0.6177], [0.069351, 0.45301, 0.60514], [0.082392, 0.45898, 0.59273], [0.095132, 0.46479, 0.58043], [0.10747, 0.47045, 0.56826], [0.11942, 0.47598, 0.55619], [0.13095, 0.48139, 0.54423], [0.14195, 0.48671, 0.53234], [0.15241, 0.49195, 0.52051], [0.16235, 0.49712, 0.50873], [0.17166, 0.50225, 0.49697], [0.18039, 0.50733, 0.48522], [0.18854, 0.51239, 0.47347], [0.19606, 0.51744, 0.46171], [0.20297, 0.52246, 0.4499], [0.20931, 0.5275, 0.43806], [0.21508, 0.53254, 0.42613], [0.22033, 0.53758, 0.41415], [0.225, 0.54263, 0.40206], [0.22922, 0.54768, 0.38989], [0.23295, 0.55275, 0.37763], [0.23626, 0.55783, 0.36524], [0.23913, 0.56292, 0.35274], [0.24164, 0.56801, 0.3401], [0.24376, 0.57311, 0.32732], [0.24561, 0.57819, 0.31441], [0.24723, 0.58328, 0.30137], [0.24866, 0.58836, 0.28822], [0.24993, 0.59342, 0.27496], [0.25123, 0.59845, 0.2616], [0.25256, 0.60344, 0.2482], [0.25407, 0.60839, 0.23474], [0.25584, 0.61326, 0.22129], [0.25802, 0.61807, 0.2079], [0.26074, 0.6228, 0.19465], [0.26408, 0.62744, 0.18153], [0.26813, 0.63197, 0.16873], [0.273, 0.63639, 0.15625], [0.27873, 0.64068, 0.14417], [0.28531, 0.64485, 0.13262], [0.29279, 0.6489, 0.12165], [0.30109, 0.65281, 0.1115], [0.31019, 0.65661, 0.10209], [0.31996, 0.66028, 0.093634], [0.33034, 0.66383, 0.08618], [0.34123, 0.66728, 0.079836], [0.35254, 0.67063, 0.074617], [0.36416, 0.67388, 0.07048], [0.37603, 0.67707, 0.067441], [0.38805, 0.68017, 0.065341], [0.40017, 0.68323, 0.064135], [0.41235, 0.68622, 0.063669], [0.42451, 0.68918, 0.063793], [0.43665, 0.6921, 0.064391], [0.44873, 0.69498, 0.065355], [0.46073, 0.69783, 0.066603], [0.47266, 0.70067, 0.068066], [0.4845, 0.70348, 0.06967], [0.49625, 0.70628, 0.071332], [0.50793, 0.70905, 0.07306], [0.5195, 0.71181, 0.074792], [0.53099, 0.71455, 0.076552], [0.5424, 0.71728, 0.078345], [0.55372, 0.72, 0.08017], [0.56497, 0.72269, 0.082034], [0.57617, 0.72539, 0.083799], [0.58729, 0.72805, 0.085523], [0.59835, 0.73071, 0.087403], [0.60937, 0.73336, 0.089162], [0.62033, 0.73599, 0.090964], [0.63124, 0.73861, 0.092702], [0.64211, 0.74121, 0.094561], [0.65293, 0.7438, 0.096272], [0.66373, 0.74637, 0.09813], [0.67447, 0.74893, 0.099882], [0.68519, 0.75149, 0.10167], [0.69588, 0.75402, 0.1035], [0.70654, 0.75653, 0.10524], [0.71717, 0.75904, 0.10708], [0.72776, 0.76153, 0.10884], [0.73834, 0.764, 0.11066], [0.7489, 0.76647, 0.11246], [0.75944, 0.76891, 0.1142], [0.76996, 0.77134, 0.11604], [0.78045, 0.77373, 0.1178], [0.79092, 0.7761, 0.11957], [0.80136, 0.77843, 0.12132], [0.81178, 0.78071, 0.12308], [0.82215, 0.78294, 0.12485], [0.83247, 0.78509, 0.12657], [0.84272, 0.78715, 0.12828], [0.85289, 0.78908, 0.12995], [0.86295, 0.79087, 0.13152], [0.87287, 0.79248, 0.13305], [0.88262, 0.79388, 0.13451], [0.89216, 0.79501, 0.13581], [0.90143, 0.79585, 0.13707], [0.9104, 0.79634, 0.13819], [0.919, 0.79646, 0.1391], [0.9272, 0.79616, 0.13987], [0.93494, 0.79542, 0.1405], [0.94218, 0.7942, 0.14092], [0.94889, 0.79248, 0.14112], [0.95503, 0.79026, 0.14111], [0.9606, 0.78755, 0.14089], [0.96559, 0.78436, 0.14045], [0.97002, 0.7807, 0.1398], [0.9739, 0.77661, 0.13901], [0.97726, 0.77212, 0.13808], [0.98015, 0.76727, 0.13693], [0.9826, 0.76211, 0.13566], [0.98467, 0.75668, 0.13433], [0.9864, 0.75102, 0.13284], [0.98784, 0.74515, 0.13129], [0.98904, 0.73914, 0.12968], [0.99004, 0.73298, 0.128], [0.99087, 0.72672, 0.1263], [0.99158, 0.72038, 0.12453], [0.99217, 0.71398, 0.12276], [0.99268, 0.70752, 0.121], [0.99312, 0.70102, 0.11926], [0.9935, 0.69447, 0.11747], [0.99383, 0.68791, 0.11573], [0.99412, 0.68132, 0.11394], [0.99438, 0.6747, 0.1122], [0.99461, 0.66807, 0.11045], [0.99481, 0.66142, 0.10865], [0.995, 0.65473, 0.10697], [0.99516, 0.64804, 0.10517], [0.99529, 0.64132, 0.1035], [0.99541, 0.63459, 0.10176], [0.9955, 0.62783, 0.10005], [0.99557, 0.62104, 0.098389], [0.99561, 0.61422, 0.096641], [0.99564, 0.60739, 0.095059], [0.99564, 0.60052, 0.093326], [0.99562, 0.59363, 0.091753], [0.99558, 0.5867, 0.090085], [0.99551, 0.57975, 0.08846], [0.99543, 0.57276, 0.086866], [0.99532, 0.56573, 0.085214], [0.9952, 0.55867, 0.083665], [0.99505, 0.55159, 0.082128], [0.99488, 0.54446, 0.080509], [0.99469, 0.53729, 0.078934], [0.99448, 0.53007, 0.077397], [0.99425, 0.52281, 0.0759], [0.994, 0.5155, 0.074438], [0.99373, 0.50816, 0.07298], [0.99343, 0.50075, 0.071525], [0.99312, 0.49329, 0.070045], [0.99279, 0.48577, 0.068661], [0.99244, 0.4782, 0.067207], [0.99206, 0.47057, 0.0658], [0.99167, 0.46285, 0.064435], [0.99126, 0.45509, 0.063129], [0.99083, 0.44724, 0.061707], [0.99038, 0.43931, 0.060477], [0.98991, 0.43131, 0.059288], [0.98943, 0.42321, 0.058031], [0.98894, 0.41505, 0.05706], [0.98843, 0.40681, 0.056202], [0.98792, 0.3985, 0.055473], [0.98741, 0.39011, 0.055034], [0.9869, 0.38168, 0.054941], [0.9864, 0.37321, 0.055283], [0.98593, 0.36474, 0.056189], [0.98549, 0.3563, 0.057588], [0.9851, 0.34792, 0.059933], [0.98478, 0.33968, 0.062969], [0.98453, 0.33161, 0.066854], [0.98439, 0.32384, 0.071751], [0.98437, 0.31645, 0.077527], [0.98449, 0.30952, 0.084428], [0.98477, 0.30314, 0.09217], [0.98521, 0.29747, 0.10081], [0.98584, 0.29256, 0.1104], [0.98667, 0.28854, 0.12072], [0.98768, 0.28545, 0.1319], [0.98888, 0.2834, 0.14376], [0.99026, 0.28237, 0.15632], [0.9918, 0.28237, 0.16948], [0.9935, 0.28336, 0.18318], [0.99531, 0.28528, 0.19743], [0.99722, 0.2881, 0.21214], [0.99921, 0.29171, 0.22722], [1, 0.29596, 0.24264], [1, 0.3008, 0.25836], [1, 0.30615, 0.27432], [1, 0.31182, 0.29047], [1, 0.31783, 0.30679], [1, 0.32406, 0.32321], [1, 0.33045, 0.33974], [1, 0.33697, 0.35632], [1, 0.34355, 0.37295], [1, 0.3502, 0.38964], [1, 0.35686, 0.40637], [1, 0.36352, 0.42312], [1, 0.37019, 0.43991], [1, 0.37687, 0.45672], [1, 0.38352, 0.47355], [1, 0.39014, 0.49042], [1, 0.39675, 0.50731], [1, 0.40335, 0.52423], [1, 0.40993, 0.54118], [1, 0.41648, 0.55818], [1, 0.42301, 0.57522], [1, 0.42955, 0.5923], [1, 0.43607, 0.60942], [1, 0.44258, 0.62659], [1, 0.44907, 0.6438], [1, 0.45556, 0.66106], [1, 0.46203, 0.67837], [1, 0.4685, 0.69574], [1, 0.47498, 0.71314], [1, 0.48143, 0.7306], [1, 0.48789, 0.74812], [1, 0.49434, 0.76568], [1, 0.50078, 0.78329], [1, 0.50723, 0.80096], [1, 0.51367, 0.81867], [1, 0.5201, 0.83645], [1, 0.52655, 0.85427], [1, 0.53299, 0.87215], [1, 0.53942, 0.89007], [1, 0.54587, 0.90805], [1, 0.55231, 0.92608], [0.99945, 0.55874, 0.94416], [0.99597, 0.56518, 0.96229], [0.99228, 0.57163, 0.98048], ] b_rainbow_bgyrm_35_85_c71 = bokeh_palette('rainbow_bgyrm_35_85_c71',rainbow_bgyrm_35_85_c71) m_rainbow_bgyrm_35_85_c71 = mpl_cm('rainbow_bgyrm_35_85_c71',rainbow_bgyrm_35_85_c71) m_rainbow_bgyrm_35_85_c71_r = mpl_cm('rainbow_bgyrm_35_85_c71_r',list(reversed(rainbow_bgyrm_35_85_c71))) linear_ternary_green_0_46_c42 = [ # cmap_def [0, 0, 0], [0, 0.0035927, 0], [0, 0.0071431, 1.452e-17], [2.0473e-17, 0.010757, 3.0748e-17], [8.1864e-21, 0.014524, 2.5379e-17], [1.7446e-17, 0.018105, 6.1007e-18], [4.169e-17, 0.021687, 5.0758e-17], [0, 0.025284, 2.5867e-17], [6.0593e-17, 0.028821, 1.8546e-17], [0, 0.032444, 2.5867e-17], [4.253e-17, 0.036221, 5.8567e-18], [0, 0.039766, 1.269e-17], [2.4692e-17, 0.043161, 2.6355e-17], [1.4341e-16, 0.046597, 3.7093e-17], [0, 0.049768, 1.9522e-17], [5.3227e-17, 0.052749, 4.0997e-17], [1.6012e-18, 0.055759, 0], [0, 0.058542, 7.1257e-17], [5.6429e-17, 0.061269, 3.1236e-17], [6.2098e-17, 0.063951, 4.783e-17], [1.3454e-16, 0.066548, 3.026e-17], [1.454e-17, 0.069095, 2.3427e-17], [0, 0.071498, 4.6854e-17], [3.2058e-17, 0.07387, 3.9045e-18], [1.6029e-16, 0.076086, 1.9522e-17], [1.1606e-16, 0.07832, 5.271e-17], [6.2194e-17, 0.080566, 1.3666e-17], [0, 0.082735, 0], [0, 0.084825, 0], [0, 0.086923, 0], [8.7753e-18, 0.088913, 4.0997e-17], [4.5733e-17, 0.090908, 0], [5.8543e-17, 0.092798, 0], [7.9487e-17, 0.094766, 0], [0, 0.096572, 0], [0, 0.098465, 1.9522e-18], [0, 0.10025, 0], [4.9576e-17, 0.10204, 0], [1.1817e-16, 0.10382, 0], [1.1049e-16, 0.10552, 1.9522e-18], [0, 0.10725, 0], [0, 0.10892, 0], [8.1348e-18, 0.11059, 4.2949e-17], [1.5174e-16, 0.11222, 1.1713e-17], [4.2384e-06, 0.11381, 5.6236e-07], [1.619e-05, 0.11539, 2.1481e-06], [1.6699e-05, 0.11698, 2.2156e-06], [1.2756e-05, 0.11863, 1.6925e-06], [9.7295e-06, 0.12018, 1.2909e-06], [1.3177e-05, 0.12176, 1.7484e-06], [1.6418e-05, 0.12338, 2.1783e-06], [1.7338e-05, 0.12502, 2.3004e-06], [1.6062e-05, 0.12662, 2.1312e-06], [1.1099e-05, 0.12826, 1.4726e-06], [8.2989e-06, 0.1299, 1.1011e-06], [1.4157e-05, 0.1315, 1.8783e-06], [1.7475e-05, 0.13312, 2.3186e-06], [1.7885e-05, 0.13477, 2.373e-06], [1.5761e-05, 0.13635, 2.0912e-06], [1.1631e-05, 0.13803, 1.5432e-06], [8.4045e-06, 0.13962, 1.1151e-06], [1.4146e-05, 0.1413, 1.8769e-06], [1.7579e-05, 0.14293, 2.3324e-06], [1.8299e-05, 0.14458, 2.428e-06], [1.7087e-05, 0.14621, 2.2671e-06], [1.2461e-05, 0.14787, 1.6533e-06], [9.2002e-06, 0.14954, 1.2207e-06], [1.3439e-05, 0.15116, 1.7831e-06], [1.7166e-05, 0.15281, 2.2777e-06], [1.8547e-05, 0.15448, 2.4608e-06], [1.8043e-05, 0.15618, 2.394e-06], [1.5436e-05, 0.15782, 2.048e-06], [1.1288e-05, 0.15947, 1.4977e-06], [9.1088e-06, 0.16118, 1.2086e-06], [1.463e-05, 0.16284, 1.9412e-06], [1.7571e-05, 0.16452, 2.3725e-06], [9.5709e-06, 0.16618, 2.3585e-06], [0, 0.16786, 2.12e-06], [0, 0.16957, 1.7933e-06], [0, 0.17123, 1.2872e-06], [0, 0.17292, 1.0023e-06], [0, 0.17462, 1.66e-06], [0, 0.17629, 2.0398e-06], [0, 0.17804, 2.1855e-06], [0, 0.1797, 2.2541e-06], [0, 0.18139, 1.9666e-06], [0, 0.18309, 1.524e-06], [0, 0.18482, 1.1233e-06], [0, 0.18653, 1.2478e-06], [0, 0.18826, 1.8149e-06], [0, 0.18994, 2.1666e-06], [0, 0.19165, 2.2543e-06], [0, 0.19339, 2.1978e-06], [0, 0.1951, 2.0405e-06], [0, 0.19684, 1.6279e-06], [0, 0.19854, 1.1674e-06], [0, 0.20025, 1.2082e-06], [0, 0.20199, 1.6696e-06], [0, 0.20375, 2.0125e-06], [0, 0.20547, 2.2769e-06], [0, 0.20722, 2.3292e-06], [0, 0.20894, 2.1993e-06], [0, 0.21069, 1.9215e-06], [0, 0.21244, 1.5648e-06], [0, 0.21419, 1.1031e-06], [0, 0.21594, 1.1824e-06], [0, 0.21768, 1.6796e-06], [0, 0.21944, 2.0449e-06], [0, 0.2212, 2.2667e-06], [0, 0.22296, 2.3344e-06], [0, 0.22468, 2.2953e-06], [0, 0.22648, 2.1282e-06], [0, 0.22824, 1.8455e-06], [0, 0.22999, 1.3868e-06], [0, 0.23177, 1.0492e-06], [0, 0.23352, 1.2152e-06], [0, 0.23533, 1.6192e-06], [0, 0.2371, 2.0168e-06], [0, 0.23885, 2.2741e-06], [0, 0.24062, 2.3737e-06], [0, 0.24241, 2.3904e-06], [0, 0.24419, 2.2583e-06], [0, 0.24598, 2.0443e-06], [0, 0.24779, 1.7786e-06], [0, 0.24956, 1.4126e-06], [0, 0.25137, 1.0243e-06], [0, 0.25316, 1.0702e-06], [0, 0.25496, 1.5288e-06], [0, 0.25675, 1.8855e-06], [0, 0.25854, 2.1333e-06], [0, 0.26035, 2.3139e-06], [0, 0.26215, 2.3948e-06], [0, 0.26397, 2.4069e-06], [0, 0.26577, 2.301e-06], [0, 0.26756, 2.1598e-06], [0, 0.26941, 1.9587e-06], [0, 0.2712, 1.6921e-06], [0, 0.27302, 1.2675e-06], [0, 0.27484, 9.345e-07], [0, 0.27667, 1.0391e-06], [0, 0.27848, 1.4548e-06], [0, 0.2803, 1.7503e-06], [0, 0.28214, 1.9921e-06], [0, 0.28396, 2.2429e-06], [0, 0.28578, 2.3368e-06], [0, 0.28761, 2.387e-06], [0, 0.28946, 2.4145e-06], [0, 0.2913, 2.3634e-06], [0, 0.29313, 2.3021e-06], [0, 0.29497, 2.1385e-06], [0, 0.29682, 1.9682e-06], [0, 0.29866, 1.7236e-06], [0, 0.3005, 1.4728e-06], [0, 0.30234, 1.137e-06], [0, 0.30421, 8.5235e-07], [0, 0.30606, 9.2407e-07], [0, 0.30791, 1.2303e-06], [0, 0.30977, 1.5259e-06], [0, 0.31161, 1.7664e-06], [0, 0.31349, 1.8547e-06], [0, 0.31534, 8.3145e-07], [6.8048e-16, 0.31721, 9.3707e-17], [3.4536e-16, 0.31907, 3.1236e-17], [3.3512e-16, 0.32095, 6.2472e-17], [1.0248e-17, 0.32282, 0], [0, 0.32467, 6.2472e-17], [0, 0.32654, 1.0933e-16], [6.7536e-16, 0.32843, 1.0933e-16], [7.4709e-16, 0.3303, 0], [3.3512e-16, 0.33219, 6.2472e-17], [6.9585e-16, 0.33407, 4.6854e-17], [1.6756e-16, 0.33594, 3.1236e-17], [8.4804e-16, 0.33782, 1.2494e-16], [1.7781e-16, 0.33972, 0], [0, 0.3416, 6.2472e-17], [0, 0.34348, 0], [7.2147e-16, 0.34538, 0], [0, 0.34727, 0], [0, 0.34917, 0], [1.5731e-16, 0.35106, 6.2472e-17], [6.4974e-16, 0.35296, 1.8741e-16], [3.8636e-16, 0.35487, 0], [2.0855e-16, 0.35676, 0], [0, 0.35865, 0], [3.1462e-16, 0.36055, 1.2494e-16], [4.4119e-16, 0.36247, 2.8112e-16], [5.1292e-16, 0.36437, 6.2472e-17], [0, 0.3663, 0], [6.8048e-16, 0.3682, 9.3707e-17], [7.0098e-16, 0.3701, 3.1236e-17], [2.9412e-16, 0.37202, 1.8741e-16], [5.0268e-16, 0.37395, 9.3707e-17], [0, 0.37586, 3.1236e-17], [6.7023e-16, 0.37778, 1.2494e-16], [0, 0.3797, 3.1236e-17], [6.7023e-16, 0.38163, 1.2494e-16], [8.5829e-16, 0.38356, 9.3707e-17], [5.2317e-16, 0.38547, 3.1236e-17], [1.0566e-15, 0.3874, 3.1236e-17], [4.9243e-16, 0.38934, 1.2494e-16], [0, 0.39128, 6.2472e-17], [3.5561e-16, 0.3932, 0], [1.0607e-16, 0.39514, 2.1865e-16], [0, 0.39707, 9.3707e-17], [2.0855e-16, 0.39901, 0], [1.2037e-15, 0.40097, 1.2494e-16], [9.951e-16, 0.4029, 2.1865e-16], [1.1934e-15, 0.40484, 1.5618e-16], [0, 0.40679, 1.2494e-16], [0, 0.40874, 1.2494e-16], [0, 0.41069, 0], [1.3507e-15, 0.41264, 2.1865e-16], [1.0258e-15, 0.41458, 1.2494e-16], [3.1462e-16, 0.41654, 1.2494e-16], [1.3815e-15, 0.41849, 1.2494e-16], [6.9073e-16, 0.42045, 6.2472e-17], [7.0098e-16, 0.4224, 3.1236e-17], [6.0875e-16, 0.42437, 3.1236e-16], [3.4536e-16, 0.42633, 3.1236e-17], [9.3361e-16, 0.4283, 4.0607e-16], [7.0098e-16, 0.43026, 3.1236e-17], [1.3507e-15, 0.43223, 2.1865e-16], [1.0258e-15, 0.43419, 1.2494e-16], [1.3712e-15, 0.43617, 1.5618e-16], [5.4726e-16, 0.43814, 4.9977e-16], [7.1123e-16, 0.44011, 0], [1.7063e-15, 0.44209, 2.1865e-16], [6.3949e-16, 0.44406, 2.1865e-16], [3.4536e-16, 0.44603, 3.1236e-17], [6.1488e-17, 0.44801, 0], [4.4784e-16, 0.45, 0], [1.0566e-15, 0.45199, 3.1236e-17], [1.0463e-15, 0.45396, 6.2472e-17], [6.7023e-16, 0.45594, 1.2494e-16], [1.0668e-15, 0.45793, 0], [9.951e-16, 0.45992, 2.1865e-16], [7.4197e-16, 0.46191, 0], [1.1181e-15, 0.46391, 0], [9.6436e-16, 0.46589, 3.1236e-16], [1.2585e-15, 0.46789, 4.9977e-16], [1.3815e-15, 0.46989, 1.2494e-16], [6.7023e-16, 0.47189, 1.2494e-16], [3.5561e-16, 0.47388, 0], [2.0722e-15, 0.47589, 1.8741e-16], [1.1078e-15, 0.47788, 0], [1.6346e-15, 0.4799, 4.373e-16], [6.2924e-16, 0.4819, 2.4989e-16], [1.6756e-15, 0.48389, 3.1236e-16], [1.402e-15, 0.48591, 6.2472e-17], [1.0668e-15, 0.48793, 0], [0, 0.48992, 0], [0, 0.49195, 2.4989e-16], [6.7023e-16, 0.49395, 1.2494e-16], [1.4429e-15, 0.49597, 0], [2.7363e-16, 0.498, 2.4989e-16], [7.1123e-16, 0.5, 0], ] b_linear_ternary_green_0_46_c42 = bokeh_palette('linear_ternary_green_0_46_c42',linear_ternary_green_0_46_c42) m_linear_ternary_green_0_46_c42 = mpl_cm('linear_ternary_green_0_46_c42',linear_ternary_green_0_46_c42) m_linear_ternary_green_0_46_c42_r = mpl_cm('linear_ternary_green_0_46_c42_r',list(reversed(linear_ternary_green_0_46_c42))) kg = b_linear_ternary_green_0_46_c42 m_kg = m_linear_ternary_green_0_46_c42 m_kg_r = m_linear_ternary_green_0_46_c42_r palette['kg'] = b_linear_ternary_green_0_46_c42 palette_n['kg'] = b_linear_ternary_green_0_46_c42 cm['kg'] = m_linear_ternary_green_0_46_c42 cm['kg_r'] = m_linear_ternary_green_0_46_c42_r cm_n['kg'] = mpl_cm('kg',linear_ternary_green_0_46_c42) cm_n['kg_r'] = mpl_cm('kg_r',list(reversed(linear_ternary_green_0_46_c42))) CET_L14 = b_linear_ternary_green_0_46_c42 m_CET_L14 = m_linear_ternary_green_0_46_c42 m_CET_L14_r = m_linear_ternary_green_0_46_c42_r palette['CET_L14'] = b_linear_ternary_green_0_46_c42 cm['CET_L14'] = m_linear_ternary_green_0_46_c42 cm['CET_L14_r'] = m_linear_ternary_green_0_46_c42_r register_cmap('cet_CET_L14',m_linear_ternary_green_0_46_c42) register_cmap('cet_CET_L14_r',m_linear_ternary_green_0_46_c42_r) linear_kryw_5_100_c64 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.080369, 0.066784, 0.064674], [0.092822, 0.067552, 0.063341], [0.10397, 0.06834, 0.06191], [0.11402, 0.069166, 0.060555], [0.12335, 0.069862, 0.059198], [0.13261, 0.070292, 0.057702], [0.14179, 0.070442, 0.056438], [0.15095, 0.070268, 0.055015], [0.16001, 0.069905, 0.053644], [0.16905, 0.069432, 0.052281], [0.17797, 0.068765, 0.050929], [0.18676, 0.067963, 0.049608], [0.19551, 0.06705, 0.048145], [0.20423, 0.066, 0.046785], [0.21283, 0.064845, 0.045348], [0.22141, 0.063566, 0.043893], [0.22991, 0.062103, 0.042492], [0.23838, 0.060521, 0.04109], [0.24679, 0.058793, 0.039622], [0.25516, 0.056921, 0.038174], [0.26346, 0.054829, 0.03674], [0.27169, 0.052601, 0.035359], [0.27989, 0.050287, 0.033739], [0.288, 0.047729, 0.032416], [0.29607, 0.045108, 0.031085], [0.30408, 0.042249, 0.02978], [0.31201, 0.03918, 0.028501], [0.3199, 0.03606, 0.027253], [0.32767, 0.032742, 0.026037], [0.33538, 0.029627, 0.024852], [0.34298, 0.026563, 0.023698], [0.3505, 0.023574, 0.022579], [0.3579, 0.0207, 0.021495], [0.36518, 0.01798, 0.020449], [0.37234, 0.015464, 0.019443], [0.37938, 0.013196, 0.018481], [0.38624, 0.011135, 0.017565], [0.39295, 0.0095033, 0.016699], [0.39946, 0.0083814, 0.015886], [0.4058, 0.0078194, 0.015132], [0.41198, 0.0076635, 0.014439], [0.41811, 0.0076226, 0.013789], [0.42426, 0.0075941, 0.013171], [0.43042, 0.0075784, 0.012613], [0.43658, 0.0075771, 0.012105], [0.44275, 0.0075916, 0.01156], [0.44893, 0.0076225, 0.01099], [0.45511, 0.0076698, 0.010514], [0.46129, 0.0077346, 0.010144], [0.46749, 0.0078179, 0.0098304], [0.47368, 0.0079218, 0.0095481], [0.4799, 0.0080473, 0.0092968], [0.4861, 0.0081943, 0.0090788], [0.49232, 0.0083639, 0.0088967], [0.49856, 0.0085577, 0.0087515], [0.50479, 0.008779, 0.0086465], [0.51102, 0.0090297, 0.0085815], [0.51728, 0.0093076, 0.0085522], [0.52353, 0.0096083, 0.0085576], [0.52979, 0.0099253, 0.0085974], [0.53605, 0.010269, 0.0086738], [0.54232, 0.010684, 0.0087889], [0.5486, 0.011214, 0.0089401], [0.55488, 0.01179, 0.0091252], [0.56117, 0.012305, 0.0093423], [0.56747, 0.012813, 0.0095893], [0.57376, 0.013386, 0.0098594], [0.58008, 0.013995, 0.010134], [0.5864, 0.014611, 0.010408], [0.59274, 0.015241, 0.010687], [0.59909, 0.015887, 0.010978], [0.60544, 0.016546, 0.011263], [0.61182, 0.017218, 0.011525], [0.61821, 0.017905, 0.011749], [0.62462, 0.018606, 0.011933], [0.63103, 0.019321, 0.012084], [0.63746, 0.020051, 0.012209], [0.64389, 0.020795, 0.01231], [0.65035, 0.021554, 0.012391], [0.65681, 0.022328, 0.01245], [0.66329, 0.023117, 0.01249], [0.66978, 0.023921, 0.012509], [0.67628, 0.024741, 0.012509], [0.68279, 0.025575, 0.012488], [0.68932, 0.026426, 0.012446], [0.69585, 0.027292, 0.012384], [0.7024, 0.028175, 0.012321], [0.70896, 0.029075, 0.012266], [0.71553, 0.029992, 0.01222], [0.7221, 0.030928, 0.012183], [0.7287, 0.031878, 0.012154], [0.7353, 0.032858, 0.012135], [0.74191, 0.033811, 0.012128], [0.74853, 0.035044, 0.012132], [0.75514, 0.036234, 0.01215], [0.76173, 0.037634, 0.012181], [0.76828, 0.039279, 0.012225], [0.77482, 0.041197, 0.012285], [0.78133, 0.043182, 0.01236], [0.7878, 0.045551, 0.01245], [0.79425, 0.048054, 0.012555], [0.80067, 0.050754, 0.012678], [0.80707, 0.053571, 0.012821], [0.81342, 0.056666, 0.012987], [0.81976, 0.059852, 0.013177], [0.82606, 0.063125, 0.01339], [0.83234, 0.066486, 0.013626], [0.83859, 0.070019, 0.013884], [0.84481, 0.073701, 0.014163], [0.85098, 0.077343, 0.014466], [0.85714, 0.081244, 0.014794], [0.86327, 0.085127, 0.015149], [0.86936, 0.089149, 0.015532], [0.87543, 0.093173, 0.015943], [0.88146, 0.097361, 0.016384], [0.88746, 0.10157, 0.016855], [0.89343, 0.10587, 0.017358], [0.89937, 0.11022, 0.017892], [0.90527, 0.11454, 0.01846], [0.91114, 0.11904, 0.019064], [0.91695, 0.12359, 0.019699], [0.92264, 0.12853, 0.020354], [0.92813, 0.13395, 0.021017], [0.93344, 0.13977, 0.021689], [0.93854, 0.14611, 0.02237], [0.94344, 0.1528, 0.023063], [0.94814, 0.15984, 0.023768], [0.95265, 0.16722, 0.024487], [0.95695, 0.17483, 0.025222], [0.96106, 0.18267, 0.025974], [0.96494, 0.19079, 0.026746], [0.96862, 0.19909, 0.02754], [0.97211, 0.20758, 0.028357], [0.97538, 0.21622, 0.029202], [0.97845, 0.22495, 0.030075], [0.98129, 0.23387, 0.030982], [0.98393, 0.24289, 0.03192], [0.98635, 0.25203, 0.032909], [0.98856, 0.26123, 0.033896], [0.99056, 0.27053, 0.035185], [0.99233, 0.27989, 0.036297], [0.99387, 0.28935, 0.037474], [0.99519, 0.29884, 0.038698], [0.9963, 0.30839, 0.039989], [0.99718, 0.31799, 0.041353], [0.99783, 0.32763, 0.042645], [0.99825, 0.33734, 0.044084], [0.99848, 0.34702, 0.045528], [0.99862, 0.35658, 0.047065], [0.99872, 0.36596, 0.048549], [0.99881, 0.37516, 0.05001], [0.99886, 0.38422, 0.051453], [0.99888, 0.39313, 0.052916], [0.99888, 0.40191, 0.054408], [0.99885, 0.41058, 0.05593], [0.9988, 0.41912, 0.057352], [0.99871, 0.42755, 0.058876], [0.9986, 0.43588, 0.060349], [0.99846, 0.44412, 0.061737], [0.99829, 0.45227, 0.063269], [0.99809, 0.46032, 0.064678], [0.99787, 0.46831, 0.066112], [0.99761, 0.47622, 0.067563], [0.99733, 0.48405, 0.069046], [0.99701, 0.49183, 0.070378], [0.99667, 0.49952, 0.071816], [0.9963, 0.50718, 0.073256], [0.9959, 0.51477, 0.074592], [0.99546, 0.52229, 0.075945], [0.995, 0.52978, 0.077303], [0.99451, 0.53722, 0.078672], [0.99398, 0.5446, 0.080052], [0.99343, 0.55194, 0.081445], [0.99284, 0.55923, 0.08275], [0.99221, 0.5665, 0.084159], [0.99153, 0.57372, 0.085535], [0.99079, 0.58093, 0.087222], [0.98999, 0.58811, 0.088926], [0.98913, 0.59528, 0.090807], [0.9882, 0.60242, 0.092757], [0.98722, 0.60955, 0.09496], [0.98617, 0.61665, 0.097148], [0.98506, 0.62374, 0.099536], [0.98388, 0.63081, 0.10204], [0.98264, 0.63786, 0.10462], [0.98133, 0.6449, 0.1074], [0.97995, 0.65193, 0.11026], [0.9785, 0.65893, 0.11321], [0.97698, 0.66593, 0.11625], [0.97539, 0.67291, 0.11938], [0.97373, 0.67987, 0.1226], [0.972, 0.68684, 0.126], [0.97019, 0.69378, 0.12941], [0.96831, 0.70072, 0.13295], [0.96635, 0.70764, 0.13654], [0.96431, 0.71455, 0.14025], [0.9622, 0.72146, 0.14405], [0.96001, 0.72836, 0.1479], [0.95774, 0.73524, 0.15182], [0.95538, 0.7421, 0.15586], [0.95297, 0.74897, 0.16005], [0.95072, 0.75572, 0.16525], [0.94897, 0.76218, 0.17245], [0.94775, 0.76837, 0.1816], [0.94697, 0.77433, 0.19225], [0.94657, 0.7801, 0.204], [0.94649, 0.78571, 0.21653], [0.94667, 0.79118, 0.22961], [0.94708, 0.79653, 0.24318], [0.94773, 0.80176, 0.2572], [0.94857, 0.80689, 0.2715], [0.94954, 0.81193, 0.28598], [0.95065, 0.81691, 0.30062], [0.95189, 0.82181, 0.31549], [0.95324, 0.82665, 0.33046], [0.95466, 0.83144, 0.3455], [0.95617, 0.83616, 0.3607], [0.95775, 0.84084, 0.37601], [0.95937, 0.84548, 0.39137], [0.96106, 0.85008, 0.40685], [0.96275, 0.85465, 0.42235], [0.9645, 0.85917, 0.43802], [0.96626, 0.86367, 0.45372], [0.96804, 0.86814, 0.46954], [0.96981, 0.87258, 0.4854], [0.97158, 0.87699, 0.50136], [0.97335, 0.88139, 0.5174], [0.9751, 0.88577, 0.53349], [0.97684, 0.89012, 0.54971], [0.97854, 0.89447, 0.56596], [0.98023, 0.89878, 0.58234], [0.98186, 0.90309, 0.59876], [0.98347, 0.90738, 0.61531], [0.98503, 0.91166, 0.6319], [0.98655, 0.91593, 0.64861], [0.98799, 0.92019, 0.66537], [0.9894, 0.92443, 0.68224], [0.99073, 0.92867, 0.69917], [0.99199, 0.9329, 0.71621], [0.99319, 0.93713, 0.73332], [0.9943, 0.94135, 0.7505], [0.99535, 0.94556, 0.76779], [0.99629, 0.94977, 0.78512], [0.99718, 0.95397, 0.8026], [0.99795, 0.95817, 0.8201], [0.99865, 0.96236, 0.83775], [0.99923, 0.96655, 0.85544], [0.99971, 0.97075, 0.87321], [1, 0.97493, 0.8911], [1, 0.97913, 0.90901], [1, 0.98331, 0.92711], [1, 0.9875, 0.94522], [1, 0.99168, 0.96339], [1, 0.99586, 0.98169], [0.99986, 1, 1], ] b_linear_kryw_5_100_c64 = bokeh_palette('linear_kryw_5_100_c64',linear_kryw_5_100_c64) m_linear_kryw_5_100_c64 = mpl_cm('linear_kryw_5_100_c64',linear_kryw_5_100_c64) m_linear_kryw_5_100_c64_r = mpl_cm('linear_kryw_5_100_c64_r',list(reversed(linear_kryw_5_100_c64))) diverging_bwr_55_98_c37 = [ # cmap_def [0.14124, 0.50092, 0.99811], [0.16238, 0.50425, 0.99811], [0.18106, 0.50758, 0.99811], [0.19801, 0.51092, 0.9981], [0.21361, 0.51428, 0.9981], [0.22813, 0.51763, 0.99809], [0.24174, 0.52099, 0.99808], [0.25463, 0.52437, 0.99807], [0.26685, 0.52775, 0.99806], [0.27856, 0.53114, 0.99805], [0.28978, 0.53454, 0.99803], [0.30057, 0.53795, 0.99801], [0.31101, 0.54135, 0.99799], [0.3211, 0.54477, 0.99796], [0.33087, 0.5482, 0.99794], [0.34039, 0.55164, 0.99791], [0.34964, 0.55507, 0.99788], [0.35865, 0.55852, 0.99784], [0.36746, 0.56199, 0.99781], [0.37609, 0.56544, 0.99777], [0.38451, 0.56891, 0.99773], [0.39277, 0.57239, 0.99769], [0.40089, 0.57588, 0.99764], [0.40883, 0.57937, 0.9976], [0.41665, 0.58286, 0.99755], [0.42433, 0.58637, 0.9975], [0.4319, 0.58987, 0.99744], [0.43933, 0.59339, 0.99739], [0.44667, 0.59692, 0.99733], [0.45389, 0.60045, 0.99727], [0.46103, 0.60399, 0.99721], [0.46806, 0.60753, 0.99714], [0.47502, 0.61108, 0.99707], [0.48188, 0.61463, 0.997], [0.48866, 0.6182, 0.99693], [0.49537, 0.62176, 0.99685], [0.502, 0.62534, 0.99677], [0.50857, 0.62892, 0.99669], [0.51505, 0.63251, 0.99661], [0.52148, 0.6361, 0.99653], [0.52785, 0.6397, 0.99644], [0.53415, 0.6433, 0.99635], [0.5404, 0.64691, 0.99626], [0.5466, 0.65053, 0.99616], [0.55274, 0.65415, 0.99606], [0.55883, 0.65778, 0.99596], [0.56487, 0.66141, 0.99586], [0.57086, 0.66505, 0.99575], [0.57682, 0.6687, 0.99565], [0.58271, 0.67235, 0.99554], [0.58857, 0.676, 0.99542], [0.59439, 0.67966, 0.99531], [0.60017, 0.68333, 0.99519], [0.60591, 0.687, 0.99507], [0.61162, 0.69067, 0.99494], [0.61728, 0.69436, 0.99482], [0.62292, 0.69805, 0.99469], [0.62852, 0.70174, 0.99455], [0.63408, 0.70544, 0.99442], [0.63961, 0.70915, 0.99428], [0.64511, 0.71285, 0.99414], [0.65058, 0.71657, 0.994], [0.65603, 0.72029, 0.99386], [0.66144, 0.72401, 0.99371], [0.66681, 0.72774, 0.99356], [0.67218, 0.73148, 0.9934], [0.67751, 0.73522, 0.99325], [0.68281, 0.73897, 0.99309], [0.6881, 0.74272, 0.99292], [0.69335, 0.74647, 0.99276], [0.69858, 0.75023, 0.99259], [0.70379, 0.754, 0.99242], [0.70899, 0.75776, 0.99224], [0.71414, 0.76154, 0.99207], [0.71929, 0.76532, 0.99189], [0.72442, 0.7691, 0.9917], [0.72952, 0.77289, 0.99152], [0.7346, 0.77668, 0.99133], [0.73967, 0.78048, 0.99114], [0.74471, 0.78429, 0.99094], [0.74973, 0.78809, 0.99074], [0.75475, 0.7919, 0.99054], [0.75973, 0.79572, 0.99034], [0.76471, 0.79954, 0.99013], [0.76967, 0.80336, 0.98992], [0.77461, 0.8072, 0.98971], [0.77953, 0.81103, 0.9895], [0.78445, 0.81486, 0.98928], [0.78934, 0.81871, 0.98905], [0.79422, 0.82256, 0.98883], [0.79908, 0.82641, 0.9886], [0.80393, 0.83027, 0.98836], [0.80877, 0.83413, 0.98813], [0.81358, 0.83799, 0.98789], [0.81839, 0.84186, 0.98765], [0.82319, 0.84573, 0.98741], [0.82797, 0.84962, 0.98716], [0.83274, 0.85349, 0.98691], [0.8375, 0.85738, 0.98666], [0.84224, 0.86127, 0.9864], [0.84697, 0.86516, 0.98614], [0.85169, 0.86907, 0.98588], [0.8564, 0.87297, 0.98561], [0.8611, 0.87687, 0.98534], [0.86579, 0.88079, 0.98507], [0.87046, 0.88471, 0.98479], [0.87513, 0.88863, 0.98451], [0.87979, 0.89255, 0.98422], [0.88444, 0.89648, 0.98394], [0.88907, 0.90041, 0.98364], [0.8937, 0.90434, 0.98335], [0.89831, 0.90829, 0.98305], [0.90292, 0.91223, 0.98275], [0.90752, 0.91617, 0.98245], [0.91211, 0.92012, 0.98214], [0.91669, 0.92408, 0.98183], [0.92126, 0.92804, 0.98152], [0.92582, 0.932, 0.9812], [0.93037, 0.93597, 0.98088], [0.93492, 0.93994, 0.98055], [0.93946, 0.94392, 0.98022], [0.94399, 0.9479, 0.97989], [0.94853, 0.95188, 0.97953], [0.95311, 0.95584, 0.97909], [0.95776, 0.95967, 0.97843], [0.9625, 0.96312, 0.97726], [0.9672, 0.9657, 0.97517], [0.97158, 0.96685, 0.97187], [0.97525, 0.96617, 0.96729], [0.97801, 0.96372, 0.96172], [0.97994, 0.95996, 0.9556], [0.9813, 0.95546, 0.94924], [0.98234, 0.95064, 0.94283], [0.98324, 0.94571, 0.93643], [0.98408, 0.94075, 0.93004], [0.98488, 0.93579, 0.92366], [0.98565, 0.93083, 0.9173], [0.98638, 0.92587, 0.91093], [0.98709, 0.92091, 0.90457], [0.98776, 0.91596, 0.89822], [0.98839, 0.91101, 0.89189], [0.98901, 0.90605, 0.88555], [0.98959, 0.9011, 0.87922], [0.99014, 0.89615, 0.87291], [0.99066, 0.89119, 0.8666], [0.99115, 0.88624, 0.8603], [0.99161, 0.88129, 0.85399], [0.99205, 0.87633, 0.84771], [0.99245, 0.87139, 0.84143], [0.99283, 0.86643, 0.83516], [0.99317, 0.86148, 0.82889], [0.99349, 0.85653, 0.82263], [0.99378, 0.85158, 0.81638], [0.99404, 0.84663, 0.81014], [0.99428, 0.84168, 0.80391], [0.99448, 0.83673, 0.79768], [0.99467, 0.83179, 0.79146], [0.99482, 0.82683, 0.78525], [0.99495, 0.82188, 0.77904], [0.99505, 0.81693, 0.77284], [0.99512, 0.81198, 0.76666], [0.99517, 0.80703, 0.76048], [0.99519, 0.80207, 0.75431], [0.99519, 0.79712, 0.74814], [0.99516, 0.79217, 0.74198], [0.9951, 0.78722, 0.73583], [0.99503, 0.78226, 0.72969], [0.99492, 0.77731, 0.72355], [0.99479, 0.77235, 0.71744], [0.99464, 0.76739, 0.71132], [0.99446, 0.76243, 0.7052], [0.99425, 0.75748, 0.6991], [0.99403, 0.75251, 0.69301], [0.99378, 0.74756, 0.68692], [0.9935, 0.7426, 0.68084], [0.9932, 0.73763, 0.67478], [0.99288, 0.73267, 0.66872], [0.99253, 0.72769, 0.66267], [0.99216, 0.72272, 0.65662], [0.99177, 0.71776, 0.65058], [0.99135, 0.71278, 0.64455], [0.99091, 0.7078, 0.63853], [0.99045, 0.70283, 0.63252], [0.98996, 0.69784, 0.62651], [0.98946, 0.69287, 0.62052], [0.98893, 0.68788, 0.61452], [0.98837, 0.68289, 0.60856], [0.9878, 0.6779, 0.60258], [0.98721, 0.67291, 0.59662], [0.98659, 0.66791, 0.59066], [0.98595, 0.66291, 0.58471], [0.98529, 0.65791, 0.57877], [0.98461, 0.65289, 0.57285], [0.9839, 0.64788, 0.56693], [0.98317, 0.64287, 0.561], [0.98243, 0.63785, 0.5551], [0.98166, 0.63283, 0.54921], [0.98087, 0.6278, 0.54332], [0.98006, 0.62277, 0.53744], [0.97923, 0.61772, 0.53156], [0.97838, 0.61268, 0.5257], [0.97751, 0.60764, 0.51984], [0.97662, 0.60258, 0.514], [0.97571, 0.59752, 0.50816], [0.97478, 0.59246, 0.50233], [0.97383, 0.58738, 0.4965], [0.97286, 0.5823, 0.4907], [0.97187, 0.57722, 0.48488], [0.97086, 0.57213, 0.47909], [0.96983, 0.56703, 0.47329], [0.96878, 0.56193, 0.46752], [0.96771, 0.55681, 0.46174], [0.96662, 0.55168, 0.45597], [0.96552, 0.54655, 0.45022], [0.96439, 0.5414, 0.44448], [0.96325, 0.53626, 0.43872], [0.96208, 0.53109, 0.433], [0.9609, 0.52593, 0.42728], [0.9597, 0.52074, 0.42155], [0.95849, 0.51554, 0.41584], [0.95724, 0.51034, 0.41015], [0.95599, 0.50513, 0.40444], [0.95472, 0.49989, 0.39876], [0.95343, 0.49466, 0.39308], [0.95211, 0.4894, 0.38741], [0.95079, 0.48413, 0.38175], [0.94944, 0.47885, 0.3761], [0.94808, 0.47355, 0.37044], [0.94669, 0.46823, 0.3648], [0.9453, 0.4629, 0.35917], [0.94388, 0.45756, 0.35354], [0.94245, 0.4522, 0.34793], [0.94099, 0.44681, 0.34231], [0.93953, 0.4414, 0.3367], [0.93804, 0.43598, 0.33109], [0.93654, 0.43053, 0.32549], [0.93502, 0.42506, 0.31992], [0.93348, 0.41957, 0.31433], [0.93192, 0.41405, 0.30876], [0.93036, 0.4085, 0.30317], [0.92877, 0.40293, 0.29761], [0.92717, 0.39733, 0.29205], [0.92555, 0.39171, 0.28648], [0.92391, 0.38604, 0.28092], [0.92226, 0.38036, 0.2754], [0.92059, 0.37463, 0.26985], [0.91891, 0.36887, 0.2643], [0.91721, 0.36306, 0.25876], [0.91549, 0.35724, 0.25322], [0.91376, 0.35135, 0.24768], [0.91201, 0.34542, 0.24214], [0.91025, 0.33945, 0.23661], [0.90847, 0.33343, 0.23107], [0.90668, 0.32733, 0.22552], [0.90487, 0.32121, 0.21999], [0.90304, 0.31501, 0.21443], ] b_diverging_bwr_55_98_c37 = bokeh_palette('diverging_bwr_55_98_c37',diverging_bwr_55_98_c37) m_diverging_bwr_55_98_c37 = mpl_cm('diverging_bwr_55_98_c37',diverging_bwr_55_98_c37) m_diverging_bwr_55_98_c37_r = mpl_cm('diverging_bwr_55_98_c37_r',list(reversed(diverging_bwr_55_98_c37))) CET_D9 = b_diverging_bwr_55_98_c37 m_CET_D9 = m_diverging_bwr_55_98_c37 m_CET_D9_r = m_diverging_bwr_55_98_c37_r palette['CET_D9'] = b_diverging_bwr_55_98_c37 cm['CET_D9'] = m_diverging_bwr_55_98_c37 cm['CET_D9_r'] = m_diverging_bwr_55_98_c37_r register_cmap('cet_CET_D9',m_diverging_bwr_55_98_c37) register_cmap('cet_CET_D9_r',m_diverging_bwr_55_98_c37_r) cyclic_mygbm_30_95_c78_s25 = [ # cmap_def [0.18062, 0.13244, 0.91856], [0.19173, 0.12446, 0.92396], [0.20389, 0.11765, 0.92889], [0.21681, 0.11214, 0.93335], [0.23028, 0.10794, 0.93739], [0.24417, 0.10525, 0.94101], [0.25828, 0.10403, 0.94425], [0.27246, 0.10417, 0.94716], [0.28659, 0.1056, 0.94977], [0.30059, 0.10807, 0.95212], [0.3144, 0.11153, 0.95426], [0.32796, 0.11565, 0.95622], [0.34126, 0.12031, 0.95803], [0.35426, 0.12544, 0.95973], [0.36698, 0.13084, 0.96134], [0.37942, 0.13637, 0.96288], [0.3916, 0.1421, 0.96436], [0.40352, 0.14786, 0.96581], [0.4152, 0.15363, 0.96722], [0.42669, 0.15941, 0.9686], [0.43799, 0.16515, 0.96996], [0.44913, 0.17088, 0.97129], [0.46013, 0.1765, 0.97261], [0.47106, 0.18204, 0.97389], [0.48191, 0.18751, 0.97514], [0.49273, 0.1928, 0.97635], [0.50357, 0.19798, 0.97752], [0.51446, 0.20302, 0.97863], [0.52541, 0.2079, 0.97969], [0.53647, 0.21259, 0.98067], [0.54767, 0.21709, 0.98157], [0.55903, 0.22137, 0.98238], [0.57057, 0.22542, 0.9831], [0.5823, 0.22925, 0.98372], [0.59423, 0.23284, 0.98424], [0.60636, 0.23623, 0.98465], [0.61868, 0.23935, 0.98497], [0.63116, 0.24227, 0.98518], [0.64379, 0.24496, 0.9853], [0.65656, 0.2475, 0.98533], [0.66943, 0.24982, 0.98527], [0.68237, 0.25203, 0.98515], [0.69537, 0.25408, 0.98496], [0.70839, 0.25601, 0.98471], [0.72139, 0.25786, 0.98441], [0.73437, 0.25968, 0.98405], [0.74728, 0.26143, 0.98365], [0.76012, 0.26319, 0.98321], [0.77286, 0.26494, 0.98271], [0.78548, 0.26676, 0.98216], [0.79794, 0.26867, 0.98153], [0.81023, 0.27069, 0.98082], [0.82233, 0.27285, 0.98001], [0.83418, 0.27525, 0.97905], [0.84576, 0.27791, 0.97793], [0.85702, 0.28089, 0.97661], [0.86794, 0.2843, 0.97504], [0.87845, 0.28819, 0.97317], [0.88852, 0.29263, 0.97097], [0.8981, 0.29768, 0.96837], [0.90717, 0.3034, 0.96533], [0.91567, 0.30984, 0.96182], [0.92361, 0.317, 0.9578], [0.93095, 0.32489, 0.95323], [0.93769, 0.33352, 0.94809], [0.94383, 0.34283, 0.94239], [0.94939, 0.35275, 0.93613], [0.95439, 0.36323, 0.92931], [0.95886, 0.37422, 0.92198], [0.96283, 0.38558, 0.91416], [0.96634, 0.39727, 0.90588], [0.96944, 0.40921, 0.89721], [0.97216, 0.4213, 0.88817], [0.97454, 0.4335, 0.87883], [0.97663, 0.44573, 0.86923], [0.97845, 0.45797, 0.8594], [0.98004, 0.47017, 0.84939], [0.98142, 0.48228, 0.83922], [0.98262, 0.4943, 0.82894], [0.98364, 0.5062, 0.81854], [0.98453, 0.51799, 0.80808], [0.98527, 0.52964, 0.79753], [0.98588, 0.54116, 0.78694], [0.98637, 0.55255, 0.77629], [0.98676, 0.56382, 0.76559], [0.98704, 0.57494, 0.75486], [0.98722, 0.58595, 0.74407], [0.98733, 0.59683, 0.73326], [0.98736, 0.60758, 0.72241], [0.98732, 0.61821, 0.71153], [0.98723, 0.62871, 0.7006], [0.9871, 0.63909, 0.68965], [0.98694, 0.64936, 0.67864], [0.98677, 0.65949, 0.66762], [0.9866, 0.6695, 0.65654], [0.98644, 0.67938, 0.64543], [0.9863, 0.68916, 0.63428], [0.98621, 0.69879, 0.62309], [0.98616, 0.70831, 0.61184], [0.98617, 0.71772, 0.60055], [0.98624, 0.727, 0.5892], [0.98636, 0.73618, 0.57779], [0.98653, 0.74526, 0.56632], [0.98675, 0.75426, 0.55476], [0.98702, 0.76315, 0.54311], [0.98731, 0.77198, 0.53134], [0.98761, 0.78074, 0.51946], [0.98792, 0.78944, 0.50744], [0.9882, 0.79807, 0.49526], [0.98845, 0.80666, 0.48291], [0.98864, 0.81518, 0.47039], [0.98875, 0.82365, 0.45765], [0.98875, 0.83206, 0.4447], [0.98863, 0.84039, 0.43151], [0.98834, 0.84863, 0.41804], [0.98786, 0.85677, 0.40433], [0.98715, 0.86476, 0.39033], [0.98616, 0.87259, 0.37607], [0.98485, 0.8802, 0.36152], [0.98316, 0.88754, 0.3467], [0.98105, 0.89458, 0.33163], [0.97845, 0.90123, 0.31637], [0.97534, 0.90744, 0.30092], [0.97166, 0.91315, 0.28537], [0.96737, 0.91831, 0.26983], [0.96244, 0.92285, 0.25432], [0.95686, 0.92672, 0.23895], [0.95064, 0.9299, 0.22388], [0.94377, 0.93236, 0.2092], [0.93628, 0.9341, 0.19506], [0.9282, 0.93512, 0.18153], [0.91959, 0.93544, 0.16884], [0.91047, 0.9351, 0.15697], [0.90091, 0.93414, 0.1461], [0.89097, 0.93263, 0.13623], [0.8807, 0.93061, 0.12747], [0.87014, 0.92815, 0.11977], [0.85937, 0.92531, 0.11315], [0.8484, 0.92216, 0.10742], [0.83729, 0.91874, 0.10257], [0.82605, 0.91511, 0.098502], [0.81472, 0.91132, 0.095091], [0.80332, 0.90739, 0.092162], [0.79187, 0.90336, 0.089659], [0.78036, 0.89925, 0.087518], [0.76881, 0.89508, 0.08551], [0.75723, 0.89086, 0.083837], [0.74562, 0.88662, 0.082243], [0.73398, 0.88235, 0.080673], [0.7223, 0.87807, 0.079194], [0.7106, 0.87376, 0.077792], [0.69886, 0.86946, 0.076415], [0.6871, 0.86514, 0.075063], [0.67529, 0.86082, 0.073757], [0.66346, 0.85649, 0.072319], [0.65156, 0.85215, 0.071005], [0.63963, 0.8478, 0.069678], [0.62764, 0.84345, 0.068313], [0.6156, 0.83909, 0.066946], [0.60351, 0.83473, 0.065602], [0.59134, 0.83035, 0.064284], [0.57911, 0.82597, 0.063016], [0.56681, 0.82158, 0.061599], [0.55443, 0.81718, 0.060374], [0.54195, 0.81278, 0.059088], [0.5294, 0.80837, 0.057695], [0.51672, 0.80395, 0.056522], [0.50395, 0.79952, 0.055189], [0.49106, 0.79508, 0.053903], [0.47801, 0.79064, 0.052644], [0.46484, 0.78619, 0.051424], [0.45151, 0.78173, 0.050257], [0.43803, 0.77726, 0.04922], [0.42437, 0.77277, 0.04812], [0.41056, 0.76827, 0.047322], [0.39656, 0.76375, 0.04674], [0.38239, 0.75922, 0.046427], [0.36808, 0.75466, 0.046596], [0.35361, 0.75006, 0.047299], [0.33906, 0.74543, 0.04874], [0.32443, 0.74075, 0.050897], [0.30984, 0.73602, 0.054069], [0.29532, 0.73122, 0.058336], [0.28105, 0.72634, 0.063783], [0.26717, 0.72137, 0.070322], [0.25387, 0.71631, 0.077992], [0.24134, 0.71112, 0.08687], [0.22981, 0.7058, 0.096608], [0.21961, 0.70035, 0.10741], [0.21092, 0.69475, 0.11899], [0.204, 0.68901, 0.13129], [0.19894, 0.6831, 0.14422], [0.19593, 0.67703, 0.15768], [0.19486, 0.67081, 0.17161], [0.1956, 0.66443, 0.18594], [0.19795, 0.65791, 0.2005], [0.20163, 0.65125, 0.21533], [0.20639, 0.64446, 0.2303], [0.21183, 0.63756, 0.24538], [0.21771, 0.63057, 0.26052], [0.22381, 0.62348, 0.27565], [0.22992, 0.61632, 0.29071], [0.23593, 0.6091, 0.30574], [0.24162, 0.60182, 0.32064], [0.24693, 0.5945, 0.33543], [0.25184, 0.58716, 0.35008], [0.25622, 0.5798, 0.36459], [0.26011, 0.57242, 0.37897], [0.26346, 0.56501, 0.3932], [0.26624, 0.55762, 0.4073], [0.26846, 0.55021, 0.42127], [0.27013, 0.5428, 0.43513], [0.27122, 0.53539, 0.44886], [0.27173, 0.52798, 0.46247], [0.2717, 0.52057, 0.476], [0.27112, 0.51317, 0.48942], [0.26997, 0.50576, 0.50275], [0.26823, 0.49837, 0.516], [0.26598, 0.49096, 0.52919], [0.26316, 0.48352, 0.54228], [0.25982, 0.4761, 0.55529], [0.25594, 0.46864, 0.56822], [0.25162, 0.46117, 0.58105], [0.2468, 0.45365, 0.5938], [0.24161, 0.44609, 0.60643], [0.23605, 0.43849, 0.61894], [0.23017, 0.43081, 0.63131], [0.2241, 0.42303, 0.64353], [0.21793, 0.41517, 0.6556], [0.2117, 0.40718, 0.66749], [0.2055, 0.39906, 0.67919], [0.19945, 0.39079, 0.6907], [0.19367, 0.38234, 0.70201], [0.18818, 0.37372, 0.71312], [0.183, 0.36488, 0.72404], [0.17829, 0.35585, 0.73477], [0.17392, 0.34657, 0.7453], [0.16999, 0.33707, 0.75566], [0.16639, 0.32732, 0.76586], [0.16312, 0.31735, 0.7759], [0.16005, 0.30712, 0.78581], [0.15724, 0.29667, 0.79557], [0.15457, 0.28595, 0.80522], [0.15202, 0.27505, 0.81474], [0.14966, 0.26395, 0.82414], [0.14744, 0.25264, 0.8334], [0.14554, 0.24118, 0.84252], [0.14402, 0.2296, 0.85145], [0.14312, 0.218, 0.86019], [0.14305, 0.20639, 0.86869], [0.14404, 0.19481, 0.87691], [0.1463, 0.18336, 0.88484], [0.15007, 0.17219, 0.89241], [0.15537, 0.1614, 0.8996], [0.1623, 0.15103, 0.90637], [0.17075, 0.14136, 0.9127], ] b_cyclic_mygbm_30_95_c78_s25 = bokeh_palette('cyclic_mygbm_30_95_c78_s25',cyclic_mygbm_30_95_c78_s25) m_cyclic_mygbm_30_95_c78_s25 = mpl_cm('cyclic_mygbm_30_95_c78_s25',cyclic_mygbm_30_95_c78_s25) m_cyclic_mygbm_30_95_c78_s25_r = mpl_cm('cyclic_mygbm_30_95_c78_s25_r',list(reversed(cyclic_mygbm_30_95_c78_s25))) colorwheel = b_cyclic_mygbm_30_95_c78_s25 m_colorwheel = m_cyclic_mygbm_30_95_c78_s25 m_colorwheel_r = m_cyclic_mygbm_30_95_c78_s25_r palette['colorwheel'] = b_cyclic_mygbm_30_95_c78_s25 palette_n['colorwheel'] = b_cyclic_mygbm_30_95_c78_s25 cm['colorwheel'] = m_cyclic_mygbm_30_95_c78_s25 cm['colorwheel_r'] = m_cyclic_mygbm_30_95_c78_s25_r cm_n['colorwheel'] = mpl_cm('colorwheel',cyclic_mygbm_30_95_c78_s25) cm_n['colorwheel_r'] = mpl_cm('colorwheel_r',list(reversed(cyclic_mygbm_30_95_c78_s25))) CET_C2s = b_cyclic_mygbm_30_95_c78_s25 m_CET_C2s = m_cyclic_mygbm_30_95_c78_s25 m_CET_C2s_r = m_cyclic_mygbm_30_95_c78_s25_r palette['CET_C2s'] = b_cyclic_mygbm_30_95_c78_s25 cm['CET_C2s'] = m_cyclic_mygbm_30_95_c78_s25 cm['CET_C2s_r'] = m_cyclic_mygbm_30_95_c78_s25_r register_cmap('cet_CET_C2s',m_cyclic_mygbm_30_95_c78_s25) register_cmap('cet_CET_C2s_r',m_cyclic_mygbm_30_95_c78_s25_r) diverging_rainbow_bgymr_45_85_c67 = [ # cmap_def [0.032081, 0.36182, 0.97348], [0.05836, 0.37092, 0.95845], [0.075961, 0.37984, 0.94345], [0.088784, 0.38858, 0.92847], [0.098335, 0.39714, 0.91352], [0.10538, 0.40555, 0.89858], [0.1105, 0.4138, 0.88367], [0.1138, 0.42191, 0.86877], [0.11557, 0.4299, 0.85388], [0.11592, 0.43777, 0.83902], [0.11487, 0.44549, 0.82416], [0.11266, 0.45311, 0.80932], [0.10918, 0.46059, 0.79447], [0.10455, 0.46796, 0.77961], [0.099069, 0.47521, 0.76474], [0.092835, 0.4823, 0.74982], [0.08633, 0.48923, 0.73486], [0.080053, 0.496, 0.71982], [0.074782, 0.50259, 0.70469], [0.071457, 0.50899, 0.68944], [0.07085, 0.51517, 0.67403], [0.073695, 0.52113, 0.65846], [0.079835, 0.52688, 0.64271], [0.089012, 0.5324, 0.62676], [0.10026, 0.53772, 0.61062], [0.11288, 0.54284, 0.59428], [0.126, 0.54779, 0.57774], [0.1391, 0.55261, 0.56104], [0.15183, 0.55732, 0.54417], [0.16388, 0.56193, 0.52714], [0.17497, 0.56648, 0.50997], [0.18508, 0.57098, 0.49266], [0.19412, 0.57547, 0.47524], [0.20204, 0.57994, 0.45766], [0.20895, 0.58441, 0.43995], [0.21483, 0.58888, 0.4221], [0.21979, 0.59337, 0.40411], [0.22384, 0.59785, 0.38597], [0.22711, 0.60234, 0.36769], [0.22964, 0.60683, 0.3493], [0.23163, 0.6113, 0.33081], [0.23311, 0.61574, 0.3123], [0.23437, 0.62014, 0.29385], [0.23553, 0.62448, 0.27559], [0.23686, 0.62873, 0.25761], [0.23856, 0.63287, 0.24012], [0.24094, 0.63689, 0.22333], [0.24418, 0.64076, 0.2074], [0.2485, 0.64447, 0.19256], [0.25393, 0.64801, 0.17902], [0.26052, 0.65139, 0.16694], [0.26821, 0.65459, 0.15642], [0.2769, 0.65765, 0.14749], [0.28638, 0.66054, 0.14012], [0.29654, 0.66333, 0.13429], [0.30712, 0.666, 0.12971], [0.318, 0.6686, 0.12623], [0.32904, 0.67112, 0.12356], [0.34011, 0.6736, 0.12159], [0.35116, 0.67603, 0.1201], [0.36212, 0.67844, 0.11895], [0.37296, 0.68081, 0.11798], [0.38369, 0.68318, 0.11711], [0.39426, 0.68554, 0.11638], [0.40469, 0.68788, 0.11563], [0.415, 0.69021, 0.11486], [0.42518, 0.69254, 0.11414], [0.43523, 0.69484, 0.11344], [0.44516, 0.69715, 0.11268], [0.455, 0.69945, 0.1119], [0.46473, 0.70173, 0.11112], [0.47437, 0.70402, 0.11034], [0.48392, 0.7063, 0.10954], [0.4934, 0.70856, 0.10866], [0.50281, 0.71081, 0.10783], [0.51215, 0.71306, 0.10703], [0.52142, 0.7153, 0.10617], [0.53064, 0.71754, 0.10523], [0.53978, 0.71976, 0.10434], [0.5489, 0.72197, 0.10349], [0.55794, 0.72417, 0.10255], [0.56694, 0.72637, 0.1016], [0.5759, 0.72856, 0.10065], [0.58481, 0.73074, 0.099684], [0.59368, 0.73292, 0.098715], [0.60252, 0.73509, 0.097735], [0.61132, 0.73724, 0.096645], [0.62009, 0.73939, 0.095664], [0.62882, 0.74152, 0.094646], [0.63752, 0.74366, 0.09351], [0.64619, 0.74578, 0.092435], [0.65483, 0.7479, 0.091367], [0.66346, 0.75, 0.090209], [0.67205, 0.7521, 0.089055], [0.68061, 0.75419, 0.087892], [0.68917, 0.75627, 0.086685], [0.69769, 0.75835, 0.085411], [0.7062, 0.76041, 0.084247], [0.71468, 0.76246, 0.082921], [0.72315, 0.76451, 0.081681], [0.73161, 0.76655, 0.0803], [0.74005, 0.76858, 0.078922], [0.74847, 0.77061, 0.077534], [0.75687, 0.77262, 0.076136], [0.76527, 0.77462, 0.074724], [0.77364, 0.77663, 0.07331], [0.78201, 0.77861, 0.071765], [0.79036, 0.78059, 0.070194], [0.7987, 0.78257, 0.068669], [0.80704, 0.78453, 0.067], [0.81535, 0.78649, 0.065324], [0.82366, 0.78843, 0.063634], [0.83198, 0.79037, 0.061832], [0.84029, 0.7923, 0.060168], [0.84859, 0.7942, 0.058382], [0.85689, 0.79607, 0.056834], [0.8652, 0.79789, 0.055378], [0.87351, 0.79966, 0.054292], [0.88182, 0.80132, 0.053775], [0.89012, 0.80285, 0.054093], [0.8984, 0.8042, 0.055566], [0.90662, 0.8053, 0.058415], [0.91475, 0.80608, 0.063031], [0.92272, 0.80648, 0.069366], [0.93047, 0.80641, 0.077301], [0.9379, 0.80582, 0.08703], [0.94493, 0.80465, 0.097983], [0.95147, 0.80288, 0.10998], [0.95744, 0.80051, 0.12259], [0.9628, 0.79755, 0.1357], [0.9675, 0.79406, 0.14898], [0.97155, 0.79007, 0.16223], [0.97499, 0.78567, 0.17523], [0.97786, 0.78094, 0.18795], [0.98025, 0.77593, 0.20021], [0.98222, 0.77073, 0.21212], [0.98385, 0.76537, 0.22355], [0.98522, 0.75991, 0.23457], [0.98638, 0.75438, 0.24514], [0.9874, 0.74879, 0.25538], [0.98831, 0.74317, 0.26524], [0.98914, 0.73751, 0.27479], [0.98991, 0.73185, 0.28406], [0.99062, 0.72616, 0.29307], [0.9913, 0.72045, 0.30183], [0.99194, 0.71474, 0.3104], [0.99255, 0.70902, 0.31874], [0.99314, 0.70327, 0.32691], [0.99369, 0.6975, 0.33494], [0.99421, 0.69172, 0.34279], [0.9947, 0.68593, 0.35051], [0.99516, 0.68011, 0.35809], [0.9956, 0.67428, 0.36554], [0.996, 0.66843, 0.37289], [0.99638, 0.66256, 0.38013], [0.99672, 0.65667, 0.38727], [0.99704, 0.65075, 0.39432], [0.99732, 0.64482, 0.40128], [0.99758, 0.63886, 0.40815], [0.99781, 0.63289, 0.41495], [0.99801, 0.62688, 0.42166], [0.99818, 0.62086, 0.42832], [0.99832, 0.6148, 0.43492], [0.99843, 0.60874, 0.44143], [0.99851, 0.60262, 0.44789], [0.99857, 0.59649, 0.45431], [0.99859, 0.59033, 0.46065], [0.99858, 0.58414, 0.46696], [0.99855, 0.57791, 0.4732], [0.99848, 0.57166, 0.47942], [0.99839, 0.56537, 0.48557], [0.99827, 0.55905, 0.4917], [0.99812, 0.5527, 0.49778], [0.99793, 0.54631, 0.50381], [0.99772, 0.53987, 0.50981], [0.99748, 0.53339, 0.51577], [0.99721, 0.52689, 0.52171], [0.99692, 0.52032, 0.52761], [0.99659, 0.51372, 0.53348], [0.99623, 0.50706, 0.53932], [0.99585, 0.50036, 0.54514], [0.99543, 0.4936, 0.55092], [0.99499, 0.4868, 0.55668], [0.99451, 0.47994, 0.56242], [0.99401, 0.473, 0.56813], [0.99348, 0.46601, 0.57381], [0.99292, 0.45897, 0.57948], [0.99232, 0.45185, 0.58513], [0.9917, 0.44466, 0.59074], [0.99105, 0.43739, 0.59635], [0.99036, 0.43003, 0.60193], [0.98965, 0.42258, 0.60751], [0.98891, 0.41506, 0.61304], [0.98813, 0.40745, 0.61855], [0.98733, 0.39973, 0.62399], [0.98649, 0.39194, 0.62934], [0.98562, 0.38405, 0.63457], [0.98472, 0.37608, 0.63961], [0.98378, 0.36804, 0.64438], [0.98281, 0.35995, 0.64878], [0.98181, 0.35183, 0.65266], [0.98078, 0.34373, 0.65588], [0.97973, 0.3357, 0.65825], [0.97864, 0.32775, 0.65959], [0.97754, 0.31999, 0.65974], [0.97642, 0.3124, 0.65853], [0.97528, 0.30511, 0.65589], [0.97411, 0.29808, 0.65173], [0.97292, 0.2914, 0.64606], [0.97169, 0.285, 0.63895], [0.97041, 0.27897, 0.63052], [0.96907, 0.2732, 0.62092], [0.96766, 0.26768, 0.61031], [0.96618, 0.26243, 0.5989], [0.96461, 0.25735, 0.58686], [0.96297, 0.2524, 0.57435], [0.96124, 0.24756, 0.56152], [0.95942, 0.24278, 0.54846], [0.95753, 0.23806, 0.53526], [0.95556, 0.23335, 0.52198], [0.95351, 0.22869, 0.50869], [0.95138, 0.22398, 0.49537], [0.94918, 0.2193, 0.48207], [0.94691, 0.21459, 0.4688], [0.94457, 0.20987, 0.45555], [0.94216, 0.20512, 0.44234], [0.93968, 0.20033, 0.42915], [0.93714, 0.19555, 0.416], [0.93453, 0.19073, 0.40287], [0.93185, 0.1859, 0.38976], [0.92911, 0.18098, 0.3767], [0.92631, 0.17605, 0.36362], [0.92345, 0.17111, 0.35059], [0.92052, 0.16609, 0.33755], [0.91755, 0.16106, 0.32451], [0.9145, 0.15595, 0.31148], [0.9114, 0.15076, 0.29845], [0.90825, 0.14556, 0.2854], [0.90503, 0.1402, 0.27233], [0.90176, 0.13484, 0.25926], [0.89844, 0.12932, 0.24609], [0.89507, 0.12371, 0.23288], [0.89164, 0.11805, 0.21961], [0.88816, 0.11221, 0.20623], [0.88463, 0.10623, 0.19268], [0.88106, 0.10002, 0.17898], [0.87743, 0.093639, 0.16503], [0.87376, 0.087085, 0.15083], [0.87004, 0.08013, 0.13619], [0.86629, 0.072935, 0.12107], [0.86249, 0.065249, 0.10524], [0.85864, 0.057063, 0.088412], [0.85476, 0.048151, 0.069991], [0.85083, 0.038404, 0.048987], [0.84687, 0.028128, 0.024389], [0.84287, 0.018301, 0.0015175], ] b_diverging_rainbow_bgymr_45_85_c67 = bokeh_palette('diverging_rainbow_bgymr_45_85_c67',diverging_rainbow_bgymr_45_85_c67) m_diverging_rainbow_bgymr_45_85_c67 = mpl_cm('diverging_rainbow_bgymr_45_85_c67',diverging_rainbow_bgymr_45_85_c67) m_diverging_rainbow_bgymr_45_85_c67_r = mpl_cm('diverging_rainbow_bgymr_45_85_c67_r',list(reversed(diverging_rainbow_bgymr_45_85_c67))) CET_R3 = b_diverging_rainbow_bgymr_45_85_c67 m_CET_R3 = m_diverging_rainbow_bgymr_45_85_c67 m_CET_R3_r = m_diverging_rainbow_bgymr_45_85_c67_r palette['CET_R3'] = b_diverging_rainbow_bgymr_45_85_c67 cm['CET_R3'] = m_diverging_rainbow_bgymr_45_85_c67 cm['CET_R3_r'] = m_diverging_rainbow_bgymr_45_85_c67_r register_cmap('cet_CET_R3',m_diverging_rainbow_bgymr_45_85_c67) register_cmap('cet_CET_R3_r',m_diverging_rainbow_bgymr_45_85_c67_r) linear_bgyw_15_100_c68 = [ # cmap_def [0.10261, 0, 0.52493], [0.10283, 0, 0.53197], [0.10301, 0, 0.53902], [0.10318, 0.0009426, 0.54604], [0.10333, 0.0032938, 0.55302], [0.10346, 0.0057773, 0.56], [0.10358, 0.0084209, 0.56694], [0.10367, 0.01129, 0.57386], [0.10377, 0.014338, 0.58073], [0.10383, 0.017402, 0.5876], [0.1039, 0.020685, 0.59441], [0.10395, 0.024094, 0.60121], [0.10399, 0.027709, 0.60797], [0.10402, 0.031481, 0.61469], [0.10405, 0.035677, 0.62137], [0.10407, 0.039812, 0.62802], [0.10409, 0.043972, 0.63463], [0.1041, 0.048145, 0.64118], [0.10411, 0.052249, 0.64771], [0.10412, 0.056438, 0.65417], [0.10412, 0.060474, 0.66061], [0.10414, 0.064518, 0.66698], [0.10414, 0.068586, 0.67332], [0.10416, 0.072559, 0.67957], [0.10417, 0.076535, 0.68581], [0.1042, 0.080591, 0.69196], [0.10423, 0.084636, 0.69806], [0.10427, 0.088643, 0.7041], [0.10432, 0.092635, 0.71007], [0.10438, 0.096648, 0.71599], [0.10445, 0.10074, 0.72181], [0.10454, 0.10477, 0.72759], [0.10466, 0.1089, 0.73327], [0.10478, 0.11303, 0.73891], [0.10495, 0.11711, 0.74441], [0.10512, 0.12123, 0.74987], [0.10534, 0.12546, 0.75522], [0.10558, 0.12966, 0.76048], [0.10584, 0.13388, 0.76566], [0.10615, 0.13816, 0.77071], [0.10646, 0.14242, 0.77569], [0.10681, 0.14674, 0.78053], [0.10717, 0.15111, 0.78527], [0.10755, 0.15551, 0.7899], [0.10798, 0.15993, 0.79438], [0.10845, 0.16445, 0.79875], [0.10901, 0.16898, 0.80298], [0.10961, 0.17353, 0.80705], [0.1102, 0.17818, 0.81099], [0.11082, 0.1828, 0.81477], [0.1115, 0.18758, 0.81836], [0.11222, 0.19233, 0.82179], [0.11298, 0.19716, 0.82505], [0.11375, 0.20204, 0.82808], [0.11454, 0.20704, 0.83091], [0.11544, 0.21207, 0.83352], [0.11636, 0.21715, 0.83593], [0.11726, 0.22231, 0.83805], [0.11827, 0.22758, 0.83989], [0.11923, 0.23291, 0.84144], [0.12022, 0.23833, 0.84271], [0.12122, 0.24384, 0.84364], [0.12223, 0.24946, 0.84423], [0.12325, 0.2552, 0.84442], [0.12427, 0.26103, 0.84418], [0.12527, 0.26698, 0.84347], [0.12622, 0.2731, 0.84224], [0.12705, 0.27937, 0.84043], [0.12787, 0.28578, 0.83797], [0.12853, 0.2924, 0.83479], [0.129, 0.29923, 0.8308], [0.12928, 0.30627, 0.82589], [0.12926, 0.31358, 0.81986], [0.12882, 0.3212, 0.8125], [0.12785, 0.32922, 0.80355], [0.12621, 0.33765, 0.79274], [0.1245, 0.34613, 0.78084], [0.12367, 0.35431, 0.76889], [0.12366, 0.36214, 0.75705], [0.12444, 0.36966, 0.74532], [0.12594, 0.37693, 0.7337], [0.12792, 0.38394, 0.72217], [0.13044, 0.39074, 0.71074], [0.13327, 0.39733, 0.69939], [0.13642, 0.40376, 0.68814], [0.13984, 0.41001, 0.67697], [0.14348, 0.41611, 0.66586], [0.14722, 0.42207, 0.65483], [0.15108, 0.42792, 0.64387], [0.15499, 0.43363, 0.63298], [0.15896, 0.43925, 0.62214], [0.16291, 0.44478, 0.61137], [0.16687, 0.4502, 0.60064], [0.17081, 0.45554, 0.58996], [0.17471, 0.4608, 0.57934], [0.17858, 0.46599, 0.56874], [0.18239, 0.47111, 0.55819], [0.18617, 0.47617, 0.54768], [0.18985, 0.48116, 0.53721], [0.19353, 0.4861, 0.52675], [0.19713, 0.491, 0.51631], [0.20061, 0.49582, 0.50589], [0.20411, 0.50061, 0.4955], [0.20751, 0.50535, 0.48511], [0.21087, 0.51006, 0.47474], [0.21416, 0.51473, 0.46436], [0.21738, 0.51936, 0.45396], [0.22058, 0.52395, 0.44356], [0.2237, 0.52851, 0.43315], [0.22681, 0.53303, 0.42271], [0.22982, 0.53753, 0.41226], [0.23283, 0.54198, 0.40175], [0.23581, 0.54643, 0.39121], [0.23872, 0.55083, 0.38071], [0.24169, 0.55518, 0.37044], [0.24469, 0.55949, 0.3605], [0.24781, 0.56374, 0.35089], [0.25097, 0.56793, 0.34154], [0.25425, 0.57208, 0.33247], [0.25761, 0.5762, 0.32363], [0.26111, 0.58025, 0.31505], [0.26472, 0.58427, 0.3067], [0.26848, 0.58825, 0.29856], [0.27234, 0.5922, 0.29062], [0.27639, 0.5961, 0.28291], [0.28053, 0.59996, 0.27535], [0.28484, 0.6038, 0.26796], [0.28931, 0.60759, 0.26077], [0.29388, 0.61135, 0.25373], [0.29862, 0.61508, 0.24682], [0.3035, 0.61878, 0.24008], [0.30855, 0.62243, 0.23349], [0.31372, 0.62607, 0.22707], [0.31901, 0.62967, 0.22077], [0.32444, 0.63324, 0.21455], [0.33002, 0.63679, 0.20847], [0.3357, 0.6403, 0.20249], [0.3415, 0.64378, 0.19666], [0.34744, 0.64724, 0.1909], [0.35349, 0.65066, 0.18533], [0.35968, 0.65406, 0.17981], [0.36597, 0.65744, 0.17443], [0.37234, 0.66078, 0.16914], [0.37883, 0.6641, 0.16394], [0.38543, 0.6674, 0.15885], [0.39215, 0.67066, 0.15389], [0.39895, 0.6739, 0.14907], [0.40585, 0.67712, 0.14434], [0.41283, 0.6803, 0.13966], [0.41989, 0.68346, 0.13522], [0.42707, 0.6866, 0.1309], [0.43431, 0.68971, 0.12666], [0.44163, 0.6928, 0.12254], [0.44902, 0.69586, 0.11865], [0.45651, 0.69888, 0.11488], [0.46408, 0.70188, 0.11136], [0.4717, 0.70487, 0.1079], [0.47938, 0.70783, 0.10464], [0.48716, 0.71076, 0.10172], [0.495, 0.71367, 0.098964], [0.50288, 0.71655, 0.096355], [0.51084, 0.71941, 0.094134], [0.51888, 0.72223, 0.092156], [0.52696, 0.72504, 0.090393], [0.53508, 0.72782, 0.088892], [0.54329, 0.73057, 0.087819], [0.55155, 0.73329, 0.087005], [0.55985, 0.73599, 0.086399], [0.56821, 0.73867, 0.08621], [0.57664, 0.74131, 0.086387], [0.5851, 0.74394, 0.086866], [0.59361, 0.74654, 0.087651], [0.60218, 0.74911, 0.088758], [0.61075, 0.75167, 0.090091], [0.6193, 0.75421, 0.091662], [0.62776, 0.75676, 0.093291], [0.63618, 0.7593, 0.095179], [0.64452, 0.76186, 0.097055], [0.65279, 0.76442, 0.0992], [0.66101, 0.76698, 0.10144], [0.66917, 0.76954, 0.10382], [0.67726, 0.77211, 0.10635], [0.68528, 0.77468, 0.10898], [0.69324, 0.77727, 0.11176], [0.70115, 0.77985, 0.1146], [0.70899, 0.78245, 0.11768], [0.71675, 0.78505, 0.12084], [0.72446, 0.78766, 0.12415], [0.73211, 0.79027, 0.12759], [0.73969, 0.7929, 0.13116], [0.74719, 0.79554, 0.13488], [0.75463, 0.79819, 0.13869], [0.762, 0.80085, 0.14265], [0.76931, 0.80352, 0.1467], [0.77655, 0.80621, 0.15091], [0.78371, 0.80891, 0.15527], [0.79078, 0.81163, 0.15974], [0.79778, 0.81436, 0.1644], [0.80471, 0.81711, 0.16917], [0.81155, 0.81987, 0.17404], [0.8183, 0.82266, 0.17908], [0.82496, 0.82547, 0.18425], [0.83154, 0.8283, 0.18958], [0.83802, 0.83116, 0.19506], [0.84439, 0.83404, 0.20068], [0.85066, 0.83694, 0.20653], [0.85681, 0.83988, 0.21248], [0.86285, 0.84285, 0.21864], [0.86877, 0.84585, 0.22495], [0.87454, 0.84889, 0.23152], [0.88018, 0.85196, 0.23823], [0.88567, 0.85508, 0.24516], [0.89101, 0.85823, 0.25235], [0.89617, 0.86144, 0.25975], [0.90116, 0.86469, 0.26737], [0.90596, 0.868, 0.27529], [0.91052, 0.87137, 0.2835], [0.91485, 0.87481, 0.29203], [0.91894, 0.87831, 0.30086], [0.92276, 0.88189, 0.31007], [0.92625, 0.88556, 0.3197], [0.92941, 0.88931, 0.32973], [0.93217, 0.89317, 0.34027], [0.93451, 0.89714, 0.3513], [0.93634, 0.90125, 0.36298], [0.93763, 0.9055, 0.37534], [0.9387, 0.90978, 0.38837], [0.93989, 0.91399, 0.40197], [0.94123, 0.91811, 0.41613], [0.94272, 0.92216, 0.43083], [0.94436, 0.92612, 0.44608], [0.94613, 0.93, 0.46186], [0.94803, 0.9338, 0.47813], [0.95005, 0.93753, 0.49497], [0.95218, 0.94117, 0.5123], [0.95441, 0.94474, 0.53014], [0.95674, 0.94822, 0.54852], [0.95915, 0.95163, 0.56741], [0.96162, 0.95496, 0.58679], [0.96415, 0.95822, 0.60671], [0.96673, 0.96139, 0.62717], [0.96934, 0.96449, 0.64813], [0.97196, 0.96752, 0.66962], [0.97459, 0.97046, 0.69168], [0.97722, 0.97333, 0.71425], [0.9798, 0.97613, 0.73736], [0.98235, 0.97885, 0.76105], [0.98483, 0.98151, 0.78529], [0.98722, 0.98408, 0.81007], [0.98952, 0.98658, 0.83544], [0.99169, 0.98901, 0.8614], [0.99371, 0.99136, 0.88792], [0.99556, 0.99365, 0.91503], [0.99723, 0.99585, 0.94278], [0.99867, 0.99799, 0.97109], [0.99986, 1, 1], ] b_linear_bgyw_15_100_c68 = bokeh_palette('linear_bgyw_15_100_c68',linear_bgyw_15_100_c68) m_linear_bgyw_15_100_c68 = mpl_cm('linear_bgyw_15_100_c68',linear_bgyw_15_100_c68) m_linear_bgyw_15_100_c68_r = mpl_cm('linear_bgyw_15_100_c68_r',list(reversed(linear_bgyw_15_100_c68))) bgyw = b_linear_bgyw_15_100_c68 m_bgyw = m_linear_bgyw_15_100_c68 m_bgyw_r = m_linear_bgyw_15_100_c68_r palette['bgyw'] = b_linear_bgyw_15_100_c68 palette_n['bgyw'] = b_linear_bgyw_15_100_c68 cm['bgyw'] = m_linear_bgyw_15_100_c68 cm['bgyw_r'] = m_linear_bgyw_15_100_c68_r cm_n['bgyw'] = mpl_cm('bgyw',linear_bgyw_15_100_c68) cm_n['bgyw_r'] = mpl_cm('bgyw_r',list(reversed(linear_bgyw_15_100_c68))) diverging_isoluminant_cjo_70_c25 = [ # cmap_def [0, 0.71527, 1], [0, 0.7149, 1], [0, 0.71453, 1], [0, 0.71417, 1], [0.024434, 0.7138, 1], [0.068274, 0.71344, 0.99912], [0.097664, 0.71307, 0.99639], [0.12062, 0.71271, 0.99368], [0.13997, 0.71234, 0.99096], [0.15693, 0.71199, 0.98824], [0.1721, 0.71163, 0.98553], [0.18598, 0.71126, 0.98281], [0.19872, 0.7109, 0.9801], [0.21064, 0.71054, 0.97739], [0.2218, 0.71018, 0.97467], [0.23235, 0.70981, 0.97196], [0.24234, 0.70945, 0.96925], [0.25188, 0.7091, 0.96654], [0.26097, 0.70874, 0.96383], [0.26971, 0.70837, 0.96112], [0.27808, 0.70801, 0.95841], [0.28614, 0.70765, 0.95571], [0.29394, 0.70729, 0.953], [0.30148, 0.70693, 0.95029], [0.3088, 0.70658, 0.94759], [0.31588, 0.70622, 0.94488], [0.32276, 0.70586, 0.94218], [0.32945, 0.7055, 0.93948], [0.33595, 0.70514, 0.93678], [0.3423, 0.70478, 0.93407], [0.34848, 0.70443, 0.93137], [0.35453, 0.70407, 0.92867], [0.36042, 0.70371, 0.92597], [0.3662, 0.70336, 0.92327], [0.37184, 0.703, 0.92057], [0.37737, 0.70265, 0.91788], [0.38279, 0.70229, 0.91518], [0.38809, 0.70193, 0.91249], [0.3933, 0.70158, 0.90979], [0.39841, 0.70122, 0.9071], [0.40343, 0.70087, 0.9044], [0.40835, 0.70052, 0.90171], [0.4132, 0.70016, 0.89902], [0.41795, 0.69981, 0.89633], [0.42262, 0.69945, 0.89363], [0.42723, 0.6991, 0.89094], [0.43176, 0.69875, 0.88826], [0.43621, 0.69839, 0.88557], [0.44059, 0.69804, 0.88288], [0.44493, 0.69769, 0.88019], [0.44919, 0.69734, 0.8775], [0.45337, 0.69699, 0.87482], [0.45751, 0.69664, 0.87213], [0.46159, 0.69629, 0.86945], [0.46561, 0.69594, 0.86676], [0.46959, 0.69559, 0.86408], [0.47349, 0.69524, 0.86139], [0.47736, 0.69489, 0.85871], [0.48117, 0.69453, 0.85603], [0.48494, 0.69418, 0.85335], [0.48866, 0.69384, 0.85067], [0.49233, 0.69349, 0.84799], [0.49596, 0.69315, 0.84531], [0.49954, 0.6928, 0.84264], [0.50308, 0.69245, 0.83996], [0.50659, 0.6921, 0.83728], [0.51005, 0.69175, 0.8346], [0.51348, 0.6914, 0.83193], [0.51686, 0.69105, 0.82925], [0.5202, 0.69071, 0.82658], [0.52352, 0.69036, 0.8239], [0.52679, 0.69002, 0.82123], [0.53003, 0.68967, 0.81855], [0.53323, 0.68933, 0.81588], [0.5364, 0.68898, 0.81321], [0.53953, 0.68864, 0.81053], [0.54265, 0.68829, 0.80787], [0.54572, 0.68795, 0.80519], [0.54877, 0.6876, 0.80252], [0.55178, 0.68726, 0.79986], [0.55476, 0.68691, 0.79718], [0.55772, 0.68657, 0.79452], [0.56064, 0.68622, 0.79185], [0.56355, 0.68588, 0.78919], [0.56642, 0.68554, 0.78652], [0.56925, 0.6852, 0.78385], [0.57208, 0.68485, 0.78118], [0.57487, 0.68451, 0.77852], [0.57763, 0.68416, 0.77585], [0.58038, 0.68382, 0.77318], [0.5831, 0.68348, 0.77052], [0.5858, 0.68314, 0.76786], [0.58846, 0.6828, 0.7652], [0.59111, 0.68246, 0.76253], [0.59374, 0.68212, 0.75987], [0.59634, 0.68177, 0.75721], [0.59892, 0.68143, 0.75455], [0.60148, 0.68109, 0.75189], [0.60402, 0.68075, 0.74922], [0.60653, 0.68041, 0.74656], [0.60904, 0.68007, 0.7439], [0.61151, 0.67974, 0.74124], [0.61395, 0.6794, 0.73859], [0.6164, 0.67906, 0.73592], [0.61882, 0.67872, 0.73327], [0.62121, 0.67839, 0.73061], [0.62359, 0.67805, 0.72795], [0.62595, 0.67771, 0.7253], [0.62829, 0.67738, 0.72263], [0.63062, 0.67704, 0.71998], [0.63293, 0.6767, 0.71733], [0.63522, 0.67636, 0.71467], [0.6375, 0.67601, 0.71202], [0.63977, 0.67567, 0.70938], [0.64203, 0.67533, 0.70674], [0.64428, 0.67498, 0.7041], [0.64653, 0.67463, 0.70147], [0.64878, 0.67427, 0.69886], [0.65103, 0.67391, 0.69626], [0.65329, 0.67353, 0.69367], [0.65556, 0.67315, 0.6911], [0.65785, 0.67276, 0.68857], [0.66016, 0.67235, 0.68605], [0.6625, 0.67193, 0.68357], [0.66485, 0.67148, 0.68111], [0.66726, 0.67103, 0.6787], [0.6697, 0.67055, 0.67633], [0.67218, 0.67005, 0.67399], [0.6747, 0.66953, 0.6717], [0.67726, 0.66898, 0.66945], [0.67985, 0.66842, 0.66724], [0.68249, 0.66784, 0.66507], [0.68516, 0.66723, 0.66295], [0.68786, 0.6666, 0.66084], [0.69058, 0.66596, 0.65878], [0.69332, 0.66531, 0.65675], [0.69608, 0.66464, 0.65473], [0.69884, 0.66396, 0.65274], [0.70162, 0.66328, 0.65077], [0.7044, 0.66258, 0.64882], [0.70718, 0.66187, 0.64687], [0.70995, 0.66115, 0.64493], [0.71271, 0.66044, 0.643], [0.71548, 0.65972, 0.64107], [0.71822, 0.65899, 0.63915], [0.72096, 0.65827, 0.63724], [0.72369, 0.65754, 0.63532], [0.72641, 0.65681, 0.63341], [0.72911, 0.65607, 0.6315], [0.7318, 0.65533, 0.62958], [0.73448, 0.65459, 0.62767], [0.73715, 0.65385, 0.62576], [0.7398, 0.6531, 0.62385], [0.74244, 0.65236, 0.62193], [0.74507, 0.65162, 0.62003], [0.74769, 0.65087, 0.61811], [0.75029, 0.65012, 0.61621], [0.75287, 0.64937, 0.61429], [0.75546, 0.64862, 0.61238], [0.75803, 0.64786, 0.61047], [0.76059, 0.64711, 0.60857], [0.76313, 0.64634, 0.60666], [0.76567, 0.64558, 0.60475], [0.76819, 0.64482, 0.60283], [0.77071, 0.64405, 0.60092], [0.77321, 0.64329, 0.59902], [0.7757, 0.64252, 0.59711], [0.77819, 0.64175, 0.5952], [0.78066, 0.64098, 0.59329], [0.78312, 0.64021, 0.59138], [0.78557, 0.63943, 0.58947], [0.78801, 0.63865, 0.58756], [0.79044, 0.63787, 0.58566], [0.79287, 0.63709, 0.58374], [0.79528, 0.63631, 0.58183], [0.79768, 0.63552, 0.57993], [0.80008, 0.63473, 0.57801], [0.80246, 0.63395, 0.57612], [0.80484, 0.63315, 0.5742], [0.80721, 0.63236, 0.5723], [0.80956, 0.63156, 0.57038], [0.81191, 0.63077, 0.56848], [0.81425, 0.62996, 0.56657], [0.81658, 0.62916, 0.56466], [0.8189, 0.62836, 0.56276], [0.82122, 0.62755, 0.56084], [0.82352, 0.62674, 0.55893], [0.82582, 0.62593, 0.55704], [0.82811, 0.62511, 0.55512], [0.83039, 0.6243, 0.55321], [0.83266, 0.62349, 0.55131], [0.83493, 0.62266, 0.5494], [0.83719, 0.62184, 0.54749], [0.83944, 0.62102, 0.54559], [0.84168, 0.6202, 0.54367], [0.84391, 0.61937, 0.54176], [0.84614, 0.61854, 0.53985], [0.84836, 0.6177, 0.53795], [0.85057, 0.61687, 0.53604], [0.85278, 0.61603, 0.53413], [0.85497, 0.61518, 0.53223], [0.85716, 0.61434, 0.53031], [0.85935, 0.6135, 0.52841], [0.86152, 0.61265, 0.5265], [0.86369, 0.6118, 0.52458], [0.86585, 0.61096, 0.52268], [0.86801, 0.6101, 0.52076], [0.87015, 0.60925, 0.51886], [0.8723, 0.60839, 0.51695], [0.87443, 0.60753, 0.51503], [0.87656, 0.60666, 0.51312], [0.87868, 0.60579, 0.51121], [0.8808, 0.60493, 0.5093], [0.88291, 0.60406, 0.50739], [0.88501, 0.60319, 0.50547], [0.88711, 0.60231, 0.50356], [0.8892, 0.60143, 0.50166], [0.89128, 0.60055, 0.49974], [0.89336, 0.59967, 0.49784], [0.89544, 0.59878, 0.49591], [0.8975, 0.59789, 0.49401], [0.89956, 0.59701, 0.49209], [0.90162, 0.59611, 0.49018], [0.90367, 0.59521, 0.48827], [0.90571, 0.59431, 0.48635], [0.90775, 0.59341, 0.48443], [0.90978, 0.59252, 0.48252], [0.9118, 0.5916, 0.4806], [0.91383, 0.59069, 0.47869], [0.91583, 0.58978, 0.47677], [0.91785, 0.58886, 0.47486], [0.91985, 0.58794, 0.47293], [0.92185, 0.58703, 0.47102], [0.92385, 0.58611, 0.46911], [0.92583, 0.58518, 0.46719], [0.92781, 0.58425, 0.46526], [0.92979, 0.58332, 0.46333], [0.93176, 0.58238, 0.46142], [0.93373, 0.58145, 0.4595], [0.9357, 0.58051, 0.45758], [0.93765, 0.57957, 0.45566], [0.93961, 0.57862, 0.45373], [0.94155, 0.57767, 0.45181], [0.9435, 0.57673, 0.44989], [0.94543, 0.57577, 0.44796], [0.94737, 0.5748, 0.44603], [0.94929, 0.57384, 0.44412], [0.95122, 0.57289, 0.44219], [0.95314, 0.57192, 0.44025], [0.95505, 0.57094, 0.43833], [0.95696, 0.56997, 0.4364], [0.95887, 0.56899, 0.43447], [0.96077, 0.56802, 0.43254], [0.96266, 0.56704, 0.43061], [0.96455, 0.56605, 0.42867], [0.96644, 0.56505, 0.42674], ] b_diverging_isoluminant_cjo_70_c25 = bokeh_palette('diverging_isoluminant_cjo_70_c25',diverging_isoluminant_cjo_70_c25) m_diverging_isoluminant_cjo_70_c25 = mpl_cm('diverging_isoluminant_cjo_70_c25',diverging_isoluminant_cjo_70_c25) m_diverging_isoluminant_cjo_70_c25_r = mpl_cm('diverging_isoluminant_cjo_70_c25_r',list(reversed(diverging_isoluminant_cjo_70_c25))) CET_D11 = b_diverging_isoluminant_cjo_70_c25 m_CET_D11 = m_diverging_isoluminant_cjo_70_c25 m_CET_D11_r = m_diverging_isoluminant_cjo_70_c25_r palette['CET_D11'] = b_diverging_isoluminant_cjo_70_c25 cm['CET_D11'] = m_diverging_isoluminant_cjo_70_c25 cm['CET_D11_r'] = m_diverging_isoluminant_cjo_70_c25_r register_cmap('cet_CET_D11',m_diverging_isoluminant_cjo_70_c25) register_cmap('cet_CET_D11_r',m_diverging_isoluminant_cjo_70_c25_r) cyclic_mygbm_30_95_c78 = [ # cmap_def [0.93769, 0.33352, 0.94809], [0.94383, 0.34283, 0.94239], [0.94939, 0.35275, 0.93613], [0.95439, 0.36323, 0.92931], [0.95886, 0.37422, 0.92198], [0.96283, 0.38558, 0.91416], [0.96634, 0.39727, 0.90588], [0.96944, 0.40921, 0.89721], [0.97216, 0.4213, 0.88817], [0.97454, 0.4335, 0.87883], [0.97663, 0.44573, 0.86923], [0.97845, 0.45797, 0.8594], [0.98004, 0.47017, 0.84939], [0.98142, 0.48228, 0.83922], [0.98262, 0.4943, 0.82894], [0.98364, 0.5062, 0.81854], [0.98453, 0.51799, 0.80808], [0.98527, 0.52964, 0.79753], [0.98588, 0.54116, 0.78694], [0.98637, 0.55255, 0.77629], [0.98676, 0.56382, 0.76559], [0.98704, 0.57494, 0.75486], [0.98722, 0.58595, 0.74407], [0.98733, 0.59683, 0.73326], [0.98736, 0.60758, 0.72241], [0.98732, 0.61821, 0.71153], [0.98723, 0.62871, 0.7006], [0.9871, 0.63909, 0.68965], [0.98694, 0.64936, 0.67864], [0.98677, 0.65949, 0.66762], [0.9866, 0.6695, 0.65654], [0.98644, 0.67938, 0.64543], [0.9863, 0.68916, 0.63428], [0.98621, 0.69879, 0.62309], [0.98616, 0.70831, 0.61184], [0.98617, 0.71772, 0.60055], [0.98624, 0.727, 0.5892], [0.98636, 0.73618, 0.57779], [0.98653, 0.74526, 0.56632], [0.98675, 0.75426, 0.55476], [0.98702, 0.76315, 0.54311], [0.98731, 0.77198, 0.53134], [0.98761, 0.78074, 0.51946], [0.98792, 0.78944, 0.50744], [0.9882, 0.79807, 0.49526], [0.98845, 0.80666, 0.48291], [0.98864, 0.81518, 0.47039], [0.98875, 0.82365, 0.45765], [0.98875, 0.83206, 0.4447], [0.98863, 0.84039, 0.43151], [0.98834, 0.84863, 0.41804], [0.98786, 0.85677, 0.40433], [0.98715, 0.86476, 0.39033], [0.98616, 0.87259, 0.37607], [0.98485, 0.8802, 0.36152], [0.98316, 0.88754, 0.3467], [0.98105, 0.89458, 0.33163], [0.97845, 0.90123, 0.31637], [0.97534, 0.90744, 0.30092], [0.97166, 0.91315, 0.28537], [0.96737, 0.91831, 0.26983], [0.96244, 0.92285, 0.25432], [0.95686, 0.92672, 0.23895], [0.95064, 0.9299, 0.22388], [0.94377, 0.93236, 0.2092], [0.93628, 0.9341, 0.19506], [0.9282, 0.93512, 0.18153], [0.91959, 0.93544, 0.16884], [0.91047, 0.9351, 0.15697], [0.90091, 0.93414, 0.1461], [0.89097, 0.93263, 0.13623], [0.8807, 0.93061, 0.12747], [0.87014, 0.92815, 0.11977], [0.85937, 0.92531, 0.11315], [0.8484, 0.92216, 0.10742], [0.83729, 0.91874, 0.10257], [0.82605, 0.91511, 0.098502], [0.81472, 0.91132, 0.095091], [0.80332, 0.90739, 0.092162], [0.79187, 0.90336, 0.089659], [0.78036, 0.89925, 0.087518], [0.76881, 0.89508, 0.08551], [0.75723, 0.89086, 0.083837], [0.74562, 0.88662, 0.082243], [0.73398, 0.88235, 0.080673], [0.7223, 0.87807, 0.079194], [0.7106, 0.87376, 0.077792], [0.69886, 0.86946, 0.076415], [0.6871, 0.86514, 0.075063], [0.67529, 0.86082, 0.073757], [0.66346, 0.85649, 0.072319], [0.65156, 0.85215, 0.071005], [0.63963, 0.8478, 0.069678], [0.62764, 0.84345, 0.068313], [0.6156, 0.83909, 0.066946], [0.60351, 0.83473, 0.065602], [0.59134, 0.83035, 0.064284], [0.57911, 0.82597, 0.063016], [0.56681, 0.82158, 0.061599], [0.55443, 0.81718, 0.060374], [0.54195, 0.81278, 0.059088], [0.5294, 0.80837, 0.057695], [0.51672, 0.80395, 0.056522], [0.50395, 0.79952, 0.055189], [0.49106, 0.79508, 0.053903], [0.47801, 0.79064, 0.052644], [0.46484, 0.78619, 0.051424], [0.45151, 0.78173, 0.050257], [0.43803, 0.77726, 0.04922], [0.42437, 0.77277, 0.04812], [0.41056, 0.76827, 0.047322], [0.39656, 0.76375, 0.04674], [0.38239, 0.75922, 0.046427], [0.36808, 0.75466, 0.046596], [0.35361, 0.75006, 0.047299], [0.33906, 0.74543, 0.04874], [0.32443, 0.74075, 0.050897], [0.30984, 0.73602, 0.054069], [0.29532, 0.73122, 0.058336], [0.28105, 0.72634, 0.063783], [0.26717, 0.72137, 0.070322], [0.25387, 0.71631, 0.077992], [0.24134, 0.71112, 0.08687], [0.22981, 0.7058, 0.096608], [0.21961, 0.70035, 0.10741], [0.21092, 0.69475, 0.11899], [0.204, 0.68901, 0.13129], [0.19894, 0.6831, 0.14422], [0.19593, 0.67703, 0.15768], [0.19486, 0.67081, 0.17161], [0.1956, 0.66443, 0.18594], [0.19795, 0.65791, 0.2005], [0.20163, 0.65125, 0.21533], [0.20639, 0.64446, 0.2303], [0.21183, 0.63756, 0.24538], [0.21771, 0.63057, 0.26052], [0.22381, 0.62348, 0.27565], [0.22992, 0.61632, 0.29071], [0.23593, 0.6091, 0.30574], [0.24162, 0.60182, 0.32064], [0.24693, 0.5945, 0.33543], [0.25184, 0.58716, 0.35008], [0.25622, 0.5798, 0.36459], [0.26011, 0.57242, 0.37897], [0.26346, 0.56501, 0.3932], [0.26624, 0.55762, 0.4073], [0.26846, 0.55021, 0.42127], [0.27013, 0.5428, 0.43513], [0.27122, 0.53539, 0.44886], [0.27173, 0.52798, 0.46247], [0.2717, 0.52057, 0.476], [0.27112, 0.51317, 0.48942], [0.26997, 0.50576, 0.50275], [0.26823, 0.49837, 0.516], [0.26598, 0.49096, 0.52919], [0.26316, 0.48352, 0.54228], [0.25982, 0.4761, 0.55529], [0.25594, 0.46864, 0.56822], [0.25162, 0.46117, 0.58105], [0.2468, 0.45365, 0.5938], [0.24161, 0.44609, 0.60643], [0.23605, 0.43849, 0.61894], [0.23017, 0.43081, 0.63131], [0.2241, 0.42303, 0.64353], [0.21793, 0.41517, 0.6556], [0.2117, 0.40718, 0.66749], [0.2055, 0.39906, 0.67919], [0.19945, 0.39079, 0.6907], [0.19367, 0.38234, 0.70201], [0.18818, 0.37372, 0.71312], [0.183, 0.36488, 0.72404], [0.17829, 0.35585, 0.73477], [0.17392, 0.34657, 0.7453], [0.16999, 0.33707, 0.75566], [0.16639, 0.32732, 0.76586], [0.16312, 0.31735, 0.7759], [0.16005, 0.30712, 0.78581], [0.15724, 0.29667, 0.79557], [0.15457, 0.28595, 0.80522], [0.15202, 0.27505, 0.81474], [0.14966, 0.26395, 0.82414], [0.14744, 0.25264, 0.8334], [0.14554, 0.24118, 0.84252], [0.14402, 0.2296, 0.85145], [0.14312, 0.218, 0.86019], [0.14305, 0.20639, 0.86869], [0.14404, 0.19481, 0.87691], [0.1463, 0.18336, 0.88484], [0.15007, 0.17219, 0.89241], [0.15537, 0.1614, 0.8996], [0.1623, 0.15103, 0.90637], [0.17075, 0.14136, 0.9127], [0.18062, 0.13244, 0.91856], [0.19173, 0.12446, 0.92396], [0.20389, 0.11765, 0.92889], [0.21681, 0.11214, 0.93335], [0.23028, 0.10794, 0.93739], [0.24417, 0.10525, 0.94101], [0.25828, 0.10403, 0.94425], [0.27246, 0.10417, 0.94716], [0.28659, 0.1056, 0.94977], [0.30059, 0.10807, 0.95212], [0.3144, 0.11153, 0.95426], [0.32796, 0.11565, 0.95622], [0.34126, 0.12031, 0.95803], [0.35426, 0.12544, 0.95973], [0.36698, 0.13084, 0.96134], [0.37942, 0.13637, 0.96288], [0.3916, 0.1421, 0.96436], [0.40352, 0.14786, 0.96581], [0.4152, 0.15363, 0.96722], [0.42669, 0.15941, 0.9686], [0.43799, 0.16515, 0.96996], [0.44913, 0.17088, 0.97129], [0.46013, 0.1765, 0.97261], [0.47106, 0.18204, 0.97389], [0.48191, 0.18751, 0.97514], [0.49273, 0.1928, 0.97635], [0.50357, 0.19798, 0.97752], [0.51446, 0.20302, 0.97863], [0.52541, 0.2079, 0.97969], [0.53647, 0.21259, 0.98067], [0.54767, 0.21709, 0.98157], [0.55903, 0.22137, 0.98238], [0.57057, 0.22542, 0.9831], [0.5823, 0.22925, 0.98372], [0.59423, 0.23284, 0.98424], [0.60636, 0.23623, 0.98465], [0.61868, 0.23935, 0.98497], [0.63116, 0.24227, 0.98518], [0.64379, 0.24496, 0.9853], [0.65656, 0.2475, 0.98533], [0.66943, 0.24982, 0.98527], [0.68237, 0.25203, 0.98515], [0.69537, 0.25408, 0.98496], [0.70839, 0.25601, 0.98471], [0.72139, 0.25786, 0.98441], [0.73437, 0.25968, 0.98405], [0.74728, 0.26143, 0.98365], [0.76012, 0.26319, 0.98321], [0.77286, 0.26494, 0.98271], [0.78548, 0.26676, 0.98216], [0.79794, 0.26867, 0.98153], [0.81023, 0.27069, 0.98082], [0.82233, 0.27285, 0.98001], [0.83418, 0.27525, 0.97905], [0.84576, 0.27791, 0.97793], [0.85702, 0.28089, 0.97661], [0.86794, 0.2843, 0.97504], [0.87845, 0.28819, 0.97317], [0.88852, 0.29263, 0.97097], [0.8981, 0.29768, 0.96837], [0.90717, 0.3034, 0.96533], [0.91567, 0.30984, 0.96182], [0.92361, 0.317, 0.9578], [0.93095, 0.32489, 0.95323], ] b_cyclic_mygbm_30_95_c78 = bokeh_palette('cyclic_mygbm_30_95_c78',cyclic_mygbm_30_95_c78) m_cyclic_mygbm_30_95_c78 = mpl_cm('cyclic_mygbm_30_95_c78',cyclic_mygbm_30_95_c78) m_cyclic_mygbm_30_95_c78_r = mpl_cm('cyclic_mygbm_30_95_c78_r',list(reversed(cyclic_mygbm_30_95_c78))) CET_C2 = b_cyclic_mygbm_30_95_c78 m_CET_C2 = m_cyclic_mygbm_30_95_c78 m_CET_C2_r = m_cyclic_mygbm_30_95_c78_r palette['CET_C2'] = b_cyclic_mygbm_30_95_c78 cm['CET_C2'] = m_cyclic_mygbm_30_95_c78 cm['CET_C2_r'] = m_cyclic_mygbm_30_95_c78_r register_cmap('cet_CET_C2',m_cyclic_mygbm_30_95_c78) register_cmap('cet_CET_C2_r',m_cyclic_mygbm_30_95_c78_r) cyclic_mrybm_35_75_c68_s25 = [ # cmap_def [0.24409, 0.24544, 0.94131], [0.25448, 0.24134, 0.94753], [0.26529, 0.23866, 0.95301], [0.27652, 0.2375, 0.95778], [0.28798, 0.23773, 0.96185], [0.29964, 0.23933, 0.9653], [0.31135, 0.24218, 0.96816], [0.32305, 0.24613, 0.9705], [0.33464, 0.25106, 0.97238], [0.34606, 0.25676, 0.97386], [0.35733, 0.26313, 0.97502], [0.36835, 0.27, 0.9759], [0.37916, 0.27724, 0.97657], [0.38973, 0.28476, 0.97706], [0.40009, 0.2925, 0.97742], [0.41026, 0.30036, 0.97768], [0.42023, 0.3083, 0.97787], [0.43006, 0.31627, 0.978], [0.43977, 0.32421, 0.97811], [0.4494, 0.33213, 0.9782], [0.459, 0.33997, 0.97829], [0.46859, 0.34772, 0.97838], [0.47825, 0.35536, 0.97849], [0.48802, 0.36282, 0.97864], [0.49795, 0.37015, 0.97883], [0.50807, 0.3773, 0.97906], [0.51845, 0.38426, 0.97935], [0.52912, 0.39102, 0.97969], [0.5401, 0.39755, 0.9801], [0.55143, 0.40386, 0.98057], [0.56311, 0.40995, 0.98111], [0.57513, 0.41579, 0.98173], [0.58751, 0.4214, 0.98242], [0.60022, 0.42681, 0.98317], [0.61322, 0.43201, 0.984], [0.6265, 0.437, 0.98489], [0.64002, 0.44182, 0.98583], [0.65371, 0.44647, 0.98682], [0.66757, 0.45099, 0.98786], [0.68153, 0.4554, 0.98894], [0.69558, 0.4597, 0.99005], [0.70967, 0.46392, 0.99118], [0.72376, 0.46807, 0.99233], [0.73785, 0.47218, 0.9935], [0.7519, 0.47624, 0.99467], [0.76589, 0.48026, 0.99582], [0.77979, 0.48425, 0.99696], [0.79361, 0.48821, 0.99807], [0.80729, 0.49211, 0.99913], [0.82083, 0.49595, 1], [0.8342, 0.49972, 1], [0.84736, 0.50339, 1], [0.86029, 0.50693, 1], [0.87292, 0.5103, 1], [0.8852, 0.51345, 1], [0.89709, 0.51632, 1], [0.90851, 0.51889, 1], [0.91939, 0.52104, 1], [0.92968, 0.52273, 0.99852], [0.9393, 0.52391, 0.996], [0.94819, 0.5245, 0.99274], [0.95631, 0.52446, 0.98864], [0.9636, 0.52374, 0.98368], [0.97003, 0.52229, 0.97779], [0.97561, 0.52012, 0.97096], [0.98033, 0.51722, 0.96319], [0.9842, 0.51357, 0.95448], [0.98725, 0.50922, 0.94488], [0.98954, 0.5042, 0.93442], [0.99112, 0.49856, 0.9232], [0.99204, 0.49233, 0.91126], [0.99239, 0.48561, 0.89871], [0.99221, 0.47844, 0.88563], [0.99158, 0.47088, 0.87209], [0.99055, 0.46298, 0.85819], [0.98919, 0.45483, 0.84399], [0.98754, 0.44642, 0.82958], [0.98565, 0.43783, 0.81499], [0.98354, 0.42907, 0.80029], [0.98125, 0.42019, 0.78551], [0.97879, 0.4112, 0.77068], [0.97618, 0.40212, 0.75583], [0.97344, 0.39297, 0.74098], [0.97057, 0.38376, 0.72614], [0.96757, 0.3745, 0.71131], [0.96444, 0.36519, 0.6965], [0.96118, 0.35586, 0.6817], [0.95779, 0.3465, 0.66694], [0.95425, 0.33716, 0.65219], [0.95055, 0.3278, 0.63745], [0.94668, 0.31849, 0.62271], [0.94264, 0.30923, 0.60798], [0.93839, 0.3, 0.59322], [0.93394, 0.29087, 0.57844], [0.92929, 0.28185, 0.56366], [0.92441, 0.27294, 0.54883], [0.91931, 0.26418, 0.53396], [0.91398, 0.25557, 0.51908], [0.90842, 0.24712, 0.50415], [0.90264, 0.23883, 0.48918], [0.89665, 0.23073, 0.47419], [0.89044, 0.22281, 0.45918], [0.88405, 0.21501, 0.44415], [0.87747, 0.2074, 0.42911], [0.87072, 0.19987, 0.41407], [0.86383, 0.1925, 0.39903], [0.85679, 0.18523, 0.38401], [0.84962, 0.17801, 0.369], [0.84235, 0.17082, 0.35401], [0.83498, 0.16373, 0.33907], [0.82753, 0.15664, 0.32416], [0.82001, 0.14962, 0.30933], [0.81245, 0.14261, 0.29452], [0.80486, 0.13567, 0.27982], [0.79725, 0.12885, 0.26518], [0.78966, 0.12217, 0.25066], [0.78212, 0.11578, 0.23628], [0.77464, 0.1097, 0.22201], [0.7673, 0.104, 0.20795], [0.76012, 0.098945, 0.19412], [0.75317, 0.094721, 0.18049], [0.74652, 0.091421, 0.16723], [0.74022, 0.089258, 0.15426], [0.73434, 0.088445, 0.14174], [0.72894, 0.089069, 0.12963], [0.7241, 0.091195, 0.118], [0.71988, 0.094767, 0.10689], [0.71631, 0.099636, 0.096236], [0.71343, 0.1058, 0.086225], [0.71128, 0.11302, 0.076774], [0.70983, 0.12104, 0.068001], [0.7091, 0.12989, 0.05981], [0.70904, 0.1392, 0.052084], [0.70963, 0.14902, 0.04517], [0.71081, 0.15914, 0.038855], [0.71251, 0.1695, 0.033292], [0.7147, 0.17995, 0.028947], [0.71729, 0.1905, 0.02547], [0.72021, 0.20107, 0.022733], [0.72342, 0.21166, 0.020622], [0.72685, 0.22214, 0.019034], [0.73046, 0.23256, 0.017876], [0.73419, 0.24288, 0.017071], [0.73802, 0.25311, 0.016547], [0.74191, 0.26323, 0.016249], [0.74585, 0.27322, 0.016125], [0.74979, 0.28311, 0.016137], [0.75375, 0.29288, 0.01625], [0.75769, 0.30257, 0.01644], [0.76161, 0.31217, 0.016684], [0.7655, 0.32171, 0.016989], [0.76932, 0.33117, 0.017296], [0.7731, 0.34058, 0.0176], [0.77681, 0.34994, 0.017896], [0.78044, 0.35925, 0.018177], [0.784, 0.36855, 0.018435], [0.78746, 0.37783, 0.018665], [0.79082, 0.38709, 0.018861], [0.79409, 0.39636, 0.019014], [0.79724, 0.40564, 0.019122], [0.80029, 0.4149, 0.019179], [0.80322, 0.42418, 0.019183], [0.80605, 0.43346, 0.019132], [0.80876, 0.44276, 0.019026], [0.81136, 0.45205, 0.018866], [0.81386, 0.46134, 0.018654], [0.81626, 0.47063, 0.018394], [0.81857, 0.47992, 0.01809], [0.8208, 0.48918, 0.017747], [0.82295, 0.49846, 0.017369], [0.82503, 0.50771, 0.016963], [0.82704, 0.51694, 0.016575], [0.82898, 0.52615, 0.016225], [0.83084, 0.53532, 0.015949], [0.83262, 0.54446, 0.015792], [0.83431, 0.55354, 0.01582], [0.8359, 0.56257, 0.016118], [0.83738, 0.5715, 0.016798], [0.8387, 0.58035, 0.018004], [0.83985, 0.58906, 0.019918], [0.84077, 0.59761, 0.022763], [0.84143, 0.60595, 0.02681], [0.84177, 0.61404, 0.032376], [0.84173, 0.62182, 0.040011], [0.84125, 0.62922, 0.04912], [0.84026, 0.63619, 0.059305], [0.83868, 0.64264, 0.070471], [0.83647, 0.6485, 0.08264], [0.83356, 0.65372, 0.095596], [0.82989, 0.65824, 0.10926], [0.82544, 0.66201, 0.12343], [0.82017, 0.66498, 0.13819], [0.81408, 0.66715, 0.15321], [0.80717, 0.66852, 0.16856], [0.79947, 0.66908, 0.18405], [0.79098, 0.66887, 0.19961], [0.78178, 0.66795, 0.2152], [0.7719, 0.66635, 0.23072], [0.76139, 0.66416, 0.2461], [0.75032, 0.66143, 0.26133], [0.73873, 0.65825, 0.27636], [0.72668, 0.65467, 0.29113], [0.71421, 0.65077, 0.30567], [0.70137, 0.64662, 0.31995], [0.68818, 0.64226, 0.33397], [0.67466, 0.63773, 0.34774], [0.66084, 0.6331, 0.36127], [0.64671, 0.62838, 0.37458], [0.63228, 0.6236, 0.38765], [0.61753, 0.61878, 0.40056], [0.60245, 0.61393, 0.41326], [0.58703, 0.60909, 0.42578], [0.57126, 0.60423, 0.43817], [0.55511, 0.59936, 0.4504], [0.53858, 0.59449, 0.4625], [0.5216, 0.58962, 0.47451], [0.5042, 0.58475, 0.4864], [0.48632, 0.57986, 0.49821], [0.46796, 0.57493, 0.50993], [0.44912, 0.56996, 0.5216], [0.42978, 0.56493, 0.53322], [0.40998, 0.55983, 0.5448], [0.38972, 0.55461, 0.55635], [0.36908, 0.54926, 0.56789], [0.3481, 0.54375, 0.57943], [0.32688, 0.53805, 0.59098], [0.30556, 0.53211, 0.60256], [0.28424, 0.52592, 0.61416], [0.26316, 0.51945, 0.62583], [0.2425, 0.51265, 0.63755], [0.22257, 0.50551, 0.64934], [0.20368, 0.49802, 0.66119], [0.18619, 0.49012, 0.67313], [0.17051, 0.48183, 0.68514], [0.15712, 0.47312, 0.69723], [0.14638, 0.46402, 0.70941], [0.13859, 0.4545, 0.72164], [0.1338, 0.44458, 0.73395], [0.1319, 0.43426, 0.7463], [0.13253, 0.42359, 0.75869], [0.13519, 0.4126, 0.77109], [0.1393, 0.40128, 0.7835], [0.1445, 0.38969, 0.79588], [0.15024, 0.3779, 0.80821], [0.1563, 0.36594, 0.82045], [0.16246, 0.35387, 0.83257], [0.16864, 0.34179, 0.84452], [0.17484, 0.32979, 0.85623], [0.18105, 0.31794, 0.86767], [0.18746, 0.30639, 0.87875], [0.19408, 0.29524, 0.88943], [0.20101, 0.28465, 0.89962], [0.20848, 0.27478, 0.90926], [0.2165, 0.26579, 0.9183], [0.22506, 0.25778, 0.92668], [0.2343, 0.25098, 0.93436], ] b_cyclic_mrybm_35_75_c68_s25 = bokeh_palette('cyclic_mrybm_35_75_c68_s25',cyclic_mrybm_35_75_c68_s25) m_cyclic_mrybm_35_75_c68_s25 = mpl_cm('cyclic_mrybm_35_75_c68_s25',cyclic_mrybm_35_75_c68_s25) m_cyclic_mrybm_35_75_c68_s25_r = mpl_cm('cyclic_mrybm_35_75_c68_s25_r',list(reversed(cyclic_mrybm_35_75_c68_s25))) CET_C1s = b_cyclic_mrybm_35_75_c68_s25 m_CET_C1s = m_cyclic_mrybm_35_75_c68_s25 m_CET_C1s_r = m_cyclic_mrybm_35_75_c68_s25_r palette['CET_C1s'] = b_cyclic_mrybm_35_75_c68_s25 cm['CET_C1s'] = m_cyclic_mrybm_35_75_c68_s25 cm['CET_C1s_r'] = m_cyclic_mrybm_35_75_c68_s25_r register_cmap('cet_CET_C1s',m_cyclic_mrybm_35_75_c68_s25) register_cmap('cet_CET_C1s_r',m_cyclic_mrybm_35_75_c68_s25_r) linear_bmw_5_95_c86 = [ # cmap_def [0, 0.0078689, 0.29563], [0, 0.01018, 0.30347], [0, 0.01249, 0.31136], [0, 0.014296, 0.31929], [0, 0.015847, 0.32724], [0, 0.01713, 0.33526], [0, 0.018143, 0.3433], [0, 0.018877, 0.35137], [0, 0.019332, 0.35948], [0, 0.019537, 0.36762], [0, 0.019696, 0.37581], [0, 0.019848, 0.38402], [0, 0.019989, 0.39226], [0.0002784, 0.020121, 0.40055], [0.0013175, 0.020246, 0.40884], [0.0023914, 0.020361, 0.41718], [0.0034883, 0.020469, 0.42554], [0.004603, 0.020572, 0.43392], [0.0057432, 0.020668, 0.44236], [0.0068995, 0.020759, 0.4508], [0.0080586, 0.020848, 0.45928], [0.0092385, 0.020933, 0.46778], [0.010387, 0.021014, 0.47632], [0.011786, 0.021099, 0.48487], [0.012932, 0.021185, 0.49346], [0.014093, 0.021272, 0.50208], [0.015228, 0.021363, 0.51072], [0.016327, 0.021464, 0.51939], [0.017385, 0.021575, 0.52808], [0.018402, 0.021697, 0.53681], [0.019367, 0.021832, 0.54555], [0.020271, 0.021984, 0.55432], [0.021093, 0.022157, 0.56312], [0.021816, 0.022358, 0.57193], [0.022431, 0.022589, 0.58078], [0.022925, 0.022854, 0.58964], [0.02328, 0.023157, 0.59854], [0.023474, 0.023505, 0.60747], [0.023484, 0.023905, 0.6164], [0.023283, 0.024365, 0.62537], [0.022843, 0.024892, 0.63435], [0.02213, 0.025497, 0.64335], [0.021108, 0.026192, 0.6524], [0.019919, 0.026976, 0.66144], [0.018888, 0.027836, 0.67043], [0.018212, 0.028767, 0.67933], [0.017924, 0.029768, 0.68816], [0.018038, 0.030843, 0.69692], [0.018576, 0.03199, 0.7056], [0.019563, 0.033222, 0.7142], [0.021022, 0.034609, 0.72273], [0.022976, 0.036126, 0.73118], [0.02546, 0.037612, 0.73955], [0.028511, 0.039192, 0.74783], [0.032139, 0.040867, 0.75603], [0.036548, 0.042546, 0.76415], [0.0414, 0.04435, 0.77219], [0.046471, 0.046119, 0.78014], [0.051815, 0.048019, 0.78801], [0.057373, 0.050007, 0.7958], [0.063189, 0.051954, 0.8035], [0.069106, 0.054002, 0.81111], [0.075029, 0.056167, 0.81863], [0.081171, 0.05824, 0.82607], [0.087403, 0.060492, 0.83342], [0.093627, 0.062774, 0.84068], [0.099985, 0.064997, 0.84785], [0.10645, 0.067338, 0.85494], [0.11293, 0.069742, 0.86194], [0.11943, 0.072103, 0.86884], [0.12606, 0.074573, 0.87564], [0.13279, 0.077004, 0.88234], [0.13992, 0.079441, 0.88889], [0.1477, 0.081844, 0.89524], [0.15601, 0.084044, 0.90139], [0.16477, 0.08607, 0.90734], [0.17399, 0.088131, 0.91308], [0.18361, 0.090027, 0.9186], [0.19359, 0.091859, 0.92392], [0.20383, 0.093506, 0.92903], [0.21429, 0.095185, 0.93394], [0.22495, 0.096634, 0.93864], [0.23584, 0.098158, 0.94313], [0.24685, 0.099485, 0.94742], [0.25802, 0.10076, 0.95149], [0.26936, 0.10196, 0.95534], [0.28076, 0.1031, 0.95898], [0.2923, 0.1041, 0.9624], [0.3039, 0.10503, 0.96562], [0.31558, 0.10597, 0.96862], [0.3273, 0.10679, 0.97142], [0.3391, 0.10749, 0.974], [0.35094, 0.10811, 0.97636], [0.36282, 0.1087, 0.9785], [0.37476, 0.10925, 0.98043], [0.38671, 0.1097, 0.98214], [0.3987, 0.11006, 0.98364], [0.41071, 0.11034, 0.98492], [0.42271, 0.11056, 0.98599], [0.43474, 0.11072, 0.98685], [0.44667, 0.11084, 0.98757], [0.45843, 0.11094, 0.98824], [0.47001, 0.11104, 0.98888], [0.48139, 0.11114, 0.9895], [0.49262, 0.11123, 0.99008], [0.50371, 0.11133, 0.99064], [0.51465, 0.11141, 0.99117], [0.52546, 0.11149, 0.99168], [0.53615, 0.11157, 0.99216], [0.54673, 0.11164, 0.99261], [0.55721, 0.1117, 0.99304], [0.56758, 0.11176, 0.99343], [0.57785, 0.11181, 0.9938], [0.58804, 0.11186, 0.99415], [0.59816, 0.1119, 0.99446], [0.6082, 0.11193, 0.99475], [0.61815, 0.11196, 0.99501], [0.62805, 0.11197, 0.99525], [0.63787, 0.11198, 0.99545], [0.64764, 0.11198, 0.99563], [0.65735, 0.11197, 0.99579], [0.66699, 0.11195, 0.99591], [0.6766, 0.11192, 0.99601], [0.68614, 0.11188, 0.99608], [0.69564, 0.11183, 0.99613], [0.7051, 0.11177, 0.99614], [0.71451, 0.1117, 0.99613], [0.72388, 0.11162, 0.9961], [0.73317, 0.11164, 0.99604], [0.7423, 0.11194, 0.99598], [0.75124, 0.11262, 0.99593], [0.75998, 0.11368, 0.99588], [0.76854, 0.1151, 0.99583], [0.77691, 0.11698, 0.9958], [0.7851, 0.11925, 0.99576], [0.79312, 0.12184, 0.99574], [0.80096, 0.12485, 0.99572], [0.80864, 0.12819, 0.9957], [0.81615, 0.13184, 0.99569], [0.8235, 0.13575, 0.99568], [0.83069, 0.14, 0.99568], [0.83772, 0.14456, 0.99569], [0.84458, 0.14935, 0.9957], [0.85129, 0.15434, 0.99571], [0.85785, 0.15956, 0.99573], [0.86427, 0.16499, 0.99576], [0.87053, 0.17062, 0.99578], [0.87664, 0.17639, 0.99582], [0.88261, 0.18234, 0.99586], [0.88844, 0.18847, 0.9959], [0.89411, 0.19472, 0.99595], [0.89964, 0.20104, 0.996], [0.90503, 0.20754, 0.99606], [0.91028, 0.21413, 0.99612], [0.91538, 0.22082, 0.99619], [0.92035, 0.22757, 0.99626], [0.92518, 0.23444, 0.99634], [0.92985, 0.24141, 0.9964], [0.93435, 0.24851, 0.99646], [0.9387, 0.25569, 0.9965], [0.9429, 0.26299, 0.99653], [0.94693, 0.27039, 0.99654], [0.9508, 0.27784, 0.99654], [0.95452, 0.28537, 0.99653], [0.95808, 0.29301, 0.9965], [0.96146, 0.30071, 0.99646], [0.96469, 0.30849, 0.9964], [0.96776, 0.31632, 0.99633], [0.97067, 0.32419, 0.99624], [0.97343, 0.33214, 0.99614], [0.97602, 0.34012, 0.99603], [0.97845, 0.34814, 0.9959], [0.98073, 0.35621, 0.99576], [0.98283, 0.36432, 0.9956], [0.98477, 0.37248, 0.99543], [0.98655, 0.38069, 0.99525], [0.98816, 0.38891, 0.99505], [0.98962, 0.39715, 0.99483], [0.9909, 0.40545, 0.9946], [0.99203, 0.41375, 0.99435], [0.99299, 0.42208, 0.99409], [0.99377, 0.43046, 0.99382], [0.99438, 0.43884, 0.99353], [0.99482, 0.44726, 0.99322], [0.9951, 0.45569, 0.99291], [0.99529, 0.46407, 0.99259], [0.99544, 0.47235, 0.99229], [0.99558, 0.48052, 0.99201], [0.99572, 0.48859, 0.99175], [0.99585, 0.49654, 0.99152], [0.99597, 0.50442, 0.99132], [0.99608, 0.51219, 0.99113], [0.99619, 0.51988, 0.99097], [0.99629, 0.52749, 0.99084], [0.99638, 0.53502, 0.99072], [0.99647, 0.54248, 0.99063], [0.99655, 0.54987, 0.99057], [0.99662, 0.55719, 0.99053], [0.99669, 0.56443, 0.99051], [0.99675, 0.57162, 0.99052], [0.9968, 0.57875, 0.99055], [0.99685, 0.58582, 0.9906], [0.99689, 0.59284, 0.99068], [0.99693, 0.5998, 0.99078], [0.99696, 0.60672, 0.9909], [0.99698, 0.61357, 0.99105], [0.997, 0.6204, 0.99122], [0.99701, 0.62716, 0.99142], [0.99702, 0.6339, 0.99164], [0.99702, 0.64058, 0.99189], [0.99701, 0.64722, 0.99216], [0.997, 0.65381, 0.99245], [0.99699, 0.66038, 0.99277], [0.99697, 0.66692, 0.9931], [0.99697, 0.67341, 0.99343], [0.99699, 0.67985, 0.99373], [0.99703, 0.68627, 0.99402], [0.99708, 0.69265, 0.99429], [0.99714, 0.69899, 0.99455], [0.9972, 0.70531, 0.99479], [0.99728, 0.7116, 0.99502], [0.99736, 0.71786, 0.99524], [0.99745, 0.72409, 0.99544], [0.99754, 0.7303, 0.99563], [0.99762, 0.73648, 0.99582], [0.99771, 0.74266, 0.99599], [0.9978, 0.7488, 0.99615], [0.99789, 0.75492, 0.9963], [0.99798, 0.76103, 0.99645], [0.99806, 0.76711, 0.99658], [0.99814, 0.77318, 0.99671], [0.99821, 0.77923, 0.99682], [0.99828, 0.78527, 0.99693], [0.99835, 0.79129, 0.99703], [0.99841, 0.79729, 0.99712], [0.99846, 0.80328, 0.9972], [0.99851, 0.80926, 0.99727], [0.99854, 0.81522, 0.99734], [0.99857, 0.82117, 0.9974], [0.9986, 0.82711, 0.99745], [0.99861, 0.83304, 0.99749], [0.99862, 0.83895, 0.99753], [0.99861, 0.84486, 0.99756], [0.9986, 0.85075, 0.99758], [0.99858, 0.85663, 0.9976], [0.99854, 0.86251, 0.99761], [0.9985, 0.86838, 0.99761], [0.99845, 0.87423, 0.9976], [0.99838, 0.88007, 0.99759], [0.99831, 0.88591, 0.99757], [0.99822, 0.89174, 0.99755], [0.99812, 0.89756, 0.99752], [0.99801, 0.90339, 0.99748], [0.99789, 0.90918, 0.99744], [0.99775, 0.91498, 0.99739], [0.9976, 0.92077, 0.99733], ] b_linear_bmw_5_95_c86 = bokeh_palette('linear_bmw_5_95_c86',linear_bmw_5_95_c86) m_linear_bmw_5_95_c86 = mpl_cm('linear_bmw_5_95_c86',linear_bmw_5_95_c86) m_linear_bmw_5_95_c86_r = mpl_cm('linear_bmw_5_95_c86_r',list(reversed(linear_bmw_5_95_c86))) CET_L7 = b_linear_bmw_5_95_c86 m_CET_L7 = m_linear_bmw_5_95_c86 m_CET_L7_r = m_linear_bmw_5_95_c86_r palette['CET_L7'] = b_linear_bmw_5_95_c86 cm['CET_L7'] = m_linear_bmw_5_95_c86 cm['CET_L7_r'] = m_linear_bmw_5_95_c86_r register_cmap('cet_CET_L7',m_linear_bmw_5_95_c86) register_cmap('cet_CET_L7_r',m_linear_bmw_5_95_c86_r) linear_grey_0_100_c0 = [ # cmap_def [0, 0, 0], [0.0055606, 0.0055631, 0.0055625], [0.011212, 0.011219, 0.011217], [0.016877, 0.016885, 0.016883], [0.022438, 0.022448, 0.022445], [0.027998, 0.028011, 0.028008], [0.03354, 0.033554, 0.033551], [0.039316, 0.039333, 0.039329], [0.0447, 0.044719, 0.044714], [0.049695, 0.049713, 0.049709], [0.054322, 0.054343, 0.054338], [0.058797, 0.058821, 0.058815], [0.063041, 0.063062, 0.063057], [0.066996, 0.067019, 0.067014], [0.070827, 0.070853, 0.070846], [0.074487, 0.074511, 0.074505], [0.077967, 0.077992, 0.077986], [0.081449, 0.081477, 0.08147], [0.084728, 0.084752, 0.084746], [0.087913, 0.087939, 0.087933], [0.091003, 0.091031, 0.091024], [0.094004, 0.094034, 0.094027], [0.096981, 0.097012, 0.097005], [0.10004, 0.10007, 0.10006], [0.10311, 0.10314, 0.10314], [0.10618, 0.10621, 0.1062], [0.10924, 0.10928, 0.10927], [0.11232, 0.11235, 0.11234], [0.11538, 0.11541, 0.1154], [0.11852, 0.11855, 0.11854], [0.12157, 0.1216, 0.12159], [0.12471, 0.12474, 0.12473], [0.12787, 0.1279, 0.12789], [0.13102, 0.13105, 0.13105], [0.13418, 0.13421, 0.1342], [0.13734, 0.13738, 0.13737], [0.14051, 0.14055, 0.14054], [0.1437, 0.14373, 0.14372], [0.14687, 0.14691, 0.1469], [0.15011, 0.15015, 0.15014], [0.15329, 0.15333, 0.15332], [0.15656, 0.15659, 0.15659], [0.15975, 0.15979, 0.15978], [0.16304, 0.16308, 0.16307], [0.16628, 0.16632, 0.16631], [0.16957, 0.16961, 0.1696], [0.17281, 0.17286, 0.17285], [0.17608, 0.17612, 0.17611], [0.1794, 0.17944, 0.17943], [0.18269, 0.18273, 0.18272], [0.18604, 0.18608, 0.18607], [0.18934, 0.18939, 0.18938], [0.19267, 0.19272, 0.19271], [0.19602, 0.19607, 0.19606], [0.19934, 0.19939, 0.19938], [0.20271, 0.20276, 0.20275], [0.20611, 0.20616, 0.20615], [0.20946, 0.20951, 0.2095], [0.21284, 0.21289, 0.21288], [0.21626, 0.21632, 0.2163], [0.21965, 0.2197, 0.21969], [0.22307, 0.22312, 0.22311], [0.22649, 0.22654, 0.22653], [0.22988, 0.22994, 0.22992], [0.23332, 0.23337, 0.23336], [0.2368, 0.23685, 0.23684], [0.24022, 0.24027, 0.24026], [0.24368, 0.24373, 0.24372], [0.24716, 0.24722, 0.2472], [0.25063, 0.25069, 0.25067], [0.25412, 0.25418, 0.25417], [0.2576, 0.25766, 0.25765], [0.26111, 0.26117, 0.26115], [0.26461, 0.26467, 0.26465], [0.26812, 0.26818, 0.26817], [0.27164, 0.2717, 0.27168], [0.27518, 0.27525, 0.27523], [0.27872, 0.27879, 0.27877], [0.28227, 0.28234, 0.28232], [0.2858, 0.28587, 0.28585], [0.28938, 0.28945, 0.28943], [0.29294, 0.293, 0.29298], [0.29652, 0.29659, 0.29657], [0.30009, 0.30016, 0.30014], [0.30368, 0.30375, 0.30373], [0.30728, 0.30734, 0.30733], [0.3109, 0.31096, 0.31095], [0.31449, 0.31456, 0.31454], [0.31811, 0.31819, 0.31817], [0.32173, 0.32181, 0.32179], [0.32536, 0.32543, 0.32542], [0.32902, 0.32909, 0.32907], [0.33267, 0.33274, 0.33272], [0.3363, 0.33638, 0.33636], [0.33997, 0.34005, 0.34003], [0.34363, 0.3437, 0.34369], [0.34731, 0.34739, 0.34737], [0.35099, 0.35107, 0.35105], [0.35468, 0.35476, 0.35474], [0.35836, 0.35844, 0.35842], [0.36207, 0.36214, 0.36212], [0.36577, 0.36585, 0.36583], [0.36948, 0.36956, 0.36954], [0.37319, 0.37328, 0.37326], [0.37693, 0.37701, 0.37699], [0.38066, 0.38074, 0.38072], [0.38439, 0.38447, 0.38445], [0.38814, 0.38822, 0.3882], [0.39189, 0.39197, 0.39195], [0.39565, 0.39574, 0.39572], [0.3994, 0.39949, 0.39946], [0.40318, 0.40327, 0.40325], [0.40695, 0.40704, 0.40702], [0.41074, 0.41083, 0.41081], [0.41452, 0.41461, 0.41459], [0.41831, 0.4184, 0.41838], [0.42211, 0.4222, 0.42218], [0.42592, 0.42601, 0.42599], [0.42974, 0.42983, 0.42981], [0.43355, 0.43364, 0.43362], [0.43739, 0.43748, 0.43746], [0.44121, 0.44131, 0.44128], [0.44505, 0.44515, 0.44512], [0.4489, 0.449, 0.44897], [0.45275, 0.45284, 0.45282], [0.45659, 0.45669, 0.45667], [0.46045, 0.46055, 0.46052], [0.46433, 0.46443, 0.46441], [0.46819, 0.46829, 0.46826], [0.47208, 0.47218, 0.47215], [0.47596, 0.47606, 0.47603], [0.47985, 0.47995, 0.47992], [0.48373, 0.48383, 0.48381], [0.48764, 0.48775, 0.48772], [0.49155, 0.49165, 0.49163], [0.49545, 0.49556, 0.49553], [0.49936, 0.49947, 0.49944], [0.50329, 0.50339, 0.50337], [0.50722, 0.50733, 0.5073], [0.51115, 0.51126, 0.51123], [0.51509, 0.5152, 0.51517], [0.51904, 0.51915, 0.51912], [0.52299, 0.5231, 0.52307], [0.52695, 0.52706, 0.52703], [0.5309, 0.53101, 0.53099], [0.53487, 0.53498, 0.53495], [0.53884, 0.53895, 0.53893], [0.54282, 0.54293, 0.5429], [0.5468, 0.54691, 0.54688], [0.55078, 0.5509, 0.55087], [0.55478, 0.55489, 0.55486], [0.55877, 0.55888, 0.55886], [0.56278, 0.5629, 0.56287], [0.56679, 0.56691, 0.56688], [0.57079, 0.57091, 0.57088], [0.57481, 0.57493, 0.5749], [0.57884, 0.57896, 0.57893], [0.58286, 0.58298, 0.58295], [0.5869, 0.58702, 0.58699], [0.59094, 0.59106, 0.59103], [0.59498, 0.5951, 0.59507], [0.59903, 0.59916, 0.59913], [0.60309, 0.60321, 0.60318], [0.60715, 0.60728, 0.60724], [0.61121, 0.61134, 0.61131], [0.61527, 0.6154, 0.61537], [0.61936, 0.61948, 0.61945], [0.62343, 0.62356, 0.62353], [0.62751, 0.62764, 0.62761], [0.6316, 0.63173, 0.6317], [0.63569, 0.63583, 0.63579], [0.6398, 0.63993, 0.63989], [0.64389, 0.64402, 0.64399], [0.648, 0.64813, 0.6481], [0.65212, 0.65225, 0.65222], [0.65624, 0.65637, 0.65634], [0.66035, 0.66049, 0.66045], [0.66448, 0.66461, 0.66458], [0.66862, 0.66875, 0.66872], [0.67275, 0.67289, 0.67286], [0.6769, 0.67703, 0.677], [0.68103, 0.68117, 0.68114], [0.68519, 0.68533, 0.6853], [0.68935, 0.68949, 0.68945], [0.6935, 0.69364, 0.69361], [0.69766, 0.69781, 0.69777], [0.70183, 0.70197, 0.70194], [0.70601, 0.70616, 0.70612], [0.71019, 0.71033, 0.7103], [0.71437, 0.71451, 0.71448], [0.71855, 0.7187, 0.71867], [0.72274, 0.72289, 0.72286], [0.72694, 0.72709, 0.72706], [0.73114, 0.73129, 0.73126], [0.73535, 0.7355, 0.73546], [0.73957, 0.73972, 0.73968], [0.74378, 0.74393, 0.74389], [0.748, 0.74815, 0.74811], [0.75222, 0.75237, 0.75233], [0.75644, 0.7566, 0.75656], [0.76068, 0.76083, 0.76079], [0.76492, 0.76507, 0.76503], [0.76915, 0.76931, 0.76927], [0.7734, 0.77355, 0.77351], [0.77765, 0.77781, 0.77777], [0.78191, 0.78206, 0.78202], [0.78616, 0.78632, 0.78628], [0.79042, 0.79058, 0.79054], [0.79469, 0.79485, 0.79481], [0.79896, 0.79913, 0.79909], [0.80323, 0.8034, 0.80336], [0.80752, 0.80768, 0.80764], [0.8118, 0.81196, 0.81192], [0.81609, 0.81626, 0.81621], [0.82038, 0.82054, 0.8205], [0.82467, 0.82484, 0.8248], [0.82898, 0.82915, 0.82911], [0.83328, 0.83345, 0.83341], [0.83759, 0.83776, 0.83772], [0.84191, 0.84208, 0.84204], [0.84622, 0.84639, 0.84635], [0.85054, 0.85071, 0.85067], [0.85487, 0.85504, 0.855], [0.8592, 0.85937, 0.85933], [0.86354, 0.86371, 0.86367], [0.86787, 0.86805, 0.86801], [0.87222, 0.87239, 0.87235], [0.87656, 0.87673, 0.87669], [0.88091, 0.88109, 0.88104], [0.88527, 0.88544, 0.8854], [0.88962, 0.8898, 0.88976], [0.89399, 0.89417, 0.89412], [0.89835, 0.89853, 0.89849], [0.90272, 0.90291, 0.90286], [0.9071, 0.90728, 0.90724], [0.91148, 0.91166, 0.91161], [0.91585, 0.91604, 0.91599], [0.92024, 0.92043, 0.92038], [0.92463, 0.92482, 0.92477], [0.92903, 0.92921, 0.92917], [0.93342, 0.93361, 0.93356], [0.93783, 0.93802, 0.93797], [0.94224, 0.94243, 0.94238], [0.94664, 0.94683, 0.94679], [0.95106, 0.95125, 0.9512], [0.95548, 0.95567, 0.95562], [0.9599, 0.96009, 0.96004], [0.96432, 0.96451, 0.96446], [0.96875, 0.96894, 0.9689], [0.97318, 0.97338, 0.97333], [0.97762, 0.97781, 0.97777], [0.98206, 0.98226, 0.98221], [0.98651, 0.9867, 0.98666], [0.99095, 0.99115, 0.9911], [0.9954, 0.9956, 0.99555], [0.99986, 1, 1], ] b_linear_grey_0_100_c0 = bokeh_palette('linear_grey_0_100_c0',linear_grey_0_100_c0) m_linear_grey_0_100_c0 = mpl_cm('linear_grey_0_100_c0',linear_grey_0_100_c0) m_linear_grey_0_100_c0_r = mpl_cm('linear_grey_0_100_c0_r',list(reversed(linear_grey_0_100_c0))) gray = b_linear_grey_0_100_c0 m_gray = m_linear_grey_0_100_c0 m_gray_r = m_linear_grey_0_100_c0_r palette['gray'] = b_linear_grey_0_100_c0 palette_n['gray'] = b_linear_grey_0_100_c0 cm['gray'] = m_linear_grey_0_100_c0 cm['gray_r'] = m_linear_grey_0_100_c0_r cm_n['gray'] = mpl_cm('gray',linear_grey_0_100_c0) cm_n['gray_r'] = mpl_cm('gray_r',list(reversed(linear_grey_0_100_c0))) CET_L1 = b_linear_grey_0_100_c0 m_CET_L1 = m_linear_grey_0_100_c0 m_CET_L1_r = m_linear_grey_0_100_c0_r palette['CET_L1'] = b_linear_grey_0_100_c0 cm['CET_L1'] = m_linear_grey_0_100_c0 cm['CET_L1_r'] = m_linear_grey_0_100_c0_r register_cmap('cet_CET_L1',m_linear_grey_0_100_c0) register_cmap('cet_CET_L1_r',m_linear_grey_0_100_c0_r) linear_bmy_10_95_c71 = [ # cmap_def [0.0018068, 0.058001, 0.36399], [0.0024107, 0.059964, 0.37048], [0.0031987, 0.061692, 0.37697], [0.0042843, 0.063571, 0.38341], [0.0057638, 0.065341, 0.38979], [0.0075093, 0.067136, 0.39617], [0.0097084, 0.068953, 0.40248], [0.012532, 0.070615, 0.40875], [0.0155, 0.07232, 0.41499], [0.019067, 0.074062, 0.42116], [0.023134, 0.075673, 0.42729], [0.027668, 0.077301, 0.43336], [0.032903, 0.078925, 0.43937], [0.038954, 0.080546, 0.44532], [0.045181, 0.082169, 0.45122], [0.051521, 0.083668, 0.45704], [0.058053, 0.085134, 0.46278], [0.06473, 0.086625, 0.46847], [0.071444, 0.088071, 0.47409], [0.078236, 0.089456, 0.4796], [0.085243, 0.090814, 0.48502], [0.092333, 0.092133, 0.49038], [0.099463, 0.093353, 0.49564], [0.10684, 0.094646, 0.50078], [0.11423, 0.095771, 0.50581], [0.12178, 0.096854, 0.51075], [0.12948, 0.097993, 0.51558], [0.13728, 0.098973, 0.52029], [0.14525, 0.099911, 0.52487], [0.1533, 0.10078, 0.5293], [0.16159, 0.10159, 0.53358], [0.16995, 0.10233, 0.53773], [0.17849, 0.103, 0.5417], [0.18715, 0.10358, 0.54552], [0.19599, 0.10402, 0.54915], [0.20499, 0.10436, 0.55259], [0.21418, 0.10461, 0.55582], [0.22355, 0.10475, 0.55884], [0.2331, 0.10475, 0.56162], [0.24286, 0.10462, 0.56415], [0.25285, 0.10434, 0.5664], [0.26305, 0.10391, 0.56836], [0.27348, 0.10327, 0.57], [0.28411, 0.10237, 0.5713], [0.29502, 0.10125, 0.57224], [0.30619, 0.099883, 0.57281], [0.31733, 0.098383, 0.57312], [0.32829, 0.096731, 0.57334], [0.33902, 0.095191, 0.57351], [0.34952, 0.093473, 0.57361], [0.35984, 0.09185, 0.57367], [0.36998, 0.090102, 0.57366], [0.37996, 0.088354, 0.5736], [0.38979, 0.086567, 0.57349], [0.39947, 0.084774, 0.57331], [0.40903, 0.082914, 0.57309], [0.41845, 0.081085, 0.5728], [0.42777, 0.079164, 0.57245], [0.43696, 0.077258, 0.57205], [0.44604, 0.075373, 0.57159], [0.45505, 0.073529, 0.57107], [0.46394, 0.071572, 0.57049], [0.47273, 0.069648, 0.56986], [0.48145, 0.067661, 0.56917], [0.49008, 0.06569, 0.56843], [0.49863, 0.063767, 0.56763], [0.5071, 0.061792, 0.56677], [0.51549, 0.059971, 0.56585], [0.52382, 0.057948, 0.56487], [0.53207, 0.056175, 0.56385], [0.54025, 0.054286, 0.56276], [0.54838, 0.052493, 0.5616], [0.55642, 0.05079, 0.5604], [0.56441, 0.049208, 0.55913], [0.57234, 0.04752, 0.55781], [0.58021, 0.045977, 0.55643], [0.588, 0.044652, 0.55502], [0.59575, 0.043191, 0.55358], [0.60343, 0.042094, 0.55214], [0.61104, 0.040933, 0.55067], [0.6186, 0.039904, 0.5492], [0.62609, 0.039006, 0.5477], [0.63354, 0.038249, 0.5462], [0.64092, 0.037647, 0.54466], [0.64826, 0.037202, 0.54313], [0.65554, 0.036908, 0.54156], [0.66278, 0.036776, 0.53999], [0.66996, 0.036816, 0.53841], [0.6771, 0.037039, 0.53681], [0.68417, 0.037443, 0.53518], [0.69122, 0.038023, 0.53354], [0.69821, 0.038789, 0.53189], [0.70517, 0.039756, 0.53022], [0.71207, 0.040926, 0.52854], [0.71894, 0.042269, 0.52684], [0.72576, 0.043681, 0.52511], [0.73255, 0.045402, 0.52338], [0.73929, 0.047268, 0.52162], [0.74598, 0.049331, 0.51985], [0.75264, 0.051385, 0.51807], [0.75926, 0.053656, 0.51626], [0.76585, 0.056145, 0.51445], [0.77239, 0.058663, 0.5126], [0.7789, 0.061273, 0.51075], [0.78537, 0.064105, 0.50888], [0.79179, 0.067003, 0.50698], [0.79815, 0.07017, 0.50503], [0.8044, 0.073831, 0.503], [0.81054, 0.077734, 0.50091], [0.81658, 0.082182, 0.49873], [0.82251, 0.086838, 0.49646], [0.82832, 0.09184, 0.49413], [0.83402, 0.097033, 0.49171], [0.83961, 0.10255, 0.48919], [0.8451, 0.10821, 0.48661], [0.85047, 0.1141, 0.48394], [0.85573, 0.12016, 0.48118], [0.86088, 0.12639, 0.47835], [0.86592, 0.13272, 0.47543], [0.87085, 0.13913, 0.47242], [0.87567, 0.14574, 0.46934], [0.88036, 0.15236, 0.46614], [0.88495, 0.15912, 0.46287], [0.88942, 0.16592, 0.45953], [0.89379, 0.17282, 0.45608], [0.89803, 0.17978, 0.45256], [0.90216, 0.18681, 0.44893], [0.90617, 0.1939, 0.44521], [0.91008, 0.20098, 0.44141], [0.91386, 0.20817, 0.43752], [0.91752, 0.21538, 0.43351], [0.92106, 0.22265, 0.42942], [0.92449, 0.22991, 0.42524], [0.9278, 0.23727, 0.42094], [0.93099, 0.24459, 0.41657], [0.93405, 0.252, 0.41209], [0.93701, 0.25939, 0.4076], [0.93986, 0.26675, 0.40316], [0.9426, 0.27411, 0.39879], [0.94522, 0.28144, 0.39449], [0.94774, 0.28878, 0.39026], [0.95015, 0.29609, 0.3861], [0.95245, 0.30338, 0.382], [0.95466, 0.31069, 0.37798], [0.95674, 0.31797, 0.37403], [0.95873, 0.32523, 0.37012], [0.96061, 0.33251, 0.36631], [0.96239, 0.33976, 0.36253], [0.96406, 0.34701, 0.35883], [0.96562, 0.35425, 0.35522], [0.96708, 0.36148, 0.35164], [0.96843, 0.36871, 0.34814], [0.96968, 0.37593, 0.3447], [0.97082, 0.38315, 0.34134], [0.97186, 0.39036, 0.33803], [0.9728, 0.39757, 0.33481], [0.97362, 0.40476, 0.33161], [0.97434, 0.41197, 0.32852], [0.97495, 0.41917, 0.32547], [0.97546, 0.42636, 0.32252], [0.97586, 0.43355, 0.31962], [0.97615, 0.44074, 0.31678], [0.97634, 0.44792, 0.31402], [0.97641, 0.45512, 0.31133], [0.97637, 0.46229, 0.30872], [0.97624, 0.46947, 0.30617], [0.97607, 0.47658, 0.30363], [0.97591, 0.4836, 0.30112], [0.97579, 0.49054, 0.29861], [0.97569, 0.49738, 0.2961], [0.97563, 0.50413, 0.29358], [0.97559, 0.5108, 0.29108], [0.97559, 0.51739, 0.28856], [0.97562, 0.5239, 0.28603], [0.97568, 0.53035, 0.28352], [0.97578, 0.53672, 0.28099], [0.9759, 0.54302, 0.27848], [0.97607, 0.54926, 0.27597], [0.97626, 0.55543, 0.27343], [0.97649, 0.56155, 0.2709], [0.97675, 0.56761, 0.26835], [0.97705, 0.57361, 0.26582], [0.97738, 0.57956, 0.26328], [0.97775, 0.58545, 0.26073], [0.97815, 0.59129, 0.25816], [0.97859, 0.59708, 0.25562], [0.97907, 0.60282, 0.25307], [0.97958, 0.60852, 0.25049], [0.98013, 0.61416, 0.24794], [0.98072, 0.61978, 0.24534], [0.98135, 0.62534, 0.24277], [0.98202, 0.63087, 0.24018], [0.98273, 0.63635, 0.23762], [0.98347, 0.64177, 0.23503], [0.98425, 0.64718, 0.23241], [0.98507, 0.65256, 0.22982], [0.98586, 0.65793, 0.22748], [0.98656, 0.66331, 0.22545], [0.98719, 0.6687, 0.22375], [0.98774, 0.6741, 0.22234], [0.98823, 0.67951, 0.22119], [0.98867, 0.68493, 0.22026], [0.98906, 0.69035, 0.21952], [0.98939, 0.69578, 0.21896], [0.98968, 0.7012, 0.2186], [0.98992, 0.70664, 0.2184], [0.99012, 0.71207, 0.21835], [0.99028, 0.7175, 0.21841], [0.9904, 0.72292, 0.21862], [0.99048, 0.72836, 0.21896], [0.99054, 0.73379, 0.2194], [0.99055, 0.73922, 0.21995], [0.99053, 0.74463, 0.22062], [0.99048, 0.75005, 0.22135], [0.9904, 0.75548, 0.22218], [0.99028, 0.7609, 0.22313], [0.99014, 0.76631, 0.22411], [0.98996, 0.77172, 0.22522], [0.98976, 0.77714, 0.22642], [0.98952, 0.78254, 0.22765], [0.98925, 0.78794, 0.22898], [0.98896, 0.79335, 0.23033], [0.98863, 0.79874, 0.23182], [0.98828, 0.80414, 0.2333], [0.9879, 0.80953, 0.23491], [0.98749, 0.81492, 0.23654], [0.98705, 0.82031, 0.23821], [0.98658, 0.82569, 0.23995], [0.98608, 0.83108, 0.24175], [0.98556, 0.83646, 0.24358], [0.98501, 0.84184, 0.24547], [0.98443, 0.84721, 0.24743], [0.98382, 0.85258, 0.2494], [0.98318, 0.85795, 0.25145], [0.98251, 0.86332, 0.25351], [0.98182, 0.86869, 0.25562], [0.98109, 0.87405, 0.25776], [0.98034, 0.87941, 0.25997], [0.97957, 0.88477, 0.26219], [0.97875, 0.89012, 0.26445], [0.97792, 0.89548, 0.26675], [0.97705, 0.90083, 0.26909], [0.97615, 0.90619, 0.27144], [0.97523, 0.91153, 0.27384], [0.97428, 0.91688, 0.27628], [0.9733, 0.92223, 0.27873], [0.97229, 0.92756, 0.2812], [0.97124, 0.93291, 0.28373], [0.97017, 0.93825, 0.28625], [0.96907, 0.94359, 0.28885], [0.96794, 0.94893, 0.29144], [0.96677, 0.95427, 0.29405], [0.96558, 0.9596, 0.29671], [0.96436, 0.96493, 0.29938], [0.9631, 0.97026, 0.30206], [0.96182, 0.97559, 0.30477], ] b_linear_bmy_10_95_c71 = bokeh_palette('linear_bmy_10_95_c71',linear_bmy_10_95_c71) m_linear_bmy_10_95_c71 = mpl_cm('linear_bmy_10_95_c71',linear_bmy_10_95_c71) m_linear_bmy_10_95_c71_r = mpl_cm('linear_bmy_10_95_c71_r',list(reversed(linear_bmy_10_95_c71))) CET_L8 = b_linear_bmy_10_95_c71 m_CET_L8 = m_linear_bmy_10_95_c71 m_CET_L8_r = m_linear_bmy_10_95_c71_r palette['CET_L8'] = b_linear_bmy_10_95_c71 cm['CET_L8'] = m_linear_bmy_10_95_c71 cm['CET_L8_r'] = m_linear_bmy_10_95_c71_r register_cmap('cet_CET_L8',m_linear_bmy_10_95_c71) register_cmap('cet_CET_L8_r',m_linear_bmy_10_95_c71_r) diverging_isoluminant_cjm_75_c24 = [ # cmap_def [0, 0.79435, 0.99671], [0, 0.79384, 0.99455], [0, 0.79333, 0.99239], [0, 0.79282, 0.99023], [0, 0.79231, 0.98806], [0, 0.7918, 0.9859], [0, 0.79128, 0.98374], [0, 0.79077, 0.98158], [0, 0.79026, 0.97942], [0, 0.78975, 0.97726], [0, 0.78924, 0.9751], [0, 0.78872, 0.97295], [0, 0.7882, 0.97079], [0, 0.78769, 0.96863], [0, 0.78717, 0.96647], [0.030516, 0.78666, 0.96431], [0.077099, 0.78614, 0.96216], [0.10792, 0.78562, 0.96001], [0.13219, 0.7851, 0.95785], [0.15262, 0.78458, 0.9557], [0.17059, 0.78406, 0.95354], [0.18672, 0.78354, 0.95139], [0.20145, 0.78302, 0.94923], [0.21508, 0.7825, 0.94708], [0.22782, 0.78198, 0.94493], [0.23976, 0.78145, 0.94278], [0.25106, 0.78093, 0.94063], [0.26179, 0.7804, 0.93848], [0.272, 0.77988, 0.93633], [0.28182, 0.77935, 0.93417], [0.29123, 0.77882, 0.93203], [0.30027, 0.7783, 0.92988], [0.30902, 0.77777, 0.92773], [0.31745, 0.77725, 0.92558], [0.32562, 0.77672, 0.92344], [0.33356, 0.77618, 0.92129], [0.34126, 0.77565, 0.91914], [0.34875, 0.77512, 0.917], [0.35605, 0.77459, 0.91485], [0.36315, 0.77406, 0.91271], [0.37009, 0.77352, 0.91056], [0.37688, 0.77299, 0.90842], [0.3835, 0.77246, 0.90627], [0.38997, 0.77193, 0.90413], [0.39633, 0.77139, 0.90199], [0.40254, 0.77086, 0.89985], [0.40865, 0.77032, 0.8977], [0.41463, 0.76978, 0.89556], [0.4205, 0.76924, 0.89342], [0.42627, 0.7687, 0.89128], [0.43196, 0.76816, 0.88914], [0.43753, 0.76762, 0.887], [0.443, 0.76708, 0.88486], [0.44839, 0.76654, 0.88272], [0.4537, 0.766, 0.88058], [0.45893, 0.76546, 0.87844], [0.46409, 0.76492, 0.8763], [0.46917, 0.76437, 0.87417], [0.47416, 0.76382, 0.87203], [0.4791, 0.76328, 0.86989], [0.48396, 0.76273, 0.86776], [0.48876, 0.76219, 0.86562], [0.4935, 0.76164, 0.86349], [0.49819, 0.76109, 0.86135], [0.5028, 0.76054, 0.85922], [0.50737, 0.75999, 0.85708], [0.51187, 0.75944, 0.85495], [0.51632, 0.75889, 0.85282], [0.52073, 0.75834, 0.85068], [0.52508, 0.75779, 0.84855], [0.52939, 0.75723, 0.84641], [0.53364, 0.75668, 0.84429], [0.53786, 0.75612, 0.84216], [0.54202, 0.75557, 0.84003], [0.54615, 0.75502, 0.83789], [0.55022, 0.75446, 0.83576], [0.55426, 0.7539, 0.83363], [0.55825, 0.75334, 0.83151], [0.56222, 0.75278, 0.82938], [0.56614, 0.75222, 0.82725], [0.57001, 0.75166, 0.82511], [0.57386, 0.7511, 0.82299], [0.57767, 0.75054, 0.82086], [0.58145, 0.74997, 0.81873], [0.5852, 0.7494, 0.81661], [0.58889, 0.74884, 0.81448], [0.59258, 0.74828, 0.81235], [0.59622, 0.74772, 0.81023], [0.59983, 0.74715, 0.8081], [0.60342, 0.74658, 0.80598], [0.60697, 0.74601, 0.80385], [0.61049, 0.74544, 0.80173], [0.61398, 0.74487, 0.79961], [0.61745, 0.7443, 0.79748], [0.62089, 0.74373, 0.79536], [0.6243, 0.74316, 0.79324], [0.62769, 0.74258, 0.79111], [0.63105, 0.742, 0.78899], [0.63438, 0.74143, 0.78687], [0.63769, 0.74085, 0.78475], [0.64097, 0.74028, 0.78262], [0.64423, 0.73971, 0.7805], [0.64747, 0.73913, 0.77838], [0.65069, 0.73854, 0.77626], [0.65388, 0.73796, 0.77414], [0.65705, 0.73738, 0.77202], [0.66019, 0.7368, 0.7699], [0.66332, 0.73621, 0.76778], [0.66642, 0.73563, 0.76567], [0.66951, 0.73505, 0.76355], [0.67257, 0.73446, 0.76145], [0.6756, 0.73388, 0.75935], [0.67862, 0.73329, 0.75727], [0.68161, 0.7327, 0.75521], [0.68458, 0.73211, 0.75316], [0.68753, 0.73151, 0.75116], [0.69045, 0.73091, 0.74918], [0.69334, 0.73031, 0.74727], [0.6962, 0.72971, 0.74541], [0.69902, 0.7291, 0.74364], [0.70181, 0.72848, 0.74196], [0.70456, 0.72786, 0.74039], [0.70726, 0.72724, 0.73895], [0.70992, 0.72661, 0.73766], [0.71252, 0.72597, 0.73652], [0.71507, 0.72533, 0.73557], [0.71757, 0.72468, 0.73481], [0.72, 0.72402, 0.73423], [0.72237, 0.72335, 0.73386], [0.7247, 0.72268, 0.73368], [0.72695, 0.722, 0.7337], [0.72915, 0.72132, 0.73391], [0.7313, 0.72063, 0.73429], [0.7334, 0.71994, 0.73484], [0.73545, 0.71924, 0.73553], [0.73745, 0.71854, 0.73635], [0.73943, 0.71784, 0.73729], [0.74136, 0.71713, 0.73833], [0.74327, 0.71642, 0.73945], [0.74515, 0.71571, 0.74062], [0.74702, 0.71498, 0.74185], [0.74887, 0.71426, 0.74313], [0.75071, 0.71355, 0.74443], [0.75252, 0.71282, 0.74576], [0.75434, 0.7121, 0.74711], [0.75615, 0.71138, 0.74847], [0.75795, 0.71064, 0.74983], [0.75974, 0.70991, 0.75121], [0.76153, 0.70918, 0.75258], [0.76332, 0.70845, 0.75397], [0.76511, 0.7077, 0.75535], [0.76688, 0.70697, 0.75673], [0.76866, 0.70623, 0.75812], [0.77044, 0.70548, 0.75949], [0.77221, 0.70474, 0.76088], [0.77397, 0.70399, 0.76225], [0.77574, 0.70324, 0.76364], [0.77751, 0.70249, 0.76502], [0.77926, 0.70173, 0.7664], [0.78102, 0.70098, 0.76778], [0.78278, 0.70021, 0.76916], [0.78453, 0.69945, 0.77055], [0.78628, 0.69869, 0.77193], [0.78802, 0.69792, 0.7733], [0.78977, 0.69715, 0.77468], [0.79151, 0.69639, 0.77607], [0.79325, 0.69561, 0.77745], [0.79498, 0.69483, 0.77883], [0.79672, 0.69405, 0.78021], [0.79845, 0.69328, 0.78159], [0.80018, 0.6925, 0.78297], [0.8019, 0.69171, 0.78435], [0.80363, 0.69092, 0.78573], [0.80534, 0.69014, 0.78711], [0.80707, 0.68935, 0.78849], [0.80878, 0.68855, 0.78987], [0.81049, 0.68775, 0.79125], [0.8122, 0.68695, 0.79263], [0.81391, 0.68615, 0.79401], [0.81562, 0.68535, 0.79539], [0.81732, 0.68454, 0.79677], [0.81902, 0.68373, 0.79815], [0.82072, 0.68292, 0.79953], [0.82242, 0.68211, 0.80091], [0.82411, 0.68129, 0.80228], [0.82581, 0.68047, 0.80367], [0.8275, 0.67965, 0.80504], [0.82919, 0.67883, 0.80643], [0.83087, 0.67801, 0.8078], [0.83255, 0.67718, 0.80919], [0.83424, 0.67634, 0.81056], [0.83591, 0.67551, 0.81194], [0.83759, 0.67467, 0.81332], [0.83927, 0.67383, 0.8147], [0.84094, 0.67299, 0.81608], [0.84261, 0.67215, 0.81746], [0.84427, 0.6713, 0.81883], [0.84594, 0.67045, 0.82021], [0.8476, 0.6696, 0.8216], [0.84927, 0.66874, 0.82297], [0.85092, 0.66788, 0.82435], [0.85259, 0.66702, 0.82573], [0.85424, 0.66615, 0.82711], [0.8559, 0.66529, 0.82849], [0.85754, 0.66442, 0.82987], [0.85919, 0.66355, 0.83125], [0.86084, 0.66268, 0.83263], [0.86249, 0.6618, 0.83401], [0.86414, 0.66091, 0.83538], [0.86577, 0.66003, 0.83676], [0.86741, 0.65914, 0.83814], [0.86906, 0.65826, 0.83952], [0.87069, 0.65737, 0.8409], [0.87233, 0.65647, 0.84228], [0.87395, 0.65557, 0.84366], [0.87559, 0.65467, 0.84504], [0.87721, 0.65377, 0.84641], [0.87884, 0.65285, 0.84779], [0.88047, 0.65195, 0.84918], [0.88209, 0.65104, 0.85055], [0.88371, 0.65012, 0.85193], [0.88533, 0.64921, 0.85331], [0.88695, 0.64828, 0.85469], [0.88857, 0.64736, 0.85607], [0.89018, 0.64643, 0.85745], [0.89179, 0.64549, 0.85883], [0.8934, 0.64456, 0.86021], [0.89502, 0.64362, 0.86159], [0.89662, 0.64269, 0.86297], [0.89822, 0.64174, 0.86435], [0.89983, 0.64079, 0.86572], [0.90143, 0.63985, 0.8671], [0.90304, 0.63889, 0.86849], [0.90463, 0.63793, 0.86986], [0.90623, 0.63698, 0.87124], [0.90783, 0.63601, 0.87262], [0.90942, 0.63504, 0.874], [0.91101, 0.63408, 0.87538], [0.9126, 0.6331, 0.87675], [0.91419, 0.63213, 0.87814], [0.91578, 0.63115, 0.87951], [0.91737, 0.63016, 0.8809], [0.91895, 0.62917, 0.88227], [0.92053, 0.62819, 0.88366], [0.92212, 0.62719, 0.88504], [0.9237, 0.62619, 0.88642], [0.92527, 0.62519, 0.88779], [0.92685, 0.62419, 0.88918], [0.92842, 0.62319, 0.89055], [0.93, 0.62217, 0.89194], [0.93157, 0.62116, 0.89331], [0.93314, 0.62014, 0.8947], [0.93471, 0.61912, 0.89607], [0.93628, 0.61809, 0.89746], [0.93785, 0.61706, 0.89883], [0.93941, 0.61603, 0.90021], ] b_diverging_isoluminant_cjm_75_c24 = bokeh_palette('diverging_isoluminant_cjm_75_c24',diverging_isoluminant_cjm_75_c24) m_diverging_isoluminant_cjm_75_c24 = mpl_cm('diverging_isoluminant_cjm_75_c24',diverging_isoluminant_cjm_75_c24) m_diverging_isoluminant_cjm_75_c24_r = mpl_cm('diverging_isoluminant_cjm_75_c24_r',list(reversed(diverging_isoluminant_cjm_75_c24))) rainbow_bgyr_35_85_c73 = [ # cmap_def [0, 0.20755, 0.97632], [0, 0.21857, 0.96476], [0, 0.2291, 0.95322], [0, 0.23923, 0.94169], [0, 0.24899, 0.93018], [0, 0.25842, 0.91868], [0, 0.26756, 0.9072], [0, 0.27649, 0.89573], [0, 0.28513, 0.88428], [0, 0.29358, 0.87284], [0, 0.30184, 0.86141], [0, 0.30994, 0.85], [0, 0.31785, 0.83859], [0, 0.3256, 0.82721], [0, 0.33324, 0.81583], [0, 0.34073, 0.80447], [0, 0.3481, 0.79312], [0, 0.35537, 0.78178], [0, 0.3625, 0.77045], [0, 0.36954, 0.75913], [0, 0.37649, 0.74783], [0, 0.38333, 0.73654], [0, 0.39005, 0.72528], [0, 0.39667, 0.71405], [0, 0.40319, 0.70286], [0, 0.40957, 0.69171], [0, 0.4158, 0.68063], [0, 0.42188, 0.66965], [0, 0.4278, 0.65875], [0, 0.43352, 0.64799], [0, 0.43905, 0.63737], [0, 0.44438, 0.62689], [0, 0.4495, 0.61659], [0, 0.45441, 0.60644], [0, 0.45914, 0.59646], [0.0019224, 0.46368, 0.58662], [0.027932, 0.46808, 0.57693], [0.054843, 0.47236, 0.56735], [0.076598, 0.47653, 0.55785], [0.095053, 0.48062, 0.54844], [0.11106, 0.48465, 0.53907], [0.12523, 0.48865, 0.52974], [0.13795, 0.49262, 0.52042], [0.14935, 0.49658, 0.5111], [0.15962, 0.50055, 0.50179], [0.169, 0.50452, 0.49245], [0.17747, 0.50849, 0.48309], [0.18517, 0.51246, 0.4737], [0.19217, 0.51645, 0.46429], [0.19856, 0.52046, 0.45483], [0.20443, 0.52448, 0.44531], [0.20974, 0.52851, 0.43577], [0.21461, 0.53255, 0.42616], [0.21905, 0.53661, 0.41651], [0.22309, 0.54066, 0.40679], [0.22674, 0.54474, 0.397], [0.23002, 0.54883, 0.38713], [0.233, 0.55292, 0.3772], [0.23568, 0.55703, 0.36716], [0.23802, 0.56114, 0.35704], [0.24006, 0.56526, 0.34678], [0.24185, 0.56939, 0.3364], [0.24334, 0.57354, 0.32588], [0.24458, 0.57769, 0.31523], [0.24556, 0.58185, 0.30439], [0.2463, 0.58603, 0.29336], [0.2468, 0.59019, 0.28214], [0.24707, 0.59438, 0.27067], [0.24714, 0.59856, 0.25895], [0.24704, 0.60275, 0.24696], [0.24679, 0.60693, 0.23472], [0.24648, 0.61109, 0.22215], [0.24616, 0.61523, 0.20933], [0.24597, 0.61936, 0.19628], [0.24602, 0.62342, 0.18297], [0.24648, 0.62742, 0.1696], [0.24753, 0.63135, 0.15615], [0.24931, 0.63518, 0.14276], [0.25204, 0.63889, 0.12965], [0.25579, 0.64249, 0.11693], [0.2607, 0.64593, 0.10484], [0.26674, 0.64925, 0.093668], [0.2739, 0.65241, 0.083583], [0.28205, 0.65544, 0.074764], [0.29104, 0.65834, 0.067449], [0.30071, 0.66112, 0.061598], [0.31093, 0.66382, 0.057362], [0.32147, 0.66641, 0.054542], [0.33226, 0.66895, 0.052918], [0.34314, 0.67142, 0.052293], [0.35402, 0.67386, 0.052401], [0.36487, 0.67627, 0.05303], [0.37564, 0.67864, 0.054018], [0.38629, 0.681, 0.055243], [0.39683, 0.68335, 0.05664], [0.40725, 0.68569, 0.057955], [0.41755, 0.68801, 0.059542], [0.42772, 0.69031, 0.060911], [0.43777, 0.69262, 0.062454], [0.4477, 0.69491, 0.063883], [0.45755, 0.69719, 0.065334], [0.46731, 0.69947, 0.066802], [0.47698, 0.70173, 0.068291], [0.48656, 0.70399, 0.069758], [0.49607, 0.70625, 0.071211], [0.50551, 0.70848, 0.072621], [0.5149, 0.71071, 0.074107], [0.52421, 0.71293, 0.07551], [0.53346, 0.71514, 0.076938], [0.54268, 0.71735, 0.078389], [0.55183, 0.71954, 0.079862], [0.56093, 0.72172, 0.08136], [0.56998, 0.7239, 0.082779], [0.57901, 0.72607, 0.084273], [0.58797, 0.72822, 0.08563], [0.59692, 0.73037, 0.08717], [0.60581, 0.73251, 0.088583], [0.61468, 0.73464, 0.09003], [0.62353, 0.73676, 0.091506], [0.63233, 0.73887, 0.092872], [0.6411, 0.74097, 0.094388], [0.64986, 0.74307, 0.095796], [0.65858, 0.74515, 0.097234], [0.66728, 0.74722, 0.098697], [0.67595, 0.74928, 0.10013], [0.6846, 0.75135, 0.10157], [0.69324, 0.75339, 0.10305], [0.70185, 0.75543, 0.10444], [0.71045, 0.75746, 0.10594], [0.71902, 0.75947, 0.10738], [0.72758, 0.76149, 0.10881], [0.73613, 0.76349, 0.1103], [0.74466, 0.76548, 0.11173], [0.75317, 0.76746, 0.1132], [0.76167, 0.76943, 0.11457], [0.77016, 0.7714, 0.11608], [0.77864, 0.77335, 0.11749], [0.78711, 0.7753, 0.11897], [0.79556, 0.77724, 0.12038], [0.80401, 0.77916, 0.12182], [0.81244, 0.78108, 0.12327], [0.82086, 0.78299, 0.12474], [0.82929, 0.78489, 0.12623], [0.83769, 0.78678, 0.12766], [0.84609, 0.78866, 0.1291], [0.8545, 0.79053, 0.1306], [0.86289, 0.79238, 0.13203], [0.87127, 0.7942, 0.13346], [0.87964, 0.79598, 0.13491], [0.88799, 0.79771, 0.13626], [0.8963, 0.79937, 0.13769], [0.90456, 0.80091, 0.13896], [0.91273, 0.80229, 0.14021], [0.92077, 0.80347, 0.14138], [0.92863, 0.80438, 0.14238], [0.93625, 0.80495, 0.14322], [0.94355, 0.80511, 0.14385], [0.95044, 0.80481, 0.14425], [0.95686, 0.80399, 0.14437], [0.96274, 0.80262, 0.14419], [0.96803, 0.80067, 0.14372], [0.9727, 0.79816, 0.14294], [0.97674, 0.79512, 0.14188], [0.9802, 0.79159, 0.14055], [0.9831, 0.78764, 0.13895], [0.98551, 0.78333, 0.13721], [0.98751, 0.77872, 0.13526], [0.98917, 0.77389, 0.13319], [0.99056, 0.76889, 0.13103], [0.99175, 0.76376, 0.12875], [0.99279, 0.75855, 0.12647], [0.99371, 0.75327, 0.1241], [0.99455, 0.74796, 0.12173], [0.99534, 0.74261, 0.11937], [0.99608, 0.73724, 0.11697], [0.99679, 0.73185, 0.11453], [0.99748, 0.72646, 0.11217], [0.99814, 0.72104, 0.10976], [0.99879, 0.71563, 0.1073], [0.99942, 0.71019, 0.1048], [1, 0.70475, 0.10238], [1, 0.69929, 0.099908], [1, 0.69382, 0.09745], [1, 0.68834, 0.095], [1, 0.68284, 0.092452], [1, 0.67734, 0.08996], [1, 0.6718, 0.087465], [1, 0.66626, 0.08489], [1, 0.66071, 0.082364], [1, 0.65514, 0.079729], [1, 0.64955, 0.077118], [1, 0.64394, 0.074554], [1, 0.63832, 0.071927], [1, 0.63268, 0.069347], [1, 0.62702, 0.066593], [1, 0.62135, 0.063895], [1, 0.61565, 0.061104], [1, 0.60993, 0.058355], [1, 0.6042, 0.055584], [1, 0.59843, 0.052708], [1, 0.59265, 0.049893], [1, 0.58684, 0.046988], [1, 0.58101, 0.043966], [1, 0.57515, 0.041014], [1, 0.56926, 0.037943], [1, 0.56336, 0.034887], [1, 0.55742, 0.031822], [1, 0.55145, 0.028972], [1, 0.54546, 0.026194], [1, 0.53942, 0.023487], [1, 0.53336, 0.020851], [1, 0.52727, 0.018287], [1, 0.52114, 0.015792], [1, 0.51497, 0.013362], [1, 0.50878, 0.010828], [1, 0.50252, 0.0085264], [1, 0.49623, 0.0063082], [1, 0.48991, 0.0041556], [1, 0.48353, 0.0020694], [1, 0.47711, 4.915e-05], [1, 0.47065, 0], [1, 0.46413, 0], [1, 0.45754, 0], [1, 0.45092, 0], [1, 0.44423, 0], [1, 0.43748, 0], [1, 0.43065, 0], [1, 0.42375, 0], [1, 0.4168, 0], [1, 0.40976, 0], [1, 0.40263, 0], [1, 0.39544, 0], [1, 0.38813, 0], [1, 0.38075, 0], [1, 0.37324, 0], [1, 0.36564, 0], [1, 0.35792, 0], [1, 0.35006, 0], [1, 0.34208, 0], [1, 0.33395, 0], [1, 0.32564, 0], [1, 0.31719, 0], [1, 0.30856, 0], [1, 0.29971, 0], [1, 0.29063, 0], [1, 0.28132, 0], [1, 0.27173, 0], [1, 0.26187, 0], [1, 0.25167, 0], [1, 0.24106, 0], [1, 0.23001, 0], [1, 0.21851, 0], [1, 0.20642, 0], [1, 0.19361, 0], [1, 0.17996, 0], [1, 0.16528, 0], ] b_rainbow_bgyr_35_85_c73 = bokeh_palette('rainbow_bgyr_35_85_c73',rainbow_bgyr_35_85_c73) m_rainbow_bgyr_35_85_c73 = mpl_cm('rainbow_bgyr_35_85_c73',rainbow_bgyr_35_85_c73) m_rainbow_bgyr_35_85_c73_r = mpl_cm('rainbow_bgyr_35_85_c73_r',list(reversed(rainbow_bgyr_35_85_c73))) rainbow = b_rainbow_bgyr_35_85_c73 m_rainbow = m_rainbow_bgyr_35_85_c73 m_rainbow_r = m_rainbow_bgyr_35_85_c73_r palette['rainbow'] = b_rainbow_bgyr_35_85_c73 palette_n['rainbow'] = b_rainbow_bgyr_35_85_c73 cm['rainbow'] = m_rainbow_bgyr_35_85_c73 cm['rainbow_r'] = m_rainbow_bgyr_35_85_c73_r cm_n['rainbow'] = mpl_cm('rainbow',rainbow_bgyr_35_85_c73) cm_n['rainbow_r'] = mpl_cm('rainbow_r',list(reversed(rainbow_bgyr_35_85_c73))) rainbow_bgyr_35_85_c72 = [ # cmap_def [0, 0.20387, 0.96251], [0, 0.21524, 0.9514], [0, 0.22613, 0.94031], [0, 0.23654, 0.92923], [0, 0.24654, 0.91817], [0, 0.2562, 0.90712], [0, 0.26557, 0.89608], [0, 0.27465, 0.88506], [0, 0.28348, 0.87405], [0, 0.29209, 0.86305], [0, 0.30047, 0.85206], [0, 0.3087, 0.84109], [0, 0.31672, 0.83013], [0, 0.32458, 0.81917], [0, 0.33232, 0.80823], [0, 0.3399, 0.7973], [0, 0.34736, 0.78638], [0, 0.3547, 0.77546], [0, 0.36191, 0.76456], [0, 0.36902, 0.75367], [0, 0.37602, 0.7428], [0, 0.38291, 0.73193], [0, 0.38969, 0.72108], [0, 0.39636, 0.71026], [0, 0.40292, 0.69946], [0, 0.40934, 0.68872], [0, 0.41561, 0.67802], [0, 0.42172, 0.66738], [0, 0.42768, 0.65684], [0, 0.43342, 0.64639], [0, 0.43896, 0.63605], [0, 0.44432, 0.62583], [0, 0.44945, 0.61575], [0, 0.45438, 0.60579], [0, 0.45911, 0.59597], [0.0043377, 0.46367, 0.58627], [0.029615, 0.46807, 0.57668], [0.055795, 0.47235, 0.56717], [0.077065, 0.47652, 0.55774], [0.095292, 0.48061, 0.54837], [0.11119, 0.48465, 0.53903], [0.1253, 0.48865, 0.52971], [0.13799, 0.49262, 0.5204], [0.14937, 0.49658, 0.5111], [0.15963, 0.50055, 0.50179], [0.169, 0.50452, 0.49244], [0.17747, 0.50849, 0.48309], [0.18517, 0.51246, 0.4737], [0.19217, 0.51645, 0.46429], [0.19856, 0.52046, 0.45483], [0.20443, 0.52448, 0.44531], [0.20974, 0.52851, 0.43577], [0.21461, 0.53255, 0.42616], [0.21905, 0.53661, 0.41651], [0.22309, 0.54066, 0.40679], [0.22674, 0.54474, 0.397], [0.23002, 0.54883, 0.38713], [0.233, 0.55292, 0.3772], [0.23568, 0.55703, 0.36716], [0.23802, 0.56114, 0.35704], [0.24006, 0.56526, 0.34678], [0.24185, 0.56939, 0.3364], [0.24334, 0.57354, 0.32588], [0.24458, 0.57769, 0.31523], [0.24556, 0.58185, 0.30439], [0.2463, 0.58603, 0.29336], [0.2468, 0.59019, 0.28214], [0.24707, 0.59438, 0.27067], [0.24714, 0.59856, 0.25896], [0.24703, 0.60275, 0.24696], [0.24679, 0.60693, 0.23473], [0.24647, 0.61109, 0.22216], [0.24615, 0.61523, 0.20936], [0.24595, 0.61936, 0.19632], [0.246, 0.62342, 0.18304], [0.24644, 0.62742, 0.16969], [0.24748, 0.63135, 0.1563], [0.24925, 0.63518, 0.14299], [0.25196, 0.6389, 0.13001], [0.2557, 0.64249, 0.11741], [0.26057, 0.64594, 0.10557], [0.26659, 0.64926, 0.094696], [0.27372, 0.65242, 0.084904], [0.28182, 0.65545, 0.076489], [0.29078, 0.65835, 0.069753], [0.30043, 0.66113, 0.064513], [0.31061, 0.66383, 0.060865], [0.32112, 0.66642, 0.058721], [0.33186, 0.66896, 0.057692], [0.34272, 0.67144, 0.057693], [0.35356, 0.67388, 0.058443], [0.36439, 0.67628, 0.059738], [0.37512, 0.67866, 0.061142], [0.38575, 0.68102, 0.062974], [0.39627, 0.68337, 0.064759], [0.40666, 0.68571, 0.066664], [0.41692, 0.68803, 0.068644], [0.42707, 0.69034, 0.070512], [0.43709, 0.69266, 0.072423], [0.44701, 0.69494, 0.074359], [0.45683, 0.69723, 0.076211], [0.46657, 0.6995, 0.07809], [0.47621, 0.70177, 0.079998], [0.48577, 0.70403, 0.081943], [0.49527, 0.70629, 0.083778], [0.5047, 0.70853, 0.085565], [0.51405, 0.71076, 0.087502], [0.52335, 0.71298, 0.089316], [0.53259, 0.7152, 0.091171], [0.54176, 0.7174, 0.092931], [0.5509, 0.7196, 0.094839], [0.55999, 0.72178, 0.096566], [0.56902, 0.72396, 0.098445], [0.57802, 0.72613, 0.10023], [0.58698, 0.72828, 0.10204], [0.5959, 0.73044, 0.10385], [0.60479, 0.73258, 0.10564], [0.61363, 0.73471, 0.10744], [0.62246, 0.73683, 0.10925], [0.63125, 0.73895, 0.11102], [0.64001, 0.74104, 0.11282], [0.64874, 0.74315, 0.11452], [0.65745, 0.74523, 0.11636], [0.66613, 0.74731, 0.11813], [0.67479, 0.74937, 0.11986], [0.68343, 0.75144, 0.12161], [0.69205, 0.75348, 0.12338], [0.70065, 0.75552, 0.12517], [0.70923, 0.75755, 0.12691], [0.71779, 0.75957, 0.12868], [0.72633, 0.76158, 0.13048], [0.73487, 0.76359, 0.13221], [0.74338, 0.76559, 0.13396], [0.75188, 0.76756, 0.13568], [0.76037, 0.76954, 0.13747], [0.76884, 0.77151, 0.13917], [0.77731, 0.77346, 0.14097], [0.78576, 0.77541, 0.14269], [0.7942, 0.77736, 0.14444], [0.80262, 0.77928, 0.14617], [0.81105, 0.7812, 0.14791], [0.81945, 0.78311, 0.14967], [0.82786, 0.78502, 0.15138], [0.83626, 0.78691, 0.15311], [0.84465, 0.7888, 0.15486], [0.85304, 0.79066, 0.15662], [0.86141, 0.79251, 0.15835], [0.86978, 0.79434, 0.16002], [0.87814, 0.79612, 0.16178], [0.88647, 0.79786, 0.16346], [0.89477, 0.79952, 0.16507], [0.90301, 0.80106, 0.1667], [0.91115, 0.80245, 0.16819], [0.91917, 0.80364, 0.16964], [0.92701, 0.80456, 0.1709], [0.93459, 0.80514, 0.172], [0.94185, 0.80532, 0.17289], [0.94869, 0.80504, 0.17355], [0.95506, 0.80424, 0.17392], [0.96088, 0.80289, 0.17399], [0.96609, 0.80097, 0.17375], [0.97069, 0.7985, 0.17319], [0.97465, 0.79549, 0.17234], [0.97801, 0.79201, 0.17121], [0.98082, 0.7881, 0.16986], [0.98314, 0.78384, 0.16825], [0.98504, 0.77928, 0.16652], [0.9866, 0.7745, 0.16463], [0.98789, 0.76955, 0.16265], [0.98897, 0.76449, 0.16056], [0.9899, 0.75932, 0.15848], [0.99072, 0.75411, 0.15634], [0.99146, 0.74885, 0.15414], [0.99214, 0.74356, 0.15196], [0.99279, 0.73825, 0.14981], [0.9934, 0.73293, 0.1476], [0.99398, 0.72759, 0.14543], [0.99454, 0.72224, 0.1432], [0.99509, 0.71689, 0.14103], [0.99562, 0.71152, 0.1388], [0.99613, 0.70614, 0.13659], [0.99662, 0.70075, 0.13444], [0.9971, 0.69534, 0.13223], [0.99755, 0.68993, 0.13006], [0.998, 0.6845, 0.12783], [0.99842, 0.67906, 0.12564], [0.99883, 0.67361, 0.1234], [0.99922, 0.66815, 0.12119], [0.99959, 0.66267, 0.11904], [0.99994, 0.65717, 0.11682], [1, 0.65166, 0.11458], [1, 0.64613, 0.11244], [1, 0.64059, 0.11024], [1, 0.63503, 0.10797], [1, 0.62945, 0.1058], [1, 0.62386, 0.1036], [1, 0.61825, 0.10135], [1, 0.61261, 0.099135], [1, 0.60697, 0.096882], [1, 0.6013, 0.094743], [1, 0.59561, 0.092465], [1, 0.58989, 0.090257], [1, 0.58416, 0.088032], [1, 0.5784, 0.085726], [1, 0.57263, 0.083542], [1, 0.56682, 0.081316], [1, 0.56098, 0.079004], [1, 0.55513, 0.076745], [1, 0.54925, 0.07453], [1, 0.54333, 0.072245], [1, 0.53739, 0.070004], [1, 0.53141, 0.067732], [1, 0.52541, 0.065424], [1, 0.51937, 0.06318], [1, 0.5133, 0.06081], [1, 0.50718, 0.058502], [1, 0.50104, 0.056232], [1, 0.49486, 0.053826], [1, 0.48863, 0.051494], [1, 0.48236, 0.049242], [1, 0.47605, 0.046828], [1, 0.46969, 0.044447], [1, 0.46327, 0.042093], [1, 0.45681, 0.039648], [1, 0.45031, 0.037261], [1, 0.44374, 0.034882], [1, 0.43712, 0.032495], [1, 0.43043, 0.030303], [1, 0.42367, 0.02818], [1, 0.41686, 0.026121], [1, 0.40997, 0.024126], [1, 0.40299, 0.022194], [1, 0.39595, 0.020325], [1, 0.38882, 0.018517], [0.99994, 0.38159, 0.016771], [0.99961, 0.37428, 0.015085], [0.99927, 0.36685, 0.013457], [0.99892, 0.35932, 0.011916], [0.99855, 0.35167, 0.010169], [0.99817, 0.3439, 0.0087437], [0.99778, 0.336, 0.0073541], [0.99738, 0.32796, 0.0060199], [0.99696, 0.31976, 0.0047429], [0.99653, 0.31138, 0.0035217], [0.99609, 0.30282, 0.0023557], [0.99563, 0.29407, 0.0012445], [0.99517, 0.2851, 0.00018742], [0.99469, 0.27591, 0], [0.9942, 0.26642, 0], [0.99369, 0.25664, 0], [0.99318, 0.24652, 0], [0.99265, 0.23605, 0], [0.99211, 0.22511, 0], [0.99155, 0.2137, 0], [0.99099, 0.20169, 0], [0.99041, 0.18903, 0], ] b_rainbow_bgyr_35_85_c72 = bokeh_palette('rainbow_bgyr_35_85_c72',rainbow_bgyr_35_85_c72) m_rainbow_bgyr_35_85_c72 = mpl_cm('rainbow_bgyr_35_85_c72',rainbow_bgyr_35_85_c72) m_rainbow_bgyr_35_85_c72_r = mpl_cm('rainbow_bgyr_35_85_c72_r',list(reversed(rainbow_bgyr_35_85_c72))) CET_R2 = b_rainbow_bgyr_35_85_c72 m_CET_R2 = m_rainbow_bgyr_35_85_c72 m_CET_R2_r = m_rainbow_bgyr_35_85_c72_r palette['CET_R2'] = b_rainbow_bgyr_35_85_c72 cm['CET_R2'] = m_rainbow_bgyr_35_85_c72 cm['CET_R2_r'] = m_rainbow_bgyr_35_85_c72_r register_cmap('cet_CET_R2',m_rainbow_bgyr_35_85_c72) register_cmap('cet_CET_R2_r',m_rainbow_bgyr_35_85_c72_r) linear_kry_5_98_c75 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.080538, 0.066611, 0.064712], [0.093113, 0.067208, 0.063412], [0.10433, 0.067823, 0.062042], [0.11447, 0.068466, 0.060693], [0.12392, 0.069079, 0.059406], [0.13324, 0.069387, 0.057942], [0.1425, 0.069367, 0.056714], [0.1517, 0.069013, 0.055346], [0.16087, 0.068361, 0.05402], [0.16995, 0.067575, 0.052699], [0.17892, 0.066658, 0.051395], [0.18783, 0.065607, 0.050099], [0.19664, 0.064412, 0.04882], [0.20537, 0.063105, 0.047405], [0.21407, 0.061489, 0.046005], [0.2227, 0.059924, 0.044746], [0.23128, 0.057935, 0.043254], [0.23978, 0.055984, 0.042035], [0.24826, 0.053694, 0.040618], [0.25665, 0.051268, 0.039228], [0.265, 0.048696, 0.03786], [0.2733, 0.045729, 0.036506], [0.28153, 0.042641, 0.03519], [0.28972, 0.039309, 0.033667], [0.29783, 0.035771, 0.032419], [0.3059, 0.031918, 0.031169], [0.31386, 0.028215, 0.029947], [0.32176, 0.024452, 0.028752], [0.32961, 0.020653, 0.027583], [0.33736, 0.016844, 0.026442], [0.34502, 0.013048, 0.025331], [0.35258, 0.0091504, 0.024255], [0.36003, 0.005529, 0.023213], [0.36736, 0.0020418, 0.022204], [0.37459, 0, 0.021232], [0.38167, 0, 0.020297], [0.38862, 0, 0.019403], [0.39539, 0, 0.018552], [0.40197, 0, 0.017747], [0.40837, 0, 0.016994], [0.41456, 0, 0.016295], [0.42062, 0, 0.015634], [0.42666, 0, 0.014992], [0.4327, 0, 0.014366], [0.43874, 0, 0.013752], [0.44481, 0, 0.013144], [0.45086, 0, 0.012574], [0.45693, 0, 0.012021], [0.463, 0, 0.011365], [0.4691, 0, 0.010683], [0.47519, 0, 0.010135], [0.48128, 0, 0.0096387], [0.48739, 0, 0.0091289], [0.49349, 0, 0.0086244], [0.49961, 0, 0.0081373], [0.50573, 0, 0.0076619], [0.51187, 0, 0.0071948], [0.51802, 0, 0.0067375], [0.52416, 0, 0.0062922], [0.53031, 0, 0.0058577], [0.53647, 0, 0.0054319], [0.54263, 0, 0.0050145], [0.54881, 0, 0.0046053], [0.55498, 0, 0.0042044], [0.56116, 0, 0.0038134], [0.56735, 0, 0.0034314], [0.57355, 0, 0.0030565], [0.57975, 0, 0.0026882], [0.58596, 0, 0.0023271], [0.59219, 0, 0.0019742], [0.59842, 0, 0.0016322], [0.60468, 0, 0.001301], [0.61096, 0, 0.00097818], [0.61724, 0, 0.00066352], [0.62356, 0, 0.00035687], [0.62988, 0, 5.8077e-05], [0.63622, 0, 0], [0.64258, 0, 0], [0.64896, 0, 0], [0.65535, 0, 0], [0.66176, 0, 0], [0.66819, 0, 0], [0.67463, 0, 0], [0.68108, 0, 0], [0.68756, 0, 0], [0.69405, 0, 0], [0.70057, 0, 0], [0.7071, 0, 0], [0.71364, 0, 0], [0.7202, 0, 0], [0.72678, 0, 0], [0.73337, 0, 0], [0.73999, 0, 0], [0.74661, 0, 0], [0.75325, 0, 0], [0.75991, 0, 0], [0.76657, 0, 0], [0.77322, 0, 0], [0.77985, 0, 0], [0.78648, 0, 0], [0.79309, 0, 0], [0.79969, 0, 0], [0.80627, 0, 0], [0.81283, 0, 0], [0.81939, 0, 0], [0.82593, 0, 0], [0.83246, 0, 0], [0.83897, 0, 0], [0.84547, 0, 0], [0.85195, 0, 0], [0.85842, 0, 0], [0.86487, 0, 0], [0.87132, 0, 0], [0.87774, 0, 0], [0.88415, 0, 0], [0.89054, 0, 0], [0.89692, 0, 0], [0.90328, 0, 0], [0.90963, 0, 0], [0.91595, 0, 0], [0.92227, 0.0017832, 0], [0.92856, 0.0061612, 0], [0.93484, 0.010887, 0], [0.94104, 0.016478, 0], [0.9471, 0.023267, 0], [0.95296, 0.031841, 0], [0.95862, 0.042415, 0], [0.96409, 0.053281, 0], [0.96937, 0.064278, 0], [0.97446, 0.075188, 0], [0.97936, 0.086066, 0], [0.98405, 0.096997, 0], [0.98853, 0.10794, 0], [0.99282, 0.11888, 0], [0.9969, 0.12973, 0], [1, 0.14054, 0], [1, 0.1513, 0], [1, 0.1621, 0], [1, 0.17286, 0], [1, 0.18361, 0], [1, 0.19437, 0], [1, 0.20505, 0], [1, 0.21574, 0], [1, 0.22642, 0], [1, 0.23711, 0], [1, 0.24776, 0], [1, 0.25838, 0], [1, 0.26903, 0], [1, 0.27963, 0], [1, 0.2902, 0], [1, 0.30076, 0], [1, 0.31115, 0], [1, 0.32126, 0], [1, 0.33113, 0], [1, 0.34081, 0], [1, 0.35027, 0], [1, 0.35954, 0], [1, 0.36866, 0.00010807], [1, 0.3776, 0.0016338], [1, 0.3864, 0.0031726], [1, 0.39508, 0.0047225], [1, 0.40364, 0.0062803], [1, 0.41207, 0.0078416], [1, 0.42039, 0.0094129], [1, 0.42862, 0.011021], [1, 0.43675, 0.012734], [1, 0.44479, 0.014303], [1, 0.45274, 0.015864], [1, 0.4606, 0.017417], [1, 0.4684, 0.018959], [1, 0.47614, 0.020491], [1, 0.48379, 0.022011], [1, 0.4914, 0.023517], [1, 0.49892, 0.025006], [1, 0.5064, 0.026472], [1, 0.51383, 0.027913], [1, 0.52119, 0.02933], [1, 0.52852, 0.030724], [1, 0.53577, 0.032109], [1, 0.54298, 0.033495], [1, 0.55012, 0.035116], [1, 0.55721, 0.036562], [1, 0.56423, 0.038032], [1, 0.57119, 0.039515], [1, 0.57811, 0.041015], [1, 0.58499, 0.042457], [1, 0.59181, 0.043871], [1, 0.59857, 0.045349], [1, 0.6053, 0.046804], [1, 0.61199, 0.048174], [1, 0.61864, 0.049638], [1, 0.62524, 0.050967], [1, 0.6318, 0.052314], [1, 0.63833, 0.053669], [1, 0.64482, 0.05503], [1, 0.65128, 0.056416], [1, 0.6577, 0.057622], [1, 0.66409, 0.05901], [1, 0.67045, 0.060291], [1, 0.67678, 0.061456], [1, 0.68308, 0.062815], [1, 0.68935, 0.063988], [1, 0.69558, 0.065188], [1, 0.70178, 0.06638], [1, 0.70798, 0.067574], [1, 0.71415, 0.068771], [1, 0.72028, 0.069853], [1, 0.72637, 0.07091], [1, 0.73244, 0.071928], [1, 0.73847, 0.072954], [1, 0.74448, 0.073945], [1, 0.75047, 0.074848], [1, 0.75643, 0.075762], [1, 0.76237, 0.076661], [1, 0.7683, 0.077556], [1, 0.77421, 0.078448], [1, 0.78011, 0.079336], [1, 0.786, 0.080219], [1, 0.79186, 0.081101], [1, 0.79771, 0.081992], [1, 0.80356, 0.082776], [1, 0.80939, 0.083622], [1, 0.81521, 0.084477], [1, 0.82102, 0.085237], [1, 0.82682, 0.086035], [1, 0.83261, 0.086929], [1, 0.83839, 0.087733], [1, 0.84416, 0.088519], [1, 0.84993, 0.089324], [1, 0.85569, 0.090123], [1, 0.86143, 0.090933], [1, 0.86717, 0.091749], [1, 0.87291, 0.092489], [1, 0.87864, 0.093256], [1, 0.88437, 0.094098], [1, 0.89009, 0.094916], [1, 0.8958, 0.095666], [1, 0.90151, 0.096403], [1, 0.90721, 0.097221], [1, 0.91291, 0.098051], [1, 0.9186, 0.098807], [1, 0.92429, 0.099584], [1, 0.92997, 0.10036], [1, 0.93565, 0.10115], [1, 0.94133, 0.10194], [1, 0.947, 0.10274], [1, 0.95267, 0.10354], [1, 0.95834, 0.10428], [1, 0.964, 0.10506], [1, 0.96966, 0.10589], [1, 0.97532, 0.1067], [1, 0.98098, 0.10746], [1, 0.98663, 0.10821], [1, 0.99228, 0.10903], [1, 0.99792, 0.10986], ] b_linear_kry_5_98_c75 = bokeh_palette('linear_kry_5_98_c75',linear_kry_5_98_c75) m_linear_kry_5_98_c75 = mpl_cm('linear_kry_5_98_c75',linear_kry_5_98_c75) m_linear_kry_5_98_c75_r = mpl_cm('linear_kry_5_98_c75_r',list(reversed(linear_kry_5_98_c75))) linear_blue_95_50_c20 = [ # cmap_def [0.94334, 0.94353, 0.94348], [0.94036, 0.94166, 0.94325], [0.93738, 0.9398, 0.94302], [0.93439, 0.93793, 0.94278], [0.93141, 0.93607, 0.94255], [0.92843, 0.9342, 0.94231], [0.92545, 0.93234, 0.94206], [0.92247, 0.93048, 0.94182], [0.91948, 0.92862, 0.94157], [0.9165, 0.92676, 0.94131], [0.91352, 0.9249, 0.94106], [0.91054, 0.92304, 0.9408], [0.90755, 0.92118, 0.94054], [0.90456, 0.91932, 0.94028], [0.90157, 0.91747, 0.94001], [0.89858, 0.91561, 0.93974], [0.8956, 0.91376, 0.93947], [0.89261, 0.9119, 0.93919], [0.88962, 0.91005, 0.93891], [0.88663, 0.9082, 0.93863], [0.88364, 0.90635, 0.93834], [0.88065, 0.90449, 0.93805], [0.87766, 0.90264, 0.93776], [0.87466, 0.90079, 0.93746], [0.87167, 0.89894, 0.93716], [0.86868, 0.8971, 0.93686], [0.86569, 0.89525, 0.93655], [0.8627, 0.89339, 0.93624], [0.8597, 0.89155, 0.93593], [0.8567, 0.8897, 0.93561], [0.8537, 0.88785, 0.93528], [0.85071, 0.88601, 0.93496], [0.84771, 0.88417, 0.93463], [0.84472, 0.88232, 0.9343], [0.84172, 0.88048, 0.93396], [0.83872, 0.87864, 0.93362], [0.83572, 0.87679, 0.93327], [0.83272, 0.87495, 0.93292], [0.82973, 0.87311, 0.93257], [0.82673, 0.87127, 0.93222], [0.82373, 0.86943, 0.93186], [0.82073, 0.86759, 0.93149], [0.81773, 0.86575, 0.93112], [0.81473, 0.86392, 0.93075], [0.81173, 0.86208, 0.93037], [0.80873, 0.86025, 0.92999], [0.80573, 0.85841, 0.9296], [0.80273, 0.85657, 0.92921], [0.79973, 0.85474, 0.92881], [0.79673, 0.85291, 0.92841], [0.79374, 0.85107, 0.928], [0.79073, 0.84924, 0.92759], [0.78773, 0.8474, 0.92717], [0.78474, 0.84557, 0.92675], [0.78174, 0.84374, 0.92633], [0.77873, 0.84191, 0.9259], [0.77573, 0.84009, 0.92546], [0.77274, 0.83825, 0.92502], [0.76974, 0.83642, 0.92457], [0.76674, 0.8346, 0.92412], [0.76375, 0.83277, 0.92366], [0.76075, 0.83094, 0.92319], [0.75776, 0.82912, 0.92272], [0.75477, 0.82729, 0.92224], [0.75178, 0.82546, 0.92176], [0.74878, 0.82363, 0.92127], [0.74579, 0.82181, 0.92077], [0.7428, 0.81998, 0.92027], [0.73982, 0.81816, 0.91976], [0.73683, 0.81634, 0.91924], [0.73384, 0.81451, 0.91871], [0.73086, 0.81269, 0.91818], [0.72788, 0.81087, 0.91765], [0.72491, 0.80905, 0.9171], [0.72192, 0.80723, 0.91654], [0.71895, 0.8054, 0.91598], [0.71599, 0.80358, 0.91541], [0.71301, 0.80176, 0.91483], [0.71005, 0.79995, 0.91424], [0.70709, 0.79812, 0.91365], [0.70413, 0.7963, 0.91304], [0.70117, 0.79449, 0.91242], [0.69822, 0.79266, 0.91179], [0.69528, 0.79084, 0.91116], [0.69234, 0.78903, 0.91051], [0.6894, 0.78721, 0.90986], [0.68646, 0.78539, 0.90919], [0.68354, 0.78357, 0.90851], [0.68061, 0.78175, 0.90782], [0.67771, 0.77993, 0.90711], [0.6748, 0.77812, 0.9064], [0.6719, 0.7763, 0.90567], [0.66901, 0.77447, 0.90492], [0.66612, 0.77266, 0.90416], [0.66325, 0.77084, 0.90339], [0.66038, 0.76902, 0.9026], [0.65753, 0.7672, 0.90179], [0.65467, 0.76538, 0.90097], [0.65185, 0.76356, 0.90013], [0.64903, 0.76174, 0.89928], [0.64622, 0.75992, 0.89839], [0.64342, 0.7581, 0.8975], [0.64065, 0.75627, 0.89658], [0.63789, 0.75445, 0.89563], [0.63514, 0.75262, 0.89466], [0.63243, 0.7508, 0.89366], [0.62972, 0.74897, 0.89264], [0.62705, 0.74715, 0.89159], [0.6244, 0.74531, 0.8905], [0.62177, 0.74349, 0.88938], [0.61919, 0.74165, 0.88823], [0.61663, 0.73982, 0.88703], [0.6141, 0.73798, 0.88579], [0.61162, 0.73613, 0.8845], [0.60918, 0.73429, 0.88317], [0.60674, 0.73245, 0.88182], [0.60432, 0.73061, 0.88046], [0.6019, 0.72876, 0.87909], [0.5995, 0.72692, 0.87772], [0.59711, 0.72508, 0.87632], [0.59471, 0.72323, 0.87492], [0.59235, 0.72139, 0.87351], [0.58997, 0.71955, 0.87209], [0.58761, 0.71771, 0.87065], [0.58527, 0.71586, 0.86921], [0.58292, 0.71402, 0.86776], [0.58059, 0.71217, 0.86629], [0.57827, 0.71033, 0.86481], [0.57597, 0.70849, 0.86333], [0.57366, 0.70665, 0.86183], [0.57136, 0.7048, 0.86033], [0.56908, 0.70296, 0.8588], [0.56682, 0.70112, 0.85727], [0.56455, 0.69927, 0.85574], [0.5623, 0.69743, 0.85418], [0.56006, 0.69559, 0.85263], [0.55782, 0.69375, 0.85105], [0.55559, 0.69191, 0.84947], [0.55338, 0.69007, 0.84788], [0.55118, 0.68823, 0.84627], [0.549, 0.68638, 0.84466], [0.54681, 0.68454, 0.84304], [0.54464, 0.6827, 0.8414], [0.54248, 0.68085, 0.83976], [0.54033, 0.67901, 0.8381], [0.53819, 0.67718, 0.83644], [0.53605, 0.67533, 0.83476], [0.53393, 0.67349, 0.83307], [0.53183, 0.67165, 0.83138], [0.52973, 0.66981, 0.82967], [0.52764, 0.66797, 0.82795], [0.52557, 0.66613, 0.82622], [0.5235, 0.66429, 0.82448], [0.52144, 0.66245, 0.82274], [0.5194, 0.6606, 0.82097], [0.51737, 0.65876, 0.8192], [0.51534, 0.65693, 0.81742], [0.51333, 0.65508, 0.81564], [0.51133, 0.65324, 0.81383], [0.50934, 0.65141, 0.81203], [0.50737, 0.64957, 0.8102], [0.50539, 0.64772, 0.80838], [0.50344, 0.64588, 0.80654], [0.5015, 0.64404, 0.80469], [0.49956, 0.64221, 0.80282], [0.49765, 0.64037, 0.80095], [0.49573, 0.63853, 0.79907], [0.49383, 0.6367, 0.79718], [0.49195, 0.63486, 0.79528], [0.49007, 0.63302, 0.79337], [0.4882, 0.63118, 0.79145], [0.48631, 0.62934, 0.78955], [0.48439, 0.62751, 0.78769], [0.48243, 0.62568, 0.78587], [0.48043, 0.62386, 0.78409], [0.4784, 0.62203, 0.78233], [0.47634, 0.62022, 0.78062], [0.47423, 0.61841, 0.77894], [0.47211, 0.6166, 0.77729], [0.46995, 0.61479, 0.77567], [0.46775, 0.61298, 0.77408], [0.46552, 0.61119, 0.77252], [0.46327, 0.60939, 0.77099], [0.461, 0.6076, 0.76947], [0.4587, 0.6058, 0.76799], [0.45636, 0.60403, 0.76653], [0.45401, 0.60223, 0.7651], [0.45164, 0.60045, 0.76367], [0.44923, 0.59867, 0.76228], [0.4468, 0.5969, 0.76091], [0.44436, 0.59512, 0.75956], [0.44188, 0.59336, 0.75823], [0.43937, 0.59159, 0.75691], [0.43686, 0.58981, 0.75562], [0.43431, 0.58805, 0.75434], [0.43176, 0.5863, 0.75308], [0.42917, 0.58454, 0.75184], [0.42655, 0.58278, 0.75061], [0.42392, 0.58102, 0.74939], [0.42127, 0.57928, 0.74821], [0.4186, 0.57752, 0.74702], [0.41591, 0.57578, 0.74586], [0.4132, 0.57403, 0.7447], [0.41046, 0.57229, 0.74357], [0.4077, 0.57054, 0.74245], [0.40491, 0.56881, 0.74133], [0.40211, 0.56708, 0.74024], [0.39929, 0.56533, 0.73915], [0.39645, 0.56361, 0.73807], [0.39358, 0.56188, 0.73701], [0.3907, 0.56015, 0.73596], [0.38779, 0.55842, 0.73493], [0.38485, 0.5567, 0.7339], [0.3819, 0.55498, 0.73288], [0.37893, 0.55325, 0.73187], [0.37593, 0.55154, 0.73088], [0.3729, 0.54983, 0.72989], [0.36986, 0.54812, 0.72892], [0.36679, 0.54641, 0.72795], [0.36369, 0.54469, 0.72699], [0.36057, 0.54299, 0.72605], [0.35745, 0.54127, 0.72511], [0.35426, 0.53957, 0.72418], [0.35108, 0.53788, 0.72326], [0.34785, 0.53617, 0.72235], [0.3446, 0.53447, 0.72144], [0.34133, 0.53278, 0.72055], [0.33801, 0.53108, 0.71967], [0.3347, 0.52939, 0.71879], [0.33131, 0.5277, 0.71792], [0.32793, 0.52601, 0.71706], [0.3245, 0.52432, 0.7162], [0.32105, 0.52263, 0.71535], [0.31756, 0.52095, 0.7145], [0.31404, 0.51927, 0.71368], [0.31049, 0.5176, 0.71284], [0.30689, 0.5159, 0.71203], [0.30325, 0.51424, 0.71122], [0.2996, 0.51256, 0.71041], [0.29588, 0.51089, 0.70961], [0.29213, 0.50922, 0.70882], [0.28834, 0.50755, 0.70803], [0.2845, 0.50587, 0.70724], [0.28061, 0.50422, 0.70647], [0.27671, 0.50255, 0.7057], [0.27272, 0.50089, 0.70494], [0.2687, 0.49923, 0.70418], [0.26461, 0.49758, 0.70343], [0.26047, 0.49591, 0.70268], [0.25627, 0.49427, 0.70194], [0.25203, 0.4926, 0.70121], [0.24771, 0.49097, 0.70048], [0.24329, 0.4893, 0.69975], [0.23883, 0.48767, 0.69903], [0.23431, 0.48601, 0.69831], [0.22967, 0.48437, 0.6976], ] b_linear_blue_95_50_c20 = bokeh_palette('linear_blue_95_50_c20',linear_blue_95_50_c20) m_linear_blue_95_50_c20 = mpl_cm('linear_blue_95_50_c20',linear_blue_95_50_c20) m_linear_blue_95_50_c20_r = mpl_cm('linear_blue_95_50_c20_r',list(reversed(linear_blue_95_50_c20))) blues = b_linear_blue_95_50_c20 m_blues = m_linear_blue_95_50_c20 m_blues_r = m_linear_blue_95_50_c20_r palette['blues'] = b_linear_blue_95_50_c20 palette_n['blues'] = b_linear_blue_95_50_c20 cm['blues'] = m_linear_blue_95_50_c20 cm['blues_r'] = m_linear_blue_95_50_c20_r cm_n['blues'] = mpl_cm('blues',linear_blue_95_50_c20) cm_n['blues_r'] = mpl_cm('blues_r',list(reversed(linear_blue_95_50_c20))) CET_L12 = b_linear_blue_95_50_c20 m_CET_L12 = m_linear_blue_95_50_c20 m_CET_L12_r = m_linear_blue_95_50_c20_r palette['CET_L12'] = b_linear_blue_95_50_c20 cm['CET_L12'] = m_linear_blue_95_50_c20 cm['CET_L12_r'] = m_linear_blue_95_50_c20_r register_cmap('cet_CET_L12',m_linear_blue_95_50_c20) register_cmap('cet_CET_L12_r',m_linear_blue_95_50_c20_r) linear_ternary_red_0_50_c52 = [ # cmap_def [0, 0, 0], [0.0080248, 0.0015152, 4.5084e-17], [0.016166, 0.0030536, 0], [0.024126, 0.0045572, 6.0397e-18], [0.032164, 0.0060809, 1.6594e-17], [0.040345, 0.0076161, 0], [0.047917, 0.0090568, 0], [0.055209, 0.010404, 3.9777e-17], [0.06236, 0.011803, 0], [0.068888, 0.012988, 0], [0.074917, 0.014153, 0], [0.080792, 0.015256, 5.8811e-17], [0.086386, 0.016319, 8.7851e-18], [0.091832, 0.017341, 0], [0.096947, 0.018317, 0], [0.10199, 0.019262, 2.1475e-17], [0.10688, 0.020182, 0], [0.11156, 0.021071, 4.2461e-17], [0.11612, 0.021929, 0], [0.12051, 0.022761, 0], [0.12482, 0.023572, 0], [0.12901, 0.024369, 0], [0.13312, 0.025144, 0], [0.13712, 0.025899, 2.9284e-17], [0.14104, 0.026637, 0], [0.14484, 0.027362, 0], [0.14852, 0.028076, 0], [0.15218, 0.028765, 0], [0.15579, 0.029444, 0], [0.15929, 0.03011, 0], [0.16274, 0.03076, 0], [0.16612, 0.031401, 0], [0.16947, 0.032031, 0], [0.17271, 0.032655, 0], [0.1759, 0.033257, 0], [0.17909, 0.033824, 0], [0.18223, 0.034436, 0], [0.18542, 0.035067, 0], [0.18847, 0.03563, 0], [0.19142, 0.03617, 0], [0.19437, 0.036729, 0], [0.19725, 0.037267, 5.4019e-07], [0.20012, 0.037802, 1.2837e-06], [0.20303, 0.038349, 9.9959e-07], [0.20594, 0.038898, 7.7892e-07], [0.20884, 0.039449, 9.7112e-07], [0.21176, 0.039999, 1.2788e-06], [0.21466, 0.040546, 1.373e-06], [0.21761, 0.0411, 1.2556e-06], [0.22057, 0.041669, 9.5959e-07], [0.22346, 0.042219, 8.1372e-07], [0.22635, 0.042741, 1.1485e-06], [0.22925, 0.043284, 1.3628e-06], [0.23223, 0.04386, 1.3699e-06], [0.23522, 0.044439, 1.2685e-06], [0.23815, 0.045002, 1.0271e-06], [0.24106, 0.045522, 7.9582e-07], [0.24401, 0.046076, 1.0449e-06], [0.24701, 0.046672, 1.3237e-06], [0.24995, 0.047232, 1.4871e-06], [0.25293, 0.047749, 1.4007e-06], [0.25591, 0.048339, 1.1191e-06], [0.25894, 0.048928, 8.5433e-07], [0.26191, 0.049479, 9.2045e-07], [0.26486, 0.050025, 1.3084e-06], [0.26783, 0.05059, 1.4958e-06], [0.27084, 0.051156, 1.5067e-06], [0.27383, 0.051721, 1.3409e-06], [0.27682, 0.052289, 1.0257e-06], [0.27983, 0.052858, 7.8803e-07], [0.28284, 0.053424, 1.0814e-06], [0.28584, 0.053993, 1.3794e-06], [0.28888, 0.054565, 1.5209e-06], [0.2919, 0.055134, 1.522e-06], [0.29494, 0.055708, 1.3561e-06], [0.29798, 0.056296, 1.0594e-06], [0.30101, 0.056866, 8.5564e-07], [0.30401, 0.057414, 1.0969e-06], [0.30705, 0.057986, 1.3643e-06], [0.31013, 0.05858, 1.5001e-06], [0.3132, 0.05917, 1.5634e-06], [0.31627, 0.059754, 1.4993e-06], [0.31931, 0.06032, 1.2688e-06], [0.32234, 0.060876, 9.3009e-07], [0.32538, 0.061448, 8.4705e-07], [0.32848, 0.062046, 1.1943e-06], [0.33157, 0.06265, 1.4594e-06], [0.33467, 0.06322, 1.6339e-06], [0.33772, 0.063788, 1.6369e-06], [0.3408, 0.064374, 1.4847e-06], [0.34388, 0.064956, 1.2226e-06], [0.34698, 0.065538, 8.9134e-07], [0.35008, 0.066125, 8.5068e-07], [0.35318, 0.066712, 1.2269e-06], [0.35629, 0.067299, 1.4894e-06], [0.35939, 0.067883, 1.6295e-06], [0.36252, 0.068473, 1.6472e-06], [0.36565, 0.069079, 1.5852e-06], [0.36876, 0.069658, 1.4248e-06], [0.37185, 0.070223, 1.0684e-06], [0.37498, 0.070835, 7.9019e-07], [0.37813, 0.071435, 1.022e-06], [0.38125, 0.072005, 1.3647e-06], [0.38438, 0.072592, 1.5517e-06], [0.38754, 0.073217, 1.6548e-06], [0.39069, 0.073807, 1.7253e-06], [0.39382, 0.074384, 1.6463e-06], [0.39695, 0.074981, 1.4452e-06], [0.40011, 0.075576, 1.1513e-06], [0.40327, 0.076172, 8.5042e-07], [0.40643, 0.076769, 8.941e-07], [0.40959, 0.077367, 1.2367e-06], [0.41277, 0.077967, 1.4894e-06], [0.41594, 0.078566, 1.6548e-06], [0.41912, 0.079167, 1.728e-06], [0.4223, 0.079769, 1.7184e-06], [0.4255, 0.080371, 1.6249e-06], [0.4287, 0.080974, 1.4674e-06], [0.43192, 0.081588, 1.2356e-06], [0.43512, 0.082195, 9.4259e-07], [0.43828, 0.08278, 7.201e-07], [0.4415, 0.083388, 1.052e-06], [0.44472, 0.084012, 1.3338e-06], [0.44791, 0.084617, 1.593e-06], [0.45112, 0.085205, 1.7373e-06], [0.45433, 0.085801, 1.7608e-06], [0.45756, 0.086427, 1.7212e-06], [0.4608, 0.087056, 1.6842e-06], [0.46404, 0.087652, 1.5738e-06], [0.46727, 0.088257, 1.3578e-06], [0.47049, 0.088871, 1.1045e-06], [0.47373, 0.089482, 8.1745e-07], [0.47697, 0.090095, 7.8044e-07], [0.48022, 0.090707, 1.0884e-06], [0.48348, 0.091327, 1.3399e-06], [0.48673, 0.091949, 1.5673e-06], [0.48996, 0.092545, 1.7249e-06], [0.49321, 0.093154, 1.7614e-06], [0.49649, 0.093784, 1.7613e-06], [0.49977, 0.094411, 1.763e-06], [0.50305, 0.095031, 1.7236e-06], [0.50631, 0.09564, 1.6147e-06], [0.50957, 0.096244, 1.4163e-06], [0.51285, 0.096865, 1.1666e-06], [0.51615, 0.097503, 9.3008e-07], [0.51945, 0.098123, 7.3324e-07], [0.52274, 0.098737, 8.3616e-07], [0.52603, 0.099359, 1.0957e-06], [0.52932, 0.099983, 1.3165e-06], [0.53262, 0.10061, 1.4935e-06], [0.53592, 0.10123, 1.6285e-06], [0.53923, 0.10185, 1.7225e-06], [0.54255, 0.10248, 1.7716e-06], [0.54588, 0.10311, 1.8035e-06], [0.54919, 0.10374, 1.8308e-06], [0.55249, 0.10435, 1.7782e-06], [0.5558, 0.10498, 1.6557e-06], [0.55915, 0.10562, 1.5548e-06], [0.56251, 0.10626, 1.4434e-06], [0.56583, 0.10688, 1.3031e-06], [0.56915, 0.10751, 1.1028e-06], [0.57249, 0.10813, 8.5642e-07], [0.57584, 0.10877, 6.5276e-07], [0.57921, 0.10941, 6.6729e-07], [0.58255, 0.11004, 8.9887e-07], [0.58591, 0.11067, 1.1025e-06], [0.58925, 0.1113, 1.264e-06], [0.59262, 0.11194, 1.3991e-06], [0.59599, 0.11257, 1.5204e-06], [0.59936, 0.11322, 1.6369e-06], [0.60271, 0.11385, 1.7384e-06], [0.60606, 0.11447, 1.7667e-06], [0.60945, 0.11512, 1.7698e-06], [0.61284, 0.11576, 1.7921e-06], [0.61623, 0.11641, 1.8189e-06], [0.6196, 0.11703, 1.7927e-06], [0.62299, 0.11767, 1.7298e-06], [0.62639, 0.11833, 1.7048e-06], [0.62978, 0.11896, 1.6692e-06], [0.63317, 0.1196, 1.5768e-06], [0.63657, 0.12024, 1.4791e-06], [0.63997, 0.12088, 1.3801e-06], [0.64337, 0.12153, 1.2686e-06], [0.64679, 0.12217, 1.1466e-06], [0.65019, 0.12281, 1.0261e-06], [0.65362, 0.12346, 8.8816e-07], [0.65704, 0.12411, 7.6247e-07], [0.66046, 0.12475, 6.252e-07], [0.6639, 0.1254, 5.0813e-07], [0.66734, 0.12605, 5.4766e-07], [0.67075, 0.12669, 4.2573e-07], [0.67419, 0.12734, 2.3855e-08], [0.67764, 0.128, 0], [0.68106, 0.12864, 0], [0.68451, 0.12929, 0], [0.68797, 0.12996, 0], [0.69142, 0.13061, 0], [0.69486, 0.13125, 0], [0.69832, 0.1319, 0], [0.70177, 0.13256, 0], [0.70524, 0.13321, 0], [0.70871, 0.13387, 0], [0.71218, 0.13453, 0], [0.71565, 0.13518, 0], [0.7191, 0.13582, 0], [0.72258, 0.13648, 0], [0.72607, 0.13715, 0], [0.72956, 0.13781, 0], [0.73304, 0.13847, 0], [0.73651, 0.13912, 0], [0.74001, 0.13977, 0], [0.74351, 0.14044, 0], [0.74701, 0.14111, 0], [0.75051, 0.14176, 0], [0.75401, 0.14242, 0], [0.75751, 0.14309, 0], [0.76102, 0.14375, 0], [0.76454, 0.14441, 0], [0.76805, 0.14508, 0], [0.77157, 0.14575, 0], [0.77507, 0.1464, 0], [0.7786, 0.14707, 0], [0.78213, 0.14774, 0], [0.78565, 0.14839, 0], [0.78919, 0.14907, 0], [0.79273, 0.14975, 0], [0.79625, 0.1504, 0], [0.7998, 0.15107, 0], [0.80333, 0.15174, 0], [0.80688, 0.15241, 0], [0.81042, 0.15308, 0], [0.81397, 0.15375, 0], [0.81752, 0.15442, 0], [0.82108, 0.15509, 0], [0.82465, 0.15577, 0], [0.82821, 0.15645, 0], [0.83177, 0.15711, 0], [0.83534, 0.15778, 0], [0.83891, 0.15847, 0], [0.84248, 0.15914, 0], [0.84604, 0.1598, 0], [0.84963, 0.16048, 0], [0.85322, 0.16117, 0], [0.8568, 0.16184, 0], [0.86038, 0.16251, 0], [0.86398, 0.16319, 0], [0.86757, 0.16388, 0], [0.87115, 0.16455, 0], [0.87473, 0.16523, 0], [0.87834, 0.16591, 0], [0.88196, 0.16659, 0], [0.88556, 0.16727, 0], [0.88915, 0.16795, 0], [0.89277, 0.16863, 0], [0.89639, 0.16932, 0], [0.9, 0.17, 2.0303e-16], ] b_linear_ternary_red_0_50_c52 = bokeh_palette('linear_ternary_red_0_50_c52',linear_ternary_red_0_50_c52) m_linear_ternary_red_0_50_c52 = mpl_cm('linear_ternary_red_0_50_c52',linear_ternary_red_0_50_c52) m_linear_ternary_red_0_50_c52_r = mpl_cm('linear_ternary_red_0_50_c52_r',list(reversed(linear_ternary_red_0_50_c52))) kr = b_linear_ternary_red_0_50_c52 m_kr = m_linear_ternary_red_0_50_c52 m_kr_r = m_linear_ternary_red_0_50_c52_r palette['kr'] = b_linear_ternary_red_0_50_c52 palette_n['kr'] = b_linear_ternary_red_0_50_c52 cm['kr'] = m_linear_ternary_red_0_50_c52 cm['kr_r'] = m_linear_ternary_red_0_50_c52_r cm_n['kr'] = mpl_cm('kr',linear_ternary_red_0_50_c52) cm_n['kr_r'] = mpl_cm('kr_r',list(reversed(linear_ternary_red_0_50_c52))) CET_L13 = b_linear_ternary_red_0_50_c52 m_CET_L13 = m_linear_ternary_red_0_50_c52 m_CET_L13_r = m_linear_ternary_red_0_50_c52_r palette['CET_L13'] = b_linear_ternary_red_0_50_c52 cm['CET_L13'] = m_linear_ternary_red_0_50_c52 cm['CET_L13_r'] = m_linear_ternary_red_0_50_c52_r register_cmap('cet_CET_L13',m_linear_ternary_red_0_50_c52) register_cmap('cet_CET_L13_r',m_linear_ternary_red_0_50_c52_r) linear_bgyw_15_100_c67 = [ # cmap_def [0.10477, 0.0011197, 0.51875], [0.105, 0.0031206, 0.52587], [0.10521, 0.005201, 0.53301], [0.10541, 0.0074297, 0.5401], [0.10559, 0.0097752, 0.54718], [0.10576, 0.012459, 0.55425], [0.10592, 0.015073, 0.56126], [0.10605, 0.017812, 0.56829], [0.10619, 0.020743, 0.57524], [0.10631, 0.023778, 0.5822], [0.10643, 0.027021, 0.58909], [0.10653, 0.030386, 0.59599], [0.10663, 0.033922, 0.60282], [0.10672, 0.037861, 0.60963], [0.10682, 0.041783, 0.6164], [0.10691, 0.045535, 0.62314], [0.107, 0.049457, 0.62982], [0.10709, 0.053176, 0.63647], [0.10718, 0.057025, 0.64308], [0.10728, 0.060795, 0.64963], [0.10738, 0.064591, 0.65615], [0.1075, 0.068417, 0.6626], [0.10762, 0.072133, 0.66902], [0.10776, 0.075909, 0.67536], [0.10791, 0.079695, 0.68166], [0.10808, 0.08353, 0.6879], [0.10826, 0.087375, 0.69408], [0.10848, 0.091188, 0.7002], [0.10873, 0.095035, 0.70626], [0.10901, 0.098847, 0.71224], [0.10933, 0.10273, 0.71815], [0.10965, 0.10666, 0.724], [0.11, 0.11057, 0.72975], [0.11035, 0.11443, 0.73545], [0.11077, 0.11848, 0.74103], [0.11121, 0.1224, 0.74656], [0.11171, 0.12647, 0.75198], [0.11224, 0.13056, 0.75731], [0.11282, 0.13464, 0.76255], [0.11344, 0.13874, 0.76767], [0.11404, 0.14289, 0.77271], [0.11474, 0.14709, 0.77762], [0.11555, 0.15131, 0.78241], [0.11637, 0.1556, 0.78711], [0.11721, 0.15989, 0.79164], [0.11817, 0.16429, 0.79606], [0.11913, 0.16868, 0.80035], [0.12014, 0.17313, 0.80446], [0.12122, 0.17766, 0.80845], [0.12236, 0.18216, 0.81227], [0.12358, 0.1868, 0.8159], [0.12487, 0.19146, 0.81936], [0.12621, 0.19619, 0.82267], [0.12758, 0.20095, 0.82573], [0.12902, 0.20585, 0.82858], [0.13057, 0.21075, 0.83123], [0.13209, 0.21574, 0.83365], [0.1337, 0.22083, 0.83579], [0.13536, 0.22598, 0.83764], [0.13708, 0.23121, 0.83921], [0.13882, 0.23653, 0.84047], [0.14063, 0.24194, 0.84141], [0.14244, 0.24745, 0.84198], [0.1443, 0.25307, 0.84216], [0.14616, 0.25882, 0.84191], [0.14804, 0.26468, 0.84117], [0.14995, 0.27071, 0.8399], [0.15179, 0.27687, 0.83804], [0.15363, 0.2832, 0.83552], [0.15544, 0.28972, 0.83227], [0.15711, 0.29645, 0.82819], [0.1587, 0.30339, 0.82319], [0.16004, 0.31064, 0.81705], [0.16121, 0.31816, 0.80955], [0.16198, 0.32608, 0.80043], [0.16232, 0.33446, 0.78944], [0.16261, 0.34288, 0.77734], [0.16339, 0.351, 0.7652], [0.16458, 0.35878, 0.75318], [0.16618, 0.3663, 0.7413], [0.16813, 0.37354, 0.72954], [0.17035, 0.38056, 0.71789], [0.1728, 0.38735, 0.70636], [0.17542, 0.39397, 0.69491], [0.17821, 0.40042, 0.68357], [0.18104, 0.40669, 0.67233], [0.18398, 0.41284, 0.66117], [0.18698, 0.41883, 0.65009], [0.19, 0.42472, 0.6391], [0.19303, 0.43049, 0.62818], [0.19608, 0.43615, 0.61732], [0.19905, 0.44173, 0.60653], [0.20205, 0.4472, 0.59581], [0.20503, 0.45261, 0.58515], [0.20793, 0.45792, 0.57453], [0.2108, 0.46316, 0.56398], [0.21364, 0.46835, 0.55345], [0.21643, 0.47347, 0.54299], [0.21913, 0.47854, 0.53255], [0.22179, 0.48354, 0.52214], [0.22439, 0.4885, 0.51178], [0.22697, 0.4934, 0.50144], [0.22945, 0.49828, 0.49112], [0.23194, 0.50308, 0.48079], [0.23434, 0.50787, 0.47051], [0.23669, 0.5126, 0.4602], [0.23896, 0.51731, 0.44992], [0.24122, 0.52197, 0.43962], [0.24342, 0.52661, 0.42932], [0.2456, 0.53121, 0.419], [0.24776, 0.53578, 0.40865], [0.24982, 0.54033, 0.39827], [0.2519, 0.54485, 0.38784], [0.25394, 0.54933, 0.37747], [0.25603, 0.55376, 0.36733], [0.25825, 0.55813, 0.35754], [0.26059, 0.56246, 0.34801], [0.26305, 0.56672, 0.33878], [0.26563, 0.57092, 0.32981], [0.26835, 0.57509, 0.32108], [0.27123, 0.57921, 0.31258], [0.27426, 0.58328, 0.30433], [0.27745, 0.58731, 0.29629], [0.28078, 0.5913, 0.28844], [0.28431, 0.59525, 0.28077], [0.28799, 0.59916, 0.27333], [0.29185, 0.60303, 0.26603], [0.29585, 0.60687, 0.2589], [0.30003, 0.61067, 0.25192], [0.30437, 0.61442, 0.24507], [0.3089, 0.61816, 0.23841], [0.31357, 0.62185, 0.23192], [0.3184, 0.62552, 0.22553], [0.32339, 0.62915, 0.21927], [0.32852, 0.63275, 0.21311], [0.3338, 0.63632, 0.20712], [0.33922, 0.63986, 0.20117], [0.34475, 0.64337, 0.19538], [0.35045, 0.64686, 0.1897], [0.35629, 0.6503, 0.18415], [0.36225, 0.65372, 0.17872], [0.36834, 0.65712, 0.17336], [0.37454, 0.66048, 0.1681], [0.38085, 0.66383, 0.16297], [0.38726, 0.66714, 0.15793], [0.39382, 0.67043, 0.15302], [0.40049, 0.67368, 0.14824], [0.40723, 0.67691, 0.14356], [0.41408, 0.68011, 0.13895], [0.42102, 0.68329, 0.13455], [0.42809, 0.68644, 0.13028], [0.43524, 0.68956, 0.12609], [0.44246, 0.69267, 0.12198], [0.44975, 0.69574, 0.11813], [0.45716, 0.69877, 0.1144], [0.46465, 0.70179, 0.11092], [0.4722, 0.70479, 0.10752], [0.47982, 0.70776, 0.1043], [0.48754, 0.7107, 0.1014], [0.49532, 0.71361, 0.098689], [0.50314, 0.7165, 0.096121], [0.51106, 0.71936, 0.093905], [0.51907, 0.72219, 0.091988], [0.52711, 0.72501, 0.090242], [0.53519, 0.72779, 0.08877], [0.54339, 0.73055, 0.087727], [0.55162, 0.73328, 0.086928], [0.5599, 0.73598, 0.086341], [0.56824, 0.73866, 0.086171], [0.57666, 0.74131, 0.086363], [0.58511, 0.74394, 0.086854], [0.59362, 0.74654, 0.087647], [0.60218, 0.74911, 0.088756], [0.61075, 0.75167, 0.090091], [0.6193, 0.75421, 0.091662], [0.62776, 0.75676, 0.093291], [0.63618, 0.7593, 0.095179], [0.64452, 0.76186, 0.097055], [0.65279, 0.76442, 0.0992], [0.66101, 0.76698, 0.10144], [0.66917, 0.76954, 0.10382], [0.67726, 0.77211, 0.10635], [0.68528, 0.77468, 0.10898], [0.69324, 0.77727, 0.11176], [0.70115, 0.77985, 0.1146], [0.70899, 0.78245, 0.11768], [0.71675, 0.78505, 0.12084], [0.72446, 0.78766, 0.12415], [0.73211, 0.79027, 0.12759], [0.73969, 0.7929, 0.13116], [0.74719, 0.79554, 0.13488], [0.75463, 0.79819, 0.13869], [0.762, 0.80085, 0.14265], [0.76931, 0.80352, 0.1467], [0.77655, 0.80621, 0.15091], [0.78371, 0.80891, 0.15527], [0.79078, 0.81163, 0.15974], [0.79778, 0.81436, 0.1644], [0.80471, 0.81711, 0.16917], [0.81155, 0.81987, 0.17404], [0.8183, 0.82266, 0.17908], [0.82496, 0.82547, 0.18425], [0.83154, 0.8283, 0.18958], [0.83802, 0.83116, 0.19506], [0.84439, 0.83404, 0.20068], [0.85066, 0.83694, 0.20653], [0.85681, 0.83988, 0.21248], [0.86285, 0.84285, 0.21864], [0.86877, 0.84585, 0.22495], [0.87454, 0.84889, 0.23152], [0.88018, 0.85196, 0.23823], [0.88567, 0.85508, 0.24516], [0.89101, 0.85823, 0.25235], [0.89617, 0.86144, 0.25975], [0.90116, 0.86469, 0.26737], [0.90596, 0.868, 0.27529], [0.91052, 0.87137, 0.2835], [0.91485, 0.87481, 0.29203], [0.91894, 0.87831, 0.30086], [0.92276, 0.88189, 0.31007], [0.92625, 0.88556, 0.3197], [0.92941, 0.88931, 0.32973], [0.93217, 0.89317, 0.34027], [0.93451, 0.89714, 0.3513], [0.93634, 0.90125, 0.36298], [0.93763, 0.9055, 0.37534], [0.9387, 0.90978, 0.38837], [0.93989, 0.91399, 0.40197], [0.94123, 0.91811, 0.41613], [0.94272, 0.92216, 0.43083], [0.94436, 0.92612, 0.44608], [0.94613, 0.93, 0.46186], [0.94803, 0.9338, 0.47813], [0.95005, 0.93753, 0.49497], [0.95218, 0.94117, 0.5123], [0.95441, 0.94474, 0.53014], [0.95674, 0.94822, 0.54852], [0.95915, 0.95163, 0.56741], [0.96162, 0.95496, 0.58679], [0.96415, 0.95822, 0.60671], [0.96673, 0.96139, 0.62717], [0.96934, 0.96449, 0.64813], [0.97196, 0.96752, 0.66962], [0.97459, 0.97046, 0.69168], [0.97722, 0.97333, 0.71425], [0.9798, 0.97613, 0.73736], [0.98235, 0.97885, 0.76105], [0.98483, 0.98151, 0.78529], [0.98722, 0.98408, 0.81007], [0.98952, 0.98658, 0.83544], [0.99169, 0.98901, 0.8614], [0.99371, 0.99136, 0.88792], [0.99556, 0.99365, 0.91503], [0.99723, 0.99585, 0.94278], [0.99867, 0.99799, 0.97109], [0.99986, 1, 1], ] b_linear_bgyw_15_100_c67 = bokeh_palette('linear_bgyw_15_100_c67',linear_bgyw_15_100_c67) m_linear_bgyw_15_100_c67 = mpl_cm('linear_bgyw_15_100_c67',linear_bgyw_15_100_c67) m_linear_bgyw_15_100_c67_r = mpl_cm('linear_bgyw_15_100_c67_r',list(reversed(linear_bgyw_15_100_c67))) linear_kry_5_95_c72 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.07965, 0.066744, 0.064745], [0.091664, 0.06747, 0.063475], [0.10228, 0.068214, 0.06216], [0.112, 0.068994, 0.060816], [0.12092, 0.069706, 0.059585], [0.12971, 0.070185, 0.058154], [0.13843, 0.07042, 0.05692], [0.14709, 0.070382, 0.055604], [0.15576, 0.07009, 0.054295], [0.16433, 0.069694, 0.052994], [0.17278, 0.069179, 0.051712], [0.18118, 0.068484, 0.050432], [0.18954, 0.067685, 0.049199], [0.1978, 0.066788, 0.047758], [0.20605, 0.065769, 0.046454], [0.2142, 0.064648, 0.045151], [0.2223, 0.063428, 0.043725], [0.23036, 0.062012, 0.042429], [0.23838, 0.060521, 0.04109], [0.24634, 0.058898, 0.039699], [0.25428, 0.057101, 0.038324], [0.26215, 0.055158, 0.036964], [0.26998, 0.053082, 0.035663], [0.27773, 0.050917, 0.034117], [0.28544, 0.048622, 0.032846], [0.29312, 0.046013, 0.031565], [0.30072, 0.043344, 0.030323], [0.30827, 0.040658, 0.029105], [0.31576, 0.037722, 0.02791], [0.32318, 0.034637, 0.02674], [0.33052, 0.031576, 0.025595], [0.33779, 0.028628, 0.024479], [0.34497, 0.025745, 0.023396], [0.35205, 0.022943, 0.022345], [0.35905, 0.020248, 0.021325], [0.36595, 0.017697, 0.02034], [0.37272, 0.015331, 0.01939], [0.37938, 0.01319, 0.01848], [0.38589, 0.01125, 0.017611], [0.39225, 0.0096476, 0.016788], [0.39845, 0.0085386, 0.016013], [0.40447, 0.0079151, 0.015288], [0.41036, 0.0076915, 0.014615], [0.41618, 0.0076329, 0.013987], [0.42199, 0.007602, 0.01339], [0.42783, 0.0075831, 0.012837], [0.43365, 0.0075764, 0.012347], [0.4395, 0.0075827, 0.011859], [0.44534, 0.0076027, 0.011316], [0.4512, 0.0076373, 0.010796], [0.45705, 0.0076872, 0.010385], [0.46291, 0.0077536, 0.010055], [0.46879, 0.0078379, 0.0097685], [0.47467, 0.0079404, 0.0095068], [0.48054, 0.0080616, 0.0092717], [0.48643, 0.0082023, 0.0090674], [0.49232, 0.0083637, 0.0088963], [0.49823, 0.0085472, 0.008759], [0.50414, 0.0087542, 0.0086553], [0.51004, 0.008987, 0.0085858], [0.51595, 0.0092456, 0.0085516], [0.52187, 0.0095265, 0.0085507], [0.5278, 0.0098238, 0.0085815], [0.53373, 0.010138, 0.0086438], [0.53967, 0.010498, 0.0087375], [0.54563, 0.010949, 0.0088628], [0.55158, 0.011488, 0.0090195], [0.55753, 0.012012, 0.0092082], [0.56349, 0.012487, 0.0094284], [0.56945, 0.012988, 0.0096743], [0.57543, 0.013545, 0.009933], [0.5814, 0.014124, 0.010192], [0.5874, 0.014709, 0.010451], [0.59341, 0.015309, 0.010717], [0.59942, 0.015921, 0.010993], [0.60544, 0.016546, 0.011263], [0.61149, 0.017183, 0.011511], [0.61754, 0.017832, 0.011726], [0.62361, 0.018494, 0.011906], [0.62967, 0.019169, 0.012055], [0.63576, 0.019858, 0.012179], [0.64186, 0.020559, 0.01228], [0.64796, 0.021273, 0.012363], [0.65409, 0.022, 0.012427], [0.66022, 0.022741, 0.012473], [0.66635, 0.023496, 0.012501], [0.67251, 0.024264, 0.012512], [0.67867, 0.025046, 0.012503], [0.68485, 0.025842, 0.012477], [0.69103, 0.026652, 0.012431], [0.69722, 0.027476, 0.012369], [0.70343, 0.028316, 0.012312], [0.70965, 0.02917, 0.012261], [0.71588, 0.030041, 0.012218], [0.7221, 0.030928, 0.012182], [0.72835, 0.031827, 0.012155], [0.73461, 0.032755, 0.012137], [0.74086, 0.033657, 0.012129], [0.74714, 0.034746, 0.01213], [0.7534, 0.035909, 0.012143], [0.75965, 0.037152, 0.012168], [0.76588, 0.038639, 0.012207], [0.77207, 0.040359, 0.012259], [0.77825, 0.042283, 0.012323], [0.7844, 0.044355, 0.0124], [0.79052, 0.046616, 0.012491], [0.79662, 0.049121, 0.012597], [0.80269, 0.051607, 0.01272], [0.80874, 0.054357, 0.012862], [0.81476, 0.057256, 0.013025], [0.82076, 0.060328, 0.013209], [0.82673, 0.063454, 0.013414], [0.83267, 0.066671, 0.01364], [0.83859, 0.070023, 0.013884], [0.84448, 0.073512, 0.014147], [0.85034, 0.076937, 0.014432], [0.85618, 0.080598, 0.014739], [0.86199, 0.084349, 0.015072], [0.86776, 0.088098, 0.015429], [0.87351, 0.09196, 0.015811], [0.87924, 0.095821, 0.016218], [0.88494, 0.099784, 0.016653], [0.89061, 0.10383, 0.017114], [0.89625, 0.10787, 0.017605], [0.90186, 0.11205, 0.018127], [0.90744, 0.11624, 0.018679], [0.91299, 0.12043, 0.019262], [0.91846, 0.12485, 0.019871], [0.92381, 0.12964, 0.020493], [0.92898, 0.13485, 0.021122], [0.93399, 0.14044, 0.02176], [0.93881, 0.14642, 0.022407], [0.94345, 0.15278, 0.023063], [0.94791, 0.15946, 0.023731], [0.95218, 0.16642, 0.024411], [0.95628, 0.17361, 0.025105], [0.9602, 0.18101, 0.025814], [0.96394, 0.18866, 0.026541], [0.9675, 0.19646, 0.027287], [0.97086, 0.20443, 0.028053], [0.97403, 0.21254, 0.028843], [0.97702, 0.22083, 0.029658], [0.97982, 0.22918, 0.0305], [0.98243, 0.23769, 0.031373], [0.98485, 0.24624, 0.032279], [0.98708, 0.25493, 0.03322], [0.98911, 0.26367, 0.034197], [0.99095, 0.27247, 0.035441], [0.99259, 0.28137, 0.036475], [0.99402, 0.29032, 0.0376], [0.99526, 0.29935, 0.038765], [0.99629, 0.3084, 0.039989], [0.99713, 0.31749, 0.041278], [0.99777, 0.32662, 0.042522], [0.9982, 0.3358, 0.043828], [0.99844, 0.34498, 0.045261], [0.99859, 0.35407, 0.04666], [0.99869, 0.36301, 0.048013], [0.99878, 0.37178, 0.049508], [0.99884, 0.38043, 0.050843], [0.99888, 0.38894, 0.052219], [0.99889, 0.39731, 0.05362], [0.99887, 0.40558, 0.055042], [0.99884, 0.41373, 0.056502], [0.99878, 0.42178, 0.057786], [0.99869, 0.42975, 0.059296], [0.99857, 0.43763, 0.060625], [0.99844, 0.4454, 0.061996], [0.99827, 0.45312, 0.063411], [0.99808, 0.46074, 0.064752], [0.99787, 0.46831, 0.066112], [0.99763, 0.47581, 0.067489], [0.99736, 0.48323, 0.068891], [0.99707, 0.49061, 0.070164], [0.99675, 0.49792, 0.071543], [0.9964, 0.50517, 0.072849], [0.99603, 0.51237, 0.074177], [0.99563, 0.51953, 0.075448], [0.9952, 0.52664, 0.076731], [0.99474, 0.53369, 0.078024], [0.99426, 0.54072, 0.079325], [0.99375, 0.54769, 0.08063], [0.99322, 0.55463, 0.081958], [0.99265, 0.56153, 0.083158], [0.99204, 0.5684, 0.084524], [0.99138, 0.57524, 0.085856], [0.99067, 0.58206, 0.087485], [0.98991, 0.58886, 0.089115], [0.98909, 0.59566, 0.090908], [0.98821, 0.60242, 0.092755], [0.98728, 0.60918, 0.094848], [0.98629, 0.6159, 0.096892], [0.98524, 0.62262, 0.099162], [0.98414, 0.62932, 0.1015], [0.98297, 0.63601, 0.10396], [0.98175, 0.64268, 0.10656], [0.98046, 0.64934, 0.10919], [0.97912, 0.65599, 0.11195], [0.97771, 0.66262, 0.11474], [0.97623, 0.66924, 0.11771], [0.9747, 0.67585, 0.12072], [0.9731, 0.68244, 0.12383], [0.97144, 0.68904, 0.12703], [0.9697, 0.69561, 0.13037], [0.96791, 0.70217, 0.1337], [0.96603, 0.70874, 0.13715], [0.96409, 0.71529, 0.14067], [0.96208, 0.72182, 0.14425], [0.96, 0.72836, 0.14791], [0.95785, 0.73488, 0.15162], [0.95563, 0.74139, 0.15542], [0.95333, 0.74791, 0.15928], [0.95104, 0.75439, 0.16306], [0.94892, 0.76075, 0.16643], [0.94705, 0.767, 0.16936], [0.9454, 0.77315, 0.1718], [0.94394, 0.7792, 0.1739], [0.94268, 0.78516, 0.17562], [0.94159, 0.79104, 0.17704], [0.94067, 0.79684, 0.17816], [0.93991, 0.80258, 0.17893], [0.93929, 0.80825, 0.17943], [0.93881, 0.81387, 0.1797], [0.93845, 0.81943, 0.17972], [0.9382, 0.82494, 0.17952], [0.93807, 0.83042, 0.17911], [0.93806, 0.83583, 0.17845], [0.93816, 0.84121, 0.17756], [0.93835, 0.84655, 0.17643], [0.93863, 0.85186, 0.17517], [0.93901, 0.85713, 0.17363], [0.93948, 0.86238, 0.17189], [0.94002, 0.86758, 0.16998], [0.94064, 0.87277, 0.16783], [0.94135, 0.87792, 0.16542], [0.94214, 0.88305, 0.16286], [0.94298, 0.88816, 0.16003], [0.94391, 0.89324, 0.15697], [0.9449, 0.8983, 0.15365], [0.94594, 0.90334, 0.15015], [0.94707, 0.90836, 0.14627], [0.94825, 0.91336, 0.14216], [0.94948, 0.91834, 0.13776], [0.95079, 0.92331, 0.13295], [0.95212, 0.92826, 0.12782], [0.95354, 0.93319, 0.12222], [0.955, 0.93811, 0.11627], [0.95649, 0.94302, 0.1098], [0.95807, 0.94791, 0.10259], [0.95966, 0.95279, 0.094821], [0.96132, 0.95766, 0.086007], [0.96302, 0.96252, 0.076202], [0.96476, 0.96736, 0.065035], [0.96656, 0.97219, 0.051675], [0.96837, 0.97701, 0.035491], ] b_linear_kry_5_95_c72 = bokeh_palette('linear_kry_5_95_c72',linear_kry_5_95_c72) m_linear_kry_5_95_c72 = mpl_cm('linear_kry_5_95_c72',linear_kry_5_95_c72) m_linear_kry_5_95_c72_r = mpl_cm('linear_kry_5_95_c72_r',list(reversed(linear_kry_5_95_c72))) rainbow_bgyrm_35_85_c69 = [ # cmap_def [0, 0.18656, 0.96265], [0, 0.20247, 0.94889], [0, 0.21731, 0.93516], [0, 0.23125, 0.92145], [0.011192, 0.24442, 0.90777], [0.03614, 0.257, 0.8941], [0.055678, 0.26904, 0.88045], [0.069388, 0.28056, 0.86682], [0.079257, 0.29172, 0.85322], [0.086705, 0.30246, 0.83965], [0.092118, 0.31289, 0.82609], [0.095864, 0.32302, 0.81256], [0.098322, 0.33286, 0.79906], [0.099569, 0.34241, 0.78559], [0.099878, 0.3517, 0.77216], [0.099398, 0.36075, 0.75877], [0.098334, 0.36957, 0.74542], [0.096762, 0.37814, 0.73214], [0.09515, 0.38647, 0.71891], [0.09345, 0.39458, 0.70576], [0.092187, 0.40244, 0.6927], [0.091506, 0.41008, 0.67971], [0.091673, 0.41747, 0.66683], [0.092844, 0.42463, 0.65405], [0.095394, 0.43156, 0.64138], [0.099143, 0.43827, 0.62883], [0.10417, 0.44476, 0.6164], [0.11037, 0.45105, 0.60407], [0.11743, 0.45714, 0.59186], [0.12529, 0.46306, 0.57975], [0.13367, 0.46884, 0.56772], [0.14235, 0.47446, 0.55578], [0.15115, 0.47996, 0.54393], [0.15993, 0.48534, 0.53213], [0.16859, 0.49067, 0.52036], [0.17696, 0.49589, 0.50865], [0.185, 0.50108, 0.49692], [0.1926, 0.50621, 0.48521], [0.19974, 0.51133, 0.47348], [0.20647, 0.51642, 0.46174], [0.21263, 0.5215, 0.44995], [0.21832, 0.52659, 0.43811], [0.2235, 0.53167, 0.42619], [0.2282, 0.53676, 0.41421], [0.23239, 0.54184, 0.40212], [0.23614, 0.54695, 0.38996], [0.23944, 0.55206, 0.37769], [0.24232, 0.55719, 0.3653], [0.24481, 0.56231, 0.3528], [0.24695, 0.56744, 0.34016], [0.24876, 0.57258, 0.32738], [0.25023, 0.5777, 0.31447], [0.25154, 0.58283, 0.30143], [0.25262, 0.58794, 0.28828], [0.25361, 0.59304, 0.27502], [0.25458, 0.5981, 0.26166], [0.2556, 0.60312, 0.24825], [0.25681, 0.6081, 0.2348], [0.2583, 0.61301, 0.22134], [0.26022, 0.61785, 0.20794], [0.26266, 0.6226, 0.19469], [0.26575, 0.62726, 0.18157], [0.26958, 0.63182, 0.16877], [0.27422, 0.63626, 0.15629], [0.27974, 0.64057, 0.1442], [0.28615, 0.64476, 0.13265], [0.29347, 0.64883, 0.12168], [0.30163, 0.65275, 0.11152], [0.31062, 0.65656, 0.10212], [0.3203, 0.66024, 0.093657], [0.33059, 0.6638, 0.086199], [0.34143, 0.66725, 0.079852], [0.35268, 0.67061, 0.074629], [0.36426, 0.67387, 0.07049], [0.37611, 0.67706, 0.067449], [0.3881, 0.68016, 0.065346], [0.40021, 0.68322, 0.064139], [0.41237, 0.68622, 0.063672], [0.42452, 0.68918, 0.063795], [0.43666, 0.6921, 0.064392], [0.44874, 0.69498, 0.065356], [0.46073, 0.69783, 0.066603], [0.47267, 0.70067, 0.068066], [0.4845, 0.70348, 0.06967], [0.49625, 0.70628, 0.071332], [0.50793, 0.70905, 0.07306], [0.5195, 0.71181, 0.074792], [0.53099, 0.71455, 0.076552], [0.5424, 0.71728, 0.078345], [0.55372, 0.72, 0.08017], [0.56497, 0.72269, 0.082034], [0.57617, 0.72539, 0.083799], [0.58729, 0.72805, 0.085523], [0.59835, 0.73071, 0.087403], [0.60937, 0.73336, 0.089162], [0.62033, 0.73599, 0.090964], [0.63124, 0.73861, 0.092702], [0.64211, 0.74121, 0.094561], [0.65293, 0.7438, 0.096272], [0.66373, 0.74637, 0.09813], [0.67447, 0.74893, 0.099882], [0.68519, 0.75149, 0.10167], [0.69588, 0.75402, 0.1035], [0.70654, 0.75653, 0.10524], [0.71717, 0.75904, 0.10708], [0.72776, 0.76153, 0.10884], [0.73834, 0.764, 0.11066], [0.7489, 0.76647, 0.11246], [0.75944, 0.76891, 0.1142], [0.76995, 0.77134, 0.11604], [0.78045, 0.77373, 0.11781], [0.79091, 0.7761, 0.11958], [0.80135, 0.77844, 0.12133], [0.81175, 0.78072, 0.1231], [0.8221, 0.78295, 0.12488], [0.83239, 0.78511, 0.12661], [0.84262, 0.78718, 0.12834], [0.85274, 0.78913, 0.13004], [0.86274, 0.79094, 0.13165], [0.87259, 0.79257, 0.13322], [0.88223, 0.79401, 0.13475], [0.89164, 0.79518, 0.13612], [0.90076, 0.79607, 0.1375], [0.90954, 0.79664, 0.13869], [0.91793, 0.79684, 0.13974], [0.92586, 0.79664, 0.14073], [0.93328, 0.79601, 0.14151], [0.94018, 0.79492, 0.14212], [0.94648, 0.79336, 0.14256], [0.95218, 0.79132, 0.14282], [0.95727, 0.78881, 0.14289], [0.96174, 0.78582, 0.1428], [0.9656, 0.7824, 0.14253], [0.96888, 0.77856, 0.1421], [0.97162, 0.77434, 0.14153], [0.97385, 0.76979, 0.14082], [0.97563, 0.76494, 0.13994], [0.977, 0.75981, 0.13902], [0.97803, 0.75448, 0.13804], [0.97875, 0.74895, 0.13692], [0.97924, 0.74329, 0.13575], [0.97951, 0.73749, 0.13461], [0.97962, 0.7316, 0.13337], [0.97959, 0.72564, 0.13212], [0.97946, 0.71962, 0.13087], [0.97924, 0.71355, 0.12958], [0.97896, 0.70744, 0.1283], [0.97862, 0.70131, 0.12698], [0.97824, 0.69516, 0.12574], [0.97784, 0.68899, 0.12442], [0.9774, 0.6828, 0.12313], [0.97693, 0.6766, 0.12186], [0.97644, 0.67039, 0.12061], [0.97594, 0.66416, 0.11937], [0.97542, 0.65793, 0.11815], [0.97489, 0.65168, 0.11688], [0.97433, 0.64541, 0.11567], [0.97376, 0.63914, 0.1144], [0.97318, 0.63285, 0.11325], [0.97257, 0.62654, 0.11203], [0.97195, 0.62023, 0.11083], [0.97131, 0.61388, 0.10966], [0.97065, 0.60754, 0.10841], [0.96997, 0.60116, 0.10728], [0.96928, 0.59477, 0.10613], [0.96858, 0.58836, 0.1049], [0.96785, 0.58193, 0.10381], [0.96711, 0.57549, 0.10266], [0.96635, 0.56901, 0.10152], [0.96557, 0.56253, 0.1004], [0.96478, 0.55599, 0.099296], [0.96398, 0.54946, 0.098231], [0.96315, 0.5429, 0.097093], [0.96231, 0.5363, 0.096016], [0.96146, 0.52968, 0.095014], [0.96059, 0.52303, 0.093919], [0.9597, 0.51634, 0.092832], [0.95879, 0.50964, 0.091874], [0.95787, 0.50288, 0.090828], [0.95693, 0.4961, 0.089807], [0.95599, 0.48929, 0.088805], [0.95502, 0.48244, 0.08783], [0.95403, 0.47555, 0.086854], [0.95304, 0.4686, 0.085824], [0.95202, 0.46162, 0.084968], [0.95101, 0.4546, 0.084163], [0.94997, 0.44753, 0.083344], [0.94894, 0.44044, 0.082697], [0.94791, 0.43332, 0.082226], [0.94688, 0.42618, 0.081913], [0.94587, 0.41904, 0.081847], [0.94489, 0.41191, 0.082109], [0.94394, 0.40481, 0.082728], [0.94305, 0.39778, 0.083928], [0.94223, 0.39086, 0.085608], [0.94149, 0.38408, 0.08812], [0.94088, 0.3775, 0.091363], [0.94041, 0.37118, 0.095416], [0.9401, 0.36521, 0.10035], [0.93998, 0.35964, 0.1063], [0.94007, 0.35454, 0.11316], [0.9404, 0.34999, 0.12089], [0.94096, 0.34604, 0.12965], [0.94179, 0.3428, 0.13922], [0.94288, 0.34026, 0.14972], [0.94422, 0.33847, 0.16095], [0.94582, 0.33747, 0.17292], [0.94764, 0.33723, 0.18561], [0.94967, 0.33772, 0.19885], [0.95189, 0.33894, 0.21269], [0.95427, 0.34081, 0.22702], [0.95677, 0.34328, 0.24176], [0.95937, 0.34627, 0.25686], [0.96202, 0.34974, 0.27224], [0.96472, 0.35359, 0.2879], [0.96743, 0.35778, 0.30376], [0.97012, 0.36222, 0.31979], [0.97279, 0.36688, 0.33592], [0.97541, 0.3717, 0.35214], [0.97796, 0.37668, 0.36845], [0.98045, 0.38173, 0.3848], [0.98286, 0.38685, 0.40121], [0.98518, 0.39205, 0.41764], [0.9874, 0.39727, 0.43409], [0.98953, 0.40253, 0.45059], [0.99155, 0.40782, 0.46711], [0.99348, 0.41314, 0.48364], [0.99528, 0.41844, 0.5002], [0.99698, 0.42377, 0.51679], [0.99858, 0.42911, 0.5334], [1, 0.43445, 0.55005], [1, 0.43981, 0.56674], [1, 0.44517, 0.58345], [1, 0.45054, 0.60021], [1, 0.45593, 0.61701], [1, 0.46132, 0.63385], [1, 0.46673, 0.65073], [1, 0.47215, 0.66766], [1, 0.47757, 0.68462], [1, 0.48301, 0.70164], [1, 0.48847, 0.71871], [1, 0.49393, 0.73582], [1, 0.49939, 0.75297], [1, 0.50489, 0.77018], [1, 0.51038, 0.78744], [1, 0.51588, 0.80475], [1, 0.52141, 0.8221], [1, 0.52695, 0.8395], [1, 0.53249, 0.85695], [1, 0.53805, 0.87445], [1, 0.54361, 0.892], [1, 0.5492, 0.9096], [0.99848, 0.55478, 0.92724], [0.9966, 0.56039, 0.94494], [0.99453, 0.566, 0.96269], [0.99228, 0.57163, 0.98048], ] b_rainbow_bgyrm_35_85_c69 = bokeh_palette('rainbow_bgyrm_35_85_c69',rainbow_bgyrm_35_85_c69) m_rainbow_bgyrm_35_85_c69 = mpl_cm('rainbow_bgyrm_35_85_c69',rainbow_bgyrm_35_85_c69) m_rainbow_bgyrm_35_85_c69_r = mpl_cm('rainbow_bgyrm_35_85_c69_r',list(reversed(rainbow_bgyrm_35_85_c69))) CET_R1 = b_rainbow_bgyrm_35_85_c69 m_CET_R1 = m_rainbow_bgyrm_35_85_c69 m_CET_R1_r = m_rainbow_bgyrm_35_85_c69_r palette['CET_R1'] = b_rainbow_bgyrm_35_85_c69 cm['CET_R1'] = m_rainbow_bgyrm_35_85_c69 cm['CET_R1_r'] = m_rainbow_bgyrm_35_85_c69_r register_cmap('cet_CET_R1',m_rainbow_bgyrm_35_85_c69) register_cmap('cet_CET_R1_r',m_rainbow_bgyrm_35_85_c69_r) linear_kryw_0_100_c71 = [ # cmap_def [0, 0, 0], [0.027065, 2.143e-05, 0], [0.052054, 7.4728e-05, 0], [0.071511, 0.00013914, 0], [0.08742, 0.0002088, 0], [0.10109, 0.00028141, 0], [0.11337, 0.000356, 2.4266e-17], [0.12439, 0.00043134, 3.3615e-17], [0.13463, 0.00050796, 2.1604e-17], [0.14411, 0.0005856, 0], [0.15292, 0.00070304, 0], [0.16073, 0.0013432, 0], [0.16871, 0.0014516, 0], [0.17657, 0.0012408, 0], [0.18364, 0.0015336, 0], [0.19052, 0.0017515, 0], [0.19751, 0.0015146, 0], [0.20401, 0.0015249, 0], [0.20994, 0.0019639, 0], [0.21605, 0.002031, 0], [0.22215, 0.0017559, 0], [0.22808, 0.001546, 1.8755e-05], [0.23378, 0.0016315, 3.5012e-05], [0.23955, 0.0017194, 3.3352e-05], [0.24531, 0.0018097, 1.8559e-05], [0.25113, 0.0019038, 1.9139e-05], [0.25694, 0.0020015, 3.5308e-05], [0.26278, 0.0021017, 3.2613e-05], [0.26864, 0.0022048, 2.0338e-05], [0.27451, 0.0023119, 2.2453e-05], [0.28041, 0.0024227, 3.6003e-05], [0.28633, 0.0025363, 2.9817e-05], [0.29229, 0.0026532, 1.9559e-05], [0.29824, 0.0027747, 2.7666e-05], [0.30423, 0.0028999, 3.5752e-05], [0.31026, 0.0030279, 2.3231e-05], [0.31628, 0.0031599, 1.2902e-05], [0.32232, 0.0032974, 3.2915e-05], [0.32838, 0.0034379, 3.2803e-05], [0.33447, 0.0035819, 2.0757e-05], [0.34057, 0.003731, 2.3831e-05], [0.34668, 0.0038848, 3.502e-05], [0.35283, 0.0040418, 2.4468e-05], [0.35897, 0.0042032, 1.1444e-05], [0.36515, 0.0043708, 3.2793e-05], [0.37134, 0.0045418, 3.012e-05], [0.37756, 0.0047169, 1.4846e-05], [0.38379, 0.0048986, 2.796e-05], [0.39003, 0.0050848, 3.2782e-05], [0.3963, 0.0052751, 1.9244e-05], [0.40258, 0.0054715, 2.2667e-05], [0.40888, 0.0056736, 3.3223e-05], [0.41519, 0.0058798, 2.159e-05], [0.42152, 0.0060922, 1.8214e-05], [0.42788, 0.0063116, 3.2525e-05], [0.43424, 0.0065353, 2.2247e-05], [0.44062, 0.006765, 1.5852e-05], [0.44702, 0.0070024, 3.1769e-05], [0.45344, 0.0072442, 2.1245e-05], [0.45987, 0.0074929, 1.5726e-05], [0.46631, 0.0077499, 3.0976e-05], [0.47277, 0.0080108, 1.8722e-05], [0.47926, 0.0082789, 1.9285e-05], [0.48574, 0.0085553, 3.0063e-05], [0.49225, 0.0088392, 1.4313e-05], [0.49878, 0.0091356, 2.3404e-05], [0.50531, 0.0094374, 2.8099e-05], [0.51187, 0.0097365, 6.4695e-06], [0.51844, 0.010039, 2.5791e-05], [0.52501, 0.010354, 2.4393e-05], [0.53162, 0.010689, 1.6037e-05], [0.53825, 0.011031, 2.7295e-05], [0.54489, 0.011393, 1.5848e-05], [0.55154, 0.011789, 2.3111e-05], [0.55818, 0.012159, 2.5416e-05], [0.56485, 0.012508, 1.5064e-05], [0.57154, 0.012881, 2.541e-05], [0.57823, 0.013283, 1.6166e-05], [0.58494, 0.013701, 2.263e-05], [0.59166, 0.014122, 2.3316e-05], [0.59839, 0.014551, 1.9432e-05], [0.60514, 0.014994, 2.4323e-05], [0.6119, 0.01545, 1.3929e-05], [0.61868, 0.01592, 2.1615e-05], [0.62546, 0.016401, 1.5846e-05], [0.63226, 0.016897, 2.0838e-05], [0.63907, 0.017407, 1.9549e-05], [0.64589, 0.017931, 2.0961e-05], [0.65273, 0.018471, 2.0737e-05], [0.65958, 0.019026, 2.0621e-05], [0.66644, 0.019598, 2.0675e-05], [0.67332, 0.020187, 2.0301e-05], [0.68019, 0.020793, 2.0029e-05], [0.68709, 0.021418, 2.0088e-05], [0.69399, 0.022062, 1.9102e-05], [0.70092, 0.022727, 1.9662e-05], [0.70784, 0.023412, 1.7757e-05], [0.71478, 0.024121, 1.8236e-05], [0.72173, 0.024852, 1.4944e-05], [0.7287, 0.025608, 2.0245e-06], [0.73567, 0.02639, 1.5013e-07], [0.74266, 0.027199, 0], [0.74964, 0.028038, 0], [0.75665, 0.028906, 0], [0.76365, 0.029806, 0], [0.77068, 0.030743, 0], [0.77771, 0.031711, 0], [0.78474, 0.032732, 0], [0.79179, 0.033741, 0], [0.79886, 0.034936, 0], [0.80593, 0.036031, 0], [0.81299, 0.03723, 0], [0.82007, 0.038493, 0], [0.82715, 0.039819, 0], [0.83423, 0.041236, 0], [0.84131, 0.042647, 0], [0.84838, 0.044235, 0], [0.85545, 0.045857, 0], [0.86252, 0.047645, 0], [0.86958, 0.049578, 0], [0.87661, 0.051541, 0], [0.88365, 0.053735, 0], [0.89064, 0.056168, 0], [0.89761, 0.058852, 0], [0.90451, 0.061777, 0], [0.91131, 0.065281, 0], [0.91796, 0.069448, 0], [0.92445, 0.074684, 0], [0.93061, 0.08131, 0], [0.93648, 0.088878, 0], [0.94205, 0.097336, 0], [0.9473, 0.10665, 0], [0.9522, 0.1166, 0], [0.95674, 0.12716, 0], [0.96094, 0.13824, 0], [0.96479, 0.14963, 0], [0.96829, 0.16128, 0], [0.97147, 0.17303, 0], [0.97436, 0.18489, 0], [0.97698, 0.19672, 0], [0.97934, 0.20846, 0], [0.98148, 0.22013, 0], [0.9834, 0.23167, 0], [0.98515, 0.24301, 0], [0.98672, 0.25425, 0], [0.98815, 0.26525, 0], [0.98944, 0.27614, 0], [0.99061, 0.28679, 0], [0.99167, 0.29731, 0], [0.99263, 0.30764, 0], [0.9935, 0.31781, 0], [0.99428, 0.3278, 0], [0.995, 0.33764, 0], [0.99564, 0.34735, 0], [0.99623, 0.35689, 0], [0.99675, 0.3663, 0], [0.99722, 0.37556, 0], [0.99765, 0.38471, 0], [0.99803, 0.39374, 0], [0.99836, 0.40265, 0], [0.99866, 0.41145, 0], [0.99892, 0.42015, 0], [0.99915, 0.42874, 0], [0.99935, 0.43724, 0], [0.99952, 0.44563, 0], [0.99966, 0.45395, 0], [0.99977, 0.46217, 0], [0.99986, 0.47032, 0], [0.99993, 0.47838, 0], [0.99997, 0.48638, 0], [1, 0.4943, 0], [1, 0.50214, 0], [1, 0.50991, 1.2756e-05], [1, 0.51761, 4.5388e-05], [1, 0.52523, 9.6977e-05], [1, 0.5328, 0.00016858], [1, 0.54028, 0.0002582], [1, 0.54771, 0.00036528], [1, 0.55508, 0.00049276], [1, 0.5624, 0.00063955], [1, 0.56965, 0.00080443], [1, 0.57687, 0.00098902], [1, 0.58402, 0.0011943], [1, 0.59113, 0.0014189], [1, 0.59819, 0.0016626], [1, 0.60521, 0.0019281], [1, 0.61219, 0.0022145], [1, 0.61914, 0.0025213], [1, 0.62603, 0.0028496], [1, 0.6329, 0.0032006], [1, 0.63972, 0.0035741], [1, 0.64651, 0.0039701], [1, 0.65327, 0.0043898], [1, 0.66, 0.0048341], [1, 0.66669, 0.005303], [1, 0.67336, 0.0057969], [1, 0.67999, 0.006317], [1, 0.68661, 0.0068648], [1, 0.69319, 0.0074406], [1, 0.69974, 0.0080433], [1, 0.70628, 0.0086756], [1, 0.71278, 0.0093486], [1, 0.71927, 0.010023], [1, 0.72573, 0.010724], [1, 0.73217, 0.011565], [1, 0.73859, 0.012339], [1, 0.74499, 0.01316], [1, 0.75137, 0.014042], [1, 0.75772, 0.014955], [1, 0.76406, 0.015913], [1, 0.77039, 0.016915], [1, 0.77669, 0.017964], [1, 0.78298, 0.019062], [1, 0.78925, 0.020212], [1, 0.7955, 0.021417], [1, 0.80174, 0.02268], [1, 0.80797, 0.024005], [1, 0.81418, 0.025396], [1, 0.82038, 0.026858], [1, 0.82656, 0.028394], [1, 0.83273, 0.030013], [1, 0.83889, 0.031717], [1, 0.84503, 0.03348], [1, 0.85116, 0.035488], [1, 0.85728, 0.037452], [1, 0.8634, 0.039592], [1, 0.86949, 0.041898], [1, 0.87557, 0.044392], [1, 0.88165, 0.046958], [1, 0.88771, 0.04977], [1, 0.89376, 0.052828], [1, 0.8998, 0.056209], [1, 0.90584, 0.059919], [1, 0.91185, 0.063925], [1, 0.91783, 0.068579], [1, 0.92384, 0.073948], [1, 0.92981, 0.080899], [1, 0.93576, 0.090648], [1, 0.94166, 0.10377], [1, 0.94752, 0.12051], [1, 0.9533, 0.14149], [1, 0.959, 0.1672], [1, 0.96456, 0.19823], [1, 0.96995, 0.23514], [1, 0.9751, 0.2786], [1, 0.97992, 0.32883], [1, 0.98432, 0.38571], [1, 0.9882, 0.44866], [1, 0.9915, 0.51653], [1, 0.99417, 0.58754], [1, 0.99625, 0.65985], [1, 0.99778, 0.73194], [1, 0.99885, 0.80259], [1, 0.99953, 0.87115], [1, 0.99989, 0.93683], [1, 1, 1], ] b_linear_kryw_0_100_c71 = bokeh_palette('linear_kryw_0_100_c71',linear_kryw_0_100_c71) m_linear_kryw_0_100_c71 = mpl_cm('linear_kryw_0_100_c71',linear_kryw_0_100_c71) m_linear_kryw_0_100_c71_r = mpl_cm('linear_kryw_0_100_c71_r',list(reversed(linear_kryw_0_100_c71))) fire = b_linear_kryw_0_100_c71 m_fire = m_linear_kryw_0_100_c71 m_fire_r = m_linear_kryw_0_100_c71_r palette['fire'] = b_linear_kryw_0_100_c71 palette_n['fire'] = b_linear_kryw_0_100_c71 cm['fire'] = m_linear_kryw_0_100_c71 cm['fire_r'] = m_linear_kryw_0_100_c71_r cm_n['fire'] = mpl_cm('fire',linear_kryw_0_100_c71) cm_n['fire_r'] = mpl_cm('fire_r',list(reversed(linear_kryw_0_100_c71))) CET_L3 = b_linear_kryw_0_100_c71 m_CET_L3 = m_linear_kryw_0_100_c71 m_CET_L3_r = m_linear_kryw_0_100_c71_r palette['CET_L3'] = b_linear_kryw_0_100_c71 cm['CET_L3'] = m_linear_kryw_0_100_c71 cm['CET_L3_r'] = m_linear_kryw_0_100_c71_r register_cmap('cet_CET_L3',m_linear_kryw_0_100_c71) register_cmap('cet_CET_L3_r',m_linear_kryw_0_100_c71_r) diverging_bkr_55_10_c35 = [ # cmap_def [0.097481, 0.50736, 0.98205], [0.1033, 0.50389, 0.97428], [0.10863, 0.50041, 0.96653], [0.11369, 0.49694, 0.9588], [0.11841, 0.49348, 0.95107], [0.12275, 0.49002, 0.94336], [0.12692, 0.48657, 0.93566], [0.13089, 0.48312, 0.92796], [0.1346, 0.47968, 0.92028], [0.13811, 0.47624, 0.91262], [0.14143, 0.4728, 0.90497], [0.14458, 0.46938, 0.89732], [0.14758, 0.46594, 0.88969], [0.15043, 0.46252, 0.88207], [0.15312, 0.45912, 0.87446], [0.15574, 0.4557, 0.86687], [0.1582, 0.4523, 0.85929], [0.16051, 0.4489, 0.85172], [0.16277, 0.44549, 0.84416], [0.16488, 0.44211, 0.83662], [0.16693, 0.43871, 0.82909], [0.16886, 0.43534, 0.82157], [0.17068, 0.43197, 0.81406], [0.17242, 0.42859, 0.80657], [0.17409, 0.42522, 0.79909], [0.17566, 0.42185, 0.79162], [0.17718, 0.41849, 0.78417], [0.17862, 0.41515, 0.77672], [0.17995, 0.4118, 0.76929], [0.18122, 0.40846, 0.76187], [0.18243, 0.40512, 0.75448], [0.18359, 0.40179, 0.74709], [0.18468, 0.39847, 0.73972], [0.18572, 0.39515, 0.73235], [0.18665, 0.39183, 0.725], [0.18758, 0.38852, 0.71767], [0.18841, 0.38521, 0.71034], [0.18918, 0.38191, 0.70304], [0.1899, 0.37862, 0.69574], [0.19058, 0.37533, 0.68847], [0.1912, 0.37204, 0.68119], [0.19177, 0.36878, 0.67395], [0.1923, 0.3655, 0.6667], [0.19277, 0.36224, 0.65948], [0.1932, 0.35896, 0.65228], [0.19358, 0.35572, 0.64508], [0.19393, 0.35246, 0.6379], [0.19422, 0.34922, 0.63074], [0.19446, 0.34597, 0.62359], [0.19466, 0.34276, 0.61645], [0.19481, 0.33953, 0.60933], [0.19492, 0.33629, 0.60222], [0.19499, 0.33309, 0.59513], [0.19502, 0.32988, 0.58805], [0.19502, 0.32665, 0.58099], [0.19497, 0.32346, 0.57394], [0.19489, 0.32028, 0.56692], [0.19477, 0.31708, 0.55991], [0.19462, 0.31391, 0.5529], [0.19442, 0.31074, 0.54593], [0.19419, 0.30755, 0.53895], [0.19391, 0.30439, 0.532], [0.1936, 0.30123, 0.52507], [0.19325, 0.29808, 0.51815], [0.19288, 0.29493, 0.51124], [0.19247, 0.29181, 0.50436], [0.19202, 0.28867, 0.49749], [0.19154, 0.28553, 0.49064], [0.19103, 0.28244, 0.48379], [0.19049, 0.27932, 0.47697], [0.18992, 0.27622, 0.47017], [0.18932, 0.27311, 0.46338], [0.18869, 0.27002, 0.45661], [0.18804, 0.26691, 0.44986], [0.18733, 0.26385, 0.44313], [0.18658, 0.26076, 0.43641], [0.18585, 0.25769, 0.42971], [0.18505, 0.25465, 0.42302], [0.18421, 0.25159, 0.41637], [0.18335, 0.24855, 0.40972], [0.18247, 0.24548, 0.40309], [0.18156, 0.24245, 0.39648], [0.18062, 0.23944, 0.38989], [0.17967, 0.23642, 0.38333], [0.17869, 0.23338, 0.37678], [0.17768, 0.23038, 0.37023], [0.17659, 0.2274, 0.36372], [0.17551, 0.22438, 0.35724], [0.17442, 0.22142, 0.35076], [0.17327, 0.21845, 0.34429], [0.17211, 0.21547, 0.33785], [0.17093, 0.21251, 0.33143], [0.16973, 0.20955, 0.32503], [0.16847, 0.20663, 0.31867], [0.16721, 0.20368, 0.3123], [0.16588, 0.20071, 0.30599], [0.16458, 0.1978, 0.29967], [0.16324, 0.1949, 0.29336], [0.16187, 0.19198, 0.28708], [0.16042, 0.18908, 0.28083], [0.15902, 0.1862, 0.27461], [0.15755, 0.18329, 0.26841], [0.1561, 0.18041, 0.26222], [0.15456, 0.17758, 0.25605], [0.15302, 0.17471, 0.2499], [0.15147, 0.17184, 0.24379], [0.14991, 0.16902, 0.23772], [0.14827, 0.16616, 0.23164], [0.14665, 0.16336, 0.22559], [0.14505, 0.16051, 0.21957], [0.14339, 0.15773, 0.21357], [0.14175, 0.15496, 0.20763], [0.14009, 0.1522, 0.20171], [0.13851, 0.14952, 0.19588], [0.13692, 0.1468, 0.19008], [0.13541, 0.14419, 0.18437], [0.134, 0.14163, 0.17876], [0.13268, 0.1391, 0.17324], [0.1315, 0.1367, 0.16787], [0.13053, 0.13444, 0.16268], [0.12973, 0.13226, 0.15764], [0.12916, 0.13028, 0.15284], [0.12891, 0.12842, 0.1483], [0.12899, 0.12676, 0.14407], [0.12945, 0.12536, 0.14011], [0.13031, 0.12415, 0.13652], [0.13151, 0.12321, 0.13332], [0.13315, 0.12253, 0.13051], [0.13523, 0.12211, 0.12804], [0.13775, 0.12196, 0.126], [0.14065, 0.12206, 0.12429], [0.14394, 0.12241, 0.12299], [0.14762, 0.12299, 0.12205], [0.15161, 0.12379, 0.12145], [0.15595, 0.12478, 0.12115], [0.1605, 0.12596, 0.12111], [0.16531, 0.1272, 0.12131], [0.17036, 0.12863, 0.12171], [0.17553, 0.13018, 0.12228], [0.18085, 0.13174, 0.12299], [0.1863, 0.13339, 0.12382], [0.1918, 0.1351, 0.12474], [0.19738, 0.13681, 0.12575], [0.20301, 0.13858, 0.12675], [0.20867, 0.14035, 0.12784], [0.21437, 0.14214, 0.12891], [0.2201, 0.14394, 0.13008], [0.22584, 0.14575, 0.13119], [0.23158, 0.14753, 0.13232], [0.23735, 0.14933, 0.13347], [0.24308, 0.15109, 0.13464], [0.24887, 0.15287, 0.13574], [0.25465, 0.15465, 0.13692], [0.26041, 0.15645, 0.1381], [0.26621, 0.15821, 0.1392], [0.27198, 0.15993, 0.14038], [0.27781, 0.16174, 0.14154], [0.28361, 0.16349, 0.14269], [0.28944, 0.16518, 0.14384], [0.29526, 0.16697, 0.14501], [0.30109, 0.16869, 0.14614], [0.30695, 0.17041, 0.1473], [0.3128, 0.17212, 0.14842], [0.31867, 0.17385, 0.14962], [0.32454, 0.17555, 0.15074], [0.33043, 0.17728, 0.15189], [0.33632, 0.17898, 0.15304], [0.34224, 0.18066, 0.1542], [0.34815, 0.18235, 0.15536], [0.35407, 0.18405, 0.15654], [0.36001, 0.18576, 0.15766], [0.36596, 0.18743, 0.15884], [0.3719, 0.18909, 0.15995], [0.37787, 0.19075, 0.16115], [0.38385, 0.19241, 0.16231], [0.38983, 0.1941, 0.16346], [0.39584, 0.19573, 0.1646], [0.40184, 0.19738, 0.16573], [0.40786, 0.19901, 0.16693], [0.41389, 0.20064, 0.16806], [0.41994, 0.20228, 0.16925], [0.42598, 0.20394, 0.17038], [0.43206, 0.20555, 0.17153], [0.43813, 0.20718, 0.17269], [0.44421, 0.20879, 0.17385], [0.4503, 0.2104, 0.17502], [0.4564, 0.21202, 0.17614], [0.46251, 0.21361, 0.17734], [0.46864, 0.2152, 0.1785], [0.47479, 0.21681, 0.17964], [0.48092, 0.21839, 0.18078], [0.48709, 0.21998, 0.18194], [0.49325, 0.22155, 0.1831], [0.49943, 0.22314, 0.18427], [0.50562, 0.22468, 0.18546], [0.51182, 0.22628, 0.18659], [0.51804, 0.22784, 0.18779], [0.52426, 0.22938, 0.18892], [0.53049, 0.23094, 0.19008], [0.53674, 0.23249, 0.19123], [0.54299, 0.23403, 0.1924], [0.54925, 0.23559, 0.19357], [0.55552, 0.23713, 0.19474], [0.56181, 0.23863, 0.19589], [0.5681, 0.24016, 0.19706], [0.57441, 0.2417, 0.1982], [0.58073, 0.2432, 0.19936], [0.58705, 0.24472, 0.20052], [0.59339, 0.24623, 0.20169], [0.59974, 0.24776, 0.20286], [0.60609, 0.24925, 0.20405], [0.61246, 0.25075, 0.20519], [0.61885, 0.25225, 0.20639], [0.62523, 0.25374, 0.20753], [0.63163, 0.25524, 0.20869], [0.63803, 0.25671, 0.20986], [0.64445, 0.25817, 0.21103], [0.65088, 0.25967, 0.21221], [0.65732, 0.26113, 0.21335], [0.66377, 0.2626, 0.21453], [0.67023, 0.26407, 0.21571], [0.6767, 0.26552, 0.21688], [0.68317, 0.26696, 0.21804], [0.68966, 0.26842, 0.21921], [0.69616, 0.26988, 0.22039], [0.70267, 0.27131, 0.22154], [0.70919, 0.27274, 0.22272], [0.71571, 0.27418, 0.22387], [0.72224, 0.27563, 0.22504], [0.72879, 0.27705, 0.22624], [0.73535, 0.27847, 0.2274], [0.74191, 0.27988, 0.22858], [0.74849, 0.28129, 0.22972], [0.75508, 0.28272, 0.23091], [0.76167, 0.28411, 0.23209], [0.76827, 0.28551, 0.23324], [0.77488, 0.28691, 0.23444], [0.78151, 0.28831, 0.23561], [0.78814, 0.28971, 0.23679], [0.79478, 0.2911, 0.23795], [0.80143, 0.29248, 0.23912], [0.80809, 0.29385, 0.24028], [0.81476, 0.29523, 0.24148], [0.82144, 0.29662, 0.24264], [0.82812, 0.29797, 0.24381], [0.83482, 0.29935, 0.24499], [0.84153, 0.3007, 0.24617], [0.84824, 0.30205, 0.24736], [0.85497, 0.30341, 0.24855], [0.8617, 0.30477, 0.2497], [0.86845, 0.30613, 0.25089], [0.8752, 0.30745, 0.25208], [0.88196, 0.30881, 0.25325], [0.88873, 0.31015, 0.25444], [0.8955, 0.31147, 0.25561], [0.90229, 0.31279, 0.25679], ] b_diverging_bkr_55_10_c35 = bokeh_palette('diverging_bkr_55_10_c35',diverging_bkr_55_10_c35) m_diverging_bkr_55_10_c35 = mpl_cm('diverging_bkr_55_10_c35',diverging_bkr_55_10_c35) m_diverging_bkr_55_10_c35_r = mpl_cm('diverging_bkr_55_10_c35_r',list(reversed(diverging_bkr_55_10_c35))) bkr = b_diverging_bkr_55_10_c35 m_bkr = m_diverging_bkr_55_10_c35 m_bkr_r = m_diverging_bkr_55_10_c35_r palette['bkr'] = b_diverging_bkr_55_10_c35 palette_n['bkr'] = b_diverging_bkr_55_10_c35 cm['bkr'] = m_diverging_bkr_55_10_c35 cm['bkr_r'] = m_diverging_bkr_55_10_c35_r cm_n['bkr'] = mpl_cm('bkr',diverging_bkr_55_10_c35) cm_n['bkr_r'] = mpl_cm('bkr_r',list(reversed(diverging_bkr_55_10_c35))) CET_D4 = b_diverging_bkr_55_10_c35 m_CET_D4 = m_diverging_bkr_55_10_c35 m_CET_D4_r = m_diverging_bkr_55_10_c35_r palette['CET_D4'] = b_diverging_bkr_55_10_c35 cm['CET_D4'] = m_diverging_bkr_55_10_c35 cm['CET_D4_r'] = m_diverging_bkr_55_10_c35_r register_cmap('cet_CET_D4',m_diverging_bkr_55_10_c35) register_cmap('cet_CET_D4_r',m_diverging_bkr_55_10_c35_r) linear_bmw_5_95_c89 = [ # cmap_def [0, 0.017709, 0.34641], [0, 0.020672, 0.3555], [0, 0.023402, 0.3646], [0, 0.025899, 0.37376], [0, 0.028159, 0.38295], [0, 0.030176, 0.39217], [0, 0.031948, 0.40143], [0, 0.03346, 0.41074], [0, 0.034886, 0.42006], [0, 0.036005, 0.42943], [0, 0.037031, 0.43882], [0, 0.038092, 0.44825], [0, 0.039171, 0.45769], [0, 0.04027, 0.46718], [0, 0.041408, 0.47668], [0, 0.042463, 0.4862], [0, 0.043503, 0.49576], [0, 0.044741, 0.50533], [0, 0.045774, 0.51494], [0, 0.047001, 0.52456], [0, 0.048092, 0.5342], [0, 0.049352, 0.54387], [0, 0.050447, 0.55355], [0, 0.051609, 0.56326], [0, 0.052795, 0.57298], [0, 0.054014, 0.58271], [0, 0.055261, 0.59247], [0, 0.056563, 0.60223], [0, 0.057716, 0.61201], [0, 0.059101, 0.6218], [0, 0.060386, 0.63161], [0, 0.061629, 0.64141], [0, 0.063072, 0.65124], [0, 0.064391, 0.66106], [0, 0.065778, 0.6709], [0, 0.067217, 0.68073], [0, 0.068717, 0.69056], [0, 0.070145, 0.7004], [0, 0.071697, 0.71023], [0, 0.073287, 0.72005], [0, 0.074826, 0.72985], [0, 0.076443, 0.73965], [0, 0.078139, 0.74942], [0, 0.079895, 0.75915], [0, 0.08168, 0.76872], [0, 0.083307, 0.77811], [0, 0.084962, 0.78731], [0, 0.086573, 0.79632], [0, 0.088156, 0.80515], [0, 0.089689, 0.81379], [0, 0.091208, 0.82225], [0, 0.092616, 0.83051], [0, 0.09408, 0.83857], [0, 0.095474, 0.84644], [0, 0.096762, 0.8541], [0, 0.098154, 0.86158], [0, 0.099403, 0.86886], [0, 0.10065, 0.87593], [0, 0.10187, 0.88281], [0, 0.10309, 0.88949], [0, 0.1042, 0.89597], [0, 0.10532, 0.90224], [0, 0.10647, 0.9083], [0, 0.10749, 0.91415], [0, 0.10849, 0.9198], [0, 0.10956, 0.92525], [0, 0.11052, 0.9305], [0, 0.11147, 0.93553], [0, 0.1124, 0.94036], [0, 0.11331, 0.94497], [0, 0.11413, 0.94937], [0, 0.11498, 0.95357], [0, 0.11585, 0.9576], [0, 0.11662, 0.96148], [0, 0.11733, 0.96522], [0, 0.11806, 0.96883], [0, 0.11873, 0.97228], [0, 0.11931, 0.97558], [0, 0.11987, 0.97874], [0, 0.12039, 0.98176], [0, 0.12087, 0.98464], [0, 0.12132, 0.98737], [0, 0.12173, 0.98995], [0.042484, 0.1221, 0.99239], [0.096239, 0.12243, 0.99468], [0.13272, 0.12272, 0.99682], [0.16225, 0.12297, 0.99881], [0.18788, 0.12318, 1], [0.21091, 0.12336, 1], [0.23216, 0.1235, 1], [0.25202, 0.1236, 1], [0.27081, 0.12366, 1], [0.28872, 0.12369, 1], [0.30596, 0.12367, 1], [0.32259, 0.12362, 1], [0.33869, 0.12354, 1], [0.35436, 0.12342, 1], [0.36964, 0.12326, 1], [0.38457, 0.12307, 1], [0.39919, 0.12286, 1], [0.41348, 0.12262, 1], [0.42736, 0.12239, 1], [0.44084, 0.12216, 1], [0.454, 0.12195, 1], [0.46684, 0.12174, 1], [0.47939, 0.12155, 1], [0.49169, 0.12136, 1], [0.50374, 0.12117, 1], [0.51557, 0.121, 1], [0.52721, 0.12083, 1], [0.53866, 0.12067, 1], [0.54992, 0.12051, 1], [0.56102, 0.12037, 1], [0.57198, 0.12022, 1], [0.58279, 0.12009, 1], [0.59347, 0.11996, 1], [0.60403, 0.11983, 1], [0.61446, 0.11971, 1], [0.62479, 0.11959, 1], [0.63501, 0.11948, 1], [0.64513, 0.11938, 1], [0.65516, 0.11927, 1], [0.66511, 0.11918, 1], [0.67497, 0.11908, 1], [0.68475, 0.11899, 1], [0.69445, 0.1189, 1], [0.7041, 0.11881, 1], [0.71366, 0.11873, 1], [0.72312, 0.11873, 1], [0.73244, 0.11896, 1], [0.74156, 0.11949, 1], [0.75051, 0.12036, 1], [0.75927, 0.12156, 1], [0.76785, 0.12312, 1], [0.77627, 0.12504, 1], [0.78452, 0.12724, 1], [0.79261, 0.12981, 1], [0.80054, 0.13262, 1], [0.80832, 0.1357, 1], [0.81594, 0.1391, 1], [0.82341, 0.14279, 1], [0.83074, 0.14669, 1], [0.83791, 0.15087, 1], [0.84494, 0.15527, 1], [0.85183, 0.15984, 1], [0.85859, 0.16467, 1], [0.8652, 0.16967, 1], [0.87169, 0.17481, 1], [0.87803, 0.1801, 1], [0.88424, 0.18562, 1], [0.89031, 0.1912, 1], [0.89626, 0.19697, 1], [0.90207, 0.20282, 1], [0.90776, 0.2088, 1], [0.91332, 0.21488, 1], [0.91875, 0.22109, 1], [0.92405, 0.22737, 1], [0.92919, 0.23379, 1], [0.93415, 0.24041, 1], [0.93894, 0.2472, 1], [0.94355, 0.25413, 1], [0.94798, 0.26118, 1], [0.95224, 0.26837, 1], [0.95633, 0.2757, 1], [0.96024, 0.28311, 1], [0.96396, 0.29064, 1], [0.96751, 0.29827, 1], [0.97089, 0.30602, 1], [0.97409, 0.31382, 1], [0.97712, 0.3217, 1], [0.97997, 0.32968, 1], [0.98265, 0.33769, 1], [0.98515, 0.34577, 1], [0.98746, 0.35394, 1], [0.9896, 0.36216, 1], [0.99155, 0.37042, 1], [0.99333, 0.37874, 1], [0.99493, 0.3871, 1], [0.99635, 0.39551, 1], [0.9976, 0.40394, 1], [0.99866, 0.41243, 1], [0.99953, 0.42094, 1], [1, 0.4295, 1], [1, 0.43809, 1], [1, 0.44668, 1], [1, 0.45524, 1], [1, 0.46369, 1], [1, 0.47203, 1], [1, 0.48024, 1], [1, 0.48835, 1], [1, 0.49634, 1], [1, 0.50426, 1], [1, 0.51206, 1], [1, 0.51978, 1], [1, 0.52742, 1], [1, 0.53498, 1], [1, 0.54247, 1], [1, 0.54988, 1], [1, 0.55722, 1], [1, 0.56449, 1], [1, 0.57169, 1], [1, 0.57884, 1], [1, 0.58594, 1], [1, 0.59297, 1], [1, 0.59995, 1], [1, 0.60688, 1], [1, 0.61374, 1], [1, 0.62058, 1], [1, 0.62736, 1], [1, 0.6341, 1], [1, 0.64079, 1], [1, 0.64743, 1], [1, 0.65405, 1], [1, 0.66063, 1], [1, 0.66718, 1], [1, 0.6737, 1], [1, 0.68019, 1], [1, 0.68667, 1], [1, 0.69312, 1], [1, 0.69954, 1], [1, 0.70595, 1], [1, 0.71233, 1], [1, 0.71869, 1], [1, 0.72504, 1], [1, 0.73136, 1], [1, 0.73767, 1], [1, 0.74396, 1], [1, 0.75023, 1], [1, 0.75649, 1], [1, 0.76273, 1], [1, 0.76895, 1], [1, 0.77517, 1], [1, 0.78137, 1], [1, 0.78755, 1], [1, 0.79372, 1], [1, 0.79988, 1], [1, 0.80602, 1], [1, 0.81215, 1], [1, 0.81826, 1], [1, 0.82437, 1], [1, 0.83047, 1], [1, 0.83656, 1], [1, 0.84263, 1], [1, 0.84869, 1], [1, 0.85475, 1], [1, 0.86079, 1], [1, 0.86683, 1], [1, 0.87286, 0.99978], [1, 0.87887, 0.9995], [1, 0.88488, 0.99921], [1, 0.89088, 0.99892], [0.99975, 0.89688, 0.99861], [0.99925, 0.90287, 0.9983], [0.99872, 0.90884, 0.99799], [0.99817, 0.91481, 0.99766], [0.9976, 0.92077, 0.99733], ] b_linear_bmw_5_95_c89 = bokeh_palette('linear_bmw_5_95_c89',linear_bmw_5_95_c89) m_linear_bmw_5_95_c89 = mpl_cm('linear_bmw_5_95_c89',linear_bmw_5_95_c89) m_linear_bmw_5_95_c89_r = mpl_cm('linear_bmw_5_95_c89_r',list(reversed(linear_bmw_5_95_c89))) bmw = b_linear_bmw_5_95_c89 m_bmw = m_linear_bmw_5_95_c89 m_bmw_r = m_linear_bmw_5_95_c89_r palette['bmw'] = b_linear_bmw_5_95_c89 palette_n['bmw'] = b_linear_bmw_5_95_c89 cm['bmw'] = m_linear_bmw_5_95_c89 cm['bmw_r'] = m_linear_bmw_5_95_c89_r cm_n['bmw'] = mpl_cm('bmw',linear_bmw_5_95_c89) cm_n['bmw_r'] = mpl_cm('bmw_r',list(reversed(linear_bmw_5_95_c89))) cyclic_wrwbw_40_90_c42_s25 = [ # cmap_def [0.10246, 0.39014, 0.89689], [0.11205, 0.39152, 0.89693], [0.12596, 0.39371, 0.897], [0.14277, 0.39668, 0.89709], [0.16137, 0.40041, 0.8972], [0.18085, 0.40478, 0.89732], [0.20072, 0.4098, 0.89746], [0.22066, 0.41534, 0.8976], [0.24027, 0.42135, 0.89775], [0.25956, 0.42779, 0.89791], [0.27833, 0.43456, 0.89806], [0.29659, 0.44162, 0.8982], [0.31428, 0.44891, 0.89835], [0.33142, 0.45639, 0.89848], [0.34803, 0.46404, 0.89861], [0.3641, 0.4718, 0.89873], [0.37969, 0.47966, 0.89883], [0.39481, 0.48761, 0.89893], [0.40949, 0.49562, 0.89901], [0.42377, 0.5037, 0.89909], [0.4377, 0.51182, 0.89914], [0.45127, 0.51998, 0.89919], [0.46453, 0.52819, 0.89922], [0.47747, 0.53643, 0.89924], [0.49016, 0.54469, 0.89925], [0.50259, 0.55298, 0.89924], [0.51481, 0.56131, 0.89922], [0.52682, 0.56967, 0.89919], [0.53863, 0.57806, 0.89914], [0.55025, 0.58648, 0.89908], [0.56172, 0.59493, 0.89901], [0.57302, 0.60341, 0.89892], [0.58417, 0.61191, 0.89881], [0.59519, 0.62045, 0.89869], [0.60608, 0.629, 0.89856], [0.61685, 0.63759, 0.89841], [0.62751, 0.6462, 0.89825], [0.63805, 0.65483, 0.89807], [0.6485, 0.66351, 0.89788], [0.65884, 0.67219, 0.89767], [0.6691, 0.6809, 0.89745], [0.67927, 0.68965, 0.89721], [0.68936, 0.6984, 0.89695], [0.69935, 0.70719, 0.89668], [0.70928, 0.71598, 0.89638], [0.71911, 0.72477, 0.89605], [0.72887, 0.73355, 0.89569], [0.73854, 0.7423, 0.89528], [0.74812, 0.75101, 0.89481], [0.75759, 0.75963, 0.89427], [0.76695, 0.76815, 0.89362], [0.7762, 0.77652, 0.89286], [0.78529, 0.78468, 0.89193], [0.79422, 0.79255, 0.8908], [0.80295, 0.80008, 0.88943], [0.81147, 0.80717, 0.88775], [0.81973, 0.81373, 0.88571], [0.82771, 0.81967, 0.88323], [0.83537, 0.82487, 0.88026], [0.84268, 0.82926, 0.87672], [0.84961, 0.83271, 0.87256], [0.85612, 0.83516, 0.86771], [0.8622, 0.83654, 0.86213], [0.86783, 0.83681, 0.85578], [0.873, 0.83593, 0.84864], [0.8777, 0.8339, 0.84071], [0.88194, 0.83075, 0.832], [0.88572, 0.82651, 0.82253], [0.88906, 0.82126, 0.81236], [0.89199, 0.81507, 0.80154], [0.89451, 0.80802, 0.79013], [0.89666, 0.80023, 0.77819], [0.89847, 0.79178, 0.76581], [0.89996, 0.78278, 0.75305], [0.90116, 0.77331, 0.73999], [0.9021, 0.76347, 0.72667], [0.9028, 0.75332, 0.71316], [0.90327, 0.74294, 0.69952], [0.90355, 0.73237, 0.68579], [0.90363, 0.72166, 0.67199], [0.90355, 0.71085, 0.65815], [0.9033, 0.69996, 0.64429], [0.90289, 0.68903, 0.63046], [0.90234, 0.67804, 0.61663], [0.90165, 0.66702, 0.60282], [0.90082, 0.65598, 0.58904], [0.89986, 0.64492, 0.57531], [0.89877, 0.63386, 0.56162], [0.89757, 0.62278, 0.54797], [0.89623, 0.61169, 0.53437], [0.89478, 0.60058, 0.52081], [0.8932, 0.58945, 0.5073], [0.89151, 0.57831, 0.49383], [0.8897, 0.56715, 0.48041], [0.88777, 0.55595, 0.46704], [0.88574, 0.54474, 0.4537], [0.88359, 0.53349, 0.44042], [0.88134, 0.52221, 0.42718], [0.87897, 0.5109, 0.41398], [0.87649, 0.49954, 0.40083], [0.87391, 0.48816, 0.3877], [0.87123, 0.4767, 0.37464], [0.86845, 0.4652, 0.3616], [0.86556, 0.45364, 0.34861], [0.86257, 0.44202, 0.33566], [0.85948, 0.43032, 0.32274], [0.8563, 0.41853, 0.30985], [0.85302, 0.40666, 0.29699], [0.84965, 0.3947, 0.28415], [0.84618, 0.38265, 0.27137], [0.84264, 0.3705, 0.25865], [0.83901, 0.35827, 0.24597], [0.83532, 0.34594, 0.23336], [0.83157, 0.33356, 0.22089], [0.82777, 0.3211, 0.20848], [0.82395, 0.30862, 0.19626], [0.82013, 0.29614, 0.1842], [0.81634, 0.28375, 0.17242], [0.81259, 0.2715, 0.16099], [0.80896, 0.25953, 0.14996], [0.80546, 0.24792, 0.1394], [0.80217, 0.23683, 0.12955], [0.79914, 0.22645, 0.1204], [0.7964, 0.21697, 0.11224], [0.79405, 0.20862, 0.10504], [0.79209, 0.20162, 0.099146], [0.79061, 0.19625, 0.094653], [0.78962, 0.19261, 0.091622], [0.78916, 0.19089, 0.090163], [0.78923, 0.19116, 0.09039], [0.78984, 0.19342, 0.092261], [0.79096, 0.19754, 0.095704], [0.79258, 0.20339, 0.10062], [0.79465, 0.21076, 0.10693], [0.79711, 0.21943, 0.11431], [0.79994, 0.22917, 0.12278], [0.80304, 0.23975, 0.13216], [0.8064, 0.251, 0.14222], [0.80993, 0.26273, 0.15286], [0.81359, 0.27479, 0.16406], [0.81735, 0.28707, 0.17556], [0.82116, 0.29951, 0.18745], [0.82498, 0.31196, 0.1995], [0.8288, 0.32444, 0.21181], [0.83258, 0.33689, 0.2242], [0.83632, 0.34927, 0.23677], [0.84, 0.36157, 0.24937], [0.84359, 0.37378, 0.26206], [0.84712, 0.38589, 0.27479], [0.85056, 0.39792, 0.28758], [0.8539, 0.40986, 0.30042], [0.85716, 0.42169, 0.3133], [0.86032, 0.43345, 0.32618], [0.86338, 0.44514, 0.33913], [0.86634, 0.45674, 0.35208], [0.8692, 0.46829, 0.36509], [0.87196, 0.47978, 0.37813], [0.87462, 0.49122, 0.39122], [0.87716, 0.50259, 0.40434], [0.87961, 0.51395, 0.41751], [0.88195, 0.52525, 0.43072], [0.88418, 0.53652, 0.44398], [0.8863, 0.54775, 0.45727], [0.8883, 0.55896, 0.47062], [0.89019, 0.57014, 0.484], [0.89197, 0.5813, 0.49745], [0.89363, 0.59245, 0.51092], [0.89518, 0.60356, 0.52444], [0.8966, 0.61466, 0.53802], [0.8979, 0.62575, 0.55163], [0.89908, 0.63683, 0.56528], [0.90012, 0.64788, 0.579], [0.90103, 0.65892, 0.59275], [0.9018, 0.66994, 0.60654], [0.90242, 0.6809, 0.62037], [0.90287, 0.69183, 0.63422], [0.90316, 0.70268, 0.64808], [0.90325, 0.71344, 0.66197], [0.90314, 0.72408, 0.67583], [0.9028, 0.73456, 0.68967], [0.9022, 0.74481, 0.70344], [0.90131, 0.7548, 0.71713], [0.90011, 0.76443, 0.73066], [0.89855, 0.77364, 0.74401], [0.8966, 0.78234, 0.75711], [0.89423, 0.79041, 0.7699], [0.8914, 0.79778, 0.7823], [0.88809, 0.80433, 0.79423], [0.88427, 0.80997, 0.80561], [0.87992, 0.81463, 0.8164], [0.87505, 0.81822, 0.8265], [0.86966, 0.82071, 0.83587], [0.86376, 0.82205, 0.84446], [0.85737, 0.82224, 0.85225], [0.85052, 0.8213, 0.85923], [0.84325, 0.81927, 0.8654], [0.8356, 0.81621, 0.87079], [0.8276, 0.81219, 0.87544], [0.81931, 0.80731, 0.8794], [0.81075, 0.80165, 0.88274], [0.80198, 0.79534, 0.88552], [0.79302, 0.78846, 0.88781], [0.7839, 0.78111, 0.88969], [0.77463, 0.77338, 0.89122], [0.76527, 0.76536, 0.89246], [0.75579, 0.75709, 0.89345], [0.74622, 0.74866, 0.89427], [0.73657, 0.7401, 0.89494], [0.72685, 0.73145, 0.89549], [0.71705, 0.72274, 0.89595], [0.70717, 0.71401, 0.89635], [0.69722, 0.70526, 0.89669], [0.68719, 0.69651, 0.89699], [0.67709, 0.68776, 0.89726], [0.66689, 0.67902, 0.8975], [0.65663, 0.67032, 0.89772], [0.64625, 0.66163, 0.89792], [0.63579, 0.65297, 0.89811], [0.62522, 0.64434, 0.89828], [0.61453, 0.63573, 0.89844], [0.60375, 0.62715, 0.89859], [0.59283, 0.6186, 0.89872], [0.58178, 0.61007, 0.89884], [0.57059, 0.60157, 0.89894], [0.55925, 0.59311, 0.89902], [0.54776, 0.58467, 0.8991], [0.53609, 0.57626, 0.89915], [0.52424, 0.56787, 0.8992], [0.51219, 0.55952, 0.89923], [0.49993, 0.5512, 0.89925], [0.48745, 0.54291, 0.89925], [0.47471, 0.53465, 0.89924], [0.46169, 0.52643, 0.89922], [0.44837, 0.51823, 0.89918], [0.43473, 0.51007, 0.89913], [0.42073, 0.50196, 0.89907], [0.40637, 0.49389, 0.899], [0.39159, 0.48588, 0.89891], [0.37638, 0.47795, 0.89881], [0.36067, 0.47012, 0.8987], [0.34449, 0.46237, 0.89858], [0.32777, 0.45477, 0.89845], [0.31053, 0.44731, 0.89832], [0.29269, 0.44007, 0.89817], [0.27432, 0.43307, 0.89802], [0.25544, 0.42636, 0.89787], [0.23609, 0.42002, 0.89772], [0.21638, 0.4141, 0.89757], [0.19647, 0.40866, 0.89743], [0.17659, 0.40379, 0.89729], [0.15722, 0.39953, 0.89717], [0.13894, 0.39598, 0.89707], [0.1226, 0.39316, 0.89698], [0.10959, 0.39116, 0.89692], [0.1011, 0.38996, 0.89689], [0.098617, 0.38962, 0.89687], ] b_cyclic_wrwbw_40_90_c42_s25 = bokeh_palette('cyclic_wrwbw_40_90_c42_s25',cyclic_wrwbw_40_90_c42_s25) m_cyclic_wrwbw_40_90_c42_s25 = mpl_cm('cyclic_wrwbw_40_90_c42_s25',cyclic_wrwbw_40_90_c42_s25) m_cyclic_wrwbw_40_90_c42_s25_r = mpl_cm('cyclic_wrwbw_40_90_c42_s25_r',list(reversed(cyclic_wrwbw_40_90_c42_s25))) CET_C4s = b_cyclic_wrwbw_40_90_c42_s25 m_CET_C4s = m_cyclic_wrwbw_40_90_c42_s25 m_CET_C4s_r = m_cyclic_wrwbw_40_90_c42_s25_r palette['CET_C4s'] = b_cyclic_wrwbw_40_90_c42_s25 cm['CET_C4s'] = m_cyclic_wrwbw_40_90_c42_s25 cm['CET_C4s_r'] = m_cyclic_wrwbw_40_90_c42_s25_r register_cmap('cet_CET_C4s',m_cyclic_wrwbw_40_90_c42_s25) register_cmap('cet_CET_C4s_r',m_cyclic_wrwbw_40_90_c42_s25_r) isoluminant_cgo_80_c38 = [ # cmap_def [0.43773, 0.82141, 1], [0.438, 0.82178, 1], [0.43825, 0.82216, 1], [0.43853, 0.82252, 1], [0.4388, 0.82289, 1], [0.43909, 0.82325, 0.99787], [0.43939, 0.82362, 0.99477], [0.43969, 0.82398, 0.99168], [0.44, 0.82433, 0.98857], [0.44031, 0.82469, 0.98546], [0.44063, 0.82504, 0.98235], [0.44095, 0.8254, 0.97923], [0.44129, 0.82575, 0.97611], [0.44163, 0.82609, 0.97299], [0.44199, 0.82644, 0.96986], [0.44234, 0.82678, 0.96673], [0.4427, 0.82712, 0.96359], [0.44307, 0.82746, 0.96045], [0.44345, 0.82779, 0.95731], [0.44384, 0.82812, 0.95416], [0.44424, 0.82845, 0.95101], [0.44464, 0.82878, 0.94785], [0.44505, 0.82911, 0.94469], [0.44546, 0.82943, 0.94152], [0.44589, 0.82975, 0.93835], [0.44634, 0.83007, 0.93517], [0.44679, 0.83038, 0.93199], [0.44725, 0.83069, 0.9288], [0.4477, 0.831, 0.92562], [0.4482, 0.83131, 0.92243], [0.44869, 0.83161, 0.91922], [0.44919, 0.83191, 0.91602], [0.4497, 0.83221, 0.91281], [0.45022, 0.8325, 0.9096], [0.45076, 0.83279, 0.90638], [0.4513, 0.83308, 0.90316], [0.45186, 0.83337, 0.89993], [0.45244, 0.83365, 0.8967], [0.45301, 0.83394, 0.89345], [0.4536, 0.83421, 0.89021], [0.45421, 0.83448, 0.88696], [0.45483, 0.83475, 0.8837], [0.45546, 0.83502, 0.88044], [0.45611, 0.83528, 0.87717], [0.45676, 0.83555, 0.8739], [0.45744, 0.8358, 0.87062], [0.45813, 0.83606, 0.86733], [0.45884, 0.83631, 0.86405], [0.45956, 0.83656, 0.86075], [0.46029, 0.8368, 0.85744], [0.46104, 0.83704, 0.85414], [0.46181, 0.83728, 0.85082], [0.46259, 0.83751, 0.8475], [0.46339, 0.83774, 0.84417], [0.46422, 0.83796, 0.84084], [0.46505, 0.83818, 0.8375], [0.46591, 0.8384, 0.83416], [0.46679, 0.83861, 0.8308], [0.46767, 0.83882, 0.82744], [0.46859, 0.83903, 0.82407], [0.46953, 0.83923, 0.8207], [0.47047, 0.83943, 0.81732], [0.47145, 0.83962, 0.81393], [0.47244, 0.83981, 0.81053], [0.47345, 0.83999, 0.80714], [0.47449, 0.84017, 0.80373], [0.47556, 0.84034, 0.80031], [0.47664, 0.84051, 0.79688], [0.47774, 0.84067, 0.79346], [0.47888, 0.84083, 0.79002], [0.48003, 0.84098, 0.78658], [0.48121, 0.84113, 0.78312], [0.48242, 0.84127, 0.77966], [0.48365, 0.8414, 0.77619], [0.48491, 0.84153, 0.77272], [0.4862, 0.84166, 0.76924], [0.48753, 0.84178, 0.76575], [0.48887, 0.84189, 0.76225], [0.49025, 0.842, 0.75875], [0.49167, 0.8421, 0.75524], [0.49309, 0.84219, 0.75172], [0.49457, 0.84228, 0.74819], [0.49605, 0.84236, 0.74465], [0.4976, 0.84243, 0.74111], [0.49917, 0.84249, 0.73756], [0.50078, 0.84255, 0.73401], [0.50242, 0.8426, 0.73045], [0.5041, 0.84264, 0.72687], [0.5058, 0.84267, 0.7233], [0.50756, 0.8427, 0.71972], [0.50935, 0.84271, 0.71613], [0.51117, 0.84272, 0.71253], [0.51304, 0.84272, 0.70893], [0.51496, 0.84271, 0.70532], [0.51691, 0.84269, 0.70171], [0.51891, 0.84266, 0.69809], [0.52094, 0.84262, 0.69447], [0.52303, 0.84257, 0.69084], [0.52516, 0.84251, 0.68722], [0.52734, 0.84243, 0.68359], [0.52957, 0.84235, 0.67995], [0.53184, 0.84226, 0.67632], [0.53416, 0.84215, 0.67268], [0.53654, 0.84203, 0.66904], [0.53896, 0.84189, 0.66541], [0.54142, 0.84175, 0.66178], [0.54396, 0.84159, 0.65814], [0.54654, 0.84142, 0.65451], [0.54917, 0.84123, 0.65088], [0.55185, 0.84103, 0.64727], [0.55458, 0.84082, 0.64365], [0.55737, 0.84059, 0.64005], [0.56021, 0.84035, 0.63646], [0.56311, 0.84009, 0.63287], [0.56606, 0.83981, 0.6293], [0.56906, 0.83952, 0.62575], [0.57213, 0.8392, 0.6222], [0.57524, 0.83888, 0.61869], [0.5784, 0.83854, 0.61518], [0.58162, 0.83818, 0.61171], [0.5849, 0.8378, 0.60826], [0.58821, 0.83741, 0.60483], [0.59159, 0.837, 0.60142], [0.595, 0.83656, 0.59805], [0.59846, 0.83612, 0.59472], [0.60197, 0.83565, 0.59142], [0.60552, 0.83517, 0.58814], [0.60913, 0.83467, 0.58492], [0.61275, 0.83415, 0.58173], [0.61642, 0.83362, 0.57858], [0.62014, 0.83306, 0.57549], [0.62388, 0.83249, 0.57243], [0.62765, 0.83191, 0.56942], [0.63145, 0.8313, 0.56646], [0.63527, 0.83068, 0.56356], [0.63912, 0.83004, 0.56069], [0.64299, 0.82939, 0.55789], [0.64689, 0.82872, 0.55514], [0.6508, 0.82803, 0.55245], [0.65472, 0.82733, 0.5498], [0.65865, 0.82662, 0.54721], [0.66261, 0.82589, 0.54468], [0.66656, 0.82515, 0.54221], [0.67053, 0.82439, 0.53979], [0.6745, 0.82363, 0.53744], [0.67847, 0.82285, 0.53513], [0.68244, 0.82206, 0.53288], [0.68642, 0.82125, 0.53068], [0.69038, 0.82043, 0.52855], [0.69435, 0.8196, 0.52647], [0.6983, 0.81877, 0.5244], [0.70224, 0.81793, 0.52237], [0.70617, 0.81709, 0.52036], [0.71008, 0.81624, 0.51839], [0.71397, 0.81537, 0.51642], [0.71785, 0.81451, 0.51449], [0.72171, 0.81363, 0.51258], [0.72557, 0.81275, 0.5107], [0.7294, 0.81187, 0.50885], [0.73323, 0.81098, 0.50702], [0.73704, 0.81008, 0.50522], [0.74083, 0.80918, 0.50344], [0.74462, 0.80826, 0.50171], [0.7484, 0.80735, 0.49999], [0.75216, 0.80642, 0.49833], [0.75591, 0.80548, 0.49666], [0.75965, 0.80455, 0.49505], [0.76337, 0.8036, 0.49346], [0.76709, 0.80265, 0.49191], [0.7708, 0.80169, 0.49039], [0.77448, 0.80072, 0.4889], [0.77817, 0.79975, 0.48745], [0.78184, 0.79876, 0.48602], [0.7855, 0.79777, 0.48463], [0.78915, 0.79678, 0.48328], [0.79278, 0.79578, 0.48198], [0.7964, 0.79477, 0.4807], [0.80002, 0.79376, 0.47946], [0.80362, 0.79273, 0.47826], [0.80722, 0.7917, 0.47709], [0.8108, 0.79066, 0.47597], [0.81437, 0.78962, 0.47489], [0.81792, 0.78857, 0.47383], [0.82147, 0.78751, 0.47283], [0.82501, 0.78645, 0.47187], [0.82853, 0.78538, 0.47094], [0.83205, 0.7843, 0.47006], [0.83555, 0.78321, 0.46922], [0.83903, 0.78212, 0.46841], [0.84251, 0.78102, 0.46765], [0.84597, 0.77992, 0.46694], [0.84943, 0.77881, 0.46626], [0.85287, 0.77769, 0.46563], [0.85629, 0.77657, 0.46504], [0.85971, 0.77544, 0.46451], [0.86311, 0.7743, 0.46401], [0.86649, 0.77316, 0.46354], [0.86986, 0.77201, 0.46313], [0.87323, 0.77086, 0.46276], [0.87657, 0.7697, 0.46244], [0.87991, 0.76853, 0.46216], [0.88323, 0.76736, 0.46193], [0.88653, 0.76619, 0.46174], [0.88982, 0.76501, 0.46159], [0.89309, 0.76382, 0.46149], [0.89636, 0.76263, 0.46143], [0.8996, 0.76143, 0.46142], [0.90283, 0.76023, 0.46145], [0.90605, 0.75903, 0.46152], [0.90924, 0.75782, 0.46164], [0.91242, 0.7566, 0.4618], [0.91559, 0.75539, 0.462], [0.91874, 0.75416, 0.46225], [0.92188, 0.75293, 0.46253], [0.92499, 0.75171, 0.46286], [0.92809, 0.75047, 0.46324], [0.93118, 0.74922, 0.46366], [0.93424, 0.74799, 0.46413], [0.9373, 0.74674, 0.46462], [0.94033, 0.74549, 0.46515], [0.94335, 0.74424, 0.46573], [0.94635, 0.74299, 0.46635], [0.94933, 0.74172, 0.46702], [0.95229, 0.74046, 0.46771], [0.95524, 0.7392, 0.46844], [0.95817, 0.73792, 0.46923], [0.96108, 0.73666, 0.47004], [0.96398, 0.73539, 0.47088], [0.96685, 0.73411, 0.47177], [0.96971, 0.73284, 0.47268], [0.97256, 0.73155, 0.47363], [0.97537, 0.73027, 0.47464], [0.97818, 0.72899, 0.47566], [0.98097, 0.7277, 0.47671], [0.98374, 0.72642, 0.47781], [0.98649, 0.72513, 0.47893], [0.98923, 0.72383, 0.4801], [0.99194, 0.72254, 0.48128], [0.99464, 0.72125, 0.4825], [0.99732, 0.71995, 0.48375], [0.99999, 0.71865, 0.48503], [1, 0.71736, 0.48634], [1, 0.71606, 0.48769], [1, 0.71476, 0.48905], [1, 0.71346, 0.49046], [1, 0.71215, 0.49188], [1, 0.71085, 0.49332], [1, 0.70955, 0.49481], [1, 0.70824, 0.4963], [1, 0.70694, 0.49785], [1, 0.70563, 0.49939], [1, 0.70432, 0.50098], [1, 0.70301, 0.50257], [1, 0.70169, 0.50421], [1, 0.70039, 0.50584], [1, 0.69907, 0.50753], ] b_isoluminant_cgo_80_c38 = bokeh_palette('isoluminant_cgo_80_c38',isoluminant_cgo_80_c38) m_isoluminant_cgo_80_c38 = mpl_cm('isoluminant_cgo_80_c38',isoluminant_cgo_80_c38) m_isoluminant_cgo_80_c38_r = mpl_cm('isoluminant_cgo_80_c38_r',list(reversed(isoluminant_cgo_80_c38))) isolum = b_isoluminant_cgo_80_c38 m_isolum = m_isoluminant_cgo_80_c38 m_isolum_r = m_isoluminant_cgo_80_c38_r palette['isolum'] = b_isoluminant_cgo_80_c38 palette_n['isolum'] = b_isoluminant_cgo_80_c38 cm['isolum'] = m_isoluminant_cgo_80_c38 cm['isolum_r'] = m_isoluminant_cgo_80_c38_r cm_n['isolum'] = mpl_cm('isolum',isoluminant_cgo_80_c38) cm_n['isolum_r'] = mpl_cm('isolum_r',list(reversed(isoluminant_cgo_80_c38))) CET_I2 = b_isoluminant_cgo_80_c38 m_CET_I2 = m_isoluminant_cgo_80_c38 m_CET_I2_r = m_isoluminant_cgo_80_c38_r palette['CET_I2'] = b_isoluminant_cgo_80_c38 cm['CET_I2'] = m_isoluminant_cgo_80_c38 cm['CET_I2_r'] = m_isoluminant_cgo_80_c38_r register_cmap('cet_CET_I2',m_isoluminant_cgo_80_c38) register_cmap('cet_CET_I2_r',m_isoluminant_cgo_80_c38_r) cyclic_grey_15_85_c0_s25 = [ # cmap_def [0.17676, 0.17681, 0.1768], [0.1775, 0.17755, 0.17754], [0.17871, 0.17875, 0.17874], [0.18037, 0.18041, 0.1804], [0.1825, 0.18255, 0.18254], [0.18509, 0.18514, 0.18512], [0.18802, 0.18807, 0.18806], [0.19124, 0.19129, 0.19128], [0.19481, 0.19485, 0.19484], [0.19857, 0.19862, 0.19861], [0.20257, 0.20262, 0.20261], [0.20676, 0.20681, 0.2068], [0.21105, 0.2111, 0.21109], [0.21547, 0.21552, 0.21551], [0.21999, 0.22004, 0.22003], [0.22453, 0.22458, 0.22457], [0.22919, 0.22924, 0.22923], [0.23386, 0.23392, 0.2339], [0.23857, 0.23863, 0.23862], [0.24332, 0.24337, 0.24336], [0.24812, 0.24817, 0.24816], [0.2529, 0.25295, 0.25294], [0.25769, 0.25775, 0.25774], [0.26252, 0.26258, 0.26257], [0.26734, 0.2674, 0.26739], [0.27219, 0.27226, 0.27224], [0.27708, 0.27714, 0.27713], [0.28196, 0.28203, 0.28201], [0.28684, 0.2869, 0.28688], [0.29176, 0.29183, 0.29181], [0.29668, 0.29675, 0.29674], [0.3016, 0.30167, 0.30165], [0.30657, 0.30664, 0.30662], [0.31152, 0.31159, 0.31157], [0.31651, 0.31658, 0.31656], [0.32149, 0.32156, 0.32154], [0.32649, 0.32656, 0.32654], [0.33151, 0.33158, 0.33156], [0.33654, 0.33662, 0.3366], [0.34159, 0.34166, 0.34165], [0.34664, 0.34672, 0.3467], [0.3517, 0.35178, 0.35176], [0.3568, 0.35688, 0.35686], [0.36188, 0.36196, 0.36194], [0.36698, 0.36706, 0.36704], [0.37208, 0.37216, 0.37215], [0.37721, 0.37729, 0.37727], [0.38233, 0.38241, 0.38239], [0.38746, 0.38755, 0.38753], [0.3926, 0.39269, 0.39267], [0.39775, 0.39784, 0.39781], [0.40288, 0.40297, 0.40295], [0.40802, 0.4081, 0.40808], [0.41315, 0.41324, 0.41322], [0.41826, 0.41834, 0.41832], [0.42336, 0.42345, 0.42343], [0.42846, 0.42855, 0.42853], [0.43353, 0.43362, 0.4336], [0.43859, 0.43868, 0.43866], [0.44365, 0.44374, 0.44372], [0.44868, 0.44878, 0.44875], [0.4537, 0.4538, 0.45377], [0.45872, 0.45882, 0.4588], [0.46374, 0.46385, 0.46382], [0.46877, 0.46888, 0.46885], [0.47381, 0.47391, 0.47389], [0.47887, 0.47897, 0.47895], [0.48395, 0.48405, 0.48403], [0.48907, 0.48917, 0.48914], [0.49422, 0.49432, 0.4943], [0.49939, 0.49949, 0.49947], [0.50462, 0.50472, 0.5047], [0.50986, 0.50997, 0.50994], [0.51515, 0.51526, 0.51523], [0.52047, 0.52058, 0.52056], [0.52583, 0.52594, 0.52592], [0.53121, 0.53132, 0.5313], [0.53663, 0.53674, 0.53671], [0.54205, 0.54217, 0.54214], [0.5475, 0.54762, 0.54759], [0.55297, 0.55309, 0.55306], [0.55846, 0.55857, 0.55855], [0.56397, 0.56409, 0.56406], [0.56948, 0.5696, 0.56957], [0.57501, 0.57513, 0.5751], [0.58055, 0.58067, 0.58064], [0.58611, 0.58623, 0.5862], [0.59167, 0.59179, 0.59176], [0.59724, 0.59737, 0.59734], [0.60282, 0.60295, 0.60292], [0.60842, 0.60855, 0.60852], [0.61401, 0.61414, 0.6141], [0.61963, 0.61976, 0.61973], [0.62524, 0.62537, 0.62534], [0.63088, 0.63101, 0.63098], [0.63652, 0.63665, 0.63662], [0.64216, 0.64229, 0.64226], [0.64781, 0.64795, 0.64791], [0.65348, 0.65361, 0.65358], [0.65915, 0.65929, 0.65926], [0.66484, 0.66497, 0.66494], [0.67054, 0.67067, 0.67064], [0.67624, 0.67637, 0.67634], [0.68194, 0.68208, 0.68205], [0.68766, 0.68781, 0.68777], [0.69339, 0.69353, 0.6935], [0.69913, 0.69927, 0.69923], [0.70487, 0.70502, 0.70498], [0.71062, 0.71076, 0.71073], [0.71636, 0.71651, 0.71647], [0.72208, 0.72223, 0.72219], [0.72779, 0.72794, 0.72791], [0.73347, 0.73362, 0.73359], [0.73911, 0.73926, 0.73922], [0.74467, 0.74482, 0.74478], [0.75014, 0.75029, 0.75026], [0.75549, 0.75565, 0.75561], [0.76068, 0.76083, 0.7608], [0.76567, 0.76582, 0.76578], [0.77039, 0.77055, 0.77051], [0.77481, 0.77497, 0.77493], [0.77887, 0.77903, 0.77899], [0.7825, 0.78266, 0.78262], [0.78566, 0.78581, 0.78578], [0.78827, 0.78843, 0.78839], [0.79029, 0.79045, 0.79041], [0.79169, 0.79185, 0.79182], [0.79244, 0.7926, 0.79257], [0.79252, 0.79269, 0.79265], [0.79193, 0.79209, 0.79205], [0.79069, 0.79085, 0.79081], [0.78881, 0.78897, 0.78893], [0.78633, 0.78649, 0.78645], [0.7833, 0.78346, 0.78342], [0.77978, 0.77994, 0.7799], [0.77582, 0.77598, 0.77594], [0.77149, 0.77164, 0.7716], [0.76682, 0.76698, 0.76694], [0.76189, 0.76205, 0.76201], [0.75675, 0.75691, 0.75687], [0.75145, 0.7516, 0.75156], [0.746, 0.74615, 0.74611], [0.74045, 0.7406, 0.74056], [0.73484, 0.73499, 0.73495], [0.72917, 0.72932, 0.72928], [0.72346, 0.72361, 0.72357], [0.71774, 0.71789, 0.71785], [0.712, 0.71215, 0.71211], [0.70626, 0.70641, 0.70637], [0.70052, 0.70066, 0.70062], [0.69477, 0.69492, 0.69488], [0.68905, 0.68919, 0.68916], [0.68333, 0.68346, 0.68343], [0.67762, 0.67776, 0.67772], [0.67191, 0.67205, 0.67201], [0.66621, 0.66635, 0.66631], [0.66052, 0.66066, 0.66063], [0.65485, 0.65498, 0.65495], [0.64919, 0.64932, 0.64929], [0.64352, 0.64365, 0.64362], [0.63787, 0.63801, 0.63797], [0.63223, 0.63236, 0.63233], [0.6266, 0.62673, 0.6267], [0.62098, 0.62111, 0.62108], [0.61536, 0.61549, 0.61546], [0.60976, 0.60989, 0.60986], [0.60418, 0.6043, 0.60427], [0.59858, 0.59871, 0.59868], [0.59302, 0.59314, 0.59311], [0.58744, 0.58756, 0.58753], [0.58189, 0.58201, 0.58198], [0.57635, 0.57647, 0.57644], [0.57081, 0.57092, 0.5709], [0.56528, 0.56539, 0.56537], [0.55977, 0.55989, 0.55986], [0.55426, 0.55438, 0.55435], [0.54877, 0.54888, 0.54886], [0.54328, 0.54339, 0.54336], [0.53781, 0.53792, 0.53789], [0.53234, 0.53245, 0.53242], [0.52688, 0.52699, 0.52697], [0.52143, 0.52154, 0.52151], [0.51599, 0.5161, 0.51607], [0.51057, 0.51067, 0.51065], [0.50515, 0.50526, 0.50523], [0.49974, 0.49985, 0.49982], [0.49436, 0.49446, 0.49444], [0.48897, 0.48907, 0.48905], [0.48359, 0.4837, 0.48367], [0.47824, 0.47834, 0.47831], [0.47288, 0.47298, 0.47295], [0.46755, 0.46764, 0.46762], [0.46221, 0.46231, 0.46229], [0.45689, 0.45699, 0.45697], [0.45159, 0.45169, 0.45166], [0.44629, 0.44638, 0.44636], [0.441, 0.44109, 0.44107], [0.43574, 0.43583, 0.43581], [0.43047, 0.43056, 0.43054], [0.42522, 0.42531, 0.42529], [0.41998, 0.42007, 0.42004], [0.41475, 0.41483, 0.41481], [0.40953, 0.40962, 0.4096], [0.40432, 0.40441, 0.40439], [0.39912, 0.39921, 0.39919], [0.39395, 0.39403, 0.39401], [0.38878, 0.38887, 0.38885], [0.38363, 0.38371, 0.38369], [0.37848, 0.37856, 0.37854], [0.37334, 0.37342, 0.3734], [0.36822, 0.36831, 0.36829], [0.36311, 0.36319, 0.36317], [0.35802, 0.3581, 0.35808], [0.35294, 0.35302, 0.353], [0.34787, 0.34794, 0.34793], [0.34282, 0.34289, 0.34287], [0.33776, 0.33783, 0.33781], [0.33274, 0.33281, 0.3328], [0.3277, 0.32778, 0.32776], [0.32271, 0.32278, 0.32276], [0.31771, 0.31778, 0.31776], [0.31272, 0.31279, 0.31277], [0.30775, 0.30782, 0.3078], [0.3028, 0.30286, 0.30285], [0.29786, 0.29793, 0.29791], [0.29294, 0.293, 0.29299], [0.28802, 0.28809, 0.28807], [0.28314, 0.2832, 0.28319], [0.27826, 0.27832, 0.2783], [0.27339, 0.27345, 0.27344], [0.26853, 0.2686, 0.26858], [0.2637, 0.26376, 0.26375], [0.25887, 0.25893, 0.25892], [0.25406, 0.25412, 0.2541], [0.24925, 0.24931, 0.2493], [0.24446, 0.24452, 0.24451], [0.23973, 0.23978, 0.23977], [0.23502, 0.23508, 0.23506], [0.2303, 0.23036, 0.23034], [0.22568, 0.22573, 0.22572], [0.22109, 0.22114, 0.22113], [0.21656, 0.21662, 0.2166], [0.21212, 0.21217, 0.21216], [0.20777, 0.20782, 0.20781], [0.20358, 0.20363, 0.20361], [0.19951, 0.19955, 0.19954], [0.19568, 0.19573, 0.19572], [0.19207, 0.19212, 0.19211], [0.18876, 0.1888, 0.18879], [0.18577, 0.18581, 0.1858], [0.18308, 0.18313, 0.18312], [0.18084, 0.18089, 0.18087], [0.17906, 0.1791, 0.17909], [0.17775, 0.1778, 0.17779], [0.17689, 0.17694, 0.17693], [0.17656, 0.1766, 0.17659], ] b_cyclic_grey_15_85_c0_s25 = bokeh_palette('cyclic_grey_15_85_c0_s25',cyclic_grey_15_85_c0_s25) m_cyclic_grey_15_85_c0_s25 = mpl_cm('cyclic_grey_15_85_c0_s25',cyclic_grey_15_85_c0_s25) m_cyclic_grey_15_85_c0_s25_r = mpl_cm('cyclic_grey_15_85_c0_s25_r',list(reversed(cyclic_grey_15_85_c0_s25))) CET_C5s = b_cyclic_grey_15_85_c0_s25 m_CET_C5s = m_cyclic_grey_15_85_c0_s25 m_CET_C5s_r = m_cyclic_grey_15_85_c0_s25_r palette['CET_C5s'] = b_cyclic_grey_15_85_c0_s25 cm['CET_C5s'] = m_cyclic_grey_15_85_c0_s25 cm['CET_C5s_r'] = m_cyclic_grey_15_85_c0_s25_r register_cmap('cet_CET_C5s',m_cyclic_grey_15_85_c0_s25) register_cmap('cet_CET_C5s_r',m_cyclic_grey_15_85_c0_s25_r) diverging_cwm_80_100_c22 = [ # cmap_def [0, 0.85071, 1], [0, 0.85194, 1], [0.056211, 0.85316, 1], [0.10029, 0.85438, 1], [0.13168, 0.8556, 1], [0.15712, 0.85682, 1], [0.17902, 0.85804, 1], [0.19846, 0.85925, 1], [0.21615, 0.86047, 1], [0.23241, 0.86169, 1], [0.24758, 0.8629, 1], [0.26183, 0.86412, 1], [0.27532, 0.86533, 1], [0.28813, 0.86654, 1], [0.30039, 0.86775, 1], [0.31215, 0.86897, 1], [0.32349, 0.87017, 1], [0.33443, 0.87138, 1], [0.34499, 0.87259, 1], [0.35526, 0.87379, 1], [0.36521, 0.875, 1], [0.37491, 0.87621, 1], [0.38437, 0.87741, 1], [0.3936, 0.87861, 1], [0.40262, 0.87982, 1], [0.41146, 0.88102, 1], [0.42011, 0.88222, 1], [0.4286, 0.88342, 1], [0.43693, 0.88462, 1], [0.44511, 0.88582, 1], [0.45315, 0.88702, 1], [0.46106, 0.88821, 1], [0.46885, 0.88941, 1], [0.47652, 0.8906, 1], [0.48407, 0.8918, 1], [0.49154, 0.89299, 1], [0.49889, 0.89419, 1], [0.50614, 0.89538, 1], [0.51332, 0.89657, 1], [0.5204, 0.89776, 1], [0.5274, 0.89895, 1], [0.53432, 0.90014, 1], [0.54117, 0.90132, 1], [0.54795, 0.90251, 1], [0.55466, 0.9037, 1], [0.56129, 0.90488, 1], [0.56787, 0.90607, 1], [0.57438, 0.90725, 1], [0.58084, 0.90844, 1], [0.58724, 0.90962, 1], [0.59358, 0.9108, 1], [0.59988, 0.91198, 1], [0.60611, 0.91316, 1], [0.6123, 0.91434, 1], [0.61845, 0.91551, 1], [0.62455, 0.91669, 1], [0.6306, 0.91787, 1], [0.63661, 0.91904, 1], [0.64258, 0.92021, 1], [0.6485, 0.92139, 1], [0.65439, 0.92256, 1], [0.66024, 0.92373, 1], [0.66606, 0.9249, 1], [0.67183, 0.92607, 1], [0.67758, 0.92724, 1], [0.68329, 0.92841, 1], [0.68897, 0.92958, 1], [0.69461, 0.93075, 1], [0.70023, 0.93191, 1], [0.70581, 0.93307, 1], [0.71137, 0.93424, 1], [0.7169, 0.9354, 1], [0.72239, 0.93657, 1], [0.72786, 0.93773, 1], [0.73331, 0.93889, 1], [0.73873, 0.94005, 1], [0.74412, 0.94121, 1], [0.74949, 0.94237, 1], [0.75485, 0.94352, 1], [0.76017, 0.94468, 1], [0.76547, 0.94583, 1], [0.77075, 0.94699, 1], [0.776, 0.94814, 1], [0.78124, 0.9493, 1], [0.78646, 0.95045, 1], [0.79165, 0.9516, 1], [0.79683, 0.95275, 1], [0.80199, 0.9539, 1], [0.80713, 0.95505, 1], [0.81224, 0.9562, 1], [0.81735, 0.95735, 1], [0.82244, 0.9585, 1], [0.8275, 0.95964, 1], [0.83255, 0.96079, 1], [0.83759, 0.96192, 1], [0.84261, 0.96307, 1], [0.8476, 0.96421, 1], [0.8526, 0.96535, 1], [0.85756, 0.9665, 1], [0.86253, 0.96764, 1], [0.86746, 0.96878, 1], [0.8724, 0.96991, 1], [0.87731, 0.97105, 1], [0.88221, 0.97219, 1], [0.8871, 0.97332, 1], [0.89197, 0.97446, 1], [0.89684, 0.97559, 1], [0.90168, 0.97672, 1], [0.90652, 0.97786, 1], [0.91134, 0.97899, 1], [0.91615, 0.98012, 1], [0.92095, 0.98125, 1], [0.92575, 0.98238, 1], [0.93053, 0.98351, 1], [0.93529, 0.98464, 1], [0.94005, 0.98576, 1], [0.9448, 0.98689, 1], [0.94953, 0.98801, 1], [0.95426, 0.98914, 1], [0.95897, 0.99026, 1], [0.96367, 0.99138, 1], [0.96837, 0.99251, 1], [0.97306, 0.99363, 1], [0.97773, 0.99474, 1], [0.9824, 0.99586, 1], [0.98725, 0.99702, 1], [0.9912, 0.99798, 1], [0.99685, 0.99934, 1], [0.99988, 0.9982, 0.99969], [0.99991, 0.99575, 0.99926], [0.99993, 0.9933, 0.99882], [0.99994, 0.99084, 0.99839], [0.99996, 0.98838, 0.99796], [0.99997, 0.98593, 0.99752], [0.99998, 0.98347, 0.99709], [0.99998, 0.98102, 0.99665], [0.99998, 0.97856, 0.99622], [0.99998, 0.97611, 0.99578], [0.99998, 0.97365, 0.99535], [0.99997, 0.97119, 0.99491], [0.99996, 0.96874, 0.99448], [0.99995, 0.96628, 0.99404], [0.99993, 0.96382, 0.99361], [0.99991, 0.96136, 0.99317], [0.99989, 0.9589, 0.99273], [0.99986, 0.95644, 0.99229], [0.99984, 0.95398, 0.99185], [0.9998, 0.95152, 0.99141], [0.99977, 0.94906, 0.99097], [0.99973, 0.9466, 0.99053], [0.99969, 0.94414, 0.99009], [0.99965, 0.94167, 0.98965], [0.9996, 0.93921, 0.98921], [0.99955, 0.93675, 0.98877], [0.9995, 0.93428, 0.98832], [0.99945, 0.93182, 0.98788], [0.99939, 0.92935, 0.98744], [0.99933, 0.92689, 0.987], [0.99926, 0.92442, 0.98656], [0.9992, 0.92196, 0.98611], [0.99913, 0.91949, 0.98567], [0.99905, 0.91702, 0.98522], [0.99898, 0.91455, 0.98478], [0.9989, 0.91208, 0.98433], [0.99882, 0.90961, 0.98388], [0.99873, 0.90714, 0.98343], [0.99865, 0.90467, 0.98299], [0.99855, 0.9022, 0.98254], [0.99846, 0.89973, 0.9821], [0.99837, 0.89726, 0.98165], [0.99827, 0.89478, 0.9812], [0.99816, 0.89231, 0.98075], [0.99806, 0.88983, 0.9803], [0.99795, 0.88735, 0.97985], [0.99784, 0.88488, 0.9794], [0.99773, 0.8824, 0.97894], [0.99761, 0.87992, 0.97849], [0.99749, 0.87744, 0.97804], [0.99737, 0.87496, 0.97759], [0.99725, 0.87248, 0.97714], [0.99712, 0.87, 0.97668], [0.99699, 0.86752, 0.97623], [0.99686, 0.86503, 0.97578], [0.99672, 0.86256, 0.97532], [0.99658, 0.86007, 0.97487], [0.99644, 0.85758, 0.97441], [0.9963, 0.8551, 0.97396], [0.99615, 0.85261, 0.9735], [0.996, 0.85012, 0.97305], [0.99585, 0.84763, 0.97259], [0.9957, 0.84514, 0.97214], [0.99554, 0.84265, 0.97168], [0.99538, 0.84016, 0.97122], [0.99522, 0.83767, 0.97076], [0.99505, 0.83517, 0.9703], [0.99488, 0.83267, 0.96984], [0.99471, 0.83018, 0.96938], [0.99454, 0.82768, 0.96892], [0.99436, 0.82518, 0.96846], [0.99418, 0.82268, 0.96801], [0.994, 0.82018, 0.96754], [0.99382, 0.81768, 0.96708], [0.99363, 0.81518, 0.96662], [0.99344, 0.81267, 0.96615], [0.99325, 0.81017, 0.96569], [0.99305, 0.80766, 0.96523], [0.99285, 0.80516, 0.96476], [0.99265, 0.80265, 0.9643], [0.99245, 0.80014, 0.96384], [0.99224, 0.79763, 0.96337], [0.99203, 0.79512, 0.96291], [0.99182, 0.7926, 0.96244], [0.99161, 0.79009, 0.96197], [0.99139, 0.78757, 0.96151], [0.99117, 0.78506, 0.96105], [0.99095, 0.78254, 0.96058], [0.99072, 0.78001, 0.96011], [0.9905, 0.7775, 0.95964], [0.99027, 0.77497, 0.95917], [0.99003, 0.77245, 0.95871], [0.9898, 0.76992, 0.95824], [0.98956, 0.76739, 0.95777], [0.98932, 0.76487, 0.9573], [0.98908, 0.76233, 0.95683], [0.98883, 0.7598, 0.95636], [0.98858, 0.75727, 0.95589], [0.98833, 0.75474, 0.95542], [0.98808, 0.7522, 0.95494], [0.98782, 0.74966, 0.95447], [0.98756, 0.74712, 0.954], [0.9873, 0.74458, 0.95353], [0.98704, 0.74204, 0.95305], [0.98677, 0.7395, 0.95258], [0.9865, 0.73694, 0.9521], [0.98623, 0.7344, 0.95163], [0.98596, 0.73185, 0.95115], [0.98568, 0.72929, 0.95068], [0.9854, 0.72674, 0.9502], [0.98512, 0.72418, 0.94972], [0.98484, 0.72162, 0.94925], [0.98455, 0.71907, 0.94877], [0.98426, 0.71651, 0.94829], [0.98397, 0.71394, 0.94782], [0.98367, 0.71138, 0.94734], [0.98338, 0.70881, 0.94686], [0.98308, 0.70624, 0.94638], [0.98278, 0.70366, 0.9459], [0.98247, 0.70109, 0.94542], [0.98217, 0.69851, 0.94494], [0.98186, 0.69594, 0.94446], [0.98154, 0.69335, 0.94398], [0.98123, 0.69077, 0.9435], [0.98091, 0.68819, 0.94302], [0.98059, 0.6856, 0.94253], [0.98027, 0.68301, 0.94205], [0.97995, 0.68041, 0.94156], ] b_diverging_cwm_80_100_c22 = bokeh_palette('diverging_cwm_80_100_c22',diverging_cwm_80_100_c22) m_diverging_cwm_80_100_c22 = mpl_cm('diverging_cwm_80_100_c22',diverging_cwm_80_100_c22) m_diverging_cwm_80_100_c22_r = mpl_cm('diverging_cwm_80_100_c22_r',list(reversed(diverging_cwm_80_100_c22))) CET_D10 = b_diverging_cwm_80_100_c22 m_CET_D10 = m_diverging_cwm_80_100_c22 m_CET_D10_r = m_diverging_cwm_80_100_c22_r palette['CET_D10'] = b_diverging_cwm_80_100_c22 cm['CET_D10'] = m_diverging_cwm_80_100_c22 cm['CET_D10_r'] = m_diverging_cwm_80_100_c22_r register_cmap('cet_CET_D10',m_diverging_cwm_80_100_c22) register_cmap('cet_CET_D10_r',m_diverging_cwm_80_100_c22_r) linear_gow_60_85_c27 = [ # cmap_def [0.39872, 0.60624, 0.56451], [0.40156, 0.60721, 0.56266], [0.4044, 0.60816, 0.5608], [0.40724, 0.60911, 0.55895], [0.41009, 0.61005, 0.55712], [0.41293, 0.61099, 0.55528], [0.41577, 0.61192, 0.55344], [0.41863, 0.61285, 0.55162], [0.42148, 0.61378, 0.5498], [0.42435, 0.6147, 0.54798], [0.42723, 0.61561, 0.54618], [0.4301, 0.61653, 0.54436], [0.43298, 0.61743, 0.54256], [0.43588, 0.61833, 0.54076], [0.43876, 0.61923, 0.53897], [0.44169, 0.62012, 0.53719], [0.44461, 0.621, 0.5354], [0.44752, 0.62186, 0.53362], [0.45047, 0.62274, 0.53186], [0.45342, 0.62361, 0.5301], [0.45639, 0.62446, 0.52835], [0.45937, 0.62531, 0.5266], [0.46235, 0.62615, 0.52485], [0.46536, 0.62698, 0.52312], [0.46838, 0.62781, 0.52138], [0.47142, 0.62864, 0.51966], [0.47447, 0.62944, 0.51795], [0.47754, 0.63025, 0.51623], [0.48061, 0.63105, 0.51454], [0.48372, 0.63184, 0.51285], [0.48685, 0.63262, 0.51116], [0.48999, 0.63339, 0.50949], [0.49314, 0.63416, 0.50783], [0.49633, 0.63491, 0.50616], [0.49954, 0.63565, 0.50452], [0.50277, 0.63639, 0.50287], [0.50602, 0.63711, 0.50125], [0.50931, 0.63782, 0.49961], [0.51261, 0.63852, 0.49802], [0.51594, 0.63922, 0.4964], [0.5193, 0.6399, 0.49483], [0.52268, 0.64057, 0.49323], [0.5261, 0.64122, 0.49168], [0.52955, 0.64187, 0.49012], [0.53302, 0.6425, 0.48858], [0.53654, 0.64312, 0.48705], [0.54007, 0.64372, 0.48552], [0.54365, 0.64431, 0.48402], [0.54726, 0.64489, 0.48253], [0.55092, 0.64545, 0.48105], [0.55461, 0.64599, 0.4796], [0.55833, 0.64652, 0.47815], [0.56212, 0.64704, 0.47672], [0.56592, 0.64753, 0.47532], [0.56978, 0.648, 0.47391], [0.57369, 0.64846, 0.47253], [0.57764, 0.6489, 0.47118], [0.58164, 0.64932, 0.46984], [0.5857, 0.64971, 0.46851], [0.5898, 0.65009, 0.46722], [0.59397, 0.65044, 0.46593], [0.59819, 0.65076, 0.46469], [0.60248, 0.65106, 0.46344], [0.60683, 0.65134, 0.46224], [0.61124, 0.65159, 0.46106], [0.61572, 0.6518, 0.45991], [0.62028, 0.65199, 0.45879], [0.62491, 0.65214, 0.45769], [0.62961, 0.65226, 0.45663], [0.63441, 0.65235, 0.4556], [0.63928, 0.6524, 0.45461], [0.64424, 0.65241, 0.45364], [0.6493, 0.65237, 0.45273], [0.65445, 0.6523, 0.45184], [0.65971, 0.65218, 0.451], [0.66508, 0.65201, 0.45021], [0.67058, 0.65178, 0.44946], [0.67612, 0.65152, 0.44876], [0.68161, 0.65126, 0.44805], [0.68699, 0.65102, 0.44736], [0.69226, 0.65081, 0.44667], [0.69741, 0.65061, 0.44598], [0.70245, 0.65044, 0.44529], [0.70738, 0.65029, 0.44461], [0.71221, 0.65017, 0.44392], [0.71694, 0.65007, 0.44324], [0.72155, 0.65, 0.44256], [0.72607, 0.64995, 0.44187], [0.73048, 0.64993, 0.44118], [0.7348, 0.64994, 0.4405], [0.73901, 0.64997, 0.43982], [0.74312, 0.65003, 0.43914], [0.74713, 0.65011, 0.43846], [0.75106, 0.65023, 0.43779], [0.75488, 0.65037, 0.43711], [0.7586, 0.65054, 0.43643], [0.76223, 0.65074, 0.43576], [0.76578, 0.65097, 0.43508], [0.76922, 0.65123, 0.4344], [0.77257, 0.65152, 0.43372], [0.77583, 0.65185, 0.43305], [0.779, 0.65219, 0.43239], [0.78209, 0.65257, 0.43171], [0.78507, 0.65298, 0.43103], [0.78797, 0.65343, 0.43036], [0.79078, 0.65391, 0.42968], [0.7935, 0.65441, 0.42901], [0.79612, 0.65495, 0.42833], [0.79867, 0.65553, 0.42766], [0.80112, 0.65614, 0.42699], [0.80349, 0.65678, 0.4263], [0.80576, 0.65745, 0.42564], [0.80795, 0.65816, 0.42497], [0.81006, 0.65889, 0.42428], [0.81207, 0.65966, 0.42361], [0.814, 0.66047, 0.42293], [0.81584, 0.66131, 0.42225], [0.8176, 0.66219, 0.42158], [0.81927, 0.66309, 0.4209], [0.82085, 0.66403, 0.42023], [0.82235, 0.665, 0.41956], [0.82376, 0.66601, 0.41887], [0.82508, 0.66705, 0.41819], [0.82632, 0.66813, 0.41752], [0.82747, 0.66924, 0.41684], [0.82853, 0.67039, 0.41616], [0.82952, 0.67156, 0.41547], [0.83041, 0.67278, 0.41479], [0.83123, 0.67401, 0.41414], [0.83202, 0.67526, 0.41355], [0.83279, 0.67651, 0.41307], [0.83355, 0.67776, 0.41268], [0.83429, 0.67901, 0.41239], [0.83501, 0.68025, 0.41219], [0.83572, 0.68151, 0.41208], [0.83641, 0.68277, 0.41209], [0.83708, 0.68402, 0.41219], [0.83774, 0.68528, 0.41239], [0.83838, 0.68653, 0.41269], [0.83901, 0.68779, 0.41309], [0.83962, 0.68906, 0.41358], [0.84021, 0.69031, 0.41417], [0.84079, 0.69157, 0.41487], [0.84135, 0.69284, 0.41567], [0.84189, 0.6941, 0.41657], [0.84242, 0.69537, 0.41757], [0.84293, 0.69663, 0.41865], [0.84342, 0.6979, 0.41986], [0.8439, 0.69916, 0.42115], [0.84436, 0.70044, 0.42254], [0.8448, 0.7017, 0.42404], [0.84523, 0.70298, 0.42564], [0.84563, 0.70425, 0.42735], [0.84602, 0.70552, 0.42913], [0.84639, 0.7068, 0.43103], [0.84674, 0.70808, 0.43303], [0.84707, 0.70936, 0.43513], [0.84739, 0.71063, 0.43732], [0.84768, 0.71191, 0.4396], [0.84796, 0.71319, 0.44201], [0.84821, 0.71447, 0.4445], [0.84845, 0.71577, 0.44707], [0.84866, 0.71705, 0.44976], [0.84885, 0.71833, 0.45256], [0.84903, 0.71963, 0.45543], [0.84918, 0.72091, 0.45841], [0.8493, 0.7222, 0.46149], [0.84941, 0.7235, 0.46467], [0.84949, 0.7248, 0.46793], [0.84954, 0.72609, 0.4713], [0.84958, 0.72739, 0.47477], [0.84958, 0.72869, 0.47832], [0.84956, 0.72999, 0.48199], [0.84952, 0.73129, 0.48573], [0.84945, 0.7326, 0.48957], [0.84935, 0.7339, 0.49352], [0.84922, 0.73521, 0.49757], [0.84907, 0.73652, 0.5017], [0.84889, 0.73783, 0.50591], [0.84868, 0.73916, 0.51022], [0.84848, 0.74046, 0.51454], [0.84828, 0.74176, 0.51885], [0.8481, 0.74306, 0.52316], [0.84792, 0.74435, 0.52745], [0.84775, 0.74564, 0.53175], [0.84759, 0.74692, 0.53603], [0.84743, 0.74821, 0.54032], [0.84727, 0.74947, 0.5446], [0.84712, 0.75075, 0.54888], [0.84698, 0.75202, 0.55314], [0.84684, 0.75328, 0.55742], [0.8467, 0.75455, 0.56168], [0.84656, 0.7558, 0.56594], [0.84643, 0.75706, 0.57019], [0.84629, 0.75831, 0.57444], [0.84616, 0.75955, 0.5787], [0.84603, 0.76081, 0.58295], [0.8459, 0.76205, 0.58719], [0.84577, 0.76329, 0.59144], [0.84564, 0.76453, 0.59568], [0.84551, 0.76577, 0.59993], [0.84537, 0.767, 0.60417], [0.84524, 0.76824, 0.6084], [0.84511, 0.76947, 0.61263], [0.84497, 0.77071, 0.61687], [0.84484, 0.77194, 0.6211], [0.8447, 0.77316, 0.62533], [0.84455, 0.77439, 0.62955], [0.84441, 0.77561, 0.63379], [0.84426, 0.77684, 0.63801], [0.84411, 0.77806, 0.64224], [0.84396, 0.77928, 0.64646], [0.8438, 0.7805, 0.65068], [0.84364, 0.78172, 0.6549], [0.84348, 0.78294, 0.65912], [0.84331, 0.78416, 0.66335], [0.84314, 0.78537, 0.66757], [0.84297, 0.78659, 0.67179], [0.84279, 0.7878, 0.67601], [0.84261, 0.78901, 0.68022], [0.84243, 0.79022, 0.68444], [0.84224, 0.79143, 0.68867], [0.84204, 0.79265, 0.69289], [0.84184, 0.79386, 0.6971], [0.84163, 0.79507, 0.70132], [0.84142, 0.79627, 0.70554], [0.8412, 0.79748, 0.70976], [0.84098, 0.79869, 0.71398], [0.84076, 0.7999, 0.7182], [0.84053, 0.8011, 0.72241], [0.84029, 0.80231, 0.72663], [0.84004, 0.80352, 0.73085], [0.8398, 0.80472, 0.73508], [0.83954, 0.80593, 0.7393], [0.83928, 0.80713, 0.74352], [0.83901, 0.80834, 0.74774], [0.83873, 0.80954, 0.75196], [0.83845, 0.81074, 0.75618], [0.83817, 0.81195, 0.76041], [0.83788, 0.81315, 0.76463], [0.83758, 0.81435, 0.76885], [0.83727, 0.81555, 0.77308], [0.83695, 0.81676, 0.77731], [0.83663, 0.81795, 0.78154], [0.8363, 0.81916, 0.78577], [0.83597, 0.82036, 0.78999], [0.83563, 0.82156, 0.79422], [0.83528, 0.82277, 0.79845], [0.83492, 0.82396, 0.80268], [0.83456, 0.82516, 0.80692], [0.83419, 0.82637, 0.81115], [0.83381, 0.82757, 0.81538], [0.83342, 0.82877, 0.81962], [0.83302, 0.82997, 0.82386], [0.83262, 0.83118, 0.82809], [0.83221, 0.83237, 0.83233], ] b_linear_gow_60_85_c27 = bokeh_palette('linear_gow_60_85_c27',linear_gow_60_85_c27) m_linear_gow_60_85_c27 = mpl_cm('linear_gow_60_85_c27',linear_gow_60_85_c27) m_linear_gow_60_85_c27_r = mpl_cm('linear_gow_60_85_c27_r',list(reversed(linear_gow_60_85_c27))) CET_L10 = b_linear_gow_60_85_c27 m_CET_L10 = m_linear_gow_60_85_c27 m_CET_L10_r = m_linear_gow_60_85_c27_r palette['CET_L10'] = b_linear_gow_60_85_c27 cm['CET_L10'] = m_linear_gow_60_85_c27 cm['CET_L10_r'] = m_linear_gow_60_85_c27_r register_cmap('cet_CET_L10',m_linear_gow_60_85_c27) register_cmap('cet_CET_L10_r',m_linear_gow_60_85_c27_r) linear_bmy_10_95_c78 = [ # cmap_def [0, 0.047803, 0.4883], [0, 0.049705, 0.49553], [0, 0.051451, 0.50272], [0, 0.053214, 0.50983], [0, 0.054977, 0.51684], [0, 0.056756, 0.52379], [0, 0.058368, 0.53062], [0, 0.060099, 0.53736], [0, 0.061618, 0.54402], [0, 0.063279, 0.55055], [0, 0.06478, 0.55698], [0, 0.066288, 0.56332], [0, 0.067769, 0.5695], [0, 0.069247, 0.57558], [0, 0.070546, 0.58154], [0, 0.071898, 0.58736], [0, 0.073227, 0.59303], [0, 0.074425, 0.59856], [0, 0.075597, 0.60398], [0, 0.076712, 0.60919], [0, 0.077789, 0.61423], [0, 0.078828, 0.61913], [0, 0.079825, 0.62386], [0, 0.080751, 0.62837], [0, 0.081634, 0.63267], [0, 0.082399, 0.63679], [0, 0.083056, 0.64069], [0, 0.083728, 0.64438], [0, 0.084298, 0.64781], [0, 0.084735, 0.65098], [0, 0.085075, 0.65389], [0, 0.085333, 0.65653], [0, 0.085503, 0.65887], [0, 0.085575, 0.66091], [0, 0.085538, 0.66263], [0, 0.085387, 0.664], [0.041146, 0.085117, 0.66498], [0.082348, 0.084719, 0.66559], [0.11295, 0.084153, 0.66576], [0.13887, 0.083348, 0.66549], [0.16224, 0.08245, 0.66472], [0.18389, 0.081312, 0.66345], [0.20444, 0.079918, 0.6616], [0.2241, 0.078308, 0.65916], [0.24323, 0.076464, 0.65608], [0.26189, 0.074387, 0.65234], [0.27969, 0.072084, 0.64827], [0.29634, 0.069818, 0.64421], [0.31196, 0.067486, 0.64024], [0.32675, 0.065157, 0.63634], [0.34081, 0.062906, 0.63252], [0.35421, 0.060546, 0.6288], [0.36705, 0.058179, 0.62515], [0.3794, 0.055931, 0.62158], [0.39131, 0.05356, 0.6181], [0.40281, 0.051267, 0.6147], [0.41397, 0.049057, 0.6114], [0.42479, 0.046684, 0.60817], [0.43533, 0.044376, 0.60501], [0.44558, 0.042108, 0.60193], [0.4556, 0.039763, 0.59895], [0.46537, 0.037486, 0.59604], [0.47496, 0.035294, 0.59322], [0.48432, 0.032963, 0.59047], [0.49352, 0.030903, 0.5878], [0.50254, 0.028926, 0.58523], [0.5114, 0.027022, 0.58272], [0.52012, 0.025191, 0.5803], [0.52872, 0.02343, 0.57794], [0.53717, 0.021744, 0.57569], [0.54549, 0.020131, 0.57351], [0.5537, 0.018589, 0.5714], [0.56182, 0.017116, 0.56937], [0.56982, 0.015713, 0.56743], [0.57772, 0.014383, 0.56556], [0.58556, 0.013108, 0.56378], [0.59331, 0.011906, 0.56202], [0.60102, 0.010448, 0.56026], [0.60871, 0.0092728, 0.55849], [0.61634, 0.0080608, 0.55673], [0.62394, 0.0068636, 0.55496], [0.6315, 0.0056715, 0.55317], [0.63904, 0.0044851, 0.5514], [0.64654, 0.0033027, 0.5496], [0.65401, 0.0021237, 0.54781], [0.66146, 0.00094944, 0.54601], [0.66888, 0, 0.54419], [0.67628, 0, 0.54238], [0.68364, 0, 0.54055], [0.69099, 0, 0.53873], [0.69832, 0, 0.53689], [0.70562, 0, 0.53504], [0.71291, 0, 0.53319], [0.72018, 0, 0.53134], [0.72742, 0, 0.52948], [0.73466, 0, 0.52761], [0.74187, 0, 0.52573], [0.74906, 0, 0.52385], [0.75625, 0, 0.52195], [0.76342, 0, 0.52005], [0.77058, 0, 0.51816], [0.77773, 0, 0.51624], [0.78486, 0, 0.51433], [0.79198, 0, 0.51239], [0.79909, 0, 0.51046], [0.80618, 0, 0.50853], [0.81322, 0, 0.50656], [0.82017, 0, 0.50459], [0.82703, 0, 0.50258], [0.83381, 0, 0.50056], [0.84048, 0, 0.49853], [0.84706, 0, 0.49645], [0.85355, 0, 0.49437], [0.85996, 0, 0.49225], [0.86628, 0, 0.49011], [0.8725, 0, 0.48796], [0.87863, 0.0025964, 0.48577], [0.88468, 0.0090591, 0.48356], [0.89063, 0.016464, 0.48133], [0.8965, 0.024452, 0.47908], [0.90228, 0.033265, 0.47679], [0.90796, 0.042948, 0.47449], [0.91356, 0.052352, 0.47216], [0.91907, 0.061335, 0.4698], [0.92449, 0.070106, 0.46741], [0.92982, 0.07857, 0.46499], [0.93506, 0.086993, 0.46255], [0.94022, 0.095176, 0.46008], [0.94529, 0.10322, 0.45759], [0.95027, 0.11119, 0.45507], [0.95516, 0.11907, 0.45252], [0.95996, 0.12687, 0.44993], [0.96467, 0.13467, 0.44731], [0.9693, 0.14235, 0.44468], [0.97383, 0.15004, 0.44201], [0.97827, 0.15766, 0.43929], [0.9826, 0.16532, 0.43656], [0.9868, 0.17308, 0.4338], [0.99086, 0.18089, 0.43103], [0.99477, 0.18882, 0.42822], [0.99854, 0.19681, 0.42539], [1, 0.20481, 0.42252], [1, 0.21285, 0.41965], [1, 0.22099, 0.41674], [1, 0.22914, 0.4138], [1, 0.23736, 0.41083], [1, 0.24555, 0.40783], [1, 0.25382, 0.4048], [1, 0.2621, 0.40173], [1, 0.27043, 0.39864], [1, 0.27875, 0.39552], [1, 0.28708, 0.39235], [1, 0.29545, 0.38916], [1, 0.30385, 0.38591], [1, 0.31225, 0.38264], [1, 0.3207, 0.37933], [1, 0.32913, 0.37598], [1, 0.33756, 0.37257], [1, 0.34602, 0.36914], [1, 0.35451, 0.36565], [1, 0.36297, 0.36212], [1, 0.37145, 0.35853], [1, 0.37995, 0.35492], [1, 0.38846, 0.35122], [1, 0.39696, 0.34749], [1, 0.40547, 0.34369], [1, 0.4139, 0.33986], [1, 0.4222, 0.33597], [1, 0.4304, 0.33207], [1, 0.43847, 0.3281], [1, 0.44643, 0.3241], [1, 0.45429, 0.32007], [1, 0.46204, 0.31598], [1, 0.46971, 0.31182], [1, 0.47727, 0.30763], [1, 0.48476, 0.30339], [1, 0.49217, 0.2991], [1, 0.4995, 0.29473], [1, 0.50677, 0.2903], [1, 0.51397, 0.28581], [1, 0.5211, 0.28126], [1, 0.52816, 0.27665], [1, 0.53517, 0.27191], [1, 0.54212, 0.26713], [1, 0.54902, 0.26226], [1, 0.55585, 0.2573], [1, 0.56265, 0.25223], [1, 0.56938, 0.24705], [1, 0.57609, 0.24177], [1, 0.58273, 0.23637], [1, 0.58934, 0.23082], [1, 0.59591, 0.22513], [1, 0.60244, 0.21933], [1, 0.60893, 0.21333], [1, 0.61536, 0.20719], [1, 0.62179, 0.20085], [1, 0.62814, 0.19473], [1, 0.63438, 0.18898], [1, 0.64052, 0.18363], [1, 0.64658, 0.17866], [1, 0.65258, 0.17395], [1, 0.65851, 0.16956], [1, 0.66439, 0.16532], [1, 0.67023, 0.1614], [1, 0.67601, 0.15763], [1, 0.68174, 0.1541], [1, 0.68745, 0.15075], [1, 0.69312, 0.14754], [1, 0.69875, 0.14449], [1, 0.70435, 0.14163], [1, 0.70993, 0.13886], [1, 0.71548, 0.13623], [1, 0.72099, 0.13382], [1, 0.72649, 0.1315], [1, 0.73197, 0.12928], [1, 0.73742, 0.12722], [1, 0.74286, 0.1253], [1, 0.74827, 0.12347], [1, 0.75367, 0.1218], [1, 0.75905, 0.12025], [1, 0.76442, 0.11888], [1, 0.76976, 0.11751], [1, 0.7751, 0.11639], [1, 0.78042, 0.11528], [1, 0.78573, 0.11434], [1, 0.79102, 0.11357], [1, 0.79631, 0.11289], [1, 0.80158, 0.1123], [1, 0.80685, 0.11183], [1, 0.81209, 0.1115], [1, 0.81733, 0.11127], [1, 0.82257, 0.11116], [1, 0.82778, 0.11116], [1, 0.833, 0.11128], [1, 0.8382, 0.1115], [1, 0.8434, 0.11183], [1, 0.84859, 0.11227], [1, 0.85377, 0.11282], [1, 0.85894, 0.11347], [1, 0.86412, 0.11414], [1, 0.86928, 0.115], [1, 0.87443, 0.11595], [1, 0.87958, 0.11697], [1, 0.88472, 0.11809], [1, 0.88986, 0.11929], [1, 0.89499, 0.12054], [1, 0.90012, 0.1219], [1, 0.90524, 0.12335], [1, 0.91036, 0.12486], [1, 0.91547, 0.12649], [1, 0.92058, 0.12812], [1, 0.92569, 0.1299], [1, 0.93079, 0.13165], [1, 0.93588, 0.13349], [1, 0.94097, 0.13541], [1, 0.94606, 0.13735], ] b_linear_bmy_10_95_c78 = bokeh_palette('linear_bmy_10_95_c78',linear_bmy_10_95_c78) m_linear_bmy_10_95_c78 = mpl_cm('linear_bmy_10_95_c78',linear_bmy_10_95_c78) m_linear_bmy_10_95_c78_r = mpl_cm('linear_bmy_10_95_c78_r',list(reversed(linear_bmy_10_95_c78))) bmy = b_linear_bmy_10_95_c78 m_bmy = m_linear_bmy_10_95_c78 m_bmy_r = m_linear_bmy_10_95_c78_r palette['bmy'] = b_linear_bmy_10_95_c78 palette_n['bmy'] = b_linear_bmy_10_95_c78 cm['bmy'] = m_linear_bmy_10_95_c78 cm['bmy_r'] = m_linear_bmy_10_95_c78_r cm_n['bmy'] = mpl_cm('bmy',linear_bmy_10_95_c78) cm_n['bmy_r'] = mpl_cm('bmy_r',list(reversed(linear_bmy_10_95_c78))) linear_gow_65_90_c35 = [ # cmap_def [0.43765, 0.67814, 0.36054], [0.44314, 0.67844, 0.361], [0.4486, 0.67874, 0.36146], [0.45399, 0.67903, 0.36192], [0.45934, 0.67932, 0.36237], [0.46465, 0.67961, 0.36282], [0.46991, 0.6799, 0.36327], [0.47513, 0.68018, 0.36373], [0.48029, 0.68047, 0.36419], [0.48542, 0.68075, 0.36465], [0.49052, 0.68102, 0.36511], [0.49557, 0.6813, 0.36557], [0.50059, 0.68157, 0.36603], [0.50556, 0.68184, 0.3665], [0.51051, 0.68211, 0.36696], [0.51542, 0.68237, 0.36741], [0.5203, 0.68264, 0.36788], [0.52515, 0.6829, 0.36835], [0.52996, 0.68316, 0.36882], [0.53474, 0.68341, 0.36928], [0.53949, 0.68366, 0.36975], [0.54422, 0.68391, 0.37021], [0.54891, 0.68416, 0.37068], [0.55357, 0.6844, 0.37115], [0.55821, 0.68465, 0.37162], [0.56283, 0.68489, 0.3721], [0.56741, 0.68514, 0.37257], [0.57197, 0.68538, 0.37305], [0.57651, 0.68561, 0.37353], [0.58101, 0.68585, 0.37401], [0.5855, 0.68608, 0.37449], [0.58995, 0.68631, 0.37496], [0.59438, 0.68654, 0.37543], [0.5988, 0.68676, 0.37592], [0.60319, 0.68699, 0.37641], [0.60756, 0.68721, 0.37689], [0.6119, 0.68744, 0.37737], [0.61622, 0.68766, 0.37785], [0.62053, 0.68788, 0.37833], [0.6248, 0.6881, 0.37882], [0.62906, 0.68831, 0.37931], [0.6333, 0.68853, 0.37979], [0.63752, 0.68875, 0.38029], [0.64171, 0.68896, 0.38078], [0.64589, 0.68917, 0.38127], [0.65005, 0.68938, 0.38175], [0.65418, 0.68959, 0.38224], [0.6583, 0.6898, 0.38274], [0.6624, 0.69001, 0.38324], [0.66647, 0.69021, 0.38374], [0.67054, 0.69042, 0.38423], [0.67457, 0.69062, 0.38472], [0.67859, 0.69083, 0.38522], [0.68259, 0.69103, 0.38572], [0.68657, 0.69124, 0.38622], [0.69054, 0.69145, 0.38672], [0.69448, 0.69166, 0.38723], [0.69841, 0.69186, 0.38773], [0.70231, 0.69207, 0.38824], [0.70621, 0.69228, 0.38876], [0.71007, 0.69248, 0.38926], [0.71392, 0.69269, 0.38976], [0.71776, 0.69289, 0.39027], [0.72157, 0.6931, 0.39079], [0.72537, 0.6933, 0.39131], [0.72914, 0.69351, 0.39182], [0.7329, 0.69372, 0.39233], [0.73663, 0.69393, 0.39284], [0.74035, 0.69414, 0.39336], [0.74405, 0.69435, 0.39388], [0.74774, 0.69457, 0.3944], [0.7514, 0.69479, 0.39492], [0.75504, 0.69501, 0.39545], [0.75865, 0.69523, 0.39597], [0.76225, 0.69545, 0.39649], [0.76584, 0.69568, 0.39701], [0.76939, 0.69591, 0.39755], [0.77293, 0.69614, 0.39808], [0.77645, 0.69638, 0.39861], [0.77995, 0.69661, 0.39913], [0.78342, 0.69685, 0.39966], [0.78688, 0.69709, 0.40021], [0.7903, 0.69734, 0.40076], [0.79372, 0.69759, 0.40129], [0.79709, 0.69785, 0.40182], [0.80046, 0.69811, 0.40236], [0.80379, 0.69838, 0.40291], [0.80711, 0.69865, 0.40346], [0.81039, 0.69893, 0.404], [0.81365, 0.69921, 0.40454], [0.81689, 0.6995, 0.40509], [0.82009, 0.6998, 0.40565], [0.82328, 0.70011, 0.40621], [0.82643, 0.70042, 0.40676], [0.82956, 0.70074, 0.40731], [0.83264, 0.70107, 0.40787], [0.83571, 0.7014, 0.40843], [0.83874, 0.70174, 0.409], [0.84174, 0.7021, 0.40956], [0.8447, 0.70247, 0.41014], [0.84763, 0.70285, 0.41071], [0.85052, 0.70324, 0.41127], [0.85337, 0.70364, 0.41185], [0.85619, 0.70405, 0.41243], [0.85896, 0.70448, 0.41301], [0.86169, 0.70492, 0.41359], [0.86438, 0.70538, 0.41418], [0.86701, 0.70586, 0.41476], [0.8696, 0.70636, 0.41536], [0.87215, 0.70687, 0.41595], [0.87463, 0.7074, 0.41656], [0.87705, 0.70795, 0.41716], [0.87942, 0.70853, 0.41776], [0.88172, 0.70913, 0.41837], [0.88395, 0.70976, 0.41899], [0.88611, 0.71042, 0.41961], [0.88818, 0.71111, 0.42023], [0.89017, 0.71183, 0.42086], [0.89208, 0.71258, 0.4215], [0.89388, 0.71338, 0.42214], [0.89558, 0.71421, 0.42279], [0.89716, 0.7151, 0.42344], [0.8986, 0.71605, 0.42411], [0.8999, 0.71704, 0.42479], [0.90104, 0.7181, 0.42548], [0.902, 0.71924, 0.42616], [0.90274, 0.72045, 0.42688], [0.90325, 0.72176, 0.42761], [0.90355, 0.72316, 0.42836], [0.90378, 0.72458, 0.42917], [0.90399, 0.726, 0.43006], [0.9042, 0.72741, 0.43102], [0.90441, 0.72883, 0.43206], [0.90462, 0.73024, 0.43315], [0.90481, 0.73165, 0.43433], [0.90501, 0.73306, 0.43559], [0.90519, 0.73447, 0.43691], [0.90537, 0.73586, 0.4383], [0.90555, 0.73727, 0.43978], [0.90572, 0.73867, 0.44132], [0.90588, 0.74007, 0.44294], [0.90604, 0.74145, 0.44463], [0.90619, 0.74285, 0.44638], [0.90633, 0.74424, 0.44821], [0.90647, 0.74563, 0.45013], [0.9066, 0.74702, 0.45211], [0.90673, 0.7484, 0.45416], [0.90684, 0.74978, 0.45628], [0.90696, 0.75117, 0.45847], [0.90706, 0.75254, 0.46074], [0.90715, 0.75392, 0.46307], [0.90724, 0.75529, 0.46549], [0.90732, 0.75666, 0.46797], [0.90739, 0.75804, 0.47054], [0.90746, 0.7594, 0.47315], [0.90751, 0.76077, 0.47586], [0.90756, 0.76213, 0.47862], [0.90759, 0.7635, 0.48146], [0.90762, 0.76487, 0.48437], [0.90764, 0.76622, 0.48736], [0.90764, 0.76758, 0.49041], [0.90764, 0.76894, 0.49353], [0.90763, 0.77029, 0.49672], [0.9076, 0.77165, 0.49998], [0.90756, 0.773, 0.50331], [0.90752, 0.77435, 0.50672], [0.90746, 0.7757, 0.51019], [0.90738, 0.77706, 0.51373], [0.9073, 0.7784, 0.51735], [0.9072, 0.77974, 0.52102], [0.90709, 0.78109, 0.52477], [0.90697, 0.78243, 0.52859], [0.90683, 0.78378, 0.53248], [0.90667, 0.78512, 0.53643], [0.90651, 0.78646, 0.54046], [0.90632, 0.78779, 0.54455], [0.90612, 0.78913, 0.54872], [0.90591, 0.79046, 0.55293], [0.90568, 0.7918, 0.55724], [0.90544, 0.79314, 0.56159], [0.9052, 0.79447, 0.56594], [0.90497, 0.79578, 0.5703], [0.90475, 0.7971, 0.57465], [0.90454, 0.79841, 0.579], [0.90433, 0.79973, 0.58333], [0.90413, 0.80102, 0.58767], [0.90394, 0.80232, 0.59201], [0.90376, 0.80361, 0.59633], [0.90358, 0.8049, 0.60065], [0.90341, 0.80619, 0.60497], [0.90323, 0.80747, 0.60929], [0.90307, 0.80875, 0.6136], [0.9029, 0.81003, 0.61791], [0.90273, 0.8113, 0.62221], [0.90257, 0.81257, 0.62652], [0.90241, 0.81384, 0.63083], [0.90225, 0.8151, 0.63512], [0.90209, 0.81637, 0.63942], [0.90194, 0.81763, 0.64371], [0.90178, 0.81888, 0.648], [0.90162, 0.82014, 0.6523], [0.90146, 0.8214, 0.65659], [0.9013, 0.82265, 0.66087], [0.90114, 0.8239, 0.66516], [0.90098, 0.82514, 0.66945], [0.90082, 0.82639, 0.67373], [0.90066, 0.82764, 0.67801], [0.90049, 0.82888, 0.68229], [0.90032, 0.83012, 0.68657], [0.90015, 0.83137, 0.69084], [0.89998, 0.8326, 0.69512], [0.89981, 0.83384, 0.6994], [0.89963, 0.83508, 0.70368], [0.89945, 0.83631, 0.70795], [0.89927, 0.83755, 0.71222], [0.89908, 0.83878, 0.7165], [0.89889, 0.84002, 0.72077], [0.89869, 0.84124, 0.72505], [0.89849, 0.84248, 0.72932], [0.89829, 0.8437, 0.73359], [0.89809, 0.84493, 0.73786], [0.89788, 0.84616, 0.74213], [0.89766, 0.84738, 0.7464], [0.89745, 0.84861, 0.75068], [0.89722, 0.84984, 0.75495], [0.897, 0.85106, 0.75921], [0.89676, 0.85229, 0.76349], [0.89652, 0.85351, 0.76776], [0.89628, 0.85474, 0.77203], [0.89603, 0.85596, 0.7763], [0.89578, 0.85718, 0.78057], [0.89552, 0.8584, 0.78485], [0.89526, 0.85962, 0.78912], [0.89499, 0.86084, 0.7934], [0.89471, 0.86207, 0.79767], [0.89443, 0.86328, 0.80194], [0.89414, 0.8645, 0.80622], [0.89385, 0.86572, 0.81049], [0.89355, 0.86694, 0.81477], [0.89324, 0.86816, 0.81904], [0.89293, 0.86938, 0.82332], [0.89262, 0.87059, 0.8276], [0.89229, 0.87181, 0.83188], [0.89196, 0.87303, 0.83616], [0.89162, 0.87424, 0.84044], [0.89128, 0.87546, 0.84472], [0.89093, 0.87667, 0.849], [0.89057, 0.87789, 0.85328], [0.8902, 0.87911, 0.85756], [0.88983, 0.88032, 0.86185], [0.88945, 0.88154, 0.86614], [0.88907, 0.88276, 0.87042], [0.88867, 0.88398, 0.87471], [0.88827, 0.88519, 0.879], [0.88786, 0.88641, 0.88329], [0.88744, 0.88762, 0.88758], ] b_linear_gow_65_90_c35 = bokeh_palette('linear_gow_65_90_c35',linear_gow_65_90_c35) m_linear_gow_65_90_c35 = mpl_cm('linear_gow_65_90_c35',linear_gow_65_90_c35) m_linear_gow_65_90_c35_r = mpl_cm('linear_gow_65_90_c35_r',list(reversed(linear_gow_65_90_c35))) CET_L11 = b_linear_gow_65_90_c35 m_CET_L11 = m_linear_gow_65_90_c35 m_CET_L11_r = m_linear_gow_65_90_c35_r palette['CET_L11'] = b_linear_gow_65_90_c35 cm['CET_L11'] = m_linear_gow_65_90_c35 cm['CET_L11_r'] = m_linear_gow_65_90_c35_r register_cmap('cet_CET_L11',m_linear_gow_65_90_c35) register_cmap('cet_CET_L11_r',m_linear_gow_65_90_c35_r) linear_ternary_blue_0_44_c57 = [ # cmap_def [0, 0, 0], [0.00074336, 0.0024531, 0.0074342], [0.0014922, 0.0049243, 0.014921], [0.0022238, 0.0073388, 0.022238], [0.0029727, 0.0098191, 0.029727], [0.003759, 0.01243, 0.037588], [0.0044965, 0.014837, 0.045061], [0.0052171, 0.017216, 0.052174], [0.0059233, 0.019547, 0.05928], [0.0066117, 0.021819, 0.066122], [0.0072841, 0.024037, 0.07289], [0.0079425, 0.026211, 0.079443], [0.008587, 0.02834, 0.085862], [0.0092271, 0.03044, 0.092265], [0.009844, 0.03246, 0.098364], [0.010477, 0.034486, 0.10458], [0.011109, 0.036556, 0.11078], [0.01171, 0.038495, 0.11667], [0.012273, 0.040403, 0.12242], [0.012818, 0.042245, 0.1279], [0.013348, 0.043976, 0.13326], [0.013879, 0.04566, 0.1385], [0.014395, 0.047394, 0.14358], [0.014889, 0.049082, 0.14858], [0.015355, 0.050605, 0.15335], [0.015827, 0.052141, 0.15801], [0.016294, 0.053656, 0.16261], [0.016752, 0.05516, 0.16717], [0.017191, 0.056648, 0.17153], [0.017621, 0.057987, 0.17584], [0.018044, 0.059476, 0.18012], [0.018452, 0.060774, 0.18421], [0.018859, 0.062143, 0.1883], [0.019258, 0.063465, 0.19229], [0.019638, 0.064737, 0.19618], [0.019991, 0.066008, 0.19999], [0.020369, 0.06727, 0.20383], [0.020743, 0.068517, 0.20757], [0.021108, 0.069731, 0.21123], [0.021466, 0.07089, 0.21479], [0.021817, 0.072042, 0.21833], [0.022172, 0.073262, 0.22184], [0.022518, 0.074345, 0.22528], [0.022855, 0.075456, 0.22864], [0.023186, 0.076553, 0.23196], [0.023512, 0.077642, 0.23526], [0.02384, 0.078716, 0.2385], [0.024178, 0.079786, 0.24179], [0.024507, 0.080865, 0.24506], [0.024831, 0.08197, 0.24832], [0.025156, 0.08299, 0.25156], [0.02548, 0.084106, 0.2548], [0.025801, 0.085132, 0.25798], [0.026127, 0.086192, 0.26127], [0.026456, 0.087333, 0.26456], [0.026783, 0.088377, 0.26781], [0.027109, 0.089458, 0.27108], [0.027438, 0.090542, 0.27438], [0.027766, 0.091648, 0.27766], [0.02809, 0.092669, 0.28088], [0.028421, 0.093789, 0.2842], [0.028753, 0.094903, 0.28753], [0.029077, 0.095942, 0.29078], [0.029408, 0.097031, 0.29407], [0.029741, 0.09817, 0.29742], [0.030072, 0.099229, 0.30072], [0.030403, 0.10033, 0.30402], [0.030735, 0.10143, 0.30733], [0.031072, 0.10254, 0.31072], [0.031403, 0.10364, 0.31403], [0.031734, 0.1047, 0.31734], [0.032072, 0.10585, 0.32074], [0.032408, 0.10696, 0.32408], [0.032743, 0.10802, 0.32739], [0.033082, 0.10918, 0.33077], [0.033414, 0.11028, 0.33418], [0.033742, 0.11138, 0.33753], [0.034077, 0.1125, 0.3409], [0.03442, 0.11362, 0.34424], [0.034765, 0.11469, 0.34763], [0.035114, 0.11586, 0.35104], [0.035456, 0.11695, 0.35445], [0.035791, 0.1181, 0.35784], [0.036121, 0.1192, 0.36122], [0.036456, 0.12031, 0.36459], [0.036796, 0.12143, 0.36797], [0.037139, 0.12255, 0.37137], [0.037483, 0.12369, 0.37481], [0.037828, 0.12482, 0.37826], [0.038169, 0.12598, 0.38168], [0.038511, 0.12707, 0.3851], [0.038856, 0.12823, 0.38856], [0.0392, 0.12935, 0.392], [0.039546, 0.13052, 0.39546], [0.03989, 0.13163, 0.39889], [0.040235, 0.13277, 0.40233], [0.040581, 0.13392, 0.40582], [0.040922, 0.13506, 0.40923], [0.041266, 0.13617, 0.41269], [0.041619, 0.13735, 0.4162], [0.04197, 0.13849, 0.41964], [0.042315, 0.1396, 0.42308], [0.042655, 0.14079, 0.42658], [0.042998, 0.14192, 0.43006], [0.043353, 0.14307, 0.43353], [0.043707, 0.14422, 0.43705], [0.044054, 0.1454, 0.44054], [0.044401, 0.14652, 0.44404], [0.044755, 0.14769, 0.44752], [0.045109, 0.14883, 0.45103], [0.045452, 0.15001, 0.45455], [0.045792, 0.15115, 0.45803], [0.046147, 0.15231, 0.46154], [0.046509, 0.15347, 0.46506], [0.046871, 0.15464, 0.4686], [0.047221, 0.15582, 0.47216], [0.047563, 0.15696, 0.47568], [0.047916, 0.15815, 0.47921], [0.048273, 0.1593, 0.48272], [0.048631, 0.16046, 0.48628], [0.048997, 0.16167, 0.48986], [0.049352, 0.16283, 0.49342], [0.049698, 0.16401, 0.49696], [0.050046, 0.16514, 0.50048], [0.050404, 0.16634, 0.50406], [0.050762, 0.16751, 0.50763], [0.051121, 0.1687, 0.5112], [0.051479, 0.16988, 0.51479], [0.051833, 0.17105, 0.51834], [0.05219, 0.17223, 0.5219], [0.052551, 0.17342, 0.52551], [0.052909, 0.17461, 0.5291], [0.053266, 0.17577, 0.53267], [0.053628, 0.17697, 0.53628], [0.05399, 0.17818, 0.53989], [0.054349, 0.17935, 0.54349], [0.054708, 0.18053, 0.54707], [0.055067, 0.18172, 0.55067], [0.055429, 0.18292, 0.55429], [0.055793, 0.18412, 0.55793], [0.056155, 0.18533, 0.56157], [0.056521, 0.18651, 0.5652], [0.056888, 0.18772, 0.56884], [0.057244, 0.18891, 0.57245], [0.0576, 0.1901, 0.57607], [0.057967, 0.1913, 0.57969], [0.058336, 0.1925, 0.58335], [0.058702, 0.19372, 0.58701], [0.059067, 0.19492, 0.59066], [0.059436, 0.19613, 0.59432], [0.059804, 0.19733, 0.59797], [0.060167, 0.19853, 0.60161], [0.060527, 0.19973, 0.60525], [0.060887, 0.20094, 0.60892], [0.061253, 0.20216, 0.61259], [0.061628, 0.20338, 0.6163], [0.062, 0.2046, 0.61999], [0.06237, 0.20581, 0.62368], [0.062743, 0.20703, 0.62736], [0.063109, 0.20824, 0.63104], [0.063471, 0.20946, 0.63472], [0.06384, 0.21068, 0.63842], [0.064212, 0.21191, 0.64213], [0.064582, 0.2131, 0.64581], [0.064951, 0.21435, 0.64951], [0.065324, 0.21557, 0.65323], [0.065695, 0.21679, 0.65696], [0.066066, 0.21802, 0.66066], [0.066438, 0.21924, 0.66438], [0.066811, 0.22049, 0.66812], [0.067184, 0.22169, 0.67183], [0.067556, 0.22294, 0.67556], [0.067927, 0.22415, 0.67926], [0.068301, 0.2254, 0.68302], [0.068677, 0.22664, 0.68678], [0.069052, 0.22788, 0.69052], [0.069427, 0.2291, 0.69424], [0.0698, 0.23033, 0.69799], [0.07017, 0.23158, 0.70175], [0.070545, 0.23281, 0.70549], [0.070927, 0.23405, 0.70927], [0.07131, 0.23531, 0.71304], [0.071685, 0.23655, 0.71681], [0.072052, 0.23779, 0.72056], [0.072426, 0.23902, 0.72432], [0.072809, 0.24026, 0.72809], [0.073193, 0.24153, 0.73188], [0.073573, 0.24276, 0.73565], [0.073946, 0.24401, 0.73944], [0.074319, 0.24526, 0.74322], [0.0747, 0.24651, 0.74702], [0.075082, 0.24778, 0.75083], [0.075461, 0.24902, 0.75462], [0.075841, 0.25026, 0.75841], [0.076222, 0.25154, 0.76222], [0.076602, 0.25279, 0.76602], [0.076984, 0.25405, 0.76985], [0.077365, 0.25531, 0.77365], [0.077744, 0.25656, 0.77745], [0.078128, 0.25781, 0.78128], [0.078511, 0.25909, 0.78511], [0.078893, 0.26035, 0.78893], [0.079275, 0.26161, 0.79275], [0.07966, 0.26288, 0.7966], [0.080044, 0.26414, 0.80043], [0.080427, 0.26541, 0.80427], [0.08081, 0.26667, 0.80809], [0.081193, 0.26794, 0.81194], [0.081582, 0.26923, 0.81583], [0.081967, 0.27049, 0.81966], [0.082351, 0.27175, 0.8235], [0.082734, 0.27303, 0.82736], [0.08312, 0.2743, 0.83122], [0.08351, 0.27558, 0.8351], [0.083897, 0.27686, 0.83896], [0.084288, 0.27814, 0.84284], [0.084673, 0.27941, 0.84669], [0.085055, 0.28068, 0.85055], [0.085441, 0.28197, 0.85445], [0.085828, 0.28325, 0.85832], [0.086218, 0.28452, 0.8622], [0.086607, 0.2858, 0.86608], [0.087001, 0.28709, 0.86997], [0.087391, 0.28838, 0.87388], [0.087778, 0.28967, 0.87777], [0.088167, 0.29095, 0.88168], [0.088557, 0.29224, 0.88557], [0.088947, 0.29352, 0.88947], [0.089338, 0.29481, 0.89338], [0.08973, 0.29611, 0.8973], [0.090121, 0.29741, 0.90121], [0.090513, 0.29869, 0.90514], [0.090904, 0.29999, 0.90904], [0.091296, 0.30128, 0.91296], [0.09169, 0.30257, 0.91688], [0.092085, 0.30387, 0.92081], [0.092476, 0.30517, 0.92477], [0.092866, 0.30647, 0.92868], [0.093261, 0.30776, 0.93261], [0.093659, 0.30908, 0.93659], [0.094052, 0.31037, 0.94052], [0.094445, 0.31167, 0.94445], [0.094842, 0.31297, 0.9484], [0.095238, 0.31428, 0.95235], [0.095633, 0.31559, 0.95632], [0.096025, 0.31689, 0.96026], [0.096419, 0.31819, 0.96422], [0.096817, 0.3195, 0.96819], [0.097216, 0.32082, 0.97216], [0.097613, 0.32212, 0.97613], [0.098012, 0.32343, 0.9801], [0.098407, 0.32474, 0.98406], [0.098802, 0.32605, 0.98803], [0.099201, 0.32737, 0.99202], [0.099601, 0.32868, 0.99601], [0.1, 0.33, 1], ] b_linear_ternary_blue_0_44_c57 = bokeh_palette('linear_ternary_blue_0_44_c57',linear_ternary_blue_0_44_c57) m_linear_ternary_blue_0_44_c57 = mpl_cm('linear_ternary_blue_0_44_c57',linear_ternary_blue_0_44_c57) m_linear_ternary_blue_0_44_c57_r = mpl_cm('linear_ternary_blue_0_44_c57_r',list(reversed(linear_ternary_blue_0_44_c57))) kb = b_linear_ternary_blue_0_44_c57 m_kb = m_linear_ternary_blue_0_44_c57 m_kb_r = m_linear_ternary_blue_0_44_c57_r palette['kb'] = b_linear_ternary_blue_0_44_c57 palette_n['kb'] = b_linear_ternary_blue_0_44_c57 cm['kb'] = m_linear_ternary_blue_0_44_c57 cm['kb_r'] = m_linear_ternary_blue_0_44_c57_r cm_n['kb'] = mpl_cm('kb',linear_ternary_blue_0_44_c57) cm_n['kb_r'] = mpl_cm('kb_r',list(reversed(linear_ternary_blue_0_44_c57))) CET_L15 = b_linear_ternary_blue_0_44_c57 m_CET_L15 = m_linear_ternary_blue_0_44_c57 m_CET_L15_r = m_linear_ternary_blue_0_44_c57_r palette['CET_L15'] = b_linear_ternary_blue_0_44_c57 cm['CET_L15'] = m_linear_ternary_blue_0_44_c57 cm['CET_L15_r'] = m_linear_ternary_blue_0_44_c57_r register_cmap('cet_CET_L15',m_linear_ternary_blue_0_44_c57) register_cmap('cet_CET_L15_r',m_linear_ternary_blue_0_44_c57_r) isoluminant_cm_70_c39 = [ # cmap_def [0.078311, 0.7275, 0.90055], [0.096546, 0.72692, 0.9011], [0.11226, 0.72635, 0.90165], [0.12614, 0.72577, 0.9022], [0.13869, 0.72519, 0.90275], [0.15028, 0.72461, 0.90329], [0.16105, 0.72402, 0.90382], [0.17113, 0.72343, 0.90436], [0.18067, 0.72284, 0.90489], [0.18976, 0.72225, 0.90541], [0.19841, 0.72165, 0.90593], [0.20674, 0.72106, 0.90644], [0.2147, 0.72046, 0.90695], [0.2224, 0.71986, 0.90745], [0.22982, 0.71926, 0.90795], [0.23706, 0.71865, 0.90845], [0.24402, 0.71804, 0.90894], [0.25084, 0.71744, 0.90942], [0.25746, 0.71682, 0.9099], [0.26394, 0.71621, 0.91038], [0.27024, 0.71559, 0.91085], [0.27641, 0.71496, 0.91131], [0.28246, 0.71434, 0.91177], [0.28836, 0.71372, 0.91222], [0.29415, 0.71309, 0.91267], [0.29986, 0.71246, 0.91312], [0.30546, 0.71183, 0.91356], [0.31096, 0.71119, 0.91399], [0.31637, 0.71055, 0.91441], [0.32169, 0.70991, 0.91483], [0.32693, 0.70927, 0.91524], [0.33212, 0.70863, 0.91565], [0.33721, 0.70797, 0.91605], [0.34224, 0.70732, 0.91645], [0.34721, 0.70668, 0.91684], [0.3521, 0.70602, 0.91723], [0.35696, 0.70536, 0.91761], [0.36174, 0.70469, 0.91797], [0.36648, 0.70403, 0.91834], [0.37114, 0.70336, 0.91869], [0.37578, 0.70269, 0.91904], [0.38037, 0.70202, 0.91938], [0.3849, 0.70134, 0.91972], [0.3894, 0.70067, 0.92005], [0.39385, 0.69998, 0.92037], [0.39827, 0.6993, 0.92068], [0.40264, 0.69861, 0.92099], [0.40698, 0.69792, 0.92129], [0.41129, 0.69723, 0.92158], [0.41555, 0.69654, 0.92187], [0.41979, 0.69584, 0.92214], [0.42399, 0.69514, 0.92241], [0.42817, 0.69443, 0.92267], [0.43232, 0.69372, 0.92292], [0.43643, 0.69302, 0.92316], [0.44051, 0.69231, 0.92339], [0.44458, 0.69158, 0.92362], [0.44861, 0.69086, 0.92383], [0.45263, 0.69014, 0.92403], [0.4566, 0.68942, 0.92423], [0.46056, 0.68869, 0.92441], [0.46452, 0.68796, 0.92459], [0.46843, 0.68722, 0.92475], [0.47233, 0.68648, 0.92491], [0.47621, 0.68574, 0.92505], [0.48007, 0.685, 0.92519], [0.4839, 0.68424, 0.92531], [0.48774, 0.6835, 0.92543], [0.49155, 0.68274, 0.92553], [0.49532, 0.68198, 0.92562], [0.49909, 0.68122, 0.9257], [0.50285, 0.68045, 0.92576], [0.50659, 0.67969, 0.92582], [0.51032, 0.67892, 0.92586], [0.51404, 0.67815, 0.92589], [0.51773, 0.67737, 0.9259], [0.52141, 0.67659, 0.92591], [0.52509, 0.6758, 0.92589], [0.52875, 0.67501, 0.92587], [0.5324, 0.67422, 0.92583], [0.53603, 0.67343, 0.92578], [0.53965, 0.67264, 0.92571], [0.54327, 0.67183, 0.92562], [0.54687, 0.67103, 0.92552], [0.55046, 0.67022, 0.92541], [0.55405, 0.66941, 0.92527], [0.55762, 0.66859, 0.92513], [0.56118, 0.66778, 0.92496], [0.56474, 0.66695, 0.92478], [0.56828, 0.66613, 0.92458], [0.57183, 0.6653, 0.92436], [0.57536, 0.66447, 0.92412], [0.57888, 0.66364, 0.92387], [0.58239, 0.6628, 0.92359], [0.58591, 0.66196, 0.92329], [0.5894, 0.66111, 0.92298], [0.5929, 0.66026, 0.92264], [0.59638, 0.65941, 0.92228], [0.59986, 0.65856, 0.92189], [0.60333, 0.65771, 0.92149], [0.6068, 0.65685, 0.92106], [0.61025, 0.65599, 0.9206], [0.6137, 0.65512, 0.92013], [0.61716, 0.65425, 0.91962], [0.6206, 0.65338, 0.91909], [0.62403, 0.65251, 0.91854], [0.62745, 0.65164, 0.91796], [0.63088, 0.65076, 0.91735], [0.63429, 0.64989, 0.91671], [0.63769, 0.64901, 0.91604], [0.64108, 0.64812, 0.91534], [0.64447, 0.64724, 0.91461], [0.64785, 0.64636, 0.91385], [0.65123, 0.64547, 0.91306], [0.65459, 0.64458, 0.91223], [0.65795, 0.6437, 0.91137], [0.66129, 0.64282, 0.91048], [0.66462, 0.64193, 0.90955], [0.66796, 0.64104, 0.90858], [0.67126, 0.64017, 0.90758], [0.67456, 0.63928, 0.90654], [0.67785, 0.6384, 0.90546], [0.68111, 0.63753, 0.90434], [0.68437, 0.63666, 0.90319], [0.68761, 0.63578, 0.90199], [0.69083, 0.63491, 0.90077], [0.69404, 0.63405, 0.89953], [0.69723, 0.63317, 0.89826], [0.7004, 0.63231, 0.89698], [0.70355, 0.63144, 0.89567], [0.70668, 0.63058, 0.89435], [0.70979, 0.62971, 0.89301], [0.71288, 0.62885, 0.89165], [0.71597, 0.62799, 0.89028], [0.71902, 0.62713, 0.88889], [0.72206, 0.62627, 0.88748], [0.72509, 0.62541, 0.88607], [0.72809, 0.62455, 0.88463], [0.73108, 0.6237, 0.88318], [0.73405, 0.62284, 0.88173], [0.737, 0.62198, 0.88025], [0.73994, 0.62113, 0.87877], [0.74285, 0.62028, 0.87728], [0.74575, 0.61942, 0.87577], [0.74863, 0.61857, 0.87426], [0.7515, 0.61771, 0.87273], [0.75435, 0.61686, 0.8712], [0.75718, 0.61601, 0.86965], [0.75999, 0.61515, 0.8681], [0.76279, 0.6143, 0.86653], [0.76558, 0.61345, 0.86496], [0.76834, 0.6126, 0.86339], [0.7711, 0.61175, 0.8618], [0.77383, 0.6109, 0.8602], [0.77656, 0.61005, 0.8586], [0.77926, 0.6092, 0.85699], [0.78195, 0.60835, 0.85538], [0.78463, 0.6075, 0.85375], [0.78729, 0.60665, 0.85212], [0.78993, 0.60579, 0.85048], [0.79257, 0.60495, 0.84884], [0.79518, 0.6041, 0.84719], [0.79779, 0.60325, 0.84554], [0.80038, 0.6024, 0.84387], [0.80295, 0.60155, 0.84221], [0.80551, 0.6007, 0.84054], [0.80806, 0.59985, 0.83886], [0.8106, 0.599, 0.83718], [0.81312, 0.59814, 0.83549], [0.81563, 0.5973, 0.83381], [0.81812, 0.59644, 0.83211], [0.82061, 0.59559, 0.83041], [0.82308, 0.59474, 0.8287], [0.82554, 0.59389, 0.82699], [0.82798, 0.59304, 0.82528], [0.83042, 0.59219, 0.82356], [0.83284, 0.59133, 0.82184], [0.83525, 0.59047, 0.82011], [0.83765, 0.58962, 0.81838], [0.84003, 0.58876, 0.81665], [0.84241, 0.58791, 0.81491], [0.84477, 0.58705, 0.81317], [0.84712, 0.5862, 0.81143], [0.84946, 0.58535, 0.80968], [0.85179, 0.58449, 0.80793], [0.8541, 0.58363, 0.80617], [0.85641, 0.58277, 0.80442], [0.85871, 0.58191, 0.80265], [0.86099, 0.58105, 0.80089], [0.86327, 0.5802, 0.79913], [0.86553, 0.57934, 0.79735], [0.86779, 0.57847, 0.79558], [0.87002, 0.57761, 0.79381], [0.87226, 0.57675, 0.79203], [0.87448, 0.57589, 0.79025], [0.87669, 0.57502, 0.78847], [0.8789, 0.57415, 0.78668], [0.88109, 0.57329, 0.78489], [0.88328, 0.57243, 0.7831], [0.88545, 0.57155, 0.78131], [0.88761, 0.57068, 0.77951], [0.88977, 0.56981, 0.77772], [0.89192, 0.56895, 0.77591], [0.89405, 0.56808, 0.77411], [0.89618, 0.56721, 0.77231], [0.8983, 0.56634, 0.7705], [0.90041, 0.56546, 0.76869], [0.90251, 0.56459, 0.76688], [0.9046, 0.56372, 0.76507], [0.90668, 0.56284, 0.76325], [0.90876, 0.56197, 0.76143], [0.91082, 0.56108, 0.75961], [0.91288, 0.56021, 0.7578], [0.91493, 0.55932, 0.75597], [0.91697, 0.55844, 0.75415], [0.91899, 0.55756, 0.75232], [0.92102, 0.55668, 0.7505], [0.92304, 0.55579, 0.74866], [0.92504, 0.55491, 0.74683], [0.92704, 0.55402, 0.745], [0.92903, 0.55313, 0.74317], [0.93102, 0.55225, 0.74133], [0.93299, 0.55136, 0.7395], [0.93496, 0.55047, 0.73765], [0.93692, 0.54957, 0.73581], [0.93887, 0.54869, 0.73397], [0.94082, 0.54779, 0.73213], [0.94276, 0.54689, 0.73028], [0.94469, 0.546, 0.72843], [0.94661, 0.5451, 0.72659], [0.94852, 0.54419, 0.72474], [0.95043, 0.5433, 0.72288], [0.95233, 0.54239, 0.72103], [0.95423, 0.54148, 0.71918], [0.95611, 0.54058, 0.71733], [0.95799, 0.53967, 0.71548], [0.95986, 0.53878, 0.71361], [0.96173, 0.53787, 0.71176], [0.96359, 0.53696, 0.7099], [0.96544, 0.53604, 0.70804], [0.96729, 0.53513, 0.70618], [0.96912, 0.53421, 0.70431], [0.97096, 0.53329, 0.70245], [0.97278, 0.53238, 0.70058], [0.9746, 0.53146, 0.69871], [0.97641, 0.53054, 0.69685], [0.97822, 0.52962, 0.69498], [0.98002, 0.5287, 0.69311], [0.98181, 0.52777, 0.69124], [0.9836, 0.52685, 0.68937], [0.98538, 0.52592, 0.6875], [0.98716, 0.52499, 0.68563], [0.98892, 0.52406, 0.68375], [0.99069, 0.52313, 0.68187], [0.99244, 0.52218, 0.67999], [0.99419, 0.52125, 0.67812], ] b_isoluminant_cm_70_c39 = bokeh_palette('isoluminant_cm_70_c39',isoluminant_cm_70_c39) m_isoluminant_cm_70_c39 = mpl_cm('isoluminant_cm_70_c39',isoluminant_cm_70_c39) m_isoluminant_cm_70_c39_r = mpl_cm('isoluminant_cm_70_c39_r',list(reversed(isoluminant_cm_70_c39))) CET_I3 = b_isoluminant_cm_70_c39 m_CET_I3 = m_isoluminant_cm_70_c39 m_CET_I3_r = m_isoluminant_cm_70_c39_r palette['CET_I3'] = b_isoluminant_cm_70_c39 cm['CET_I3'] = m_isoluminant_cm_70_c39 cm['CET_I3_r'] = m_isoluminant_cm_70_c39_r register_cmap('cet_CET_I3',m_isoluminant_cm_70_c39) register_cmap('cet_CET_I3_r',m_isoluminant_cm_70_c39_r) diverging_linear_bjr_30_55_c53 = [ # cmap_def [0, 0.1654, 0.84384], [0, 0.16745, 0.84024], [0, 0.16948, 0.83663], [0, 0.17145, 0.83302], [0, 0.17344, 0.82943], [0, 0.17543, 0.82582], [0, 0.17744, 0.82223], [0, 0.1794, 0.81863], [0.025922, 0.18135, 0.81503], [0.052828, 0.18332, 0.81145], [0.073384, 0.18532, 0.80785], [0.089868, 0.18726, 0.80427], [0.10397, 0.1892, 0.80068], [0.11641, 0.19113, 0.79709], [0.12754, 0.19308, 0.79352], [0.13776, 0.19502, 0.78993], [0.14712, 0.19696, 0.78636], [0.15586, 0.19885, 0.78277], [0.16403, 0.20076, 0.7792], [0.17168, 0.20269, 0.77562], [0.17895, 0.20462, 0.77205], [0.18585, 0.20653, 0.76848], [0.19237, 0.20841, 0.76492], [0.19861, 0.2103, 0.76135], [0.20461, 0.21221, 0.75779], [0.21032, 0.21409, 0.75423], [0.21583, 0.21599, 0.75066], [0.22112, 0.21785, 0.7471], [0.22622, 0.21973, 0.74355], [0.23112, 0.22159, 0.73999], [0.23587, 0.22347, 0.73643], [0.24042, 0.22532, 0.73288], [0.24486, 0.22719, 0.72933], [0.24917, 0.22905, 0.72578], [0.25333, 0.2309, 0.72223], [0.25737, 0.23274, 0.71868], [0.26128, 0.23461, 0.71514], [0.26508, 0.23645, 0.7116], [0.2688, 0.23827, 0.70806], [0.27236, 0.2401, 0.70452], [0.27589, 0.24194, 0.70098], [0.27929, 0.24376, 0.69744], [0.2826, 0.24558, 0.6939], [0.2858, 0.24742, 0.69037], [0.28896, 0.24924, 0.68684], [0.29202, 0.25106, 0.68331], [0.29499, 0.25287, 0.67978], [0.2979, 0.2547, 0.67625], [0.30074, 0.25648, 0.67273], [0.3035, 0.25829, 0.6692], [0.30623, 0.2601, 0.66568], [0.30886, 0.2619, 0.66216], [0.31142, 0.26371, 0.65863], [0.31394, 0.26549, 0.65511], [0.31639, 0.26726, 0.6516], [0.31878, 0.26908, 0.64807], [0.32112, 0.27087, 0.64456], [0.3234, 0.27263, 0.64104], [0.32562, 0.27442, 0.63753], [0.3278, 0.27621, 0.63402], [0.32994, 0.27798, 0.63051], [0.33201, 0.27975, 0.62699], [0.33404, 0.28152, 0.62349], [0.33602, 0.28329, 0.61998], [0.33795, 0.28504, 0.61647], [0.33985, 0.28681, 0.61296], [0.34169, 0.28858, 0.60946], [0.34349, 0.29033, 0.60594], [0.34525, 0.2921, 0.60244], [0.34698, 0.29385, 0.59894], [0.34865, 0.2956, 0.59544], [0.3503, 0.29736, 0.59194], [0.35188, 0.29912, 0.58843], [0.35345, 0.30085, 0.58494], [0.35499, 0.30259, 0.58143], [0.35647, 0.30434, 0.57793], [0.35792, 0.3061, 0.57443], [0.35932, 0.30781, 0.57094], [0.36069, 0.30957, 0.56744], [0.36205, 0.31129, 0.56395], [0.36335, 0.31302, 0.56045], [0.36463, 0.31475, 0.55696], [0.36588, 0.31649, 0.55345], [0.36709, 0.31821, 0.54996], [0.36827, 0.31994, 0.54647], [0.36941, 0.32165, 0.54297], [0.37053, 0.32338, 0.53947], [0.37161, 0.32509, 0.53597], [0.37267, 0.32681, 0.53248], [0.3737, 0.32854, 0.52899], [0.37469, 0.33025, 0.52549], [0.37565, 0.33196, 0.52198], [0.3766, 0.33368, 0.5185], [0.3775, 0.33539, 0.51499], [0.37838, 0.33709, 0.51149], [0.37924, 0.33879, 0.508], [0.38006, 0.3405, 0.50451], [0.38087, 0.3422, 0.501], [0.38163, 0.34389, 0.4975], [0.38237, 0.34559, 0.494], [0.3831, 0.3473, 0.4905], [0.38379, 0.34899, 0.48699], [0.38445, 0.35069, 0.48348], [0.38508, 0.35237, 0.47998], [0.3857, 0.35406, 0.47647], [0.38629, 0.35576, 0.47296], [0.38685, 0.35745, 0.46946], [0.38739, 0.35912, 0.46593], [0.38791, 0.3608, 0.46242], [0.3884, 0.3625, 0.45891], [0.38888, 0.36417, 0.45539], [0.38931, 0.36586, 0.45188], [0.38973, 0.36753, 0.44835], [0.39012, 0.36922, 0.44483], [0.3905, 0.37088, 0.4413], [0.39085, 0.37256, 0.43778], [0.39118, 0.37425, 0.43423], [0.39148, 0.37591, 0.4307], [0.39176, 0.37758, 0.42717], [0.39201, 0.37925, 0.42362], [0.39224, 0.38092, 0.42008], [0.39246, 0.38258, 0.41653], [0.39264, 0.38425, 0.41298], [0.39281, 0.3859, 0.40942], [0.39296, 0.38757, 0.40587], [0.39308, 0.38924, 0.40228], [0.39318, 0.3909, 0.39872], [0.39326, 0.39255, 0.39515], [0.39669, 0.39314, 0.39214], [0.40343, 0.39266, 0.38969], [0.41007, 0.39217, 0.38724], [0.41662, 0.39167, 0.3848], [0.42308, 0.39116, 0.38235], [0.42947, 0.39062, 0.37991], [0.4358, 0.39007, 0.37746], [0.44205, 0.38952, 0.37501], [0.44822, 0.38896, 0.37255], [0.45434, 0.38838, 0.3701], [0.46038, 0.38778, 0.36765], [0.46638, 0.38717, 0.3652], [0.47233, 0.38655, 0.36274], [0.47821, 0.38592, 0.36028], [0.48404, 0.38527, 0.35784], [0.48983, 0.38461, 0.35538], [0.49557, 0.38394, 0.35291], [0.50127, 0.38326, 0.35045], [0.50692, 0.38255, 0.34798], [0.51253, 0.38183, 0.34551], [0.5181, 0.38111, 0.34305], [0.52363, 0.38036, 0.34058], [0.52913, 0.3796, 0.33809], [0.53458, 0.37882, 0.33563], [0.54, 0.37803, 0.33316], [0.54539, 0.37723, 0.33067], [0.55075, 0.37641, 0.32819], [0.55607, 0.37556, 0.3257], [0.56137, 0.37471, 0.32323], [0.56664, 0.37384, 0.32075], [0.57188, 0.37295, 0.31825], [0.57709, 0.37204, 0.31576], [0.58227, 0.37112, 0.31326], [0.58743, 0.37018, 0.31077], [0.59258, 0.36924, 0.30826], [0.59768, 0.36827, 0.30577], [0.60277, 0.36727, 0.30324], [0.60785, 0.36627, 0.30073], [0.61288, 0.36524, 0.29821], [0.61791, 0.36419, 0.2957], [0.62292, 0.36313, 0.29318], [0.6279, 0.36205, 0.29066], [0.63287, 0.36094, 0.28813], [0.63782, 0.35983, 0.28559], [0.64275, 0.35868, 0.28307], [0.64766, 0.35754, 0.28051], [0.65255, 0.35635, 0.27798], [0.65744, 0.35515, 0.27544], [0.6623, 0.35391, 0.27288], [0.66714, 0.35267, 0.27033], [0.67198, 0.3514, 0.26774], [0.6768, 0.35012, 0.26518], [0.6816, 0.3488, 0.26261], [0.68639, 0.34747, 0.26004], [0.69116, 0.3461, 0.25745], [0.69594, 0.34472, 0.25487], [0.70069, 0.34332, 0.25226], [0.70542, 0.34189, 0.24964], [0.71015, 0.34043, 0.24704], [0.71486, 0.33896, 0.24441], [0.71957, 0.33745, 0.24181], [0.72426, 0.33591, 0.23917], [0.72895, 0.33436, 0.23654], [0.73362, 0.33277, 0.23387], [0.73828, 0.33113, 0.23124], [0.74294, 0.32951, 0.22858], [0.74758, 0.32782, 0.2259], [0.75221, 0.32611, 0.22322], [0.75684, 0.32438, 0.22053], [0.76145, 0.32263, 0.21781], [0.76606, 0.32083, 0.21509], [0.77066, 0.31899, 0.21238], [0.77525, 0.31713, 0.20964], [0.77984, 0.31523, 0.20691], [0.78442, 0.31331, 0.20416], [0.78899, 0.31134, 0.20135], [0.79355, 0.30935, 0.19857], [0.7981, 0.30729, 0.19578], [0.80264, 0.30522, 0.19297], [0.80719, 0.30309, 0.19014], [0.81172, 0.30093, 0.18732], [0.81625, 0.29874, 0.18444], [0.82077, 0.2965, 0.18155], [0.82529, 0.2942, 0.17869], [0.8298, 0.29189, 0.17574], [0.83431, 0.28951, 0.17282], [0.8388, 0.28707, 0.16989], [0.84329, 0.2846, 0.16692], [0.84778, 0.28209, 0.16393], [0.85227, 0.27951, 0.16088], [0.85675, 0.27688, 0.15783], [0.86122, 0.27419, 0.15475], [0.86569, 0.27144, 0.15165], [0.87015, 0.26865, 0.14851], [0.87462, 0.26578, 0.1454], [0.87907, 0.26285, 0.14218], [0.88353, 0.25985, 0.13893], [0.88797, 0.25678, 0.13565], [0.89242, 0.25364, 0.13237], [0.89686, 0.25041, 0.12899], [0.9013, 0.24713, 0.12563], [0.90573, 0.24374, 0.12213], [0.91016, 0.24028, 0.11869], [0.91459, 0.23676, 0.11509], [0.91901, 0.23308, 0.11151], [0.92343, 0.22934, 0.10779], [0.92784, 0.22549, 0.10405], [0.93226, 0.22153, 0.1002], [0.93668, 0.21745, 0.096258], [0.94108, 0.21323, 0.092292], [0.94549, 0.2089, 0.088179], [0.94989, 0.20443, 0.083966], [0.95429, 0.19976, 0.079537], [0.95869, 0.19499, 0.075045], [0.96309, 0.19001, 0.070373], [0.96749, 0.18486, 0.065518], [0.97188, 0.17948, 0.06046], [0.97626, 0.17389, 0.055081], [0.98065, 0.16803, 0.049511], [0.98504, 0.16195, 0.043373], [0.98943, 0.15551, 0.037065], [0.99381, 0.14872, 0.03044], [0.99819, 0.14159, 0.024101], [1, 0.13398, 0.017854], [1, 0.12585, 0.011691], [1, 0.11706, 0.0054342], [1, 0.10757, 0], [1, 0.097091, 0], ] b_diverging_linear_bjr_30_55_c53 = bokeh_palette('diverging_linear_bjr_30_55_c53',diverging_linear_bjr_30_55_c53) m_diverging_linear_bjr_30_55_c53 = mpl_cm('diverging_linear_bjr_30_55_c53',diverging_linear_bjr_30_55_c53) m_diverging_linear_bjr_30_55_c53_r = mpl_cm('diverging_linear_bjr_30_55_c53_r',list(reversed(diverging_linear_bjr_30_55_c53))) CET_D8 = b_diverging_linear_bjr_30_55_c53 m_CET_D8 = m_diverging_linear_bjr_30_55_c53 m_CET_D8_r = m_diverging_linear_bjr_30_55_c53_r palette['CET_D8'] = b_diverging_linear_bjr_30_55_c53 cm['CET_D8'] = m_diverging_linear_bjr_30_55_c53 cm['CET_D8_r'] = m_diverging_linear_bjr_30_55_c53_r register_cmap('cet_CET_D8',m_diverging_linear_bjr_30_55_c53) register_cmap('cet_CET_D8_r',m_diverging_linear_bjr_30_55_c53_r) diverging_gwr_55_95_c38 = [ # cmap_def [0.22157, 0.59107, 0.055073], [0.22965, 0.59389, 0.068993], [0.2376, 0.59671, 0.081291], [0.24531, 0.59952, 0.092565], [0.25292, 0.60233, 0.10315], [0.26037, 0.60514, 0.11313], [0.26768, 0.60796, 0.12253], [0.27491, 0.61076, 0.13168], [0.28202, 0.61356, 0.14045], [0.28902, 0.61637, 0.14894], [0.29592, 0.61918, 0.15721], [0.30273, 0.62197, 0.16528], [0.3095, 0.62478, 0.1732], [0.31616, 0.62758, 0.18095], [0.32276, 0.63038, 0.18859], [0.32929, 0.63317, 0.1961], [0.33575, 0.63597, 0.20349], [0.34216, 0.63876, 0.21079], [0.34851, 0.64155, 0.21802], [0.35482, 0.64434, 0.22514], [0.36105, 0.64714, 0.23224], [0.36726, 0.64993, 0.23924], [0.37343, 0.65271, 0.24619], [0.37954, 0.6555, 0.25311], [0.38562, 0.65828, 0.25997], [0.39167, 0.66106, 0.26678], [0.39767, 0.66385, 0.27357], [0.40364, 0.66662, 0.28029], [0.40958, 0.66941, 0.287], [0.41548, 0.67219, 0.29368], [0.42135, 0.67496, 0.30034], [0.42721, 0.67774, 0.30697], [0.43302, 0.68051, 0.31358], [0.43881, 0.68328, 0.32017], [0.44459, 0.68606, 0.32672], [0.45032, 0.68883, 0.33328], [0.45604, 0.6916, 0.33982], [0.46174, 0.69436, 0.34632], [0.46742, 0.69713, 0.35283], [0.47307, 0.6999, 0.35932], [0.47871, 0.70267, 0.3658], [0.48432, 0.70543, 0.37227], [0.48992, 0.70819, 0.37873], [0.49551, 0.71096, 0.38518], [0.50108, 0.71371, 0.39164], [0.50662, 0.71648, 0.39808], [0.51215, 0.71923, 0.40451], [0.51768, 0.72199, 0.41095], [0.52318, 0.72475, 0.41738], [0.52867, 0.7275, 0.42379], [0.53414, 0.73026, 0.43022], [0.5396, 0.73301, 0.43664], [0.54506, 0.73576, 0.44305], [0.5505, 0.73851, 0.44946], [0.55592, 0.74126, 0.45587], [0.56134, 0.74401, 0.46228], [0.56675, 0.74676, 0.4687], [0.57214, 0.7495, 0.47512], [0.57752, 0.75225, 0.48152], [0.58289, 0.755, 0.48794], [0.58826, 0.75775, 0.49435], [0.59362, 0.76049, 0.50076], [0.59896, 0.76323, 0.50717], [0.60431, 0.76597, 0.5136], [0.60963, 0.76871, 0.52001], [0.61495, 0.77146, 0.52644], [0.62027, 0.77419, 0.53286], [0.62557, 0.77693, 0.53928], [0.63088, 0.77967, 0.54572], [0.63617, 0.7824, 0.55215], [0.64145, 0.78514, 0.55858], [0.64673, 0.78787, 0.56502], [0.652, 0.79061, 0.57147], [0.65727, 0.79334, 0.57791], [0.66253, 0.79607, 0.58437], [0.66778, 0.7988, 0.59082], [0.67303, 0.80153, 0.59729], [0.67827, 0.80426, 0.60376], [0.68351, 0.80699, 0.61022], [0.68875, 0.80972, 0.6167], [0.69397, 0.81244, 0.62318], [0.69919, 0.81517, 0.62965], [0.70441, 0.8179, 0.63615], [0.70963, 0.82062, 0.64264], [0.71483, 0.82335, 0.64914], [0.72004, 0.82607, 0.65564], [0.72525, 0.82879, 0.66215], [0.73044, 0.83152, 0.66866], [0.73563, 0.83424, 0.67518], [0.74082, 0.83696, 0.6817], [0.74601, 0.83968, 0.68824], [0.7512, 0.84239, 0.69477], [0.75637, 0.84511, 0.70131], [0.76155, 0.84782, 0.70786], [0.76672, 0.85054, 0.71441], [0.77189, 0.85326, 0.72097], [0.77706, 0.85597, 0.72754], [0.78223, 0.85869, 0.73411], [0.78739, 0.8614, 0.74068], [0.79255, 0.86412, 0.74727], [0.7977, 0.86682, 0.75386], [0.80286, 0.86954, 0.76045], [0.80801, 0.87225, 0.76705], [0.81316, 0.87496, 0.77366], [0.81831, 0.87767, 0.78027], [0.82345, 0.88037, 0.7869], [0.8286, 0.88308, 0.79353], [0.83375, 0.88579, 0.80016], [0.83889, 0.88849, 0.80678], [0.84403, 0.89117, 0.8134], [0.84917, 0.89385, 0.82001], [0.8543, 0.8965, 0.82659], [0.85943, 0.89913, 0.83314], [0.86454, 0.90171, 0.83964], [0.86965, 0.90424, 0.84606], [0.87473, 0.9067, 0.85239], [0.87979, 0.90907, 0.85857], [0.88483, 0.91132, 0.8646], [0.88981, 0.91343, 0.87039], [0.89474, 0.91536, 0.87592], [0.8996, 0.91708, 0.88112], [0.90436, 0.91854, 0.88593], [0.90902, 0.91973, 0.89029], [0.91355, 0.92058, 0.89413], [0.91792, 0.92108, 0.8974], [0.92213, 0.9212, 0.90005], [0.92614, 0.92091, 0.90203], [0.92995, 0.9202, 0.90332], [0.93353, 0.91905, 0.9039], [0.9369, 0.91749, 0.90377], [0.94002, 0.91549, 0.90294], [0.94291, 0.91311, 0.90144], [0.94556, 0.91036, 0.89932], [0.94799, 0.90726, 0.89661], [0.95021, 0.90386, 0.89338], [0.95224, 0.90019, 0.88969], [0.95409, 0.89629, 0.8856], [0.95578, 0.89219, 0.88117], [0.95733, 0.88793, 0.87646], [0.95876, 0.88354, 0.87154], [0.96008, 0.87904, 0.86642], [0.96131, 0.87447, 0.86117], [0.96246, 0.86983, 0.85582], [0.96355, 0.86515, 0.85038], [0.96458, 0.86044, 0.8449], [0.96556, 0.8557, 0.83937], [0.9665, 0.85093, 0.83383], [0.9674, 0.84616, 0.82826], [0.96826, 0.84138, 0.82269], [0.96908, 0.83659, 0.81711], [0.96988, 0.83181, 0.81154], [0.97064, 0.82702, 0.80597], [0.97138, 0.82223, 0.80041], [0.9721, 0.81743, 0.79486], [0.97278, 0.81263, 0.78932], [0.97344, 0.80784, 0.78378], [0.97407, 0.80303, 0.77824], [0.97467, 0.79823, 0.77271], [0.97524, 0.79344, 0.76719], [0.97579, 0.78863, 0.76168], [0.97632, 0.78382, 0.75618], [0.97682, 0.77901, 0.75068], [0.97729, 0.7742, 0.74518], [0.97774, 0.76938, 0.7397], [0.97816, 0.76457, 0.73422], [0.97855, 0.75974, 0.72875], [0.97893, 0.75493, 0.72328], [0.97928, 0.7501, 0.71783], [0.9796, 0.74527, 0.71237], [0.9799, 0.74044, 0.70693], [0.98017, 0.7356, 0.70149], [0.98042, 0.73077, 0.69606], [0.98064, 0.72593, 0.69063], [0.98084, 0.72108, 0.68522], [0.98102, 0.71624, 0.6798], [0.98118, 0.71138, 0.6744], [0.98131, 0.70653, 0.66901], [0.98142, 0.70166, 0.66363], [0.9815, 0.69679, 0.65824], [0.98157, 0.69193, 0.65286], [0.98161, 0.68705, 0.6475], [0.98162, 0.68217, 0.64214], [0.98162, 0.67729, 0.63679], [0.98159, 0.6724, 0.63144], [0.98154, 0.6675, 0.6261], [0.98147, 0.6626, 0.62077], [0.98138, 0.6577, 0.61544], [0.98126, 0.65278, 0.61013], [0.98113, 0.64786, 0.60482], [0.98097, 0.64294, 0.59952], [0.98079, 0.63801, 0.59422], [0.98059, 0.63307, 0.58893], [0.98037, 0.62813, 0.58366], [0.98013, 0.62318, 0.57838], [0.97987, 0.61821, 0.57313], [0.97959, 0.61324, 0.56786], [0.97929, 0.60827, 0.56262], [0.97896, 0.60329, 0.55738], [0.97862, 0.59829, 0.55214], [0.97826, 0.59329, 0.54691], [0.97788, 0.58827, 0.54169], [0.97747, 0.58326, 0.53649], [0.97705, 0.57822, 0.53128], [0.97661, 0.57319, 0.52609], [0.97615, 0.56814, 0.5209], [0.97567, 0.56308, 0.51571], [0.97517, 0.558, 0.51054], [0.97465, 0.55292, 0.50537], [0.97411, 0.54782, 0.50022], [0.97355, 0.54272, 0.49508], [0.97298, 0.5376, 0.48993], [0.97239, 0.53246, 0.48479], [0.97177, 0.52731, 0.47968], [0.97114, 0.52213, 0.47456], [0.97049, 0.51696, 0.46946], [0.96982, 0.51176, 0.46436], [0.96914, 0.50655, 0.45926], [0.96843, 0.50133, 0.45417], [0.96771, 0.49607, 0.4491], [0.96697, 0.49082, 0.44403], [0.96621, 0.48553, 0.43896], [0.96544, 0.48023, 0.4339], [0.96464, 0.47491, 0.42887], [0.96383, 0.46957, 0.42382], [0.96301, 0.4642, 0.4188], [0.96216, 0.45881, 0.41378], [0.9613, 0.45339, 0.40877], [0.96042, 0.44795, 0.40377], [0.95952, 0.4425, 0.39877], [0.95861, 0.43701, 0.39379], [0.95768, 0.43149, 0.38882], [0.95673, 0.42593, 0.38384], [0.95577, 0.42035, 0.37888], [0.95479, 0.41474, 0.37393], [0.9538, 0.4091, 0.36899], [0.95278, 0.40342, 0.36405], [0.95175, 0.3977, 0.35912], [0.95071, 0.39194, 0.3542], [0.94964, 0.38614, 0.3493], [0.94857, 0.38031, 0.34439], [0.94747, 0.37443, 0.33951], [0.94636, 0.3685, 0.33463], [0.94524, 0.36251, 0.32975], [0.9441, 0.35648, 0.32487], [0.94294, 0.3504, 0.32002], [0.94177, 0.34423, 0.31516], [0.94058, 0.33802, 0.31033], [0.93938, 0.33175, 0.3055], [0.93816, 0.3254, 0.30066], [0.93693, 0.31899, 0.29584], [0.93568, 0.31248, 0.29104], [0.93441, 0.30592, 0.28623], [0.93313, 0.29924, 0.28145], [0.93184, 0.29246, 0.27668], [0.93053, 0.28558, 0.27188], [0.9292, 0.27862, 0.26712], ] b_diverging_gwr_55_95_c38 = bokeh_palette('diverging_gwr_55_95_c38',diverging_gwr_55_95_c38) m_diverging_gwr_55_95_c38 = mpl_cm('diverging_gwr_55_95_c38',diverging_gwr_55_95_c38) m_diverging_gwr_55_95_c38_r = mpl_cm('diverging_gwr_55_95_c38_r',list(reversed(diverging_gwr_55_95_c38))) CET_D3 = b_diverging_gwr_55_95_c38 m_CET_D3 = m_diverging_gwr_55_95_c38 m_CET_D3_r = m_diverging_gwr_55_95_c38_r palette['CET_D3'] = b_diverging_gwr_55_95_c38 cm['CET_D3'] = m_diverging_gwr_55_95_c38 cm['CET_D3_r'] = m_diverging_gwr_55_95_c38_r register_cmap('cet_CET_D3',m_diverging_gwr_55_95_c38) register_cmap('cet_CET_D3_r',m_diverging_gwr_55_95_c38_r) linear_bgy_10_95_c74 = [ # cmap_def [0, 0.047803, 0.4883], [0, 0.049756, 0.49556], [0, 0.051605, 0.50281], [0, 0.053545, 0.51004], [0, 0.055585, 0.51721], [0, 0.057566, 0.52435], [0, 0.05978, 0.53144], [0, 0.061812, 0.53849], [0, 0.064016, 0.5455], [0, 0.066232, 0.55245], [0, 0.068551, 0.55934], [0, 0.070824, 0.5662], [0, 0.073229, 0.57299], [0, 0.07557, 0.57971], [0, 0.078003, 0.58638], [0, 0.080554, 0.59299], [0, 0.083114, 0.59951], [0, 0.085697, 0.60596], [0, 0.08842, 0.61236], [0, 0.091168, 0.61866], [0, 0.093925, 0.62487], [0, 0.096707, 0.63101], [0, 0.09963, 0.63705], [0, 0.1026, 0.64298], [0, 0.10561, 0.64881], [0, 0.10866, 0.65454], [0, 0.11183, 0.66016], [0, 0.11497, 0.66567], [0, 0.11829, 0.67103], [0, 0.12156, 0.67626], [0, 0.12498, 0.68134], [0, 0.12846, 0.68629], [0, 0.13201, 0.69107], [0, 0.13559, 0.6957], [0, 0.13927, 0.70014], [0, 0.14307, 0.70439], [0, 0.1469, 0.70845], [0, 0.15085, 0.71227], [0, 0.15487, 0.71588], [0, 0.159, 0.71923], [0, 0.16323, 0.7223], [0, 0.16754, 0.7251], [0, 0.17195, 0.72757], [0, 0.17647, 0.72972], [0, 0.18113, 0.73149], [0, 0.18594, 0.73289], [0, 0.19074, 0.73398], [0, 0.19556, 0.73486], [0, 0.20033, 0.73556], [0, 0.20512, 0.73608], [0, 0.20987, 0.73643], [0, 0.21461, 0.73659], [0, 0.21934, 0.73657], [0, 0.22402, 0.73637], [0, 0.22875, 0.73599], [0, 0.2334, 0.73544], [0, 0.23809, 0.73469], [0, 0.24275, 0.73376], [0, 0.24743, 0.73266], [0, 0.25208, 0.73137], [0, 0.25673, 0.72991], [0, 0.26137, 0.72825], [0, 0.26603, 0.72642], [0, 0.27068, 0.72441], [0, 0.27531, 0.72221], [0, 0.27995, 0.71983], [0, 0.28458, 0.71727], [0, 0.28924, 0.71452], [0, 0.29387, 0.71161], [0, 0.29852, 0.70851], [0, 0.30317, 0.70521], [0, 0.30782, 0.70174], [0, 0.31248, 0.69809], [0, 0.31716, 0.69426], [0, 0.32182, 0.69025], [0, 0.32649, 0.68607], [0, 0.33116, 0.68178], [0, 0.33582, 0.67746], [0, 0.34046, 0.6731], [0, 0.34509, 0.66871], [0, 0.3497, 0.66429], [0, 0.3543, 0.65984], [0, 0.35888, 0.65536], [0, 0.36346, 0.65085], [0, 0.36803, 0.6463], [0, 0.37258, 0.64173], [0, 0.37713, 0.63713], [0, 0.38167, 0.6325], [0, 0.38618, 0.62783], [0, 0.39071, 0.62313], [0, 0.39523, 0.6184], [0, 0.39972, 0.61363], [0, 0.40423, 0.60885], [0, 0.40872, 0.60402], [0, 0.41321, 0.59915], [0, 0.41769, 0.59426], [0, 0.42215, 0.58932], [0, 0.42663, 0.58437], [0, 0.4311, 0.57937], [0, 0.43556, 0.57433], [0, 0.44001, 0.56926], [0, 0.44446, 0.56416], [0, 0.44891, 0.55902], [0, 0.45334, 0.55384], [0, 0.45778, 0.54863], [0, 0.46222, 0.54336], [0, 0.46665, 0.53802], [0, 0.47105, 0.53253], [0, 0.47545, 0.52691], [0, 0.47982, 0.52115], [0, 0.48417, 0.51525], [0, 0.48852, 0.50921], [0, 0.49284, 0.50301], [0, 0.49717, 0.49668], [0, 0.50147, 0.49022], [0, 0.50575, 0.48359], [0, 0.51003, 0.47682], [0, 0.51431, 0.4699], [0, 0.51856, 0.4628], [0.0097866, 0.52281, 0.45558], [0.023896, 0.52704, 0.44818], [0.038383, 0.53126, 0.44061], [0.051763, 0.53547, 0.43289], [0.063442, 0.53968, 0.42499], [0.073828, 0.54388, 0.41692], [0.083244, 0.54807, 0.40866], [0.092062, 0.55225, 0.40022], [0.10019, 0.55642, 0.39159], [0.10786, 0.56059, 0.38276], [0.11513, 0.56474, 0.37372], [0.12206, 0.56889, 0.36445], [0.12871, 0.57304, 0.35498], [0.13507, 0.57718, 0.34524], [0.14115, 0.58131, 0.33527], [0.14697, 0.58544, 0.32499], [0.15257, 0.58954, 0.31449], [0.15773, 0.59367, 0.30393], [0.16231, 0.59779, 0.29352], [0.16631, 0.60191, 0.28332], [0.16984, 0.60603, 0.27332], [0.17292, 0.61015, 0.26352], [0.17565, 0.61427, 0.25387], [0.17811, 0.6184, 0.24439], [0.18021, 0.62252, 0.23514], [0.18207, 0.62664, 0.22606], [0.18374, 0.63076, 0.21715], [0.18522, 0.63487, 0.2084], [0.18649, 0.63898, 0.19982], [0.18765, 0.64309, 0.19148], [0.18863, 0.6472, 0.18334], [0.18951, 0.6513, 0.1754], [0.19029, 0.65539, 0.16767], [0.19099, 0.65948, 0.16013], [0.19162, 0.66357, 0.15293], [0.19219, 0.66765, 0.14604], [0.19272, 0.67172, 0.13937], [0.1932, 0.67579, 0.13311], [0.19366, 0.67985, 0.1272], [0.1941, 0.68391, 0.1218], [0.19451, 0.68797, 0.11692], [0.1949, 0.69202, 0.11259], [0.19529, 0.69606, 0.10881], [0.19569, 0.70009, 0.10581], [0.19611, 0.70412, 0.10358], [0.19653, 0.70814, 0.10209], [0.19694, 0.71215, 0.10139], [0.19736, 0.71617, 0.10116], [0.19779, 0.72018, 0.10101], [0.19823, 0.7242, 0.10087], [0.19868, 0.72822, 0.10073], [0.19914, 0.73225, 0.1006], [0.19961, 0.73627, 0.10048], [0.20009, 0.74031, 0.10036], [0.20058, 0.74434, 0.10025], [0.20108, 0.74838, 0.10015], [0.20159, 0.75242, 0.10006], [0.20211, 0.75647, 0.099977], [0.20265, 0.76052, 0.099902], [0.2032, 0.76457, 0.099835], [0.20376, 0.76862, 0.099777], [0.20433, 0.77267, 0.099729], [0.20488, 0.77674, 0.099691], [0.20546, 0.7808, 0.099663], [0.20608, 0.78487, 0.099645], [0.20669, 0.78894, 0.099637], [0.20729, 0.79301, 0.099641], [0.20791, 0.79708, 0.099656], [0.20855, 0.80116, 0.099683], [0.2092, 0.80523, 0.09972], [0.20987, 0.80932, 0.09977], [0.21055, 0.8134, 0.099833], [0.21125, 0.81749, 0.099908], [0.21196, 0.82159, 0.099996], [0.21266, 0.82567, 0.1001], [0.2134, 0.82977, 0.10021], [0.21454, 0.83386, 0.10034], [0.21746, 0.83784, 0.10049], [0.22334, 0.84166, 0.10065], [0.23182, 0.84531, 0.10083], [0.24228, 0.84884, 0.10102], [0.25428, 0.85224, 0.10123], [0.26735, 0.85553, 0.10145], [0.28125, 0.85872, 0.10168], [0.29571, 0.86184, 0.10193], [0.31067, 0.86485, 0.10219], [0.32594, 0.86779, 0.10246], [0.34137, 0.87065, 0.10275], [0.35684, 0.87346, 0.10306], [0.3724, 0.87619, 0.10337], [0.38805, 0.87886, 0.10369], [0.40366, 0.88147, 0.10401], [0.41921, 0.88402, 0.10433], [0.43478, 0.88651, 0.10468], [0.45028, 0.88894, 0.10507], [0.4657, 0.89133, 0.10549], [0.48111, 0.89365, 0.10592], [0.49641, 0.89593, 0.10637], [0.51169, 0.89815, 0.10681], [0.52691, 0.90032, 0.10725], [0.54202, 0.90245, 0.1077], [0.55713, 0.90452, 0.10817], [0.57212, 0.90655, 0.10869], [0.5871, 0.90852, 0.10927], [0.60201, 0.91045, 0.10983], [0.61689, 0.91232, 0.11037], [0.63169, 0.91415, 0.11095], [0.64646, 0.91593, 0.11155], [0.66118, 0.91767, 0.11216], [0.67585, 0.91934, 0.11281], [0.69049, 0.92098, 0.11347], [0.70508, 0.92257, 0.11409], [0.71966, 0.92411, 0.11477], [0.73418, 0.9256, 0.11552], [0.74868, 0.92704, 0.11627], [0.76314, 0.92844, 0.11699], [0.77759, 0.92979, 0.11777], [0.79201, 0.93109, 0.11859], [0.8064, 0.93233, 0.11937], [0.82077, 0.93353, 0.12019], [0.83511, 0.93468, 0.12102], [0.84946, 0.93578, 0.12189], [0.86375, 0.93684, 0.12278], [0.87808, 0.93783, 0.1237], [0.89234, 0.93878, 0.12464], [0.90664, 0.93968, 0.12562], [0.92088, 0.94052, 0.12657], [0.93514, 0.94131, 0.12755], [0.94939, 0.94206, 0.12857], [0.9636, 0.94275, 0.12961], [0.97785, 0.94338, 0.13068], [0.99205, 0.94397, 0.13172], [1, 0.94449, 0.13281], [1, 0.94497, 0.13392], [1, 0.94539, 0.13505], [1, 0.94574, 0.13614], [1, 0.94606, 0.13735], ] b_linear_bgy_10_95_c74 = bokeh_palette('linear_bgy_10_95_c74',linear_bgy_10_95_c74) m_linear_bgy_10_95_c74 = mpl_cm('linear_bgy_10_95_c74',linear_bgy_10_95_c74) m_linear_bgy_10_95_c74_r = mpl_cm('linear_bgy_10_95_c74_r',list(reversed(linear_bgy_10_95_c74))) bgy = b_linear_bgy_10_95_c74 m_bgy = m_linear_bgy_10_95_c74 m_bgy_r = m_linear_bgy_10_95_c74_r palette['bgy'] = b_linear_bgy_10_95_c74 palette_n['bgy'] = b_linear_bgy_10_95_c74 cm['bgy'] = m_linear_bgy_10_95_c74 cm['bgy_r'] = m_linear_bgy_10_95_c74_r cm_n['bgy'] = mpl_cm('bgy',linear_bgy_10_95_c74) cm_n['bgy_r'] = mpl_cm('bgy_r',list(reversed(linear_bgy_10_95_c74))) cyclic_grey_15_85_c0 = [ # cmap_def [0.46877, 0.46888, 0.46885], [0.47381, 0.47391, 0.47389], [0.47887, 0.47897, 0.47895], [0.48395, 0.48405, 0.48403], [0.48907, 0.48917, 0.48914], [0.49422, 0.49432, 0.4943], [0.49939, 0.49949, 0.49947], [0.50462, 0.50472, 0.5047], [0.50986, 0.50997, 0.50994], [0.51515, 0.51526, 0.51523], [0.52047, 0.52058, 0.52056], [0.52583, 0.52594, 0.52592], [0.53121, 0.53132, 0.5313], [0.53663, 0.53674, 0.53671], [0.54205, 0.54217, 0.54214], [0.5475, 0.54762, 0.54759], [0.55297, 0.55309, 0.55306], [0.55846, 0.55857, 0.55855], [0.56397, 0.56409, 0.56406], [0.56948, 0.5696, 0.56957], [0.57501, 0.57513, 0.5751], [0.58055, 0.58067, 0.58064], [0.58611, 0.58623, 0.5862], [0.59167, 0.59179, 0.59176], [0.59724, 0.59737, 0.59734], [0.60282, 0.60295, 0.60292], [0.60842, 0.60855, 0.60852], [0.61401, 0.61414, 0.6141], [0.61963, 0.61976, 0.61973], [0.62524, 0.62537, 0.62534], [0.63088, 0.63101, 0.63098], [0.63652, 0.63665, 0.63662], [0.64216, 0.64229, 0.64226], [0.64781, 0.64795, 0.64791], [0.65348, 0.65361, 0.65358], [0.65915, 0.65929, 0.65926], [0.66484, 0.66497, 0.66494], [0.67054, 0.67067, 0.67064], [0.67624, 0.67637, 0.67634], [0.68194, 0.68208, 0.68205], [0.68766, 0.68781, 0.68777], [0.69339, 0.69353, 0.6935], [0.69913, 0.69927, 0.69923], [0.70487, 0.70502, 0.70498], [0.71062, 0.71076, 0.71073], [0.71636, 0.71651, 0.71647], [0.72208, 0.72223, 0.72219], [0.72779, 0.72794, 0.72791], [0.73347, 0.73362, 0.73359], [0.73911, 0.73926, 0.73922], [0.74467, 0.74482, 0.74478], [0.75014, 0.75029, 0.75026], [0.75549, 0.75565, 0.75561], [0.76068, 0.76083, 0.7608], [0.76567, 0.76582, 0.76578], [0.77039, 0.77055, 0.77051], [0.77481, 0.77497, 0.77493], [0.77887, 0.77903, 0.77899], [0.7825, 0.78266, 0.78262], [0.78566, 0.78581, 0.78578], [0.78827, 0.78843, 0.78839], [0.79029, 0.79045, 0.79041], [0.79169, 0.79185, 0.79182], [0.79244, 0.7926, 0.79257], [0.79252, 0.79269, 0.79265], [0.79193, 0.79209, 0.79205], [0.79069, 0.79085, 0.79081], [0.78881, 0.78897, 0.78893], [0.78633, 0.78649, 0.78645], [0.7833, 0.78346, 0.78342], [0.77978, 0.77994, 0.7799], [0.77582, 0.77598, 0.77594], [0.77149, 0.77164, 0.7716], [0.76682, 0.76698, 0.76694], [0.76189, 0.76205, 0.76201], [0.75675, 0.75691, 0.75687], [0.75145, 0.7516, 0.75156], [0.746, 0.74615, 0.74611], [0.74045, 0.7406, 0.74056], [0.73484, 0.73499, 0.73495], [0.72917, 0.72932, 0.72928], [0.72346, 0.72361, 0.72357], [0.71774, 0.71789, 0.71785], [0.712, 0.71215, 0.71211], [0.70626, 0.70641, 0.70637], [0.70052, 0.70066, 0.70062], [0.69477, 0.69492, 0.69488], [0.68905, 0.68919, 0.68916], [0.68333, 0.68346, 0.68343], [0.67762, 0.67776, 0.67772], [0.67191, 0.67205, 0.67201], [0.66621, 0.66635, 0.66631], [0.66052, 0.66066, 0.66063], [0.65485, 0.65498, 0.65495], [0.64919, 0.64932, 0.64929], [0.64352, 0.64365, 0.64362], [0.63787, 0.63801, 0.63797], [0.63223, 0.63236, 0.63233], [0.6266, 0.62673, 0.6267], [0.62098, 0.62111, 0.62108], [0.61536, 0.61549, 0.61546], [0.60976, 0.60989, 0.60986], [0.60418, 0.6043, 0.60427], [0.59858, 0.59871, 0.59868], [0.59302, 0.59314, 0.59311], [0.58744, 0.58756, 0.58753], [0.58189, 0.58201, 0.58198], [0.57635, 0.57647, 0.57644], [0.57081, 0.57092, 0.5709], [0.56528, 0.56539, 0.56537], [0.55977, 0.55989, 0.55986], [0.55426, 0.55438, 0.55435], [0.54877, 0.54888, 0.54886], [0.54328, 0.54339, 0.54336], [0.53781, 0.53792, 0.53789], [0.53234, 0.53245, 0.53242], [0.52688, 0.52699, 0.52697], [0.52143, 0.52154, 0.52151], [0.51599, 0.5161, 0.51607], [0.51057, 0.51067, 0.51065], [0.50515, 0.50526, 0.50523], [0.49974, 0.49985, 0.49982], [0.49436, 0.49446, 0.49444], [0.48897, 0.48907, 0.48905], [0.48359, 0.4837, 0.48367], [0.47824, 0.47834, 0.47831], [0.47288, 0.47298, 0.47295], [0.46755, 0.46764, 0.46762], [0.46221, 0.46231, 0.46229], [0.45689, 0.45699, 0.45697], [0.45159, 0.45169, 0.45166], [0.44629, 0.44638, 0.44636], [0.441, 0.44109, 0.44107], [0.43574, 0.43583, 0.43581], [0.43047, 0.43056, 0.43054], [0.42522, 0.42531, 0.42529], [0.41998, 0.42007, 0.42004], [0.41475, 0.41483, 0.41481], [0.40953, 0.40962, 0.4096], [0.40432, 0.40441, 0.40439], [0.39912, 0.39921, 0.39919], [0.39395, 0.39403, 0.39401], [0.38878, 0.38887, 0.38885], [0.38363, 0.38371, 0.38369], [0.37848, 0.37856, 0.37854], [0.37334, 0.37342, 0.3734], [0.36822, 0.36831, 0.36829], [0.36311, 0.36319, 0.36317], [0.35802, 0.3581, 0.35808], [0.35294, 0.35302, 0.353], [0.34787, 0.34794, 0.34793], [0.34282, 0.34289, 0.34287], [0.33776, 0.33783, 0.33781], [0.33274, 0.33281, 0.3328], [0.3277, 0.32778, 0.32776], [0.32271, 0.32278, 0.32276], [0.31771, 0.31778, 0.31776], [0.31272, 0.31279, 0.31277], [0.30775, 0.30782, 0.3078], [0.3028, 0.30286, 0.30285], [0.29786, 0.29793, 0.29791], [0.29294, 0.293, 0.29299], [0.28802, 0.28809, 0.28807], [0.28314, 0.2832, 0.28319], [0.27826, 0.27832, 0.2783], [0.27339, 0.27345, 0.27344], [0.26853, 0.2686, 0.26858], [0.2637, 0.26376, 0.26375], [0.25887, 0.25893, 0.25892], [0.25406, 0.25412, 0.2541], [0.24925, 0.24931, 0.2493], [0.24446, 0.24452, 0.24451], [0.23973, 0.23978, 0.23977], [0.23502, 0.23508, 0.23506], [0.2303, 0.23036, 0.23034], [0.22568, 0.22573, 0.22572], [0.22109, 0.22114, 0.22113], [0.21656, 0.21662, 0.2166], [0.21212, 0.21217, 0.21216], [0.20777, 0.20782, 0.20781], [0.20358, 0.20363, 0.20361], [0.19951, 0.19955, 0.19954], [0.19568, 0.19573, 0.19572], [0.19207, 0.19212, 0.19211], [0.18876, 0.1888, 0.18879], [0.18577, 0.18581, 0.1858], [0.18308, 0.18313, 0.18312], [0.18084, 0.18089, 0.18087], [0.17906, 0.1791, 0.17909], [0.17775, 0.1778, 0.17779], [0.17689, 0.17694, 0.17693], [0.17656, 0.1766, 0.17659], [0.17676, 0.17681, 0.1768], [0.1775, 0.17755, 0.17754], [0.17871, 0.17875, 0.17874], [0.18037, 0.18041, 0.1804], [0.1825, 0.18255, 0.18254], [0.18509, 0.18514, 0.18512], [0.18802, 0.18807, 0.18806], [0.19124, 0.19129, 0.19128], [0.19481, 0.19485, 0.19484], [0.19857, 0.19862, 0.19861], [0.20257, 0.20262, 0.20261], [0.20676, 0.20681, 0.2068], [0.21105, 0.2111, 0.21109], [0.21547, 0.21552, 0.21551], [0.21999, 0.22004, 0.22003], [0.22453, 0.22458, 0.22457], [0.22919, 0.22924, 0.22923], [0.23386, 0.23392, 0.2339], [0.23857, 0.23863, 0.23862], [0.24332, 0.24337, 0.24336], [0.24812, 0.24817, 0.24816], [0.2529, 0.25295, 0.25294], [0.25769, 0.25775, 0.25774], [0.26252, 0.26258, 0.26257], [0.26734, 0.2674, 0.26739], [0.27219, 0.27226, 0.27224], [0.27708, 0.27714, 0.27713], [0.28196, 0.28203, 0.28201], [0.28684, 0.2869, 0.28688], [0.29176, 0.29183, 0.29181], [0.29668, 0.29675, 0.29674], [0.3016, 0.30167, 0.30165], [0.30657, 0.30664, 0.30662], [0.31152, 0.31159, 0.31157], [0.31651, 0.31658, 0.31656], [0.32149, 0.32156, 0.32154], [0.32649, 0.32656, 0.32654], [0.33151, 0.33158, 0.33156], [0.33654, 0.33662, 0.3366], [0.34159, 0.34166, 0.34165], [0.34664, 0.34672, 0.3467], [0.3517, 0.35178, 0.35176], [0.3568, 0.35688, 0.35686], [0.36188, 0.36196, 0.36194], [0.36698, 0.36706, 0.36704], [0.37208, 0.37216, 0.37215], [0.37721, 0.37729, 0.37727], [0.38233, 0.38241, 0.38239], [0.38746, 0.38755, 0.38753], [0.3926, 0.39269, 0.39267], [0.39775, 0.39784, 0.39781], [0.40288, 0.40297, 0.40295], [0.40802, 0.4081, 0.40808], [0.41315, 0.41324, 0.41322], [0.41826, 0.41834, 0.41832], [0.42336, 0.42345, 0.42343], [0.42846, 0.42855, 0.42853], [0.43353, 0.43362, 0.4336], [0.43859, 0.43868, 0.43866], [0.44365, 0.44374, 0.44372], [0.44868, 0.44878, 0.44875], [0.4537, 0.4538, 0.45377], [0.45872, 0.45882, 0.4588], [0.46374, 0.46385, 0.46382], ] b_cyclic_grey_15_85_c0 = bokeh_palette('cyclic_grey_15_85_c0',cyclic_grey_15_85_c0) m_cyclic_grey_15_85_c0 = mpl_cm('cyclic_grey_15_85_c0',cyclic_grey_15_85_c0) m_cyclic_grey_15_85_c0_r = mpl_cm('cyclic_grey_15_85_c0_r',list(reversed(cyclic_grey_15_85_c0))) CET_C5 = b_cyclic_grey_15_85_c0 m_CET_C5 = m_cyclic_grey_15_85_c0 m_CET_C5_r = m_cyclic_grey_15_85_c0_r palette['CET_C5'] = b_cyclic_grey_15_85_c0 cm['CET_C5'] = m_cyclic_grey_15_85_c0 cm['CET_C5_r'] = m_cyclic_grey_15_85_c0_r register_cmap('cet_CET_C5',m_cyclic_grey_15_85_c0) register_cmap('cet_CET_C5_r',m_cyclic_grey_15_85_c0_r) cyclic_wrwbw_40_90_c42 = [ # cmap_def [0.873, 0.83593, 0.84864], [0.8777, 0.8339, 0.84071], [0.88194, 0.83075, 0.832], [0.88572, 0.82651, 0.82253], [0.88906, 0.82126, 0.81236], [0.89199, 0.81507, 0.80154], [0.89451, 0.80802, 0.79013], [0.89666, 0.80023, 0.77819], [0.89847, 0.79178, 0.76581], [0.89996, 0.78278, 0.75305], [0.90116, 0.77331, 0.73999], [0.9021, 0.76347, 0.72667], [0.9028, 0.75332, 0.71316], [0.90327, 0.74294, 0.69952], [0.90355, 0.73237, 0.68579], [0.90363, 0.72166, 0.67199], [0.90355, 0.71085, 0.65815], [0.9033, 0.69996, 0.64429], [0.90289, 0.68903, 0.63046], [0.90234, 0.67804, 0.61663], [0.90165, 0.66702, 0.60282], [0.90082, 0.65598, 0.58904], [0.89986, 0.64492, 0.57531], [0.89877, 0.63386, 0.56162], [0.89757, 0.62278, 0.54797], [0.89623, 0.61169, 0.53437], [0.89478, 0.60058, 0.52081], [0.8932, 0.58945, 0.5073], [0.89151, 0.57831, 0.49383], [0.8897, 0.56715, 0.48041], [0.88777, 0.55595, 0.46704], [0.88574, 0.54474, 0.4537], [0.88359, 0.53349, 0.44042], [0.88134, 0.52221, 0.42718], [0.87897, 0.5109, 0.41398], [0.87649, 0.49954, 0.40083], [0.87391, 0.48816, 0.3877], [0.87123, 0.4767, 0.37464], [0.86845, 0.4652, 0.3616], [0.86556, 0.45364, 0.34861], [0.86257, 0.44202, 0.33566], [0.85948, 0.43032, 0.32274], [0.8563, 0.41853, 0.30985], [0.85302, 0.40666, 0.29699], [0.84965, 0.3947, 0.28415], [0.84618, 0.38265, 0.27137], [0.84264, 0.3705, 0.25865], [0.83901, 0.35827, 0.24597], [0.83532, 0.34594, 0.23336], [0.83157, 0.33356, 0.22089], [0.82777, 0.3211, 0.20848], [0.82395, 0.30862, 0.19626], [0.82013, 0.29614, 0.1842], [0.81634, 0.28375, 0.17242], [0.81259, 0.2715, 0.16099], [0.80896, 0.25953, 0.14996], [0.80546, 0.24792, 0.1394], [0.80217, 0.23683, 0.12955], [0.79914, 0.22645, 0.1204], [0.7964, 0.21697, 0.11224], [0.79405, 0.20862, 0.10504], [0.79209, 0.20162, 0.099146], [0.79061, 0.19625, 0.094653], [0.78962, 0.19261, 0.091622], [0.78916, 0.19089, 0.090163], [0.78923, 0.19116, 0.09039], [0.78984, 0.19342, 0.092261], [0.79096, 0.19754, 0.095704], [0.79258, 0.20339, 0.10062], [0.79465, 0.21076, 0.10693], [0.79711, 0.21943, 0.11431], [0.79994, 0.22917, 0.12278], [0.80304, 0.23975, 0.13216], [0.8064, 0.251, 0.14222], [0.80993, 0.26273, 0.15286], [0.81359, 0.27479, 0.16406], [0.81735, 0.28707, 0.17556], [0.82116, 0.29951, 0.18745], [0.82498, 0.31196, 0.1995], [0.8288, 0.32444, 0.21181], [0.83258, 0.33689, 0.2242], [0.83632, 0.34927, 0.23677], [0.84, 0.36157, 0.24937], [0.84359, 0.37378, 0.26206], [0.84712, 0.38589, 0.27479], [0.85056, 0.39792, 0.28758], [0.8539, 0.40986, 0.30042], [0.85716, 0.42169, 0.3133], [0.86032, 0.43345, 0.32618], [0.86338, 0.44514, 0.33913], [0.86634, 0.45674, 0.35208], [0.8692, 0.46829, 0.36509], [0.87196, 0.47978, 0.37813], [0.87462, 0.49122, 0.39122], [0.87716, 0.50259, 0.40434], [0.87961, 0.51395, 0.41751], [0.88195, 0.52525, 0.43072], [0.88418, 0.53652, 0.44398], [0.8863, 0.54775, 0.45727], [0.8883, 0.55896, 0.47062], [0.89019, 0.57014, 0.484], [0.89197, 0.5813, 0.49745], [0.89363, 0.59245, 0.51092], [0.89518, 0.60356, 0.52444], [0.8966, 0.61466, 0.53802], [0.8979, 0.62575, 0.55163], [0.89908, 0.63683, 0.56528], [0.90012, 0.64788, 0.579], [0.90103, 0.65892, 0.59275], [0.9018, 0.66994, 0.60654], [0.90242, 0.6809, 0.62037], [0.90287, 0.69183, 0.63422], [0.90316, 0.70268, 0.64808], [0.90325, 0.71344, 0.66197], [0.90314, 0.72408, 0.67583], [0.9028, 0.73456, 0.68967], [0.9022, 0.74481, 0.70344], [0.90131, 0.7548, 0.71713], [0.90011, 0.76443, 0.73066], [0.89855, 0.77364, 0.74401], [0.8966, 0.78234, 0.75711], [0.89423, 0.79041, 0.7699], [0.8914, 0.79778, 0.7823], [0.88809, 0.80433, 0.79423], [0.88427, 0.80997, 0.80561], [0.87992, 0.81463, 0.8164], [0.87505, 0.81822, 0.8265], [0.86966, 0.82071, 0.83587], [0.86376, 0.82205, 0.84446], [0.85737, 0.82224, 0.85225], [0.85052, 0.8213, 0.85923], [0.84325, 0.81927, 0.8654], [0.8356, 0.81621, 0.87079], [0.8276, 0.81219, 0.87544], [0.81931, 0.80731, 0.8794], [0.81075, 0.80165, 0.88274], [0.80198, 0.79534, 0.88552], [0.79302, 0.78846, 0.88781], [0.7839, 0.78111, 0.88969], [0.77463, 0.77338, 0.89122], [0.76527, 0.76536, 0.89246], [0.75579, 0.75709, 0.89345], [0.74622, 0.74866, 0.89427], [0.73657, 0.7401, 0.89494], [0.72685, 0.73145, 0.89549], [0.71705, 0.72274, 0.89595], [0.70717, 0.71401, 0.89635], [0.69722, 0.70526, 0.89669], [0.68719, 0.69651, 0.89699], [0.67709, 0.68776, 0.89726], [0.66689, 0.67902, 0.8975], [0.65663, 0.67032, 0.89772], [0.64625, 0.66163, 0.89792], [0.63579, 0.65297, 0.89811], [0.62522, 0.64434, 0.89828], [0.61453, 0.63573, 0.89844], [0.60375, 0.62715, 0.89859], [0.59283, 0.6186, 0.89872], [0.58178, 0.61007, 0.89884], [0.57059, 0.60157, 0.89894], [0.55925, 0.59311, 0.89902], [0.54776, 0.58467, 0.8991], [0.53609, 0.57626, 0.89915], [0.52424, 0.56787, 0.8992], [0.51219, 0.55952, 0.89923], [0.49993, 0.5512, 0.89925], [0.48745, 0.54291, 0.89925], [0.47471, 0.53465, 0.89924], [0.46169, 0.52643, 0.89922], [0.44837, 0.51823, 0.89918], [0.43473, 0.51007, 0.89913], [0.42073, 0.50196, 0.89907], [0.40637, 0.49389, 0.899], [0.39159, 0.48588, 0.89891], [0.37638, 0.47795, 0.89881], [0.36067, 0.47012, 0.8987], [0.34449, 0.46237, 0.89858], [0.32777, 0.45477, 0.89845], [0.31053, 0.44731, 0.89832], [0.29269, 0.44007, 0.89817], [0.27432, 0.43307, 0.89802], [0.25544, 0.42636, 0.89787], [0.23609, 0.42002, 0.89772], [0.21638, 0.4141, 0.89757], [0.19647, 0.40866, 0.89743], [0.17659, 0.40379, 0.89729], [0.15722, 0.39953, 0.89717], [0.13894, 0.39598, 0.89707], [0.1226, 0.39316, 0.89698], [0.10959, 0.39116, 0.89692], [0.1011, 0.38996, 0.89689], [0.098617, 0.38962, 0.89687], [0.10246, 0.39014, 0.89689], [0.11205, 0.39152, 0.89693], [0.12596, 0.39371, 0.897], [0.14277, 0.39668, 0.89709], [0.16137, 0.40041, 0.8972], [0.18085, 0.40478, 0.89732], [0.20072, 0.4098, 0.89746], [0.22066, 0.41534, 0.8976], [0.24027, 0.42135, 0.89775], [0.25956, 0.42779, 0.89791], [0.27833, 0.43456, 0.89806], [0.29659, 0.44162, 0.8982], [0.31428, 0.44891, 0.89835], [0.33142, 0.45639, 0.89848], [0.34803, 0.46404, 0.89861], [0.3641, 0.4718, 0.89873], [0.37969, 0.47966, 0.89883], [0.39481, 0.48761, 0.89893], [0.40949, 0.49562, 0.89901], [0.42377, 0.5037, 0.89909], [0.4377, 0.51182, 0.89914], [0.45127, 0.51998, 0.89919], [0.46453, 0.52819, 0.89922], [0.47747, 0.53643, 0.89924], [0.49016, 0.54469, 0.89925], [0.50259, 0.55298, 0.89924], [0.51481, 0.56131, 0.89922], [0.52682, 0.56967, 0.89919], [0.53863, 0.57806, 0.89914], [0.55025, 0.58648, 0.89908], [0.56172, 0.59493, 0.89901], [0.57302, 0.60341, 0.89892], [0.58417, 0.61191, 0.89881], [0.59519, 0.62045, 0.89869], [0.60608, 0.629, 0.89856], [0.61685, 0.63759, 0.89841], [0.62751, 0.6462, 0.89825], [0.63805, 0.65483, 0.89807], [0.6485, 0.66351, 0.89788], [0.65884, 0.67219, 0.89767], [0.6691, 0.6809, 0.89745], [0.67927, 0.68965, 0.89721], [0.68936, 0.6984, 0.89695], [0.69935, 0.70719, 0.89668], [0.70928, 0.71598, 0.89638], [0.71911, 0.72477, 0.89605], [0.72887, 0.73355, 0.89569], [0.73854, 0.7423, 0.89528], [0.74812, 0.75101, 0.89481], [0.75759, 0.75963, 0.89427], [0.76695, 0.76815, 0.89362], [0.7762, 0.77652, 0.89286], [0.78529, 0.78468, 0.89193], [0.79422, 0.79255, 0.8908], [0.80295, 0.80008, 0.88943], [0.81147, 0.80717, 0.88775], [0.81973, 0.81373, 0.88571], [0.82771, 0.81967, 0.88323], [0.83537, 0.82487, 0.88026], [0.84268, 0.82926, 0.87672], [0.84961, 0.83271, 0.87256], [0.85612, 0.83516, 0.86771], [0.8622, 0.83654, 0.86213], [0.86783, 0.83681, 0.85578], ] b_cyclic_wrwbw_40_90_c42 = bokeh_palette('cyclic_wrwbw_40_90_c42',cyclic_wrwbw_40_90_c42) m_cyclic_wrwbw_40_90_c42 = mpl_cm('cyclic_wrwbw_40_90_c42',cyclic_wrwbw_40_90_c42) m_cyclic_wrwbw_40_90_c42_r = mpl_cm('cyclic_wrwbw_40_90_c42_r',list(reversed(cyclic_wrwbw_40_90_c42))) CET_C4 = b_cyclic_wrwbw_40_90_c42 m_CET_C4 = m_cyclic_wrwbw_40_90_c42 m_CET_C4_r = m_cyclic_wrwbw_40_90_c42_r palette['CET_C4'] = b_cyclic_wrwbw_40_90_c42 cm['CET_C4'] = m_cyclic_wrwbw_40_90_c42 cm['CET_C4_r'] = m_cyclic_wrwbw_40_90_c42_r register_cmap('cet_CET_C4',m_cyclic_wrwbw_40_90_c42) register_cmap('cet_CET_C4_r',m_cyclic_wrwbw_40_90_c42_r) linear_kryw_5_100_c67 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.080835, 0.066624, 0.064683], [0.093644, 0.067235, 0.063358], [0.10501, 0.067862, 0.061943], [0.11533, 0.068524, 0.060589], [0.12493, 0.06913, 0.059252], [0.13446, 0.069402, 0.057766], [0.14389, 0.069337, 0.05652], [0.15329, 0.068912, 0.055114], [0.16265, 0.068217, 0.053762], [0.17186, 0.067393, 0.052418], [0.18101, 0.066415, 0.051087], [0.19008, 0.065312, 0.049777], [0.19905, 0.064056, 0.04839], [0.208, 0.06267, 0.047034], [0.21686, 0.060979, 0.045586], [0.22565, 0.059301, 0.04424], [0.2344, 0.057256, 0.042784], [0.24306, 0.055098, 0.041497], [0.2517, 0.05272, 0.040051], [0.26025, 0.050192, 0.038638], [0.26877, 0.047379, 0.037249], [0.27721, 0.044339, 0.035898], [0.28558, 0.041067, 0.034375], [0.2939, 0.0375, 0.03304], [0.30215, 0.033602, 0.031743], [0.31036, 0.029855, 0.030482], [0.31847, 0.026015, 0.029246], [0.32649, 0.022146, 0.028041], [0.33446, 0.018274, 0.026868], [0.34231, 0.014418, 0.025725], [0.35006, 0.010378, 0.024615], [0.35772, 0.0066727, 0.023538], [0.36524, 0.0030611, 0.022497], [0.37265, 0, 0.021492], [0.37993, 0, 0.020527], [0.38704, 0, 0.019604], [0.39401, 0, 0.018725], [0.40079, 0, 0.017895], [0.40735, 0, 0.017114], [0.41371, 0, 0.016389], [0.41991, 0, 0.01571], [0.42607, 0, 0.015054], [0.43225, 0, 0.014413], [0.43842, 0, 0.013785], [0.44461, 0, 0.013163], [0.4508, 0, 0.01258], [0.45699, 0, 0.012015], [0.46319, 0, 0.011343], [0.46943, 0, 0.01065], [0.47565, 0, 0.010097], [0.48187, 0, 0.0095904], [0.48811, 0, 0.0090697], [0.49436, 0, 0.0085559], [0.5006, 0, 0.0080597], [0.50686, 0, 0.0075745], [0.51313, 0, 0.0071], [0.5194, 0, 0.0066376], [0.52568, 0, 0.0061855], [0.53196, 0, 0.0057427], [0.53826, 0, 0.0053086], [0.54455, 0, 0.0048845], [0.55086, 0, 0.0044712], [0.55718, 0, 0.004067], [0.5635, 0, 0.0036703], [0.56981, 0, 0.003281], [0.57615, 0, 0.0028993], [0.58248, 0, 0.002527], [0.58883, 0, 0.0021643], [0.5952, 0, 0.0018102], [0.60158, 0, 0.0014648], [0.60799, 0, 0.0011281], [0.6144, 0, 0.0008024], [0.62084, 0, 0.00048773], [0.62729, 0, 0.00018111], [0.63377, 0, 0], [0.64026, 0, 0], [0.64676, 0, 0], [0.65328, 0, 0], [0.65983, 0, 0], [0.66638, 0, 0], [0.67297, 0, 0], [0.67955, 0, 0], [0.68617, 0, 0], [0.6928, 0, 0], [0.69944, 0, 0], [0.70611, 0, 0], [0.71279, 0, 0], [0.7195, 0, 0], [0.72621, 0, 0], [0.73295, 0, 0], [0.7397, 0, 0], [0.74647, 0, 0], [0.75325, 0, 0], [0.76005, 0, 0], [0.76685, 0, 0], [0.77364, 0, 0], [0.78042, 0, 0], [0.78719, 0, 0], [0.79394, 0, 0], [0.80067, 0, 0], [0.8074, 0, 0], [0.8141, 0, 0], [0.8208, 0, 0], [0.82748, 0, 0], [0.83414, 0, 0], [0.84079, 0, 0], [0.84742, 0, 0], [0.85404, 0, 0], [0.86065, 0, 0], [0.86723, 0, 0], [0.8738, 0, 0], [0.88036, 0, 0], [0.8869, 0, 0], [0.89342, 0, 0], [0.89993, 0, 0], [0.90642, 0, 0], [0.91289, 0, 0], [0.91935, 0, 0], [0.92579, 0.0041866, 0], [0.93221, 0.0088411, 0], [0.93858, 0.014235, 0], [0.94484, 0.020592, 0], [0.9509, 0.028663, 0], [0.95676, 0.038768, 0], [0.96242, 0.049864, 0], [0.96787, 0.061034, 0], [0.97311, 0.072263, 0], [0.97815, 0.083447, 0], [0.983, 0.094617, 0], [0.98764, 0.10571, 0], [0.99205, 0.11685, 0], [0.99626, 0.12797, 0], [1, 0.139, 0], [1, 0.15006, 0], [1, 0.16105, 0], [1, 0.17204, 0], [1, 0.18303, 0], [1, 0.19402, 0], [1, 0.20493, 0], [1, 0.21586, 0], [1, 0.22677, 0], [1, 0.23768, 0], [1, 0.24857, 0], [1, 0.25943, 0], [1, 0.27027, 0], [1, 0.28108, 0], [1, 0.29193, 0], [1, 0.30267, 0], [1, 0.31323, 0], [1, 0.32352, 0], [1, 0.33356, 0], [1, 0.34337, 0], [1, 0.35298, 0], [1, 0.3624, 0], [1, 0.37164, 0.00061699], [1, 0.38075, 0.0021825], [1, 0.38968, 0.0037567], [1, 0.3985, 0.0053395], [1, 0.40718, 0.0069314], [1, 0.41575, 0.0085283], [1, 0.4242, 0.010112], [1, 0.43257, 0.011953], [1, 0.44081, 0.013525], [1, 0.44899, 0.015122], [1, 0.45706, 0.016714], [1, 0.46506, 0.018299], [1, 0.47298, 0.019872], [1, 0.48083, 0.021427], [1, 0.48862, 0.022968], [1, 0.49633, 0.024493], [1, 0.504, 0.026001], [1, 0.51159, 0.027485], [1, 0.51914, 0.028939], [1, 0.52664, 0.030367], [1, 0.53406, 0.03178], [1, 0.54143, 0.033208], [1, 0.54875, 0.034768], [1, 0.55598, 0.036315], [1, 0.56318, 0.037812], [1, 0.5703, 0.039323], [1, 0.57737, 0.040851], [1, 0.58439, 0.04235], [1, 0.59136, 0.043767], [1, 0.59828, 0.045295], [1, 0.60516, 0.046771], [1, 0.61199, 0.048174], [1, 0.61878, 0.049666], [1, 0.62552, 0.051026], [1, 0.63222, 0.0524], [1, 0.63889, 0.053786], [1, 0.64551, 0.055176], [1, 0.65211, 0.056589], [1, 0.65866, 0.057815], [1, 0.66518, 0.05925], [1, 0.67167, 0.060511], [1, 0.67814, 0.061743], [1, 0.68456, 0.063098], [1, 0.69095, 0.064301], [1, 0.69731, 0.065521], [1, 0.70365, 0.066739], [1, 0.70997, 0.068288], [1, 0.71622, 0.071897], [1, 0.72231, 0.079934], [1, 0.72829, 0.091953], [1, 0.73416, 0.10627], [1, 0.73994, 0.12182], [1, 0.74564, 0.13819], [1, 0.75128, 0.1548], [1, 0.75686, 0.17158], [1, 0.76238, 0.18858], [1, 0.76786, 0.20562], [1, 0.7733, 0.22256], [1, 0.77871, 0.23945], [1, 0.7841, 0.2564], [1, 0.78945, 0.27335], [1, 0.79478, 0.29018], [1, 0.80008, 0.30712], [1, 0.80537, 0.32404], [1, 0.81064, 0.34096], [1, 0.81591, 0.35795], [1, 0.82116, 0.37487], [1, 0.8264, 0.39194], [1, 0.83163, 0.40902], [1, 0.83685, 0.42615], [1, 0.84207, 0.44336], [1, 0.84727, 0.4606], [1, 0.85249, 0.47795], [1, 0.85769, 0.49533], [1, 0.8629, 0.51282], [1, 0.86811, 0.53035], [1, 0.87331, 0.54803], [1, 0.87852, 0.56571], [1, 0.88373, 0.58356], [1, 0.88894, 0.60144], [1, 0.89415, 0.61947], [1, 0.89937, 0.63753], [1, 0.9046, 0.65574], [1, 0.90983, 0.67401], [1, 0.91506, 0.69239], [1, 0.9203, 0.71087], [1, 0.92556, 0.72942], [1, 0.93081, 0.74812], [1, 0.93608, 0.76684], [1, 0.94135, 0.78577], [1, 0.94664, 0.80471], [1, 0.95193, 0.82381], [1, 0.95723, 0.84299], [1, 0.96255, 0.86225], [1, 0.96787, 0.88166], [1, 0.97321, 0.90108], [1, 0.97856, 0.92074], [1, 0.98392, 0.94042], [1, 0.98928, 0.96017], [1, 0.99466, 0.98008], [0.99986, 1, 1], ] b_linear_kryw_5_100_c67 = bokeh_palette('linear_kryw_5_100_c67',linear_kryw_5_100_c67) m_linear_kryw_5_100_c67 = mpl_cm('linear_kryw_5_100_c67',linear_kryw_5_100_c67) m_linear_kryw_5_100_c67_r = mpl_cm('linear_kryw_5_100_c67_r',list(reversed(linear_kryw_5_100_c67))) diverging_linear_bjy_30_90_c45 = [ # cmap_def [0.077854, 0.19343, 0.75827], [0.095213, 0.19629, 0.7569], [0.11007, 0.1991, 0.75553], [0.12317, 0.20194, 0.75416], [0.13514, 0.20481, 0.75279], [0.14608, 0.20765, 0.75143], [0.15626, 0.21049, 0.75004], [0.16572, 0.21333, 0.74867], [0.17472, 0.21621, 0.7473], [0.18318, 0.21905, 0.74592], [0.19126, 0.22188, 0.74454], [0.19897, 0.22472, 0.74317], [0.20641, 0.2276, 0.74178], [0.21348, 0.23044, 0.7404], [0.22035, 0.23329, 0.73902], [0.22695, 0.23617, 0.73763], [0.23332, 0.23902, 0.73624], [0.23953, 0.24188, 0.73486], [0.24552, 0.24472, 0.73347], [0.25139, 0.24761, 0.73208], [0.25706, 0.25045, 0.73069], [0.26259, 0.25333, 0.72929], [0.26797, 0.25618, 0.7279], [0.27326, 0.25907, 0.7265], [0.2784, 0.26192, 0.72511], [0.28343, 0.26478, 0.7237], [0.28834, 0.26764, 0.7223], [0.29316, 0.27055, 0.7209], [0.29788, 0.27341, 0.7195], [0.3025, 0.27629, 0.71809], [0.30706, 0.27916, 0.71668], [0.31151, 0.28204, 0.71527], [0.3159, 0.2849, 0.71386], [0.3202, 0.28778, 0.71244], [0.32441, 0.29066, 0.71103], [0.32858, 0.29354, 0.70962], [0.33268, 0.29643, 0.7082], [0.33669, 0.29932, 0.70678], [0.34065, 0.30219, 0.70535], [0.34455, 0.30509, 0.70393], [0.34839, 0.30797, 0.7025], [0.35217, 0.31088, 0.70108], [0.35592, 0.31377, 0.69964], [0.35959, 0.31666, 0.69821], [0.36322, 0.31955, 0.69678], [0.36681, 0.32245, 0.69535], [0.37033, 0.32533, 0.6939], [0.37383, 0.32824, 0.69247], [0.37727, 0.33113, 0.69102], [0.38067, 0.33405, 0.68958], [0.38403, 0.33695, 0.68814], [0.38734, 0.33986, 0.68669], [0.39062, 0.34277, 0.68524], [0.39386, 0.34566, 0.68378], [0.39705, 0.34858, 0.68232], [0.40023, 0.35149, 0.68086], [0.40336, 0.35441, 0.67941], [0.40645, 0.35733, 0.67795], [0.40951, 0.36023, 0.67649], [0.41254, 0.36315, 0.67502], [0.41553, 0.36607, 0.67355], [0.41848, 0.36899, 0.67208], [0.42141, 0.3719, 0.67061], [0.42432, 0.37484, 0.66913], [0.4272, 0.37776, 0.66765], [0.43004, 0.38069, 0.66616], [0.43285, 0.38362, 0.66468], [0.43564, 0.38654, 0.6632], [0.4384, 0.38948, 0.66171], [0.44113, 0.39241, 0.66021], [0.44384, 0.39535, 0.65871], [0.44652, 0.39829, 0.65722], [0.44918, 0.40123, 0.65572], [0.45181, 0.40416, 0.65421], [0.45442, 0.4071, 0.6527], [0.45699, 0.41005, 0.6512], [0.45955, 0.413, 0.64969], [0.46209, 0.41594, 0.64817], [0.46461, 0.41888, 0.64665], [0.4671, 0.42183, 0.64513], [0.46957, 0.42479, 0.6436], [0.47202, 0.42775, 0.64208], [0.47444, 0.4307, 0.64055], [0.47685, 0.43364, 0.63902], [0.47923, 0.43661, 0.63748], [0.4816, 0.43957, 0.63594], [0.48394, 0.44254, 0.6344], [0.48627, 0.44549, 0.63285], [0.48858, 0.44846, 0.6313], [0.49088, 0.45143, 0.62974], [0.49313, 0.4544, 0.62819], [0.49539, 0.45736, 0.62663], [0.49763, 0.46033, 0.62506], [0.49983, 0.4633, 0.6235], [0.50204, 0.46628, 0.62192], [0.50422, 0.46927, 0.62036], [0.50637, 0.47224, 0.61878], [0.50853, 0.47522, 0.61719], [0.51065, 0.47819, 0.6156], [0.51277, 0.48117, 0.61401], [0.51487, 0.48416, 0.61242], [0.51695, 0.48715, 0.61083], [0.51901, 0.49014, 0.60923], [0.52106, 0.49312, 0.60762], [0.52309, 0.49611, 0.606], [0.52511, 0.49911, 0.6044], [0.52712, 0.50211, 0.60277], [0.52911, 0.5051, 0.60115], [0.53107, 0.50811, 0.59953], [0.53303, 0.5111, 0.59789], [0.53497, 0.51411, 0.59626], [0.53691, 0.51711, 0.59462], [0.53882, 0.5201, 0.59298], [0.54072, 0.52312, 0.59133], [0.54261, 0.52613, 0.58967], [0.54448, 0.52914, 0.58801], [0.54635, 0.53215, 0.58635], [0.54819, 0.53516, 0.58469], [0.55002, 0.53818, 0.58301], [0.55184, 0.54119, 0.58133], [0.55364, 0.54421, 0.57966], [0.55543, 0.54723, 0.57796], [0.55722, 0.55025, 0.57628], [0.55898, 0.55327, 0.57457], [0.56074, 0.55629, 0.57288], [0.56249, 0.55933, 0.57116], [0.56422, 0.56236, 0.56945], [0.56593, 0.56538, 0.56773], [0.56883, 0.56809, 0.5657], [0.57292, 0.57047, 0.56336], [0.57698, 0.57287, 0.56099], [0.58101, 0.57525, 0.55863], [0.58503, 0.57764, 0.55626], [0.58901, 0.58005, 0.55389], [0.59299, 0.58244, 0.55151], [0.59693, 0.58486, 0.54913], [0.60085, 0.58726, 0.54673], [0.60476, 0.58967, 0.54433], [0.60865, 0.5921, 0.54191], [0.6125, 0.59451, 0.5395], [0.61635, 0.59694, 0.53708], [0.62018, 0.59936, 0.53465], [0.62399, 0.60179, 0.53221], [0.62777, 0.60423, 0.52976], [0.63154, 0.60666, 0.52731], [0.6353, 0.6091, 0.52484], [0.63904, 0.61154, 0.52237], [0.64276, 0.61398, 0.51989], [0.64646, 0.61644, 0.51741], [0.65015, 0.61889, 0.51491], [0.65382, 0.62134, 0.5124], [0.65749, 0.62381, 0.50989], [0.66112, 0.62626, 0.50736], [0.66475, 0.62873, 0.50483], [0.66837, 0.6312, 0.50229], [0.67197, 0.63367, 0.49973], [0.67556, 0.63615, 0.49717], [0.67913, 0.63862, 0.4946], [0.68269, 0.6411, 0.49202], [0.68624, 0.64358, 0.48942], [0.68978, 0.64607, 0.48682], [0.6933, 0.64856, 0.4842], [0.69681, 0.65106, 0.48158], [0.70031, 0.65355, 0.47894], [0.7038, 0.65605, 0.47629], [0.70727, 0.65855, 0.47362], [0.71074, 0.66105, 0.47096], [0.71419, 0.66357, 0.46826], [0.71764, 0.66607, 0.46556], [0.72106, 0.66859, 0.46285], [0.72449, 0.6711, 0.46013], [0.7279, 0.67362, 0.45739], [0.7313, 0.67614, 0.45465], [0.73469, 0.67866, 0.45188], [0.73807, 0.68119, 0.4491], [0.74144, 0.68372, 0.4463], [0.74481, 0.68625, 0.44349], [0.74816, 0.68879, 0.44066], [0.75151, 0.69132, 0.43783], [0.75485, 0.69386, 0.43497], [0.75817, 0.69641, 0.4321], [0.76149, 0.69895, 0.42919], [0.7648, 0.7015, 0.42628], [0.7681, 0.70405, 0.42335], [0.7714, 0.70661, 0.42041], [0.77468, 0.70917, 0.41745], [0.77796, 0.71173, 0.41446], [0.78123, 0.71428, 0.41146], [0.7845, 0.71685, 0.40844], [0.78775, 0.71942, 0.4054], [0.79099, 0.72198, 0.40232], [0.79424, 0.72456, 0.39924], [0.79747, 0.72713, 0.39614], [0.8007, 0.72971, 0.393], [0.80392, 0.73229, 0.38984], [0.80713, 0.73487, 0.38666], [0.81033, 0.73745, 0.38347], [0.81354, 0.74005, 0.38023], [0.81673, 0.74263, 0.37698], [0.81992, 0.74522, 0.37369], [0.8231, 0.74782, 0.37037], [0.82628, 0.75041, 0.36704], [0.82945, 0.75301, 0.36366], [0.83261, 0.75561, 0.36026], [0.83577, 0.75822, 0.35684], [0.83892, 0.76082, 0.35336], [0.84207, 0.76343, 0.34987], [0.84521, 0.76604, 0.34632], [0.84834, 0.76865, 0.34277], [0.85147, 0.77127, 0.33916], [0.8546, 0.77388, 0.33551], [0.85772, 0.77651, 0.33181], [0.86083, 0.77913, 0.32808], [0.86395, 0.78175, 0.3243], [0.86705, 0.78438, 0.3205], [0.87015, 0.78701, 0.31662], [0.87324, 0.78964, 0.31269], [0.87633, 0.79227, 0.30875], [0.87942, 0.79491, 0.30472], [0.8825, 0.79754, 0.30064], [0.88558, 0.80019, 0.29651], [0.88866, 0.80283, 0.29232], [0.89172, 0.80547, 0.28806], [0.89479, 0.80812, 0.28374], [0.89785, 0.81077, 0.27936], [0.9009, 0.81342, 0.27488], [0.90395, 0.81607, 0.27036], [0.907, 0.81872, 0.26572], [0.91005, 0.82138, 0.26101], [0.91309, 0.82404, 0.2562], [0.91612, 0.82671, 0.25133], [0.91915, 0.82937, 0.24631], [0.92219, 0.83204, 0.24121], [0.92521, 0.8347, 0.236], [0.92823, 0.83737, 0.23064], [0.93125, 0.84005, 0.22515], [0.93426, 0.84272, 0.21954], [0.93728, 0.84539, 0.21376], [0.94029, 0.84807, 0.20781], [0.94329, 0.85075, 0.20166], [0.94629, 0.85343, 0.19535], [0.94929, 0.85612, 0.18881], [0.95229, 0.8588, 0.18199], [0.95528, 0.86149, 0.17496], [0.95827, 0.86419, 0.16758], [0.96125, 0.86687, 0.15984], [0.96424, 0.86957, 0.15175], [0.96722, 0.87227, 0.1432], [0.9702, 0.87497, 0.13412], [0.97317, 0.87767, 0.12434], [0.97614, 0.88037, 0.11385], [0.97911, 0.88307, 0.10233], [0.98208, 0.88578, 0.089538], [0.98505, 0.88849, 0.07491], [0.98801, 0.8912, 0.057534], [0.99097, 0.89391, 0.035647], ] b_diverging_linear_bjy_30_90_c45 = bokeh_palette('diverging_linear_bjy_30_90_c45',diverging_linear_bjy_30_90_c45) m_diverging_linear_bjy_30_90_c45 = mpl_cm('diverging_linear_bjy_30_90_c45',diverging_linear_bjy_30_90_c45) m_diverging_linear_bjy_30_90_c45_r = mpl_cm('diverging_linear_bjy_30_90_c45_r',list(reversed(diverging_linear_bjy_30_90_c45))) bjy = b_diverging_linear_bjy_30_90_c45 m_bjy = m_diverging_linear_bjy_30_90_c45 m_bjy_r = m_diverging_linear_bjy_30_90_c45_r palette['bjy'] = b_diverging_linear_bjy_30_90_c45 palette_n['bjy'] = b_diverging_linear_bjy_30_90_c45 cm['bjy'] = m_diverging_linear_bjy_30_90_c45 cm['bjy_r'] = m_diverging_linear_bjy_30_90_c45_r cm_n['bjy'] = mpl_cm('bjy',diverging_linear_bjy_30_90_c45) cm_n['bjy_r'] = mpl_cm('bjy_r',list(reversed(diverging_linear_bjy_30_90_c45))) CET_D7 = b_diverging_linear_bjy_30_90_c45 m_CET_D7 = m_diverging_linear_bjy_30_90_c45 m_CET_D7_r = m_diverging_linear_bjy_30_90_c45_r palette['CET_D7'] = b_diverging_linear_bjy_30_90_c45 cm['CET_D7'] = m_diverging_linear_bjy_30_90_c45 cm['CET_D7_r'] = m_diverging_linear_bjy_30_90_c45_r register_cmap('cet_CET_D7',m_diverging_linear_bjy_30_90_c45) register_cmap('cet_CET_D7_r',m_diverging_linear_bjy_30_90_c45_r) linear_bgyw_20_98_c66 = [ # cmap_def [0.019721, 0, 0.67312], [0.021792, 0.0093198, 0.67457], [0.023764, 0.020375, 0.67602], [0.025723, 0.031533, 0.67744], [0.027593, 0.042972, 0.67884], [0.029434, 0.053399, 0.68022], [0.0312, 0.062887, 0.68158], [0.032926, 0.071508, 0.68292], [0.034668, 0.079503, 0.68423], [0.036359, 0.087188, 0.68553], [0.037918, 0.09442, 0.68679], [0.039376, 0.1013, 0.68804], [0.040814, 0.10797, 0.68926], [0.042148, 0.11441, 0.69045], [0.043258, 0.12068, 0.69161], [0.044531, 0.12678, 0.69276], [0.045545, 0.13274, 0.69387], [0.046606, 0.13856, 0.69495], [0.047504, 0.14425, 0.69602], [0.048422, 0.14985, 0.69703], [0.049286, 0.15533, 0.69803], [0.049957, 0.16073, 0.69899], [0.050622, 0.16607, 0.69992], [0.051213, 0.17134, 0.70083], [0.051756, 0.17652, 0.70168], [0.052246, 0.18167, 0.70251], [0.052659, 0.18678, 0.70331], [0.053041, 0.19182, 0.70406], [0.053359, 0.19684, 0.70477], [0.0536, 0.20176, 0.70545], [0.05381, 0.20672, 0.70608], [0.053957, 0.2116, 0.70667], [0.054028, 0.21646, 0.70721], [0.054057, 0.22128, 0.70771], [0.054033, 0.22609, 0.70816], [0.053937, 0.23085, 0.70856], [0.053775, 0.23561, 0.70892], [0.05358, 0.24032, 0.7092], [0.053321, 0.24504, 0.70944], [0.052992, 0.24974, 0.70962], [0.052597, 0.25445, 0.70974], [0.052169, 0.25912, 0.70979], [0.051684, 0.26379, 0.70978], [0.051133, 0.26843, 0.70969], [0.050513, 0.27307, 0.70954], [0.049841, 0.27771, 0.70932], [0.049147, 0.28235, 0.709], [0.04825, 0.28695, 0.70859], [0.04738, 0.29159, 0.7081], [0.046417, 0.29621, 0.70751], [0.045403, 0.30083, 0.70682], [0.044335, 0.30547, 0.70603], [0.043076, 0.3101, 0.70511], [0.041991, 0.31472, 0.70408], [0.040637, 0.31937, 0.70291], [0.039245, 0.32401, 0.70159], [0.037801, 0.32869, 0.70013], [0.036303, 0.33336, 0.6985], [0.034665, 0.33804, 0.69669], [0.033, 0.34276, 0.69467], [0.031386, 0.34749, 0.69245], [0.02977, 0.35224, 0.68995], [0.028127, 0.35704, 0.68719], [0.026459, 0.36185, 0.68412], [0.02481, 0.36671, 0.6807], [0.023175, 0.37161, 0.67686], [0.022142, 0.37657, 0.67264], [0.022449, 0.38146, 0.66815], [0.024367, 0.38628, 0.66347], [0.027722, 0.39108, 0.6586], [0.032448, 0.39582, 0.65355], [0.03852, 0.40052, 0.64833], [0.045286, 0.40516, 0.64294], [0.052276, 0.40978, 0.63739], [0.059484, 0.41435, 0.63169], [0.066532, 0.41889, 0.62583], [0.073577, 0.42341, 0.61983], [0.080364, 0.42791, 0.61368], [0.08713, 0.43237, 0.60741], [0.093557, 0.43681, 0.60099], [0.099853, 0.44122, 0.59445], [0.10599, 0.44562, 0.58778], [0.11186, 0.45001, 0.58099], [0.11745, 0.45438, 0.57408], [0.12286, 0.45873, 0.56706], [0.12813, 0.46305, 0.55991], [0.13311, 0.46739, 0.55265], [0.13789, 0.47171, 0.54528], [0.1424, 0.476, 0.53781], [0.14672, 0.48029, 0.53021], [0.15086, 0.48457, 0.52251], [0.15477, 0.48885, 0.51471], [0.15849, 0.49311, 0.50679], [0.16197, 0.49739, 0.49878], [0.16519, 0.50165, 0.49067], [0.16827, 0.50588, 0.48243], [0.17113, 0.51014, 0.47409], [0.17379, 0.51439, 0.46564], [0.17622, 0.51863, 0.45709], [0.1785, 0.52286, 0.44843], [0.1805, 0.52709, 0.43965], [0.18232, 0.53132, 0.43076], [0.18395, 0.53555, 0.42174], [0.18539, 0.53977, 0.41262], [0.18656, 0.544, 0.40336], [0.18757, 0.54823, 0.39396], [0.18834, 0.55246, 0.38443], [0.18903, 0.55666, 0.37491], [0.18989, 0.56081, 0.3656], [0.19095, 0.5649, 0.35655], [0.19225, 0.56895, 0.34772], [0.19379, 0.57295, 0.33913], [0.19553, 0.57689, 0.33073], [0.19754, 0.58079, 0.32256], [0.19976, 0.58465, 0.31455], [0.20225, 0.58845, 0.30674], [0.20498, 0.59224, 0.2991], [0.20794, 0.59596, 0.29161], [0.21114, 0.59966, 0.28426], [0.21456, 0.60332, 0.27707], [0.21821, 0.60694, 0.27001], [0.22206, 0.61053, 0.26306], [0.22618, 0.61408, 0.25623], [0.23049, 0.6176, 0.24956], [0.23505, 0.62109, 0.24299], [0.23975, 0.62454, 0.23654], [0.24464, 0.62797, 0.23013], [0.24971, 0.63137, 0.22383], [0.25499, 0.63473, 0.21763], [0.26043, 0.63806, 0.21154], [0.26605, 0.64137, 0.2055], [0.27177, 0.64465, 0.19951], [0.27767, 0.6479, 0.19362], [0.28367, 0.65113, 0.18778], [0.28987, 0.65432, 0.18198], [0.29618, 0.6575, 0.17626], [0.30259, 0.66063, 0.1706], [0.30913, 0.66376, 0.16494], [0.31579, 0.66684, 0.15938], [0.32256, 0.66991, 0.15386], [0.32942, 0.67295, 0.14835], [0.33634, 0.67597, 0.14288], [0.34341, 0.67895, 0.13748], [0.35057, 0.68191, 0.13209], [0.35779, 0.68486, 0.12667], [0.36507, 0.68777, 0.12127], [0.37248, 0.69065, 0.11603], [0.37996, 0.69352, 0.11072], [0.38748, 0.69636, 0.10536], [0.3951, 0.69917, 0.1001], [0.40279, 0.70196, 0.094912], [0.41054, 0.70473, 0.089608], [0.41833, 0.70747, 0.084378], [0.42622, 0.71018, 0.079119], [0.43414, 0.71287, 0.073963], [0.44214, 0.71554, 0.068745], [0.4502, 0.71818, 0.063586], [0.45829, 0.72079, 0.05835], [0.46644, 0.72338, 0.053154], [0.47467, 0.72595, 0.048139], [0.48291, 0.72849, 0.043005], [0.49122, 0.731, 0.038082], [0.49958, 0.73349, 0.033323], [0.50799, 0.73595, 0.029083], [0.51642, 0.7384, 0.025269], [0.52493, 0.7408, 0.021961], [0.53346, 0.7432, 0.018981], [0.54204, 0.74556, 0.016456], [0.55067, 0.74789, 0.014369], [0.55933, 0.7502, 0.012644], [0.56805, 0.75248, 0.01132], [0.5768, 0.75475, 0.010293], [0.58554, 0.75698, 0.0097626], [0.59425, 0.7592, 0.0095221], [0.60291, 0.76143, 0.0093793], [0.61149, 0.76365, 0.0093837], [0.62001, 0.76588, 0.0095486], [0.62846, 0.7681, 0.0098317], [0.63684, 0.77033, 0.010273], [0.64515, 0.77256, 0.010973], [0.6534, 0.77478, 0.011934], [0.6616, 0.77702, 0.012885], [0.66973, 0.77925, 0.014059], [0.6778, 0.78149, 0.015391], [0.68581, 0.78373, 0.016941], [0.69375, 0.78598, 0.018714], [0.70164, 0.78822, 0.02067], [0.70948, 0.79047, 0.022856], [0.71724, 0.79273, 0.02532], [0.72495, 0.79499, 0.027999], [0.73261, 0.79726, 0.030918], [0.74019, 0.79954, 0.034117], [0.74772, 0.80182, 0.037833], [0.75519, 0.80411, 0.041619], [0.7626, 0.80641, 0.045386], [0.76994, 0.80872, 0.049415], [0.77723, 0.81104, 0.053367], [0.78444, 0.81337, 0.057479], [0.79159, 0.81571, 0.061666], [0.79868, 0.81806, 0.065966], [0.80569, 0.82043, 0.070321], [0.81263, 0.82282, 0.074765], [0.8195, 0.82521, 0.079243], [0.82631, 0.82763, 0.083887], [0.83303, 0.83006, 0.088519], [0.83968, 0.83251, 0.093204], [0.84624, 0.83498, 0.098097], [0.85271, 0.83747, 0.10302], [0.85909, 0.83999, 0.10799], [0.86538, 0.84253, 0.11317], [0.87158, 0.84509, 0.11836], [0.87768, 0.84768, 0.12362], [0.88367, 0.85031, 0.12904], [0.88954, 0.85296, 0.13462], [0.89531, 0.85565, 0.14024], [0.90094, 0.85837, 0.14604], [0.90644, 0.86113, 0.15193], [0.9118, 0.86394, 0.15801], [0.91702, 0.86679, 0.16424], [0.92207, 0.86968, 0.17059], [0.92694, 0.87264, 0.17716], [0.93162, 0.87565, 0.18392], [0.9361, 0.87872, 0.19089], [0.94037, 0.88186, 0.19807], [0.9444, 0.88507, 0.2055], [0.94813, 0.88837, 0.21323], [0.95158, 0.89176, 0.22126], [0.9547, 0.89524, 0.22957], [0.95743, 0.89884, 0.23832], [0.95979, 0.90256, 0.24754], [0.96199, 0.9063, 0.25771], [0.96425, 0.90998, 0.26918], [0.96658, 0.91361, 0.28181], [0.96896, 0.91718, 0.29575], [0.9714, 0.92068, 0.31084], [0.97388, 0.92413, 0.32705], [0.9764, 0.92751, 0.34453], [0.97893, 0.93084, 0.36314], [0.98148, 0.93409, 0.38291], [0.98401, 0.93727, 0.40392], [0.98651, 0.94038, 0.42621], [0.98895, 0.94342, 0.4498], [0.9913, 0.94637, 0.47473], [0.99352, 0.94926, 0.50109], [0.99555, 0.95206, 0.52897], [0.99736, 0.95478, 0.55845], [0.99887, 0.95742, 0.58967], [1, 0.95997, 0.62277], [1, 0.96243, 0.65786], [1, 0.96481, 0.6951], [1, 0.96711, 0.7347], [0.99841, 0.96931, 0.77694], [0.99564, 0.97144, 0.82203], [0.99146, 0.97349, 0.87012], [0.98544, 0.97545, 0.92187], [0.97718, 0.97737, 0.97732], ] b_linear_bgyw_20_98_c66 = bokeh_palette('linear_bgyw_20_98_c66',linear_bgyw_20_98_c66) m_linear_bgyw_20_98_c66 = mpl_cm('linear_bgyw_20_98_c66',linear_bgyw_20_98_c66) m_linear_bgyw_20_98_c66_r = mpl_cm('linear_bgyw_20_98_c66_r',list(reversed(linear_bgyw_20_98_c66))) CET_L9 = b_linear_bgyw_20_98_c66 m_CET_L9 = m_linear_bgyw_20_98_c66 m_CET_L9_r = m_linear_bgyw_20_98_c66_r palette['CET_L9'] = b_linear_bgyw_20_98_c66 cm['CET_L9'] = m_linear_bgyw_20_98_c66 cm['CET_L9_r'] = m_linear_bgyw_20_98_c66_r register_cmap('cet_CET_L9',m_linear_bgyw_20_98_c66) register_cmap('cet_CET_L9_r',m_linear_bgyw_20_98_c66_r) linear_tritanopic_krjcw_5_95_c24 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.076759, 0.067596, 0.06602], [0.086416, 0.069198, 0.066054], [0.095198, 0.070651, 0.066121], [0.10321, 0.072161, 0.066221], [0.11063, 0.073753, 0.066367], [0.1176, 0.075172, 0.066552], [0.12457, 0.076447, 0.066783], [0.13159, 0.077536, 0.067062], [0.13857, 0.078462, 0.067395], [0.14552, 0.079356, 0.067762], [0.15233, 0.080233, 0.068159], [0.15915, 0.081098, 0.068594], [0.16589, 0.081959, 0.069059], [0.17259, 0.082719, 0.06953], [0.17925, 0.083516, 0.069981], [0.18588, 0.084338, 0.070485], [0.19242, 0.085059, 0.071081], [0.19893, 0.085781, 0.07166], [0.20543, 0.086603, 0.072227], [0.21189, 0.087401, 0.072907], [0.21829, 0.088131, 0.073607], [0.22463, 0.088885, 0.074252], [0.231, 0.089646, 0.074934], [0.23731, 0.090422, 0.075663], [0.24354, 0.091225, 0.076415], [0.24976, 0.092019, 0.077197], [0.25596, 0.092759, 0.078008], [0.26213, 0.093597, 0.078847], [0.26825, 0.094494, 0.079718], [0.27433, 0.095356, 0.080621], [0.28037, 0.09619, 0.081571], [0.28637, 0.097128, 0.082482], [0.29236, 0.098132, 0.0834], [0.29828, 0.099086, 0.084431], [0.30418, 0.1001, 0.085383], [0.31004, 0.10117, 0.086488], [0.31584, 0.1023, 0.087649], [0.32157, 0.10349, 0.08879], [0.32728, 0.10464, 0.09], [0.33296, 0.10596, 0.091278], [0.33857, 0.10728, 0.09253], [0.34413, 0.10861, 0.093897], [0.34966, 0.11011, 0.095321], [0.35514, 0.11159, 0.096697], [0.36052, 0.11318, 0.098274], [0.36589, 0.11474, 0.099798], [0.37118, 0.1165, 0.10141], [0.37644, 0.11829, 0.1031], [0.38162, 0.1201, 0.10476], [0.38674, 0.12201, 0.10662], [0.39181, 0.12403, 0.10839], [0.3968, 0.12616, 0.11034], [0.40174, 0.12831, 0.11228], [0.40662, 0.13059, 0.11425], [0.41142, 0.1329, 0.11638], [0.41615, 0.13531, 0.11853], [0.4208, 0.13784, 0.12068], [0.42539, 0.14042, 0.12295], [0.42989, 0.1431, 0.12533], [0.43431, 0.14588, 0.12775], [0.43865, 0.1487, 0.13027], [0.44292, 0.15165, 0.13279], [0.44708, 0.15469, 0.13541], [0.45117, 0.15782, 0.13815], [0.45516, 0.16105, 0.14093], [0.45906, 0.16436, 0.14377], [0.46285, 0.16774, 0.14669], [0.46656, 0.17122, 0.14975], [0.47016, 0.17481, 0.15281], [0.47364, 0.17847, 0.15604], [0.47702, 0.18218, 0.15929], [0.48029, 0.18606, 0.16268], [0.48344, 0.18996, 0.16612], [0.48647, 0.194, 0.16969], [0.48937, 0.19807, 0.17331], [0.49215, 0.20226, 0.17707], [0.49478, 0.20657, 0.18089], [0.49728, 0.21091, 0.18487], [0.49962, 0.21535, 0.18892], [0.50184, 0.2199, 0.19307], [0.50389, 0.22448, 0.19734], [0.50577, 0.2292, 0.2017], [0.50751, 0.23398, 0.20623], [0.50907, 0.23884, 0.21081], [0.51044, 0.24378, 0.21554], [0.51162, 0.24884, 0.22041], [0.51261, 0.25395, 0.22538], [0.5134, 0.25916, 0.23048], [0.51398, 0.26442, 0.23575], [0.51435, 0.26979, 0.24111], [0.51448, 0.27521, 0.24662], [0.51437, 0.28071, 0.2523], [0.51411, 0.28625, 0.25803], [0.51379, 0.29179, 0.26385], [0.51341, 0.29727, 0.26966], [0.51298, 0.3027, 0.2755], [0.51251, 0.30813, 0.28135], [0.51199, 0.31353, 0.28724], [0.51142, 0.31889, 0.29316], [0.51079, 0.32422, 0.29912], [0.51011, 0.32956, 0.30508], [0.50938, 0.33486, 0.31108], [0.5086, 0.34012, 0.31709], [0.50775, 0.34537, 0.32314], [0.50684, 0.35061, 0.32922], [0.50587, 0.35583, 0.33531], [0.50486, 0.36102, 0.34142], [0.50378, 0.36622, 0.34757], [0.50263, 0.37137, 0.35373], [0.50143, 0.37655, 0.35993], [0.50014, 0.38168, 0.36616], [0.49881, 0.3868, 0.37239], [0.4974, 0.39193, 0.37867], [0.49591, 0.39703, 0.38496], [0.49437, 0.40213, 0.39129], [0.49274, 0.40722, 0.39763], [0.49106, 0.41231, 0.404], [0.48927, 0.41738, 0.4104], [0.48743, 0.42242, 0.41681], [0.48548, 0.42749, 0.42325], [0.48347, 0.43253, 0.42972], [0.48137, 0.43757, 0.43622], [0.47919, 0.4426, 0.44274], [0.47691, 0.44761, 0.44928], [0.47455, 0.45265, 0.45584], [0.47208, 0.45765, 0.46242], [0.46953, 0.46265, 0.46905], [0.46686, 0.46766, 0.47569], [0.4641, 0.47266, 0.48235], [0.46122, 0.47765, 0.48903], [0.45824, 0.48264, 0.49574], [0.45516, 0.48764, 0.50247], [0.45195, 0.49261, 0.50924], [0.44861, 0.4976, 0.51601], [0.44515, 0.50256, 0.52283], [0.44156, 0.50754, 0.52966], [0.43784, 0.51251, 0.53652], [0.43396, 0.51748, 0.54339], [0.42996, 0.52244, 0.55029], [0.42579, 0.52741, 0.55723], [0.42146, 0.53237, 0.56417], [0.41699, 0.53734, 0.57114], [0.41232, 0.54229, 0.57814], [0.40747, 0.54724, 0.58517], [0.40242, 0.55221, 0.59222], [0.39719, 0.55717, 0.59928], [0.39174, 0.56212, 0.60637], [0.38606, 0.56707, 0.61348], [0.38015, 0.57202, 0.62063], [0.37399, 0.57698, 0.62779], [0.36755, 0.58192, 0.63498], [0.36082, 0.58688, 0.64219], [0.3538, 0.59184, 0.64943], [0.34645, 0.59679, 0.65668], [0.33874, 0.60173, 0.66396], [0.33063, 0.60669, 0.67126], [0.32211, 0.61164, 0.67859], [0.31313, 0.6166, 0.68595], [0.30362, 0.62155, 0.69332], [0.29356, 0.62651, 0.70072], [0.28288, 0.63146, 0.70814], [0.27144, 0.63642, 0.71558], [0.2593, 0.64137, 0.72303], [0.24667, 0.64629, 0.73039], [0.23389, 0.65116, 0.7376], [0.22104, 0.65597, 0.74465], [0.20808, 0.66072, 0.75153], [0.1951, 0.66542, 0.75824], [0.182, 0.67007, 0.76479], [0.16887, 0.67467, 0.7712], [0.15562, 0.67922, 0.77745], [0.14229, 0.68372, 0.78356], [0.12889, 0.68819, 0.78952], [0.11552, 0.69261, 0.79534], [0.10223, 0.69697, 0.80102], [0.089177, 0.7013, 0.80656], [0.076371, 0.70558, 0.81196], [0.064198, 0.70983, 0.81723], [0.052839, 0.71403, 0.82238], [0.04299, 0.7182, 0.82739], [0.03571, 0.72233, 0.83229], [0.031547, 0.72642, 0.83705], [0.03119, 0.73048, 0.8417], [0.034486, 0.7345, 0.84622], [0.04152, 0.73848, 0.85063], [0.051018, 0.74243, 0.85493], [0.062365, 0.74634, 0.8591], [0.074692, 0.75022, 0.86317], [0.087754, 0.75407, 0.86712], [0.10114, 0.75788, 0.87097], [0.11477, 0.76166, 0.87471], [0.12858, 0.76542, 0.87835], [0.14243, 0.76913, 0.88188], [0.15631, 0.77282, 0.88531], [0.17014, 0.77648, 0.88864], [0.18394, 0.7801, 0.89187], [0.19772, 0.78369, 0.895], [0.21146, 0.78726, 0.89803], [0.22511, 0.79079, 0.90097], [0.23873, 0.7943, 0.90381], [0.25231, 0.79777, 0.90657], [0.26582, 0.80121, 0.90923], [0.27928, 0.80463, 0.9118], [0.29269, 0.80802, 0.91428], [0.3061, 0.81138, 0.91667], [0.31942, 0.8147, 0.91897], [0.33272, 0.818, 0.92118], [0.34593, 0.82128, 0.92332], [0.35912, 0.82452, 0.92537], [0.37227, 0.82774, 0.92733], [0.38537, 0.83093, 0.92922], [0.39843, 0.83409, 0.93103], [0.41145, 0.83723, 0.93276], [0.42447, 0.84033, 0.9344], [0.43746, 0.8434, 0.93597], [0.45041, 0.84645, 0.93746], [0.46332, 0.84948, 0.93888], [0.47621, 0.85247, 0.94022], [0.48906, 0.85544, 0.94148], [0.50189, 0.85837, 0.94268], [0.5147, 0.86129, 0.9438], [0.52751, 0.86417, 0.94485], [0.54029, 0.86702, 0.94582], [0.55304, 0.86985, 0.94672], [0.56577, 0.87266, 0.94757], [0.57847, 0.87543, 0.94834], [0.59116, 0.87818, 0.94904], [0.60387, 0.88089, 0.94967], [0.61655, 0.88358, 0.95023], [0.6292, 0.88625, 0.95073], [0.64184, 0.88888, 0.95117], [0.65446, 0.89149, 0.95154], [0.66709, 0.89407, 0.95184], [0.67971, 0.89662, 0.95208], [0.69232, 0.89914, 0.95225], [0.70491, 0.90163, 0.95237], [0.71749, 0.9041, 0.95243], [0.73006, 0.90654, 0.95243], [0.74265, 0.90894, 0.95235], [0.75522, 0.91133, 0.95222], [0.76776, 0.91368, 0.95204], [0.78031, 0.916, 0.9518], [0.79287, 0.9183, 0.9515], [0.80542, 0.92056, 0.95113], [0.81797, 0.9228, 0.95071], [0.83051, 0.925, 0.95024], [0.84304, 0.92718, 0.94971], [0.85559, 0.92933, 0.94911], [0.86813, 0.93144, 0.94847], [0.88066, 0.93353, 0.94777], [0.89318, 0.9356, 0.94703], [0.90574, 0.93762, 0.94621], [0.91828, 0.93962, 0.94535], [0.93081, 0.94158, 0.94444], [0.94334, 0.94353, 0.94348], ] b_linear_tritanopic_krjcw_5_95_c24 = bokeh_palette('linear_tritanopic_krjcw_5_95_c24',linear_tritanopic_krjcw_5_95_c24) m_linear_tritanopic_krjcw_5_95_c24 = mpl_cm('linear_tritanopic_krjcw_5_95_c24',linear_tritanopic_krjcw_5_95_c24) m_linear_tritanopic_krjcw_5_95_c24_r = mpl_cm('linear_tritanopic_krjcw_5_95_c24_r',list(reversed(linear_tritanopic_krjcw_5_95_c24))) CET_CBTL2 = b_linear_tritanopic_krjcw_5_95_c24 m_CET_CBTL2 = m_linear_tritanopic_krjcw_5_95_c24 m_CET_CBTL2_r = m_linear_tritanopic_krjcw_5_95_c24_r palette['CET_CBTL2'] = b_linear_tritanopic_krjcw_5_95_c24 cm['CET_CBTL2'] = m_linear_tritanopic_krjcw_5_95_c24 cm['CET_CBTL2_r'] = m_linear_tritanopic_krjcw_5_95_c24_r register_cmap('cet_CET_CBTL2',m_linear_tritanopic_krjcw_5_95_c24) register_cmap('cet_CET_CBTL2_r',m_linear_tritanopic_krjcw_5_95_c24_r) diverging_bwr_20_95_c54 = [ # cmap_def [0.091874, 0.16093, 0.4469], [0.09332, 0.16518, 0.45817], [0.094888, 0.16952, 0.4695], [0.096269, 0.17381, 0.48085], [0.097771, 0.17816, 0.49227], [0.099148, 0.18246, 0.50373], [0.10052, 0.18684, 0.51524], [0.10188, 0.19121, 0.52681], [0.10324, 0.1956, 0.53841], [0.10448, 0.19999, 0.55006], [0.10579, 0.20445, 0.56175], [0.10705, 0.20887, 0.57349], [0.10821, 0.21331, 0.58527], [0.10946, 0.2178, 0.5971], [0.11061, 0.22227, 0.60896], [0.11176, 0.22678, 0.62086], [0.11291, 0.2313, 0.63278], [0.11401, 0.23582, 0.64473], [0.11517, 0.24034, 0.65671], [0.11641, 0.24491, 0.66868], [0.11766, 0.2495, 0.68064], [0.11905, 0.25411, 0.69259], [0.12055, 0.25873, 0.70448], [0.12227, 0.26339, 0.7163], [0.12429, 0.26804, 0.72801], [0.12666, 0.27275, 0.73958], [0.12946, 0.2775, 0.75097], [0.13277, 0.28229, 0.76212], [0.13665, 0.28708, 0.773], [0.14125, 0.29196, 0.78356], [0.1465, 0.29689, 0.79375], [0.15254, 0.30184, 0.80352], [0.15936, 0.30689, 0.81285], [0.16694, 0.31196, 0.82169], [0.17519, 0.31714, 0.83003], [0.18408, 0.32237, 0.83785], [0.19356, 0.32765, 0.84516], [0.2035, 0.33302, 0.85196], [0.21381, 0.33843, 0.85827], [0.2244, 0.34391, 0.86413], [0.23524, 0.34946, 0.86955], [0.24614, 0.35507, 0.8746], [0.25713, 0.3607, 0.87932], [0.26808, 0.36642, 0.88374], [0.27901, 0.37214, 0.88791], [0.2898, 0.37793, 0.89188], [0.30048, 0.38375, 0.89568], [0.31103, 0.38959, 0.89934], [0.3214, 0.39547, 0.9029], [0.33162, 0.40137, 0.90637], [0.34168, 0.40729, 0.90978], [0.35157, 0.41325, 0.91315], [0.36131, 0.41922, 0.91648], [0.37089, 0.42521, 0.91979], [0.38034, 0.43122, 0.92309], [0.38964, 0.43724, 0.92637], [0.39881, 0.44328, 0.92965], [0.40787, 0.44934, 0.93291], [0.41682, 0.45542, 0.93618], [0.42566, 0.46151, 0.93944], [0.4344, 0.46762, 0.94269], [0.44306, 0.47374, 0.94592], [0.45163, 0.4799, 0.94914], [0.46012, 0.48605, 0.95233], [0.46856, 0.49224, 0.9555], [0.47694, 0.49845, 0.95862], [0.48526, 0.50466, 0.96169], [0.49355, 0.5109, 0.9647], [0.50181, 0.51717, 0.96762], [0.51003, 0.52346, 0.97044], [0.51824, 0.52978, 0.97315], [0.52644, 0.53613, 0.97571], [0.53462, 0.54252, 0.97812], [0.54281, 0.54893, 0.98035], [0.551, 0.55538, 0.98238], [0.55919, 0.56188, 0.9842], [0.5674, 0.5684, 0.98579], [0.5756, 0.57497, 0.98716], [0.5838, 0.58158, 0.98828], [0.59201, 0.58822, 0.98917], [0.60019, 0.59492, 0.98983], [0.60837, 0.60165, 0.99027], [0.61652, 0.60842, 0.99051], [0.62464, 0.61521, 0.99055], [0.63273, 0.62205, 0.99043], [0.64077, 0.62892, 0.99015], [0.64877, 0.63581, 0.98974], [0.65671, 0.64273, 0.98921], [0.6646, 0.64968, 0.98859], [0.67243, 0.65665, 0.98789], [0.68019, 0.66364, 0.98713], [0.68791, 0.67064, 0.98631], [0.69556, 0.67767, 0.98545], [0.70314, 0.6847, 0.98455], [0.71067, 0.69176, 0.98362], [0.71813, 0.69883, 0.98268], [0.72555, 0.70592, 0.98171], [0.7329, 0.71301, 0.98073], [0.7402, 0.72013, 0.97973], [0.74744, 0.72725, 0.97871], [0.75463, 0.7344, 0.97769], [0.76177, 0.74155, 0.97666], [0.76886, 0.74871, 0.97561], [0.7759, 0.75589, 0.97456], [0.7829, 0.76308, 0.97349], [0.78986, 0.77029, 0.97242], [0.79677, 0.77751, 0.97133], [0.80364, 0.78473, 0.97021], [0.81048, 0.79195, 0.96908], [0.81728, 0.79917, 0.96791], [0.82404, 0.80637, 0.9667], [0.83078, 0.81353, 0.96544], [0.83748, 0.82065, 0.96411], [0.84414, 0.8277, 0.96271], [0.85078, 0.83466, 0.96118], [0.85739, 0.84147, 0.95952], [0.86397, 0.8481, 0.95769], [0.87051, 0.8545, 0.95564], [0.87701, 0.8606, 0.95332], [0.88347, 0.86632, 0.9507], [0.88986, 0.87161, 0.94771], [0.89618, 0.87636, 0.94431], [0.9024, 0.88051, 0.94045], [0.9085, 0.88397, 0.93608], [0.91447, 0.88666, 0.93116], [0.92027, 0.88852, 0.92566], [0.92588, 0.88949, 0.91958], [0.93128, 0.88955, 0.9129], [0.93643, 0.88867, 0.90562], [0.94132, 0.88685, 0.89777], [0.94593, 0.88412, 0.88939], [0.95026, 0.8805, 0.8805], [0.95429, 0.87605, 0.87117], [0.95803, 0.87085, 0.86143], [0.96147, 0.86496, 0.85135], [0.96463, 0.85847, 0.84098], [0.96754, 0.85145, 0.83037], [0.97018, 0.84399, 0.81957], [0.9726, 0.83616, 0.80864], [0.9748, 0.82802, 0.79758], [0.97681, 0.81964, 0.78646], [0.97864, 0.81108, 0.77528], [0.98031, 0.80236, 0.76407], [0.98183, 0.79354, 0.75284], [0.9832, 0.78462, 0.74162], [0.98446, 0.77564, 0.7304], [0.98559, 0.76662, 0.7192], [0.98661, 0.75756, 0.70801], [0.98752, 0.74847, 0.69685], [0.98832, 0.73936, 0.68571], [0.98903, 0.73022, 0.67459], [0.98964, 0.72108, 0.66352], [0.99016, 0.71193, 0.65246], [0.99058, 0.70276, 0.64143], [0.99092, 0.69357, 0.63043], [0.99116, 0.68436, 0.61946], [0.99132, 0.67515, 0.60851], [0.99139, 0.66591, 0.59759], [0.99137, 0.65666, 0.5867], [0.99126, 0.64738, 0.57585], [0.99106, 0.63808, 0.56501], [0.99077, 0.62876, 0.55423], [0.99039, 0.61943, 0.54347], [0.98991, 0.61006, 0.53275], [0.98934, 0.60069, 0.52207], [0.98865, 0.5913, 0.51145], [0.98786, 0.58189, 0.50088], [0.98695, 0.57248, 0.49038], [0.9859, 0.56306, 0.47994], [0.98472, 0.55364, 0.46959], [0.98338, 0.54423, 0.45933], [0.98188, 0.53484, 0.44917], [0.9802, 0.52548, 0.43912], [0.97832, 0.51615, 0.42922], [0.97626, 0.50687, 0.41945], [0.97398, 0.49766, 0.40983], [0.97149, 0.48849, 0.40037], [0.96878, 0.4794, 0.39107], [0.96585, 0.47039, 0.38193], [0.96271, 0.46144, 0.37296], [0.95935, 0.45259, 0.36416], [0.9558, 0.4438, 0.35553], [0.95206, 0.43508, 0.34704], [0.94815, 0.42642, 0.33868], [0.94407, 0.41783, 0.33046], [0.93986, 0.40928, 0.32236], [0.93552, 0.40077, 0.31435], [0.93108, 0.39227, 0.30646], [0.92653, 0.38379, 0.29862], [0.92191, 0.37531, 0.29086], [0.91723, 0.36682, 0.28317], [0.91247, 0.35831, 0.27552], [0.90768, 0.34976, 0.26789], [0.90284, 0.34117, 0.26033], [0.89796, 0.33254, 0.25279], [0.89306, 0.32382, 0.24525], [0.88813, 0.31504, 0.23778], [0.88317, 0.3062, 0.23027], [0.87818, 0.29724, 0.22284], [0.87318, 0.28817, 0.21537], [0.86815, 0.27902, 0.20794], [0.8631, 0.26973, 0.2005], [0.85801, 0.2603, 0.19312], [0.85291, 0.25073, 0.18575], [0.84776, 0.241, 0.17838], [0.84258, 0.23113, 0.171], [0.83735, 0.22106, 0.16371], [0.83206, 0.21078, 0.15643], [0.8267, 0.2003, 0.14918], [0.82126, 0.18965, 0.14201], [0.81571, 0.17878, 0.13493], [0.81004, 0.16767, 0.12792], [0.80423, 0.1564, 0.12101], [0.79825, 0.14491, 0.11428], [0.79207, 0.13322, 0.10775], [0.78568, 0.12135, 0.10141], [0.77903, 0.10946, 0.095344], [0.77213, 0.097351, 0.089503], [0.76494, 0.085214, 0.084009], [0.75744, 0.073154, 0.078743], [0.74963, 0.060978, 0.073995], [0.74151, 0.049092, 0.06957], [0.73309, 0.037259, 0.065437], [0.72436, 0.026823, 0.061723], [0.71534, 0.018618, 0.058443], [0.70605, 0.012283, 0.055532], [0.69652, 0.007339, 0.052912], [0.68678, 0.0040371, 0.05068], [0.67685, 0.0019439, 0.04877], [0.66675, 0.00085262, 0.047012], [0.65654, 0.00057092, 0.045448], [0.64622, 0.00092486, 0.044119], [0.63582, 0.0017616, 0.042871], [0.62537, 0.0029503, 0.041932], [0.61487, 0.0043822, 0.040902], [0.60438, 0.0059666, 0.039904], [0.59386, 0.0076341, 0.038882], [0.58336, 0.0093374, 0.037833], [0.57288, 0.011077, 0.036734], [0.56242, 0.012852, 0.03563], [0.55198, 0.014445, 0.034215], [0.54157, 0.015957, 0.032974], [0.5312, 0.017388, 0.031658], [0.52087, 0.018728, 0.030292], [0.51058, 0.019973, 0.028861], [0.50033, 0.021123, 0.027367], [0.49012, 0.02218, 0.025811], [0.47996, 0.023147, 0.024193], [0.46984, 0.024025, 0.022515], [0.45976, 0.024816, 0.020778], [0.44973, 0.025523, 0.018981], [0.43974, 0.026148, 0.017126], [0.4298, 0.026693, 0.015214], [0.41991, 0.027159, 0.01324], [0.41008, 0.027551, 0.011092], [0.40028, 0.027868, 0.0089508], ] b_diverging_bwr_20_95_c54 = bokeh_palette('diverging_bwr_20_95_c54',diverging_bwr_20_95_c54) m_diverging_bwr_20_95_c54 = mpl_cm('diverging_bwr_20_95_c54',diverging_bwr_20_95_c54) m_diverging_bwr_20_95_c54_r = mpl_cm('diverging_bwr_20_95_c54_r',list(reversed(diverging_bwr_20_95_c54))) CET_D1A = b_diverging_bwr_20_95_c54 m_CET_D1A = m_diverging_bwr_20_95_c54 m_CET_D1A_r = m_diverging_bwr_20_95_c54_r palette['CET_D1A'] = b_diverging_bwr_20_95_c54 cm['CET_D1A'] = m_diverging_bwr_20_95_c54 cm['CET_D1A_r'] = m_diverging_bwr_20_95_c54_r register_cmap('cet_CET_D1A',m_diverging_bwr_20_95_c54) register_cmap('cet_CET_D1A_r',m_diverging_bwr_20_95_c54_r) linear_tritanopic_krjcw_5_98_c46 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.078225, 0.067325, 0.065441], [0.089145, 0.068628, 0.064864], [0.098951, 0.069855, 0.064281], [0.10795, 0.071087, 0.063702], [0.11636, 0.072248, 0.063142], [0.12443, 0.073387, 0.062556], [0.13261, 0.074138, 0.061908], [0.14082, 0.07462, 0.061308], [0.14899, 0.074903, 0.060792], [0.15715, 0.075095, 0.060285], [0.16526, 0.075197, 0.059744], [0.17337, 0.075206, 0.059135], [0.18144, 0.075118, 0.058479], [0.18952, 0.074929, 0.057832], [0.19757, 0.074639, 0.057263], [0.20562, 0.074251, 0.056707], [0.21365, 0.073764, 0.056064], [0.22168, 0.073113, 0.055395], [0.2297, 0.072287, 0.054742], [0.23776, 0.071458, 0.054088], [0.24577, 0.070377, 0.053435], [0.25381, 0.069302, 0.052789], [0.26183, 0.067939, 0.052151], [0.26987, 0.066459, 0.051527], [0.27787, 0.064849, 0.050918], [0.28586, 0.063128, 0.050324], [0.29385, 0.0611, 0.049773], [0.30182, 0.059091, 0.049266], [0.30978, 0.056819, 0.048734], [0.31768, 0.05432, 0.048193], [0.32554, 0.051716, 0.047758], [0.33339, 0.049059, 0.047443], [0.34115, 0.045994, 0.047203], [0.34886, 0.0429, 0.047029], [0.35651, 0.039762, 0.046938], [0.36406, 0.036455, 0.046949], [0.37153, 0.033025, 0.047066], [0.37893, 0.029848, 0.047282], [0.38622, 0.026784, 0.047594], [0.39342, 0.023855, 0.048064], [0.40053, 0.021083, 0.048744], [0.40752, 0.018491, 0.049455], [0.41441, 0.016096, 0.050213], [0.4212, 0.013914, 0.051116], [0.42791, 0.011974, 0.052114], [0.43451, 0.010004, 0.053214], [0.44102, 0.0085084, 0.054407], [0.44746, 0.0072282, 0.055682], [0.45383, 0.0061645, 0.056992], [0.46012, 0.0053117, 0.058278], [0.46636, 0.0046574, 0.059757], [0.47255, 0.0041885, 0.061036], [0.4787, 0.0038901, 0.062535], [0.4848, 0.003747, 0.063902], [0.4909, 0.0037436, 0.065296], [0.49695, 0.0038647, 0.066699], [0.50299, 0.0040958, 0.068108], [0.50903, 0.0044251, 0.069543], [0.51505, 0.004841, 0.070914], [0.52106, 0.0053325, 0.07231], [0.52708, 0.00589, 0.073829], [0.53309, 0.006505, 0.075226], [0.53911, 0.0071713, 0.076672], [0.54514, 0.0078814, 0.07815], [0.55117, 0.0086309, 0.07966], [0.55722, 0.009427, 0.081199], [0.56327, 0.010214, 0.082689], [0.56932, 0.011173, 0.084233], [0.57539, 0.012194, 0.085652], [0.58147, 0.013064, 0.087261], [0.58756, 0.014003, 0.088744], [0.59367, 0.014954, 0.090266], [0.59979, 0.015932, 0.091819], [0.60591, 0.016934, 0.093269], [0.61205, 0.017961, 0.094878], [0.6182, 0.019014, 0.096325], [0.62437, 0.020091, 0.097933], [0.63054, 0.021195, 0.099434], [0.63673, 0.022324, 0.10097], [0.64292, 0.02348, 0.10253], [0.64913, 0.024662, 0.10407], [0.65534, 0.02587, 0.10563], [0.66157, 0.027106, 0.10721], [0.66781, 0.028369, 0.10873], [0.67405, 0.02966, 0.11033], [0.68031, 0.030979, 0.11189], [0.68658, 0.032325, 0.11346], [0.69287, 0.033673, 0.11497], [0.69915, 0.035312, 0.11659], [0.70546, 0.036723, 0.11817], [0.71177, 0.03819, 0.11971], [0.71809, 0.039682, 0.12127], [0.72443, 0.041205, 0.12285], [0.73077, 0.042628, 0.12445], [0.73712, 0.044143, 0.12608], [0.74349, 0.045602, 0.12765], [0.74986, 0.047156, 0.12923], [0.75624, 0.048669, 0.13087], [0.76264, 0.050114, 0.13245], [0.76904, 0.051566, 0.13406], [0.77545, 0.053037, 0.13563], [0.78188, 0.054536, 0.13727], [0.78831, 0.05607, 0.13886], [0.79476, 0.057476, 0.14049], [0.80121, 0.05904, 0.1421], [0.80767, 0.060497, 0.14372], [0.81414, 0.061942, 0.14537], [0.82063, 0.06346, 0.14695], [0.82712, 0.064908, 0.14856], [0.83363, 0.06638, 0.15023], [0.84014, 0.067875, 0.15183], [0.84665, 0.069402, 0.15346], [0.85318, 0.070821, 0.15511], [0.85972, 0.072295, 0.15677], [0.86625, 0.073902, 0.15844], [0.87278, 0.075433, 0.16006], [0.8793, 0.077071, 0.1618], [0.88581, 0.078831, 0.1635], [0.89231, 0.080742, 0.16519], [0.89877, 0.082767, 0.16701], [0.9052, 0.084981, 0.16882], [0.91157, 0.087474, 0.17068], [0.91789, 0.090182, 0.17261], [0.92411, 0.093217, 0.17466], [0.93023, 0.096697, 0.17678], [0.93623, 0.10069, 0.17905], [0.94207, 0.10517, 0.18144], [0.94772, 0.11031, 0.18404], [0.95316, 0.11603, 0.18683], [0.95834, 0.12238, 0.18985], [0.96324, 0.12954, 0.19315], [0.96781, 0.1374, 0.19676], [0.97201, 0.14596, 0.20063], [0.97581, 0.15522, 0.20494], [0.97918, 0.16516, 0.2096], [0.98208, 0.17576, 0.21468], [0.98448, 0.18698, 0.22023], [0.98634, 0.1987, 0.2262], [0.98765, 0.21091, 0.23263], [0.98839, 0.22353, 0.23956], [0.98856, 0.23648, 0.24696], [0.98815, 0.24967, 0.25486], [0.98715, 0.26312, 0.26319], [0.98557, 0.27669, 0.27197], [0.98343, 0.29032, 0.28121], [0.98073, 0.30401, 0.29087], [0.97751, 0.31768, 0.3009], [0.97377, 0.33127, 0.31131], [0.96955, 0.34479, 0.32204], [0.96488, 0.35817, 0.33309], [0.95977, 0.37138, 0.34438], [0.95425, 0.38442, 0.35595], [0.94834, 0.39727, 0.36771], [0.94208, 0.40993, 0.37968], [0.93548, 0.42235, 0.39182], [0.92854, 0.43458, 0.4041], [0.92131, 0.44659, 0.41651], [0.91378, 0.45838, 0.42903], [0.90595, 0.46998, 0.44166], [0.89784, 0.48135, 0.45437], [0.88946, 0.49253, 0.46715], [0.88079, 0.50352, 0.48], [0.87184, 0.51435, 0.49289], [0.86261, 0.52498, 0.50586], [0.85307, 0.53545, 0.51889], [0.84324, 0.54577, 0.53194], [0.83309, 0.55592, 0.54505], [0.82262, 0.56595, 0.55819], [0.8118, 0.57585, 0.57138], [0.80063, 0.58561, 0.58461], [0.78908, 0.59524, 0.59787], [0.77712, 0.60477, 0.61117], [0.76474, 0.61418, 0.62451], [0.75191, 0.62351, 0.63788], [0.7386, 0.63271, 0.65128], [0.7248, 0.64183, 0.6647], [0.71047, 0.65084, 0.67815], [0.69557, 0.65977, 0.6916], [0.68008, 0.6686, 0.70507], [0.66397, 0.67734, 0.71853], [0.64719, 0.68598, 0.73198], [0.6297, 0.69452, 0.74539], [0.6115, 0.70298, 0.75876], [0.59254, 0.71132, 0.77207], [0.57278, 0.71956, 0.78528], [0.55221, 0.72767, 0.79837], [0.53079, 0.73566, 0.81131], [0.50854, 0.74352, 0.82406], [0.4854, 0.75124, 0.83659], [0.46143, 0.75879, 0.84885], [0.43661, 0.76618, 0.8608], [0.41099, 0.77339, 0.8724], [0.38459, 0.78041, 0.8836], [0.35755, 0.78723, 0.89435], [0.32991, 0.79384, 0.90461], [0.30184, 0.80022, 0.91435], [0.27364, 0.80637, 0.92353], [0.24554, 0.81229, 0.93211], [0.21813, 0.81797, 0.94008], [0.19209, 0.82341, 0.94743], [0.16858, 0.82862, 0.95413], [0.14919, 0.83358, 0.96019], [0.13588, 0.83831, 0.96563], [0.13065, 0.84281, 0.97045], [0.13412, 0.84709, 0.97469], [0.14552, 0.85118, 0.97836], [0.16281, 0.85507, 0.98151], [0.18396, 0.85878, 0.98417], [0.20739, 0.86233, 0.98639], [0.23195, 0.86572, 0.9882], [0.25692, 0.86898, 0.98965], [0.28187, 0.87212, 0.99078], [0.30652, 0.87515, 0.99163], [0.33068, 0.87809, 0.99225], [0.35429, 0.88095, 0.99266], [0.37727, 0.88374, 0.99291], [0.39958, 0.88647, 0.99301], [0.42126, 0.88914, 0.99299], [0.44232, 0.89178, 0.99288], [0.46272, 0.89438, 0.99269], [0.48256, 0.89695, 0.99244], [0.50184, 0.8995, 0.99215], [0.52057, 0.90202, 0.99181], [0.53883, 0.90452, 0.99145], [0.55662, 0.90701, 0.99107], [0.57397, 0.90948, 0.99067], [0.59094, 0.91194, 0.99025], [0.60754, 0.9144, 0.98983], [0.62378, 0.91684, 0.9894], [0.63969, 0.91926, 0.98897], [0.65529, 0.92169, 0.98853], [0.67063, 0.92411, 0.98809], [0.6857, 0.92651, 0.98766], [0.70054, 0.92891, 0.98722], [0.71516, 0.93131, 0.98677], [0.72957, 0.93369, 0.98632], [0.74379, 0.93607, 0.98587], [0.75783, 0.93843, 0.98542], [0.77171, 0.94079, 0.98497], [0.78542, 0.94314, 0.98451], [0.79899, 0.94548, 0.98405], [0.81241, 0.94781, 0.98358], [0.82571, 0.95014, 0.98312], [0.83888, 0.95245, 0.98265], [0.85194, 0.95476, 0.98218], [0.86488, 0.95706, 0.98171], [0.87771, 0.95935, 0.98123], [0.89045, 0.96163, 0.98075], [0.90309, 0.9639, 0.98027], [0.91564, 0.96617, 0.97979], [0.9281, 0.96843, 0.9793], [0.94049, 0.97068, 0.97881], [0.95279, 0.97292, 0.97831], [0.96502, 0.97515, 0.97782], [0.97718, 0.97737, 0.97732], ] b_linear_tritanopic_krjcw_5_98_c46 = bokeh_palette('linear_tritanopic_krjcw_5_98_c46',linear_tritanopic_krjcw_5_98_c46) m_linear_tritanopic_krjcw_5_98_c46 = mpl_cm('linear_tritanopic_krjcw_5_98_c46',linear_tritanopic_krjcw_5_98_c46) m_linear_tritanopic_krjcw_5_98_c46_r = mpl_cm('linear_tritanopic_krjcw_5_98_c46_r',list(reversed(linear_tritanopic_krjcw_5_98_c46))) CET_CBTL1 = b_linear_tritanopic_krjcw_5_98_c46 m_CET_CBTL1 = m_linear_tritanopic_krjcw_5_98_c46 m_CET_CBTL1_r = m_linear_tritanopic_krjcw_5_98_c46_r palette['CET_CBTL1'] = b_linear_tritanopic_krjcw_5_98_c46 cm['CET_CBTL1'] = m_linear_tritanopic_krjcw_5_98_c46 cm['CET_CBTL1_r'] = m_linear_tritanopic_krjcw_5_98_c46_r register_cmap('cet_CET_CBTL1',m_linear_tritanopic_krjcw_5_98_c46) register_cmap('cet_CET_CBTL1_r',m_linear_tritanopic_krjcw_5_98_c46_r) cyclic_protanopic_deuteranopic_wywb_55_96_c33 = [ # cmap_def [0.93344, 0.92965, 0.9265], [0.93483, 0.9285, 0.91829], [0.93521, 0.92627, 0.90898], [0.93467, 0.92304, 0.89864], [0.9333, 0.9189, 0.88737], [0.93123, 0.91403, 0.87529], [0.92857, 0.90852, 0.86255], [0.92545, 0.90254, 0.84929], [0.92195, 0.8962, 0.83562], [0.91818, 0.88959, 0.82167], [0.9142, 0.88281, 0.80752], [0.91006, 0.87592, 0.79326], [0.9058, 0.86896, 0.77891], [0.90144, 0.86196, 0.76454], [0.89701, 0.85495, 0.75015], [0.89251, 0.84793, 0.73577], [0.88796, 0.84092, 0.7214], [0.88336, 0.83393, 0.70707], [0.87871, 0.82695, 0.69276], [0.87401, 0.81998, 0.67847], [0.86926, 0.81303, 0.66421], [0.86446, 0.8061, 0.64997], [0.85961, 0.79918, 0.63576], [0.85471, 0.79227, 0.62156], [0.84977, 0.78539, 0.6074], [0.84477, 0.77851, 0.59325], [0.83973, 0.77165, 0.57912], [0.83463, 0.76481, 0.565], [0.82949, 0.75798, 0.55091], [0.8243, 0.75118, 0.53683], [0.81906, 0.74438, 0.52275], [0.81377, 0.73759, 0.50869], [0.80844, 0.73083, 0.49463], [0.80306, 0.72408, 0.48056], [0.79763, 0.71736, 0.46651], [0.79215, 0.71064, 0.45246], [0.78663, 0.70394, 0.43838], [0.78106, 0.69725, 0.4243], [0.77544, 0.69059, 0.4102], [0.76978, 0.68394, 0.39607], [0.76407, 0.67731, 0.3819], [0.75832, 0.6707, 0.36769], [0.75251, 0.66409, 0.35344], [0.74667, 0.65752, 0.33912], [0.74077, 0.65095, 0.3247], [0.73484, 0.64439, 0.31022], [0.72885, 0.63786, 0.29559], [0.72282, 0.63135, 0.28082], [0.71676, 0.62485, 0.26592], [0.71064, 0.61837, 0.25077], [0.70448, 0.61191, 0.23541], [0.6983, 0.60548, 0.21975], [0.6921, 0.59911, 0.20379], [0.6859, 0.5928, 0.18746], [0.67973, 0.58656, 0.1707], [0.67364, 0.58047, 0.15351], [0.66769, 0.57456, 0.13583], [0.66195, 0.56892, 0.11768], [0.65653, 0.56364, 0.098985], [0.65154, 0.55879, 0.079761], [0.64711, 0.55454, 0.060162], [0.64338, 0.55098, 0.040145], [0.6405, 0.54824, 0.022737], [0.63856, 0.5464, 0.011467], [0.63764, 0.54552, 0.00612], [0.63779, 0.54566, 0.0069528], [0.639, 0.54681, 0.014011], [0.6412, 0.54891, 0.026881], [0.64433, 0.55189, 0.045584], [0.64825, 0.55564, 0.065542], [0.65284, 0.56007, 0.085072], [0.65797, 0.56502, 0.10412], [0.66348, 0.57042, 0.12263], [0.66928, 0.57615, 0.14071], [0.67528, 0.5821, 0.15822], [0.68138, 0.58823, 0.17526], [0.68757, 0.59448, 0.19187], [0.69376, 0.60081, 0.2081], [0.69996, 0.60722, 0.22396], [0.70614, 0.61364, 0.23954], [0.71228, 0.62011, 0.25487], [0.71839, 0.62659, 0.26994], [0.72445, 0.6331, 0.2848], [0.73047, 0.63962, 0.29953], [0.73643, 0.64615, 0.31411], [0.74236, 0.6527, 0.32858], [0.74824, 0.65927, 0.34297], [0.75408, 0.66586, 0.35728], [0.75986, 0.67247, 0.3715], [0.76561, 0.67908, 0.38569], [0.77131, 0.68572, 0.39985], [0.77696, 0.69238, 0.41398], [0.78256, 0.69904, 0.42808], [0.78811, 0.70573, 0.44216], [0.79363, 0.71243, 0.45622], [0.79909, 0.71916, 0.47028], [0.80451, 0.7259, 0.48433], [0.80987, 0.73265, 0.4984], [0.81519, 0.73942, 0.51245], [0.82047, 0.7462, 0.52653], [0.82569, 0.75299, 0.5406], [0.83087, 0.75981, 0.55468], [0.836, 0.76664, 0.56878], [0.84108, 0.77349, 0.5829], [0.84611, 0.78035, 0.59704], [0.85109, 0.78723, 0.6112], [0.85603, 0.79413, 0.62537], [0.86092, 0.80103, 0.63957], [0.86575, 0.80795, 0.65379], [0.87054, 0.81489, 0.66803], [0.87528, 0.82185, 0.68229], [0.87996, 0.82882, 0.69659], [0.8846, 0.8358, 0.71091], [0.88918, 0.8428, 0.72527], [0.8937, 0.84979, 0.73965], [0.89813, 0.85678, 0.75405], [0.90247, 0.86374, 0.76846], [0.90668, 0.87063, 0.78288], [0.91072, 0.87743, 0.79727], [0.91454, 0.88408, 0.8116], [0.91805, 0.89049, 0.82582], [0.92115, 0.89657, 0.83985], [0.92376, 0.90221, 0.85359], [0.92572, 0.90727, 0.86693], [0.92693, 0.9116, 0.87972], [0.92726, 0.91509, 0.89181], [0.92662, 0.9176, 0.90305], [0.92493, 0.91903, 0.91331], [0.92216, 0.91934, 0.92247], [0.91831, 0.91852, 0.93048], [0.91344, 0.91658, 0.93732], [0.90763, 0.91362, 0.94303], [0.90098, 0.90973, 0.94767], [0.89363, 0.90506, 0.95137], [0.8857, 0.89973, 0.95427], [0.87731, 0.89389, 0.95649], [0.86857, 0.88766, 0.9582], [0.85956, 0.88115, 0.95951], [0.85035, 0.87445, 0.96053], [0.84101, 0.86762, 0.96134], [0.83155, 0.86072, 0.96201], [0.822, 0.85377, 0.9626], [0.81238, 0.8468, 0.96312], [0.8027, 0.83983, 0.9636], [0.79297, 0.83286, 0.96404], [0.78318, 0.82591, 0.96448], [0.77333, 0.81897, 0.9649], [0.76342, 0.81205, 0.96531], [0.75346, 0.80515, 0.96572], [0.74343, 0.79826, 0.96611], [0.73332, 0.79138, 0.96649], [0.72314, 0.78453, 0.96686], [0.71289, 0.77769, 0.96722], [0.70257, 0.77086, 0.96758], [0.69216, 0.76405, 0.96792], [0.68165, 0.75726, 0.96824], [0.67106, 0.75048, 0.96856], [0.66036, 0.74372, 0.96887], [0.64957, 0.73698, 0.96917], [0.63866, 0.73026, 0.96946], [0.62763, 0.72354, 0.96974], [0.61649, 0.71686, 0.97001], [0.6052, 0.71018, 0.97027], [0.59378, 0.70353, 0.97052], [0.5822, 0.69689, 0.97076], [0.57047, 0.69028, 0.97099], [0.55857, 0.68368, 0.97122], [0.54649, 0.6771, 0.97143], [0.5342, 0.67054, 0.97163], [0.52169, 0.664, 0.97183], [0.50897, 0.65748, 0.97202], [0.49597, 0.65098, 0.9722], [0.48272, 0.64449, 0.97236], [0.46916, 0.63803, 0.97252], [0.45526, 0.63159, 0.97267], [0.44099, 0.62517, 0.97282], [0.42633, 0.61878, 0.97295], [0.41125, 0.61241, 0.97307], [0.39571, 0.60609, 0.97319], [0.37968, 0.59984, 0.9733], [0.36317, 0.59366, 0.9734], [0.34619, 0.58759, 0.97348], [0.32882, 0.58169, 0.97356], [0.31115, 0.57603, 0.97363], [0.29341, 0.57065, 0.97369], [0.27598, 0.56568, 0.97374], [0.25925, 0.56122, 0.97379], [0.24386, 0.5574, 0.97382], [0.23068, 0.55429, 0.97384], [0.22054, 0.55203, 0.97386], [0.21423, 0.55068, 0.97387], [0.2124, 0.5503, 0.97387], [0.21521, 0.55089, 0.97387], [0.22242, 0.55244, 0.97386], [0.23329, 0.55489, 0.97384], [0.24704, 0.55816, 0.97381], [0.26275, 0.56215, 0.97378], [0.27969, 0.56672, 0.97373], [0.29725, 0.57178, 0.97368], [0.31497, 0.57722, 0.97362], [0.3326, 0.58294, 0.97355], [0.3499, 0.58888, 0.97347], [0.36678, 0.59498, 0.97338], [0.38318, 0.60118, 0.97328], [0.39909, 0.60746, 0.97317], [0.41454, 0.61378, 0.97305], [0.42953, 0.62016, 0.97292], [0.44411, 0.62655, 0.97279], [0.45828, 0.63298, 0.97264], [0.47211, 0.63943, 0.97249], [0.4856, 0.64589, 0.97233], [0.4988, 0.65237, 0.97216], [0.51173, 0.65888, 0.97198], [0.52441, 0.66541, 0.97179], [0.53687, 0.67195, 0.97159], [0.54911, 0.67852, 0.97138], [0.56115, 0.6851, 0.97117], [0.57302, 0.6917, 0.97094], [0.58472, 0.69832, 0.97071], [0.59625, 0.70496, 0.97047], [0.60765, 0.71162, 0.97021], [0.6189, 0.71829, 0.96995], [0.63002, 0.72499, 0.96968], [0.64101, 0.7317, 0.9694], [0.6519, 0.73843, 0.96911], [0.66268, 0.74518, 0.96881], [0.67335, 0.75194, 0.96849], [0.68392, 0.75872, 0.96817], [0.6944, 0.76552, 0.96784], [0.7048, 0.77233, 0.9675], [0.71511, 0.77916, 0.96715], [0.72535, 0.78601, 0.96678], [0.73551, 0.79287, 0.96641], [0.74559, 0.79975, 0.96603], [0.75561, 0.80664, 0.96563], [0.76557, 0.81354, 0.96523], [0.77546, 0.82047, 0.96481], [0.7853, 0.82741, 0.96438], [0.79507, 0.83437, 0.96395], [0.80479, 0.84133, 0.9635], [0.81446, 0.84832, 0.96304], [0.82408, 0.85531, 0.96257], [0.83363, 0.86231, 0.96207], [0.8431, 0.86928, 0.96154], [0.85248, 0.87621, 0.96097], [0.86173, 0.88308, 0.96032], [0.87082, 0.88983, 0.95956], [0.87969, 0.89641, 0.95863], [0.88827, 0.90273, 0.95748], [0.89645, 0.90869, 0.956], [0.90413, 0.91417, 0.95409], [0.9112, 0.91902, 0.95162], [0.91753, 0.92313, 0.94847], [0.92299, 0.92634, 0.94449], [0.92751, 0.92854, 0.93956], [0.93101, 0.92967, 0.93358], ] b_cyclic_protanopic_deuteranopic_wywb_55_96_c33 = bokeh_palette('cyclic_protanopic_deuteranopic_wywb_55_96_c33',cyclic_protanopic_deuteranopic_wywb_55_96_c33) m_cyclic_protanopic_deuteranopic_wywb_55_96_c33 = mpl_cm('cyclic_protanopic_deuteranopic_wywb_55_96_c33',cyclic_protanopic_deuteranopic_wywb_55_96_c33) m_cyclic_protanopic_deuteranopic_wywb_55_96_c33_r = mpl_cm('cyclic_protanopic_deuteranopic_wywb_55_96_c33_r',list(reversed(cyclic_protanopic_deuteranopic_wywb_55_96_c33))) CET_CBC2 = b_cyclic_protanopic_deuteranopic_wywb_55_96_c33 m_CET_CBC2 = m_cyclic_protanopic_deuteranopic_wywb_55_96_c33 m_CET_CBC2_r = m_cyclic_protanopic_deuteranopic_wywb_55_96_c33_r palette['CET_CBC2'] = b_cyclic_protanopic_deuteranopic_wywb_55_96_c33 cm['CET_CBC2'] = m_cyclic_protanopic_deuteranopic_wywb_55_96_c33 cm['CET_CBC2_r'] = m_cyclic_protanopic_deuteranopic_wywb_55_96_c33_r register_cmap('cet_CET_CBC2',m_cyclic_protanopic_deuteranopic_wywb_55_96_c33) register_cmap('cet_CET_CBC2_r',m_cyclic_protanopic_deuteranopic_wywb_55_96_c33_r) diverging_bwg_20_95_c41 = [ # cmap_def [0.065559, 0.17633, 0.40763], [0.069881, 0.18111, 0.41595], [0.074129, 0.18595, 0.42428], [0.078264, 0.19074, 0.43264], [0.082501, 0.1956, 0.44099], [0.08661, 0.20046, 0.44937], [0.090704, 0.20539, 0.45774], [0.094774, 0.21032, 0.46612], [0.098735, 0.21529, 0.47452], [0.1027, 0.22031, 0.4829], [0.10665, 0.22531, 0.4913], [0.11051, 0.23036, 0.49967], [0.11429, 0.23548, 0.50807], [0.11813, 0.24057, 0.51644], [0.12182, 0.24573, 0.52482], [0.12558, 0.25093, 0.53318], [0.12921, 0.25613, 0.54154], [0.13285, 0.26139, 0.5499], [0.13639, 0.26666, 0.55823], [0.13991, 0.27196, 0.56657], [0.14342, 0.27733, 0.57488], [0.14683, 0.28272, 0.58318], [0.15024, 0.28811, 0.59147], [0.15353, 0.29356, 0.59974], [0.15683, 0.29905, 0.608], [0.16001, 0.30456, 0.61623], [0.16322, 0.31012, 0.62444], [0.16631, 0.31571, 0.63263], [0.16938, 0.32132, 0.64079], [0.17232, 0.32697, 0.64893], [0.17525, 0.33268, 0.65705], [0.17812, 0.33839, 0.66512], [0.18085, 0.34416, 0.67318], [0.18355, 0.34998, 0.68119], [0.18619, 0.35582, 0.68919], [0.18872, 0.3617, 0.69713], [0.19116, 0.36761, 0.70504], [0.19353, 0.37358, 0.7129], [0.19579, 0.37958, 0.72073], [0.19795, 0.38561, 0.72851], [0.2, 0.39171, 0.73623], [0.20196, 0.39784, 0.74392], [0.20382, 0.40401, 0.75155], [0.20551, 0.41023, 0.75911], [0.2071, 0.41648, 0.76662], [0.20853, 0.42278, 0.77406], [0.20982, 0.42914, 0.78144], [0.21096, 0.43555, 0.78875], [0.21194, 0.44201, 0.79598], [0.21271, 0.4485, 0.80314], [0.2133, 0.45506, 0.81021], [0.2137, 0.46166, 0.81719], [0.21388, 0.46832, 0.82408], [0.21383, 0.47505, 0.83088], [0.21352, 0.48182, 0.83757], [0.21296, 0.48864, 0.84414], [0.21218, 0.49553, 0.85061], [0.2111, 0.50247, 0.85695], [0.20977, 0.50946, 0.86317], [0.20821, 0.51651, 0.86925], [0.20647, 0.52361, 0.87519], [0.20454, 0.53074, 0.88099], [0.20251, 0.53792, 0.88665], [0.20048, 0.54511, 0.89216], [0.19857, 0.55233, 0.89751], [0.19689, 0.55955, 0.90271], [0.19551, 0.56678, 0.90775], [0.19465, 0.57399, 0.91264], [0.19438, 0.58119, 0.91737], [0.19482, 0.58836, 0.92195], [0.19609, 0.59551, 0.92637], [0.19826, 0.60262, 0.93063], [0.2014, 0.60968, 0.93474], [0.20555, 0.61671, 0.9387], [0.21065, 0.62369, 0.9425], [0.21672, 0.63062, 0.94614], [0.22367, 0.63749, 0.94963], [0.2315, 0.64432, 0.95297], [0.24007, 0.65111, 0.95614], [0.2494, 0.65785, 0.95916], [0.2594, 0.66454, 0.96202], [0.26998, 0.67118, 0.96473], [0.28107, 0.67778, 0.96729], [0.29267, 0.68432, 0.96967], [0.3047, 0.69082, 0.97191], [0.31713, 0.69727, 0.97398], [0.32991, 0.70368, 0.97589], [0.343, 0.71004, 0.97765], [0.35638, 0.71636, 0.97924], [0.37, 0.72261, 0.98067], [0.38389, 0.72883, 0.98194], [0.39799, 0.735, 0.98305], [0.41229, 0.74112, 0.984], [0.42677, 0.7472, 0.98478], [0.44143, 0.75322, 0.9854], [0.45624, 0.7592, 0.98586], [0.4712, 0.76513, 0.98615], [0.48629, 0.77102, 0.98628], [0.50151, 0.77685, 0.98625], [0.51683, 0.78263, 0.98606], [0.53224, 0.78837, 0.98572], [0.54774, 0.79407, 0.98522], [0.5633, 0.79972, 0.98458], [0.57889, 0.80532, 0.98379], [0.5945, 0.8109, 0.98287], [0.61012, 0.81644, 0.98183], [0.62571, 0.82194, 0.98068], [0.64124, 0.82742, 0.97942], [0.65671, 0.83287, 0.97808], [0.67208, 0.83831, 0.97666], [0.68733, 0.84374, 0.97517], [0.70246, 0.84916, 0.97364], [0.71747, 0.85457, 0.97206], [0.73231, 0.85999, 0.97043], [0.74696, 0.86538, 0.96876], [0.76141, 0.87077, 0.96704], [0.7756, 0.87614, 0.96527], [0.78949, 0.88146, 0.96342], [0.80297, 0.88672, 0.96147], [0.81594, 0.89187, 0.95939], [0.82822, 0.89686, 0.95713], [0.83964, 0.90163, 0.95464], [0.84994, 0.9061, 0.95186], [0.85886, 0.91018, 0.94874], [0.86615, 0.91378, 0.94521], [0.87156, 0.91681, 0.94123], [0.87485, 0.91918, 0.93679], [0.87588, 0.92084, 0.93184], [0.87458, 0.92175, 0.92642], [0.87097, 0.9219, 0.92054], [0.86513, 0.92131, 0.91426], [0.85725, 0.92003, 0.90762], [0.84755, 0.91814, 0.90069], [0.83631, 0.9157, 0.89353], [0.82379, 0.91284, 0.8862], [0.81025, 0.90961, 0.87874], [0.79592, 0.90611, 0.8712], [0.78101, 0.9024, 0.86361], [0.76566, 0.89854, 0.85599], [0.74999, 0.89458, 0.84835], [0.73409, 0.89052, 0.84071], [0.71801, 0.88641, 0.83307], [0.70179, 0.88225, 0.82542], [0.68547, 0.87805, 0.81778], [0.66907, 0.87381, 0.81014], [0.65261, 0.86954, 0.80249], [0.63612, 0.86522, 0.79482], [0.6196, 0.86087, 0.78713], [0.60306, 0.85647, 0.7794], [0.58654, 0.85202, 0.77164], [0.57006, 0.84752, 0.76383], [0.55365, 0.84296, 0.75597], [0.53733, 0.83834, 0.74804], [0.5211, 0.83366, 0.74004], [0.50501, 0.82891, 0.73196], [0.48906, 0.82409, 0.72381], [0.47327, 0.81921, 0.71558], [0.45768, 0.81427, 0.70725], [0.44227, 0.80927, 0.69884], [0.42706, 0.80419, 0.69034], [0.41205, 0.79906, 0.68175], [0.39726, 0.79387, 0.67309], [0.38271, 0.78861, 0.66432], [0.3684, 0.78329, 0.65547], [0.35433, 0.77792, 0.64653], [0.34053, 0.77248, 0.6375], [0.32698, 0.767, 0.62839], [0.31374, 0.76146, 0.61919], [0.30077, 0.75587, 0.60989], [0.28814, 0.75023, 0.60051], [0.27587, 0.74454, 0.59104], [0.26392, 0.73881, 0.58149], [0.25236, 0.73302, 0.57186], [0.24121, 0.72719, 0.56215], [0.23049, 0.72131, 0.55234], [0.22028, 0.7154, 0.54245], [0.21054, 0.70944, 0.53247], [0.20135, 0.70343, 0.52241], [0.19277, 0.69739, 0.51226], [0.18482, 0.6913, 0.50204], [0.17753, 0.68519, 0.49174], [0.1709, 0.67903, 0.48135], [0.165, 0.67285, 0.4709], [0.15984, 0.66662, 0.46036], [0.15546, 0.66036, 0.44978], [0.15175, 0.65408, 0.43914], [0.14873, 0.64776, 0.42848], [0.14636, 0.64142, 0.41779], [0.14455, 0.63507, 0.4071], [0.14319, 0.62869, 0.39645], [0.14222, 0.62228, 0.38584], [0.14153, 0.61588, 0.37533], [0.14104, 0.60946, 0.36492], [0.14064, 0.60303, 0.35466], [0.14025, 0.5966, 0.34453], [0.13983, 0.59017, 0.33462], [0.13936, 0.58374, 0.32487], [0.13879, 0.57732, 0.31535], [0.1381, 0.57089, 0.30606], [0.13721, 0.56448, 0.29697], [0.13614, 0.55808, 0.28809], [0.13501, 0.55169, 0.27947], [0.13366, 0.5453, 0.27104], [0.13219, 0.53892, 0.26281], [0.13061, 0.53256, 0.25481], [0.12883, 0.5262, 0.24697], [0.12697, 0.51985, 0.23933], [0.12504, 0.51352, 0.23189], [0.12297, 0.50719, 0.22457], [0.12084, 0.50088, 0.21748], [0.11867, 0.49458, 0.21052], [0.11637, 0.48829, 0.20373], [0.11397, 0.48202, 0.19708], [0.11157, 0.47575, 0.19055], [0.10907, 0.4695, 0.18418], [0.10655, 0.46325, 0.17798], [0.10391, 0.45703, 0.17184], [0.10124, 0.45081, 0.16585], [0.098563, 0.44462, 0.15999], [0.095803, 0.43842, 0.15427], [0.092982, 0.43226, 0.14864], [0.090206, 0.42608, 0.14316], [0.087373, 0.41994, 0.13778], [0.084463, 0.4138, 0.13247], [0.081522, 0.40768, 0.12725], [0.078467, 0.40157, 0.12215], [0.075481, 0.39549, 0.11717], [0.072443, 0.38941, 0.11232], [0.069456, 0.38335, 0.1075], [0.06627, 0.3773, 0.1028], [0.063173, 0.37126, 0.098194], [0.060006, 0.36525, 0.093619], [0.056764, 0.35924, 0.089201], [0.053428, 0.35326, 0.084837], [0.050177, 0.3473, 0.080536], [0.04687, 0.34134, 0.076306], [0.043388, 0.33541, 0.072205], [0.04007, 0.32949, 0.068208], [0.03665, 0.32357, 0.064214], [0.033173, 0.31769, 0.060346], [0.029999, 0.3118, 0.056535], [0.026949, 0.30598, 0.052698], [0.024019, 0.30012, 0.049141], [0.021208, 0.2943, 0.045442], [0.018516, 0.2885, 0.041997], [0.015942, 0.28274, 0.038495], [0.01348, 0.27696, 0.035242], [0.010993, 0.27121, 0.031988], [0.0088139, 0.26549, 0.02896], [0.0069067, 0.25978, 0.025879], [0.0052216, 0.25409, 0.022744], [0.0037523, 0.24842, 0.019551], [0.0024927, 0.24274, 0.016299], [0.0014373, 0.23713, 0.012975], [0.0005808, 0.2315, 0.0094103], [0, 0.2259, 0.0059464], ] b_diverging_bwg_20_95_c41 = bokeh_palette('diverging_bwg_20_95_c41',diverging_bwg_20_95_c41) m_diverging_bwg_20_95_c41 = mpl_cm('diverging_bwg_20_95_c41',diverging_bwg_20_95_c41) m_diverging_bwg_20_95_c41_r = mpl_cm('diverging_bwg_20_95_c41_r',list(reversed(diverging_bwg_20_95_c41))) CET_D13 = b_diverging_bwg_20_95_c41 m_CET_D13 = m_diverging_bwg_20_95_c41 m_CET_D13_r = m_diverging_bwg_20_95_c41_r palette['CET_D13'] = b_diverging_bwg_20_95_c41 cm['CET_D13'] = m_diverging_bwg_20_95_c41 cm['CET_D13_r'] = m_diverging_bwg_20_95_c41_r register_cmap('cet_CET_D13',m_diverging_bwg_20_95_c41) register_cmap('cet_CET_D13_r',m_diverging_bwg_20_95_c41_r) cyclic_protanopic_deuteranopic_bwyk_16_96_c31 = [ # cmap_def [0.24364, 0.52802, 0.91769], [0.2544, 0.53367, 0.92309], [0.26662, 0.53935, 0.92754], [0.28004, 0.54507, 0.93114], [0.29432, 0.55085, 0.93398], [0.30919, 0.55669, 0.93621], [0.32432, 0.56261, 0.93792], [0.33957, 0.56857, 0.93924], [0.35472, 0.57461, 0.94027], [0.36965, 0.58072, 0.94109], [0.38434, 0.58686, 0.94177], [0.39872, 0.59306, 0.94235], [0.41278, 0.59929, 0.94287], [0.42649, 0.60554, 0.94334], [0.43991, 0.61182, 0.94378], [0.45302, 0.61813, 0.94421], [0.46585, 0.62447, 0.94463], [0.47842, 0.63083, 0.94504], [0.49076, 0.6372, 0.94545], [0.50285, 0.64358, 0.94584], [0.51476, 0.65, 0.94623], [0.52647, 0.65643, 0.94661], [0.53801, 0.66287, 0.94698], [0.54938, 0.66933, 0.94735], [0.56059, 0.67581, 0.94771], [0.57167, 0.68231, 0.94805], [0.58261, 0.68883, 0.94839], [0.59344, 0.69536, 0.94872], [0.60414, 0.70191, 0.94905], [0.61473, 0.70848, 0.94936], [0.62522, 0.71506, 0.94967], [0.63561, 0.72166, 0.94997], [0.64591, 0.72828, 0.95026], [0.65613, 0.73492, 0.95055], [0.66625, 0.74156, 0.95082], [0.6763, 0.74823, 0.95109], [0.68627, 0.75491, 0.95134], [0.69618, 0.7616, 0.95159], [0.70602, 0.76831, 0.95182], [0.71579, 0.77503, 0.95205], [0.7255, 0.78178, 0.95228], [0.73516, 0.78853, 0.95249], [0.74475, 0.7953, 0.95269], [0.7543, 0.80209, 0.95289], [0.76379, 0.80889, 0.95307], [0.77324, 0.8157, 0.95325], [0.78264, 0.82253, 0.95342], [0.792, 0.82937, 0.95357], [0.80131, 0.83623, 0.95372], [0.81059, 0.8431, 0.95384], [0.81982, 0.84996, 0.95392], [0.82901, 0.85681, 0.95394], [0.83813, 0.86364, 0.95388], [0.84716, 0.87039, 0.95368], [0.8561, 0.87705, 0.95329], [0.86488, 0.88356, 0.95262], [0.87345, 0.88982, 0.95157], [0.88173, 0.89575, 0.95003], [0.88962, 0.90122, 0.94785], [0.89702, 0.90612, 0.94491], [0.90377, 0.9103, 0.94105], [0.90977, 0.91362, 0.93618], [0.91488, 0.91596, 0.9302], [0.91901, 0.91726, 0.9231], [0.9221, 0.91744, 0.91486], [0.9241, 0.9165, 0.90556], [0.92502, 0.91447, 0.89527], [0.92494, 0.91145, 0.88414], [0.92394, 0.90753, 0.8723], [0.92213, 0.90284, 0.8599], [0.91963, 0.89752, 0.84706], [0.91659, 0.89171, 0.83393], [0.9131, 0.88553, 0.82058], [0.90928, 0.87908, 0.8071], [0.90521, 0.87245, 0.79355], [0.90095, 0.86569, 0.77995], [0.89657, 0.85886, 0.76636], [0.89208, 0.852, 0.75276], [0.88752, 0.84512, 0.73919], [0.88289, 0.83822, 0.72563], [0.87822, 0.83134, 0.7121], [0.8735, 0.82447, 0.69861], [0.86874, 0.81761, 0.68514], [0.86394, 0.81077, 0.67169], [0.8591, 0.80395, 0.65827], [0.85421, 0.79713, 0.64486], [0.8493, 0.79033, 0.63149], [0.84433, 0.78355, 0.61813], [0.83933, 0.77678, 0.6048], [0.83429, 0.77002, 0.59149], [0.8292, 0.76328, 0.57819], [0.82407, 0.75656, 0.56491], [0.8189, 0.74984, 0.55167], [0.8137, 0.74315, 0.53843], [0.80846, 0.73646, 0.52519], [0.80317, 0.7298, 0.51197], [0.79785, 0.72314, 0.49878], [0.79248, 0.71651, 0.48557], [0.78708, 0.70989, 0.47239], [0.78164, 0.70328, 0.4592], [0.77615, 0.69669, 0.446], [0.77063, 0.69011, 0.43282], [0.76507, 0.68355, 0.41962], [0.75946, 0.67701, 0.40641], [0.75383, 0.67048, 0.39317], [0.74815, 0.66397, 0.37993], [0.74243, 0.65747, 0.36665], [0.73668, 0.65098, 0.35333], [0.73088, 0.64451, 0.33998], [0.72505, 0.63807, 0.32654], [0.71918, 0.63164, 0.31306], [0.71327, 0.62522, 0.2995], [0.70732, 0.61882, 0.28581], [0.70133, 0.61243, 0.27203], [0.69531, 0.60606, 0.25813], [0.68925, 0.59972, 0.24409], [0.68314, 0.59338, 0.2299], [0.67699, 0.58706, 0.2156], [0.67078, 0.58076, 0.20111], [0.66452, 0.57447, 0.18656], [0.65822, 0.56821, 0.17192], [0.65184, 0.56196, 0.1573], [0.6454, 0.55571, 0.14284], [0.63889, 0.5495, 0.12862], [0.63231, 0.54329, 0.11487], [0.62565, 0.5371, 0.1019], [0.61893, 0.53091, 0.08997], [0.61212, 0.52474, 0.079354], [0.60525, 0.51859, 0.070554], [0.59832, 0.51243, 0.063809], [0.59134, 0.50629, 0.059354], [0.5843, 0.50016, 0.057061], [0.57723, 0.49405, 0.056893], [0.57013, 0.48795, 0.058316], [0.56301, 0.48185, 0.061024], [0.55586, 0.47577, 0.06459], [0.54873, 0.46971, 0.068622], [0.54156, 0.46364, 0.072767], [0.53442, 0.4576, 0.076933], [0.52728, 0.45158, 0.081132], [0.52013, 0.44556, 0.085104], [0.51301, 0.43957, 0.088952], [0.50588, 0.43358, 0.09256], [0.49878, 0.42763, 0.096006], [0.49169, 0.42167, 0.099287], [0.48459, 0.41574, 0.10238], [0.47752, 0.40982, 0.10529], [0.47046, 0.40392, 0.10807], [0.4634, 0.39803, 0.11076], [0.45636, 0.39215, 0.11328], [0.44934, 0.38629, 0.11565], [0.44232, 0.38046, 0.11793], [0.43532, 0.37464, 0.12007], [0.42831, 0.36884, 0.12212], [0.42132, 0.36304, 0.12411], [0.41435, 0.35728, 0.12604], [0.40739, 0.35151, 0.12783], [0.40044, 0.34577, 0.12955], [0.39348, 0.34006, 0.13119], [0.38654, 0.33436, 0.13275], [0.37963, 0.32867, 0.13426], [0.3727, 0.32301, 0.13564], [0.3658, 0.31735, 0.13703], [0.35889, 0.31171, 0.13834], [0.352, 0.30612, 0.13953], [0.34513, 0.3005, 0.14076], [0.33824, 0.29493, 0.14187], [0.33137, 0.28939, 0.14293], [0.3245, 0.28384, 0.14395], [0.31765, 0.27833, 0.14493], [0.31081, 0.27283, 0.14584], [0.30394, 0.26734, 0.14667], [0.29711, 0.2619, 0.14752], [0.29024, 0.25646, 0.14827], [0.28341, 0.25106, 0.149], [0.27657, 0.24565, 0.14972], [0.26972, 0.24028, 0.15036], [0.26287, 0.23497, 0.15098], [0.25603, 0.22963, 0.1516], [0.24923, 0.22437, 0.15223], [0.24244, 0.2192, 0.1529], [0.23574, 0.2141, 0.15364], [0.22909, 0.20912, 0.15452], [0.2226, 0.20434, 0.1556], [0.21631, 0.19974, 0.15692], [0.21024, 0.1955, 0.15863], [0.20456, 0.19165, 0.16076], [0.19928, 0.18832, 0.1635], [0.1946, 0.18556, 0.16685], [0.19048, 0.18343, 0.17092], [0.1871, 0.18208, 0.17577], [0.18444, 0.18154, 0.18145], [0.18255, 0.18182, 0.18797], [0.18144, 0.18291, 0.1952], [0.18108, 0.18479, 0.20316], [0.18139, 0.18737, 0.21179], [0.1823, 0.19052, 0.22095], [0.18372, 0.19427, 0.23054], [0.18557, 0.19837, 0.24052], [0.18769, 0.20286, 0.25082], [0.18999, 0.20762, 0.26134], [0.19246, 0.21256, 0.27202], [0.19501, 0.21764, 0.28289], [0.19756, 0.22284, 0.29382], [0.20009, 0.2281, 0.30487], [0.20261, 0.23338, 0.31601], [0.20507, 0.23874, 0.32718], [0.20746, 0.24413, 0.33844], [0.20976, 0.24955, 0.34976], [0.212, 0.25501, 0.36112], [0.21413, 0.26045, 0.37255], [0.2162, 0.26593, 0.38404], [0.21815, 0.27142, 0.39559], [0.22003, 0.27695, 0.40718], [0.2218, 0.28251, 0.41883], [0.22351, 0.28805, 0.43054], [0.2251, 0.29363, 0.44231], [0.22664, 0.29926, 0.45412], [0.22806, 0.30487, 0.46597], [0.22936, 0.31053, 0.4779], [0.2306, 0.3162, 0.48986], [0.23175, 0.32187, 0.50189], [0.23276, 0.32757, 0.51396], [0.23368, 0.33331, 0.52608], [0.23454, 0.33905, 0.53825], [0.23526, 0.34481, 0.55045], [0.23587, 0.3506, 0.56272], [0.23637, 0.35639, 0.57502], [0.23677, 0.36221, 0.58738], [0.23705, 0.36804, 0.59979], [0.23721, 0.3739, 0.61223], [0.23725, 0.37976, 0.62473], [0.23717, 0.38565, 0.63727], [0.23695, 0.39156, 0.64985], [0.2366, 0.39748, 0.66248], [0.23612, 0.40343, 0.67514], [0.23551, 0.40938, 0.68785], [0.23476, 0.41536, 0.70061], [0.23382, 0.42134, 0.7134], [0.23276, 0.42737, 0.72624], [0.23156, 0.43338, 0.73913], [0.23015, 0.43942, 0.75203], [0.22865, 0.44546, 0.76497], [0.22696, 0.45152, 0.7779], [0.22514, 0.45758, 0.79081], [0.22329, 0.46364, 0.80368], [0.22139, 0.4697, 0.81645], [0.21959, 0.47573, 0.82905], [0.21803, 0.48173, 0.84139], [0.21692, 0.4877, 0.85338], [0.21649, 0.4936, 0.86491], [0.21704, 0.49946, 0.87584], [0.21888, 0.50526, 0.88605], [0.2223, 0.51101, 0.89542], [0.22753, 0.51671, 0.90384], [0.23467, 0.52237, 0.91128], ] b_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 = bokeh_palette('cyclic_protanopic_deuteranopic_bwyk_16_96_c31',cyclic_protanopic_deuteranopic_bwyk_16_96_c31) m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 = mpl_cm('cyclic_protanopic_deuteranopic_bwyk_16_96_c31',cyclic_protanopic_deuteranopic_bwyk_16_96_c31) m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31_r = mpl_cm('cyclic_protanopic_deuteranopic_bwyk_16_96_c31_r',list(reversed(cyclic_protanopic_deuteranopic_bwyk_16_96_c31))) CET_CBC1 = b_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 m_CET_CBC1 = m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 m_CET_CBC1_r = m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31_r palette['CET_CBC1'] = b_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 cm['CET_CBC1'] = m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31 cm['CET_CBC1_r'] = m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31_r register_cmap('cet_CET_CBC1',m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31) register_cmap('cet_CET_CBC1_r',m_cyclic_protanopic_deuteranopic_bwyk_16_96_c31_r) linear_wyor_100_45_c55 = [ # cmap_def [0.99986, 1, 1], [0.99765, 0.99831, 0.98983], [0.99541, 0.99656, 0.97966], [0.99314, 0.99482, 0.96949], [0.99083, 0.99308, 0.95933], [0.9885, 0.99134, 0.94917], [0.98614, 0.9896, 0.93902], [0.98375, 0.98785, 0.92888], [0.98133, 0.98612, 0.91874], [0.97888, 0.98438, 0.9086], [0.9764, 0.98264, 0.89847], [0.97389, 0.9809, 0.88835], [0.97135, 0.97917, 0.87822], [0.96878, 0.97744, 0.86811], [0.96618, 0.9757, 0.85798], [0.96356, 0.97397, 0.84787], [0.9609, 0.97224, 0.83776], [0.95822, 0.97051, 0.82765], [0.9555, 0.96878, 0.81754], [0.95276, 0.96706, 0.80743], [0.94999, 0.96532, 0.79732], [0.94719, 0.9636, 0.78722], [0.94436, 0.96187, 0.77711], [0.94149, 0.96015, 0.76699], [0.94023, 0.95771, 0.76023], [0.93929, 0.95512, 0.75421], [0.93835, 0.95252, 0.74819], [0.9374, 0.94993, 0.74217], [0.93644, 0.94734, 0.73614], [0.93546, 0.94475, 0.73014], [0.93446, 0.94217, 0.72412], [0.93346, 0.93958, 0.71811], [0.93245, 0.937, 0.7121], [0.93142, 0.93441, 0.7061], [0.93038, 0.93184, 0.70009], [0.92933, 0.92926, 0.69408], [0.92826, 0.92669, 0.68809], [0.92719, 0.92412, 0.68208], [0.9261, 0.92155, 0.67609], [0.925, 0.91898, 0.6701], [0.92389, 0.91641, 0.6641], [0.92277, 0.91385, 0.6581], [0.92164, 0.91129, 0.65211], [0.92048, 0.90873, 0.64611], [0.91933, 0.90618, 0.64012], [0.91816, 0.90362, 0.63413], [0.91698, 0.90107, 0.62813], [0.91628, 0.89833, 0.62264], [0.91585, 0.89549, 0.61746], [0.91542, 0.89266, 0.61227], [0.91497, 0.88982, 0.60709], [0.91451, 0.88699, 0.6019], [0.91404, 0.88416, 0.59672], [0.91356, 0.88133, 0.59154], [0.91306, 0.8785, 0.58635], [0.91255, 0.87568, 0.58117], [0.91203, 0.87285, 0.576], [0.9115, 0.87003, 0.5708], [0.91095, 0.86721, 0.56562], [0.9104, 0.86439, 0.56044], [0.90983, 0.86157, 0.55526], [0.90925, 0.85876, 0.55008], [0.90866, 0.85594, 0.5449], [0.90806, 0.85313, 0.53971], [0.90744, 0.85032, 0.53453], [0.90682, 0.84751, 0.52935], [0.90618, 0.84471, 0.52416], [0.90554, 0.8419, 0.51898], [0.90487, 0.8391, 0.51379], [0.9042, 0.8363, 0.5086], [0.90376, 0.8334, 0.50368], [0.90359, 0.8304, 0.49912], [0.90341, 0.82739, 0.49457], [0.90322, 0.82439, 0.49], [0.90302, 0.82139, 0.48543], [0.9028, 0.81839, 0.48087], [0.90257, 0.81539, 0.47631], [0.90233, 0.81239, 0.47175], [0.90208, 0.80939, 0.46718], [0.90182, 0.8064, 0.4626], [0.90154, 0.8034, 0.45803], [0.90126, 0.80041, 0.45346], [0.90096, 0.79741, 0.4489], [0.90066, 0.79442, 0.44432], [0.90034, 0.79143, 0.43974], [0.90001, 0.78844, 0.43517], [0.89967, 0.78545, 0.43058], [0.89932, 0.78246, 0.42599], [0.89896, 0.77947, 0.42139], [0.89858, 0.77648, 0.41681], [0.8982, 0.77349, 0.41222], [0.89781, 0.77051, 0.40761], [0.8974, 0.76752, 0.40301], [0.89709, 0.7645, 0.39857], [0.89703, 0.76135, 0.3946], [0.89696, 0.75821, 0.39062], [0.89688, 0.75507, 0.38663], [0.89679, 0.75192, 0.38266], [0.89669, 0.74877, 0.37868], [0.89657, 0.74562, 0.37469], [0.89645, 0.74248, 0.3707], [0.89631, 0.73934, 0.36672], [0.89617, 0.73618, 0.36271], [0.89601, 0.73304, 0.35871], [0.89585, 0.7299, 0.35473], [0.89567, 0.72675, 0.35072], [0.89549, 0.7236, 0.3467], [0.89529, 0.72046, 0.34269], [0.89509, 0.71732, 0.33867], [0.89487, 0.71416, 0.33466], [0.89465, 0.71102, 0.33061], [0.89441, 0.70787, 0.32657], [0.89416, 0.70472, 0.32255], [0.89391, 0.70157, 0.31849], [0.89364, 0.69842, 0.31443], [0.89336, 0.69527, 0.31039], [0.8931, 0.69212, 0.30638], [0.89306, 0.68883, 0.30298], [0.893, 0.68555, 0.29962], [0.89294, 0.68226, 0.29623], [0.89287, 0.67898, 0.29284], [0.89278, 0.67569, 0.28946], [0.89269, 0.67241, 0.28605], [0.89259, 0.66912, 0.28268], [0.89248, 0.66582, 0.27928], [0.89236, 0.66254, 0.27587], [0.89223, 0.65923, 0.27243], [0.89209, 0.65594, 0.26904], [0.89194, 0.65264, 0.26561], [0.89179, 0.64934, 0.26218], [0.89162, 0.64603, 0.25875], [0.89145, 0.64273, 0.25531], [0.89126, 0.63942, 0.25187], [0.89107, 0.63612, 0.24842], [0.89087, 0.6328, 0.24492], [0.89066, 0.62948, 0.24148], [0.89044, 0.62617, 0.23799], [0.89021, 0.62285, 0.23452], [0.88997, 0.61953, 0.23101], [0.88973, 0.6162, 0.22751], [0.88961, 0.61278, 0.22468], [0.88951, 0.60936, 0.22197], [0.88939, 0.60592, 0.21926], [0.88927, 0.60249, 0.21654], [0.88914, 0.59905, 0.21379], [0.889, 0.5956, 0.21105], [0.88885, 0.59216, 0.2083], [0.88869, 0.58869, 0.20555], [0.88853, 0.58524, 0.20279], [0.88835, 0.58177, 0.20002], [0.88817, 0.5783, 0.19729], [0.88798, 0.57483, 0.19454], [0.88779, 0.57136, 0.19174], [0.88758, 0.56788, 0.18897], [0.88737, 0.56439, 0.18619], [0.88715, 0.56089, 0.18338], [0.88693, 0.5574, 0.18058], [0.88669, 0.55389, 0.17782], [0.88645, 0.55039, 0.17499], [0.8862, 0.54687, 0.17215], [0.88594, 0.54335, 0.16935], [0.88567, 0.53982, 0.1665], [0.8854, 0.53629, 0.16367], [0.88517, 0.53271, 0.16148], [0.88495, 0.5291, 0.15949], [0.88473, 0.52548, 0.15755], [0.8845, 0.52184, 0.15563], [0.88427, 0.51822, 0.15366], [0.88402, 0.51458, 0.15172], [0.88377, 0.51092, 0.14981], [0.88351, 0.50726, 0.14784], [0.88325, 0.50359, 0.14591], [0.88297, 0.49991, 0.14395], [0.88269, 0.49622, 0.142], [0.88241, 0.49252, 0.14002], [0.88212, 0.48882, 0.13811], [0.88182, 0.4851, 0.1361], [0.88152, 0.48138, 0.1342], [0.8812, 0.47764, 0.13223], [0.88088, 0.47389, 0.13031], [0.88056, 0.47014, 0.12832], [0.88023, 0.46636, 0.12636], [0.87989, 0.46257, 0.12436], [0.87954, 0.45878, 0.12238], [0.87919, 0.45498, 0.12043], [0.87883, 0.45115, 0.11851], [0.87847, 0.4473, 0.11705], [0.8781, 0.44344, 0.11614], [0.87772, 0.43955, 0.11514], [0.87733, 0.43565, 0.11419], [0.87694, 0.43174, 0.11331], [0.87654, 0.4278, 0.11235], [0.87614, 0.42385, 0.11142], [0.87574, 0.41989, 0.11049], [0.87532, 0.4159, 0.10958], [0.8749, 0.4119, 0.10858], [0.87448, 0.40788, 0.10768], [0.87405, 0.40384, 0.10681], [0.87361, 0.39977, 0.10587], [0.87317, 0.39571, 0.10491], [0.87272, 0.3916, 0.10404], [0.87227, 0.38747, 0.10316], [0.87181, 0.38334, 0.10224], [0.87134, 0.37916, 0.10134], [0.87087, 0.37496, 0.10045], [0.87039, 0.37074, 0.099568], [0.86991, 0.36651, 0.098702], [0.86942, 0.36223, 0.097851], [0.86893, 0.35793, 0.096914], [0.86841, 0.3536, 0.096399], [0.86784, 0.34928, 0.096516], [0.86725, 0.34493, 0.096632], [0.86667, 0.34054, 0.096748], [0.86609, 0.33612, 0.096864], [0.86549, 0.33166, 0.096979], [0.86489, 0.32717, 0.097092], [0.86429, 0.32265, 0.097204], [0.86369, 0.31807, 0.097312], [0.86307, 0.31346, 0.097418], [0.86246, 0.30881, 0.097519], [0.86183, 0.30409, 0.097617], [0.8612, 0.29936, 0.097711], [0.86057, 0.29454, 0.0978], [0.85994, 0.28969, 0.097885], [0.8593, 0.28477, 0.097966], [0.85865, 0.27981, 0.098043], [0.858, 0.27477, 0.098117], [0.85734, 0.26969, 0.098187], [0.85668, 0.26451, 0.098254], [0.85602, 0.25928, 0.098319], [0.85535, 0.25395, 0.098381], [0.85467, 0.24855, 0.09844], [0.85397, 0.24306, 0.098636], [0.85315, 0.23765, 0.09947], [0.85234, 0.23211, 0.1003], [0.85151, 0.22648, 0.10112], [0.85069, 0.22075, 0.10192], [0.84986, 0.21485, 0.10272], [0.84902, 0.20887, 0.10351], [0.84818, 0.20273, 0.10422], [0.84734, 0.19648, 0.10494], [0.84649, 0.19, 0.10571], [0.84564, 0.18336, 0.10646], [0.84479, 0.17651, 0.10714], [0.84393, 0.16949, 0.10778], [0.84307, 0.16216, 0.10844], [0.8422, 0.15453, 0.10915], [0.84133, 0.14658, 0.10982], [0.84045, 0.13829, 0.11043], [0.83958, 0.1295, 0.11105], [0.83869, 0.12017, 0.11166], [0.8378, 0.11027, 0.11225], [0.83691, 0.099467, 0.11285], [0.83602, 0.087701, 0.11343], [0.83512, 0.07445, 0.11395], [0.83422, 0.059213, 0.11447], ] b_linear_wyor_100_45_c55 = bokeh_palette('linear_wyor_100_45_c55',linear_wyor_100_45_c55) m_linear_wyor_100_45_c55 = mpl_cm('linear_wyor_100_45_c55',linear_wyor_100_45_c55) m_linear_wyor_100_45_c55_r = mpl_cm('linear_wyor_100_45_c55_r',list(reversed(linear_wyor_100_45_c55))) CET_L18 = b_linear_wyor_100_45_c55 m_CET_L18 = m_linear_wyor_100_45_c55 m_CET_L18_r = m_linear_wyor_100_45_c55_r palette['CET_L18'] = b_linear_wyor_100_45_c55 cm['CET_L18'] = m_linear_wyor_100_45_c55 cm['CET_L18_r'] = m_linear_wyor_100_45_c55_r register_cmap('cet_CET_L18',m_linear_wyor_100_45_c55) register_cmap('cet_CET_L18_r',m_linear_wyor_100_45_c55_r) linear_wcmr_100_45_c42 = [ # cmap_def [0.99986, 1, 1], [0.99494, 0.99813, 0.99962], [0.99002, 0.9962, 0.99922], [0.98509, 0.99428, 0.99882], [0.98015, 0.99236, 0.99842], [0.9752, 0.99043, 0.99802], [0.97025, 0.9885, 0.99762], [0.96528, 0.98658, 0.99722], [0.96032, 0.98465, 0.99682], [0.95535, 0.98273, 0.99642], [0.95036, 0.9808, 0.99602], [0.94538, 0.97887, 0.99561], [0.94038, 0.97695, 0.99521], [0.93537, 0.97502, 0.99481], [0.93036, 0.9731, 0.9944], [0.92534, 0.97117, 0.994], [0.92031, 0.96925, 0.9936], [0.91527, 0.96733, 0.99319], [0.91023, 0.9654, 0.99278], [0.90517, 0.96348, 0.99237], [0.9001, 0.96155, 0.99196], [0.89503, 0.95963, 0.99156], [0.88994, 0.95771, 0.99115], [0.88485, 0.95579, 0.99073], [0.88066, 0.95357, 0.99084], [0.87667, 0.95128, 0.99105], [0.87268, 0.94899, 0.99126], [0.86868, 0.9467, 0.99148], [0.86467, 0.94442, 0.99169], [0.86065, 0.94214, 0.99189], [0.85663, 0.93985, 0.9921], [0.8526, 0.93757, 0.99231], [0.84855, 0.93529, 0.99251], [0.84451, 0.93301, 0.99272], [0.84045, 0.93074, 0.99292], [0.83638, 0.92846, 0.99312], [0.83231, 0.92619, 0.99332], [0.82822, 0.92392, 0.99352], [0.82413, 0.92165, 0.99372], [0.82002, 0.91938, 0.99391], [0.81592, 0.91712, 0.9941], [0.81179, 0.91485, 0.9943], [0.80766, 0.91258, 0.99449], [0.80352, 0.91032, 0.99468], [0.79937, 0.90806, 0.99487], [0.79521, 0.9058, 0.99505], [0.79104, 0.90354, 0.99524], [0.78796, 0.901, 0.99546], [0.78551, 0.89831, 0.99569], [0.78305, 0.89562, 0.99593], [0.78058, 0.89293, 0.99616], [0.77812, 0.89024, 0.9964], [0.77564, 0.88755, 0.99663], [0.77316, 0.88487, 0.99686], [0.77068, 0.88218, 0.99708], [0.76819, 0.8795, 0.99731], [0.7657, 0.87682, 0.99754], [0.76319, 0.87414, 0.99776], [0.76069, 0.87147, 0.99798], [0.75818, 0.8688, 0.9982], [0.75567, 0.86612, 0.99842], [0.75314, 0.86345, 0.99864], [0.75062, 0.86077, 0.99886], [0.74809, 0.8581, 0.99908], [0.74554, 0.85544, 0.99929], [0.743, 0.85278, 0.9995], [0.74045, 0.85011, 0.99971], [0.73789, 0.84745, 0.99992], [0.73533, 0.84479, 1], [0.73276, 0.84213, 1], [0.73115, 0.83926, 1], [0.73071, 0.83615, 0.99995], [0.73027, 0.83303, 0.9996], [0.72981, 0.82992, 0.99926], [0.72935, 0.8268, 0.99891], [0.72888, 0.82368, 0.99856], [0.72841, 0.82056, 0.99821], [0.72793, 0.81745, 0.99786], [0.72745, 0.81433, 0.99751], [0.72696, 0.81122, 0.99715], [0.72647, 0.8081, 0.9968], [0.72597, 0.80499, 0.99645], [0.72547, 0.80187, 0.99609], [0.72496, 0.79876, 0.99574], [0.72444, 0.79564, 0.99538], [0.72392, 0.79253, 0.99502], [0.72339, 0.78941, 0.99466], [0.72285, 0.7863, 0.9943], [0.72231, 0.78318, 0.99395], [0.72177, 0.78007, 0.99358], [0.72122, 0.77696, 0.99322], [0.72067, 0.77383, 0.99286], [0.72011, 0.77072, 0.99249], [0.72013, 0.76749, 0.99183], [0.72168, 0.76394, 0.99037], [0.72322, 0.76039, 0.98891], [0.72475, 0.75684, 0.98745], [0.72625, 0.75328, 0.98598], [0.72774, 0.74972, 0.98452], [0.72921, 0.74616, 0.98306], [0.73066, 0.74259, 0.9816], [0.7321, 0.73902, 0.98014], [0.73352, 0.73544, 0.97868], [0.73492, 0.73187, 0.97722], [0.7363, 0.72828, 0.97575], [0.73767, 0.7247, 0.97429], [0.73903, 0.72111, 0.97284], [0.74036, 0.71752, 0.97137], [0.74168, 0.71392, 0.96991], [0.74299, 0.71032, 0.96846], [0.74428, 0.70671, 0.967], [0.74555, 0.7031, 0.96553], [0.74681, 0.69948, 0.96407], [0.74806, 0.69587, 0.96261], [0.74928, 0.69225, 0.96115], [0.75049, 0.68861, 0.9597], [0.75185, 0.68495, 0.9581], [0.75471, 0.68097, 0.95513], [0.75753, 0.677, 0.95216], [0.76032, 0.67301, 0.94919], [0.76307, 0.66902, 0.94623], [0.7658, 0.66501, 0.94327], [0.76848, 0.66099, 0.94031], [0.77114, 0.65698, 0.93735], [0.77375, 0.65293, 0.93439], [0.77635, 0.6489, 0.93144], [0.7789, 0.64484, 0.92848], [0.78143, 0.64078, 0.92553], [0.78393, 0.63671, 0.92259], [0.78639, 0.63263, 0.91964], [0.78883, 0.62854, 0.9167], [0.79123, 0.62443, 0.91376], [0.79361, 0.62031, 0.91081], [0.79595, 0.61618, 0.90788], [0.79827, 0.61204, 0.90494], [0.80056, 0.60789, 0.902], [0.80282, 0.60373, 0.89907], [0.80505, 0.59955, 0.89614], [0.80727, 0.59535, 0.89321], [0.80945, 0.59115, 0.89029], [0.81246, 0.58681, 0.88579], [0.81552, 0.58244, 0.88113], [0.81853, 0.57806, 0.87648], [0.8215, 0.57367, 0.87185], [0.82443, 0.56926, 0.8672], [0.82731, 0.56483, 0.86258], [0.83015, 0.56039, 0.85794], [0.83295, 0.55592, 0.85332], [0.83571, 0.55144, 0.84871], [0.83842, 0.54694, 0.84409], [0.8411, 0.54243, 0.83949], [0.84374, 0.53789, 0.83488], [0.84634, 0.53332, 0.83029], [0.8489, 0.52875, 0.82569], [0.85142, 0.52414, 0.82111], [0.85391, 0.51952, 0.81653], [0.85636, 0.51487, 0.81195], [0.85878, 0.5102, 0.80738], [0.86116, 0.5055, 0.80281], [0.86351, 0.50079, 0.79825], [0.86581, 0.49604, 0.7937], [0.86809, 0.49128, 0.78915], [0.87033, 0.48647, 0.78461], [0.87265, 0.48181, 0.77881], [0.87497, 0.47718, 0.77256], [0.87724, 0.47253, 0.76631], [0.87946, 0.46786, 0.76007], [0.88165, 0.46315, 0.75385], [0.88379, 0.45843, 0.74763], [0.88589, 0.45368, 0.74141], [0.88794, 0.44891, 0.73522], [0.88996, 0.4441, 0.72902], [0.89193, 0.43926, 0.72284], [0.89386, 0.43439, 0.71667], [0.89576, 0.42949, 0.71051], [0.89761, 0.42456, 0.70435], [0.89942, 0.4196, 0.6982], [0.9012, 0.41459, 0.69208], [0.90294, 0.40955, 0.68595], [0.90464, 0.40446, 0.67983], [0.9063, 0.39934, 0.67373], [0.90793, 0.39418, 0.66764], [0.90952, 0.38899, 0.66155], [0.91108, 0.38373, 0.65547], [0.9126, 0.37843, 0.64941], [0.91409, 0.37307, 0.64335], [0.91523, 0.36813, 0.6365], [0.91607, 0.36353, 0.62897], [0.91689, 0.3589, 0.62146], [0.91766, 0.35424, 0.61397], [0.91838, 0.34955, 0.60649], [0.91907, 0.34483, 0.59903], [0.91973, 0.34007, 0.59158], [0.92035, 0.33528, 0.58414], [0.92093, 0.33043, 0.57672], [0.92148, 0.32554, 0.5693], [0.92199, 0.32064, 0.56191], [0.92247, 0.31567, 0.55452], [0.92291, 0.31066, 0.54715], [0.92331, 0.30559, 0.53979], [0.92368, 0.30046, 0.53245], [0.92402, 0.29529, 0.52512], [0.92432, 0.29005, 0.51781], [0.92459, 0.28476, 0.5105], [0.92483, 0.27942, 0.50321], [0.92504, 0.27399, 0.49593], [0.92521, 0.26849, 0.48868], [0.92536, 0.26291, 0.48143], [0.92547, 0.25725, 0.4742], [0.92514, 0.2522, 0.4666], [0.92407, 0.24833, 0.45833], [0.92297, 0.2444, 0.45009], [0.92184, 0.24047, 0.44186], [0.92067, 0.23655, 0.43362], [0.91949, 0.23256, 0.42542], [0.91827, 0.22857, 0.41723], [0.91702, 0.22449, 0.40904], [0.91574, 0.22046, 0.40088], [0.91444, 0.21636, 0.39271], [0.9131, 0.21221, 0.38456], [0.91174, 0.20801, 0.37643], [0.91036, 0.2038, 0.3683], [0.90894, 0.1995, 0.36017], [0.9075, 0.1952, 0.35206], [0.90603, 0.19083, 0.34396], [0.90454, 0.18642, 0.33587], [0.90302, 0.18193, 0.32777], [0.90147, 0.17742, 0.3197], [0.8999, 0.17279, 0.3116], [0.8983, 0.16811, 0.30352], [0.89669, 0.16339, 0.29545], [0.89504, 0.15855, 0.28737], [0.8931, 0.15427, 0.27921], [0.88995, 0.15302, 0.2706], [0.88677, 0.15181, 0.26196], [0.88358, 0.15061, 0.25331], [0.88036, 0.14943, 0.24461], [0.87712, 0.14823, 0.23593], [0.87387, 0.14707, 0.22719], [0.8706, 0.14594, 0.2184], [0.86731, 0.14481, 0.20956], [0.86401, 0.14368, 0.20065], [0.86068, 0.14257, 0.1917], [0.85733, 0.1415, 0.18265], [0.85397, 0.14041, 0.17353], [0.85059, 0.13932, 0.1643], [0.84719, 0.13832, 0.15489], [0.84378, 0.13728, 0.14538], [0.84035, 0.13622, 0.13559], [0.8369, 0.13525, 0.12564], [0.83344, 0.13428, 0.11535], [0.82996, 0.13329, 0.10467], [0.82647, 0.13234, 0.093595], [0.82295, 0.13139, 0.08195], [0.81943, 0.13049, 0.069425], [0.81589, 0.12954, 0.055606], ] b_linear_wcmr_100_45_c42 = bokeh_palette('linear_wcmr_100_45_c42',linear_wcmr_100_45_c42) m_linear_wcmr_100_45_c42 = mpl_cm('linear_wcmr_100_45_c42',linear_wcmr_100_45_c42) m_linear_wcmr_100_45_c42_r = mpl_cm('linear_wcmr_100_45_c42_r',list(reversed(linear_wcmr_100_45_c42))) CET_L19 = b_linear_wcmr_100_45_c42 m_CET_L19 = m_linear_wcmr_100_45_c42 m_CET_L19_r = m_linear_wcmr_100_45_c42_r palette['CET_L19'] = b_linear_wcmr_100_45_c42 cm['CET_L19'] = m_linear_wcmr_100_45_c42 cm['CET_L19_r'] = m_linear_wcmr_100_45_c42_r register_cmap('cet_CET_L19',m_linear_wcmr_100_45_c42) register_cmap('cet_CET_L19_r',m_linear_wcmr_100_45_c42_r) diverging_protanopic_deuteranopic_bwy_60_95_c32 = [ # cmap_def [0.22906, 0.56603, 0.9967], [0.24157, 0.56872, 0.99641], [0.25345, 0.57142, 0.99612], [0.26476, 0.57412, 0.99583], [0.27564, 0.57683, 0.99553], [0.28604, 0.57954, 0.99524], [0.2961, 0.58225, 0.99494], [0.30584, 0.58497, 0.99464], [0.31523, 0.58769, 0.99434], [0.32437, 0.59042, 0.99404], [0.33327, 0.59316, 0.99374], [0.34192, 0.5959, 0.99343], [0.35037, 0.59864, 0.99313], [0.3586, 0.60139, 0.99282], [0.36667, 0.60415, 0.99251], [0.37457, 0.6069, 0.99219], [0.38229, 0.60966, 0.99188], [0.38988, 0.61242, 0.99156], [0.39734, 0.61519, 0.99124], [0.40465, 0.61797, 0.99092], [0.41186, 0.62076, 0.9906], [0.41894, 0.62354, 0.99028], [0.42591, 0.62632, 0.98996], [0.43278, 0.62912, 0.98963], [0.43955, 0.63192, 0.9893], [0.44622, 0.63472, 0.98897], [0.45282, 0.63752, 0.98864], [0.45932, 0.64034, 0.9883], [0.46573, 0.64315, 0.98797], [0.47209, 0.64596, 0.98763], [0.47835, 0.64879, 0.98729], [0.48455, 0.65162, 0.98695], [0.4907, 0.65444, 0.98661], [0.49675, 0.65728, 0.98626], [0.50276, 0.66012, 0.98592], [0.50872, 0.66297, 0.98557], [0.5146, 0.66581, 0.98522], [0.52043, 0.66866, 0.98487], [0.52622, 0.67151, 0.98451], [0.53194, 0.67437, 0.98416], [0.53763, 0.67724, 0.9838], [0.54326, 0.6801, 0.98343], [0.54885, 0.68297, 0.98307], [0.55438, 0.68585, 0.98271], [0.55988, 0.68873, 0.98235], [0.56533, 0.69161, 0.98198], [0.57075, 0.69449, 0.98161], [0.57614, 0.69738, 0.98123], [0.58147, 0.70027, 0.98086], [0.58677, 0.70317, 0.98049], [0.59205, 0.70607, 0.98011], [0.59728, 0.70898, 0.97973], [0.60247, 0.71188, 0.97935], [0.60765, 0.71479, 0.97896], [0.61277, 0.71771, 0.97857], [0.61788, 0.72063, 0.97819], [0.62296, 0.72355, 0.9778], [0.62801, 0.72648, 0.97741], [0.63302, 0.72941, 0.97701], [0.63801, 0.73234, 0.97661], [0.64298, 0.73528, 0.97622], [0.64791, 0.73821, 0.97581], [0.65283, 0.74115, 0.97541], [0.65772, 0.74411, 0.97501], [0.66259, 0.74706, 0.9746], [0.66743, 0.75001, 0.97419], [0.67225, 0.75296, 0.97378], [0.67704, 0.75593, 0.97337], [0.68181, 0.75889, 0.97296], [0.68657, 0.76186, 0.97254], [0.6913, 0.76483, 0.97212], [0.69602, 0.7678, 0.9717], [0.70071, 0.77078, 0.97127], [0.70538, 0.77376, 0.97084], [0.71003, 0.77675, 0.97042], [0.71466, 0.77973, 0.96999], [0.71929, 0.78272, 0.96955], [0.72389, 0.78572, 0.96912], [0.72847, 0.78871, 0.96868], [0.73304, 0.79171, 0.96824], [0.73758, 0.79471, 0.9678], [0.74212, 0.79772, 0.96736], [0.74664, 0.80073, 0.96691], [0.75115, 0.80374, 0.96646], [0.75563, 0.80676, 0.96601], [0.7601, 0.80977, 0.96555], [0.76456, 0.81279, 0.9651], [0.769, 0.81582, 0.96464], [0.77343, 0.81884, 0.96418], [0.77785, 0.82188, 0.96372], [0.78226, 0.82491, 0.96325], [0.78665, 0.82795, 0.96278], [0.79102, 0.83099, 0.96231], [0.79539, 0.83404, 0.96184], [0.79974, 0.83708, 0.96136], [0.80408, 0.84013, 0.96089], [0.80841, 0.84318, 0.96041], [0.81272, 0.84623, 0.95993], [0.81703, 0.84929, 0.95944], [0.82133, 0.85236, 0.95895], [0.82561, 0.85542, 0.95847], [0.82988, 0.85848, 0.95797], [0.83415, 0.86155, 0.95748], [0.8384, 0.86462, 0.95698], [0.84264, 0.8677, 0.95648], [0.84687, 0.87078, 0.95598], [0.85109, 0.87386, 0.95547], [0.85531, 0.87694, 0.95497], [0.85951, 0.88003, 0.95445], [0.8637, 0.88312, 0.95394], [0.86789, 0.88621, 0.95343], [0.87206, 0.88931, 0.95291], [0.87623, 0.89241, 0.95239], [0.88039, 0.8955, 0.95185], [0.88453, 0.8986, 0.95131], [0.88867, 0.90168, 0.95074], [0.89277, 0.90475, 0.95013], [0.89686, 0.90779, 0.94947], [0.90088, 0.91077, 0.94872], [0.90485, 0.91368, 0.94786], [0.90872, 0.91647, 0.94684], [0.91247, 0.9191, 0.9456], [0.91603, 0.92152, 0.94409], [0.91936, 0.92367, 0.94224], [0.92242, 0.92548, 0.94], [0.92513, 0.9269, 0.93732], [0.92745, 0.92788, 0.93415], [0.92933, 0.92837, 0.93049], [0.93077, 0.92836, 0.92633], [0.93173, 0.92785, 0.9217], [0.93225, 0.92686, 0.91663], [0.93234, 0.92542, 0.91117], [0.93205, 0.9236, 0.90539], [0.93143, 0.92143, 0.89935], [0.93053, 0.91899, 0.8931], [0.92941, 0.91635, 0.88671], [0.92813, 0.91355, 0.88021], [0.92671, 0.91063, 0.87364], [0.92521, 0.90764, 0.86702], [0.92364, 0.90459, 0.86039], [0.92202, 0.90151, 0.85373], [0.92036, 0.89841, 0.84708], [0.91868, 0.89531, 0.84042], [0.91699, 0.8922, 0.83377], [0.91527, 0.88909, 0.82712], [0.91355, 0.88598, 0.82048], [0.91181, 0.88287, 0.81385], [0.91007, 0.87977, 0.80722], [0.90831, 0.87667, 0.8006], [0.90653, 0.87358, 0.79399], [0.90475, 0.87048, 0.78738], [0.90296, 0.8674, 0.78077], [0.90115, 0.86431, 0.77417], [0.89933, 0.86122, 0.76758], [0.8975, 0.85814, 0.761], [0.89566, 0.85507, 0.75442], [0.89381, 0.85199, 0.74784], [0.89195, 0.84892, 0.74126], [0.89007, 0.84585, 0.73471], [0.88818, 0.84278, 0.72814], [0.88629, 0.83972, 0.72159], [0.88438, 0.83666, 0.71504], [0.88245, 0.8336, 0.7085], [0.88052, 0.83055, 0.70196], [0.87858, 0.82749, 0.69543], [0.87662, 0.82444, 0.6889], [0.87466, 0.8214, 0.68237], [0.87268, 0.81835, 0.67586], [0.87069, 0.81532, 0.66935], [0.8687, 0.81228, 0.66284], [0.86668, 0.80925, 0.65634], [0.86466, 0.80622, 0.64984], [0.86263, 0.80319, 0.64334], [0.86058, 0.80017, 0.63685], [0.85852, 0.79714, 0.63037], [0.85646, 0.79413, 0.62389], [0.85438, 0.7911, 0.6174], [0.8523, 0.78809, 0.61093], [0.85019, 0.78509, 0.60446], [0.84808, 0.78208, 0.59799], [0.84596, 0.77907, 0.59153], [0.84383, 0.77607, 0.58507], [0.84169, 0.77307, 0.57861], [0.83953, 0.77008, 0.57216], [0.83737, 0.76709, 0.5657], [0.83519, 0.7641, 0.55926], [0.833, 0.76112, 0.55281], [0.83081, 0.75814, 0.54638], [0.8286, 0.75516, 0.53993], [0.82638, 0.75218, 0.53349], [0.82415, 0.7492, 0.52706], [0.82191, 0.74624, 0.52061], [0.81966, 0.74328, 0.51419], [0.8174, 0.74031, 0.50775], [0.81513, 0.73735, 0.50132], [0.81284, 0.73439, 0.49488], [0.81055, 0.73144, 0.48845], [0.80825, 0.72849, 0.48201], [0.80593, 0.72555, 0.47558], [0.80361, 0.72259, 0.46914], [0.80127, 0.71966, 0.46269], [0.79893, 0.71672, 0.45625], [0.79657, 0.71378, 0.44981], [0.79421, 0.71086, 0.44337], [0.79183, 0.70792, 0.43692], [0.78944, 0.705, 0.43046], [0.78704, 0.70208, 0.42399], [0.78464, 0.69916, 0.41754], [0.78222, 0.69625, 0.41106], [0.77978, 0.69334, 0.40458], [0.77735, 0.69042, 0.3981], [0.7749, 0.68752, 0.39161], [0.77244, 0.68462, 0.3851], [0.76997, 0.68172, 0.37859], [0.76749, 0.67882, 0.37206], [0.765, 0.67593, 0.36553], [0.7625, 0.67305, 0.35898], [0.75999, 0.67017, 0.35242], [0.75747, 0.66728, 0.34583], [0.75494, 0.6644, 0.33926], [0.7524, 0.66153, 0.33264], [0.74985, 0.65865, 0.32598], [0.74729, 0.65579, 0.31934], [0.74472, 0.65291, 0.31264], [0.74214, 0.65006, 0.30596], [0.73956, 0.6472, 0.29921], [0.73695, 0.64434, 0.29243], [0.73434, 0.64149, 0.28562], [0.73172, 0.63864, 0.2788], [0.72909, 0.6358, 0.2719], [0.72646, 0.63296, 0.26498], [0.72381, 0.63012, 0.258], [0.72115, 0.62728, 0.251], [0.71848, 0.62446, 0.24389], [0.71581, 0.62162, 0.23678], [0.71312, 0.61881, 0.22953], [0.71042, 0.61598, 0.22224], [0.70771, 0.61316, 0.21485], [0.705, 0.61035, 0.2074], [0.70227, 0.60754, 0.19979], [0.69954, 0.60473, 0.1921], [0.6968, 0.60193, 0.18428], [0.69404, 0.59913, 0.17627], [0.69128, 0.59633, 0.16813], [0.68852, 0.59354, 0.15977], [0.68574, 0.59075, 0.15122], [0.68294, 0.58796, 0.1424], [0.68014, 0.58518, 0.13326], [0.67734, 0.5824, 0.12372], [0.67452, 0.57963, 0.1138], [0.67169, 0.57686, 0.10332], [0.66886, 0.57408, 0.092119], [0.66602, 0.57132, 0.07995], [0.66317, 0.56855, 0.066579], [0.6603, 0.5658, 0.051268], [0.65744, 0.56305, 0.03304], ] b_diverging_protanopic_deuteranopic_bwy_60_95_c32 = bokeh_palette('diverging_protanopic_deuteranopic_bwy_60_95_c32',diverging_protanopic_deuteranopic_bwy_60_95_c32) m_diverging_protanopic_deuteranopic_bwy_60_95_c32 = mpl_cm('diverging_protanopic_deuteranopic_bwy_60_95_c32',diverging_protanopic_deuteranopic_bwy_60_95_c32) m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r = mpl_cm('diverging_protanopic_deuteranopic_bwy_60_95_c32_r',list(reversed(diverging_protanopic_deuteranopic_bwy_60_95_c32))) bwy = b_diverging_protanopic_deuteranopic_bwy_60_95_c32 m_bwy = m_diverging_protanopic_deuteranopic_bwy_60_95_c32 m_bwy_r = m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r palette['bwy'] = b_diverging_protanopic_deuteranopic_bwy_60_95_c32 palette_n['bwy'] = b_diverging_protanopic_deuteranopic_bwy_60_95_c32 cm['bwy'] = m_diverging_protanopic_deuteranopic_bwy_60_95_c32 cm['bwy_r'] = m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r cm_n['bwy'] = mpl_cm('bwy',diverging_protanopic_deuteranopic_bwy_60_95_c32) cm_n['bwy_r'] = mpl_cm('bwy_r',list(reversed(diverging_protanopic_deuteranopic_bwy_60_95_c32))) CET_CBD1 = b_diverging_protanopic_deuteranopic_bwy_60_95_c32 m_CET_CBD1 = m_diverging_protanopic_deuteranopic_bwy_60_95_c32 m_CET_CBD1_r = m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r palette['CET_CBD1'] = b_diverging_protanopic_deuteranopic_bwy_60_95_c32 cm['CET_CBD1'] = m_diverging_protanopic_deuteranopic_bwy_60_95_c32 cm['CET_CBD1_r'] = m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r register_cmap('cet_CET_CBD1',m_diverging_protanopic_deuteranopic_bwy_60_95_c32) register_cmap('cet_CET_CBD1_r',m_diverging_protanopic_deuteranopic_bwy_60_95_c32_r) diverging_tritanopic_cwr_75_98_c20 = [ # cmap_def [0.16144, 0.79052, 0.90539], [0.17912, 0.79202, 0.90596], [0.19524, 0.79352, 0.90654], [0.21014, 0.79501, 0.90711], [0.22404, 0.7965, 0.90769], [0.23717, 0.798, 0.90826], [0.24955, 0.7995, 0.90883], [0.26139, 0.80098, 0.90941], [0.27271, 0.80247, 0.90998], [0.28359, 0.80397, 0.91056], [0.29407, 0.80545, 0.91113], [0.30421, 0.80695, 0.9117], [0.31403, 0.80844, 0.91227], [0.32357, 0.80992, 0.91285], [0.33286, 0.81141, 0.91342], [0.34189, 0.81289, 0.91399], [0.35072, 0.81438, 0.91456], [0.35933, 0.81587, 0.91513], [0.36776, 0.81735, 0.9157], [0.37604, 0.81883, 0.91627], [0.38414, 0.82032, 0.91685], [0.3921, 0.82181, 0.91742], [0.39991, 0.82329, 0.91799], [0.4076, 0.82477, 0.91856], [0.41517, 0.82625, 0.91913], [0.42261, 0.82773, 0.9197], [0.42996, 0.82921, 0.92027], [0.4372, 0.83069, 0.92083], [0.44434, 0.83217, 0.92141], [0.45139, 0.83365, 0.92198], [0.45834, 0.83512, 0.92254], [0.46522, 0.8366, 0.92311], [0.47202, 0.83808, 0.92368], [0.47874, 0.83955, 0.92425], [0.48538, 0.84102, 0.92481], [0.49197, 0.8425, 0.92538], [0.49849, 0.84397, 0.92595], [0.50493, 0.84544, 0.92651], [0.51131, 0.84691, 0.92708], [0.51766, 0.84838, 0.92765], [0.52393, 0.84986, 0.92821], [0.53015, 0.85132, 0.92878], [0.53632, 0.8528, 0.92934], [0.54244, 0.85426, 0.92991], [0.54852, 0.85573, 0.93048], [0.55454, 0.8572, 0.93104], [0.56052, 0.85867, 0.93161], [0.56646, 0.86014, 0.93217], [0.57236, 0.8616, 0.93273], [0.57822, 0.86307, 0.9333], [0.58404, 0.86453, 0.93386], [0.58982, 0.86599, 0.93442], [0.59557, 0.86745, 0.93499], [0.60128, 0.86892, 0.93555], [0.60697, 0.87037, 0.93612], [0.61261, 0.87184, 0.93668], [0.61823, 0.8733, 0.93724], [0.62382, 0.87476, 0.9378], [0.62936, 0.87622, 0.93837], [0.63489, 0.87768, 0.93893], [0.64039, 0.87913, 0.93949], [0.64586, 0.88059, 0.94005], [0.65131, 0.88205, 0.94061], [0.65673, 0.88351, 0.94117], [0.66212, 0.88496, 0.94173], [0.66749, 0.88642, 0.94229], [0.67284, 0.88787, 0.94285], [0.67816, 0.88932, 0.94341], [0.68346, 0.89078, 0.94397], [0.68874, 0.89223, 0.94453], [0.69399, 0.89368, 0.94509], [0.69923, 0.89513, 0.94565], [0.70445, 0.89658, 0.9462], [0.70965, 0.89803, 0.94676], [0.71483, 0.89948, 0.94733], [0.71999, 0.90093, 0.94788], [0.72514, 0.90238, 0.94844], [0.73026, 0.90382, 0.949], [0.73536, 0.90527, 0.94955], [0.74045, 0.90672, 0.95011], [0.74553, 0.90817, 0.95067], [0.75059, 0.90961, 0.95123], [0.75563, 0.91105, 0.95178], [0.76066, 0.9125, 0.95233], [0.76567, 0.91394, 0.95289], [0.77067, 0.91538, 0.95345], [0.77565, 0.91682, 0.954], [0.78062, 0.91826, 0.95456], [0.78558, 0.9197, 0.95511], [0.79052, 0.92114, 0.95567], [0.79545, 0.92258, 0.95622], [0.80037, 0.92402, 0.95677], [0.80527, 0.92546, 0.95733], [0.81016, 0.9269, 0.95789], [0.81505, 0.92833, 0.95844], [0.81991, 0.92977, 0.95899], [0.82477, 0.93121, 0.95954], [0.82962, 0.93264, 0.9601], [0.83446, 0.93407, 0.96065], [0.83928, 0.93551, 0.9612], [0.8441, 0.93695, 0.96175], [0.8489, 0.93838, 0.9623], [0.85369, 0.93981, 0.96286], [0.85848, 0.94124, 0.96341], [0.86326, 0.94267, 0.96396], [0.86803, 0.9441, 0.96451], [0.87278, 0.94553, 0.96506], [0.87753, 0.94696, 0.96561], [0.88227, 0.94839, 0.96616], [0.887, 0.94982, 0.96671], [0.89172, 0.95124, 0.96726], [0.89644, 0.95267, 0.96781], [0.90114, 0.9541, 0.96836], [0.90585, 0.95552, 0.9689], [0.91054, 0.95694, 0.96944], [0.91522, 0.95835, 0.96997], [0.9199, 0.95974, 0.97048], [0.92455, 0.9611, 0.97097], [0.92919, 0.96242, 0.97141], [0.93379, 0.96369, 0.97179], [0.93836, 0.96486, 0.97208], [0.94284, 0.96593, 0.97226], [0.94723, 0.96684, 0.97228], [0.95148, 0.96757, 0.97212], [0.95556, 0.96806, 0.97173], [0.95941, 0.96828, 0.97109], [0.963, 0.9682, 0.97017], [0.96629, 0.9678, 0.96895], [0.96926, 0.96707, 0.96743], [0.97189, 0.96601, 0.9656], [0.97417, 0.96464, 0.96351], [0.97613, 0.96299, 0.96117], [0.97779, 0.9611, 0.95862], [0.97918, 0.95899, 0.95589], [0.98035, 0.95671, 0.95302], [0.98133, 0.9543, 0.95004], [0.98218, 0.9518, 0.94699], [0.9829, 0.94923, 0.94388], [0.98355, 0.94661, 0.94074], [0.98415, 0.94395, 0.93757], [0.9847, 0.94128, 0.93439], [0.98522, 0.9386, 0.9312], [0.98572, 0.93591, 0.92801], [0.9862, 0.93321, 0.92482], [0.98668, 0.93052, 0.92163], [0.98714, 0.92782, 0.91844], [0.98759, 0.92512, 0.91525], [0.98804, 0.92243, 0.91207], [0.98847, 0.91973, 0.90889], [0.9889, 0.91704, 0.90572], [0.98932, 0.91435, 0.90254], [0.98973, 0.91165, 0.89936], [0.99014, 0.90895, 0.89619], [0.99053, 0.90626, 0.89302], [0.99091, 0.90356, 0.88985], [0.99129, 0.90087, 0.88668], [0.99166, 0.89817, 0.88351], [0.99202, 0.89548, 0.88035], [0.99237, 0.89278, 0.87718], [0.99272, 0.89008, 0.87403], [0.99305, 0.88739, 0.87087], [0.99338, 0.88469, 0.86772], [0.9937, 0.882, 0.86456], [0.99401, 0.8793, 0.86141], [0.99431, 0.8766, 0.85826], [0.9946, 0.87391, 0.85511], [0.99489, 0.87121, 0.85197], [0.99516, 0.86852, 0.84882], [0.99543, 0.86582, 0.84568], [0.9957, 0.86312, 0.84254], [0.99595, 0.86043, 0.8394], [0.9962, 0.85772, 0.83627], [0.99643, 0.85503, 0.83313], [0.99667, 0.85234, 0.83], [0.99689, 0.84964, 0.82687], [0.9971, 0.84693, 0.82374], [0.99731, 0.84424, 0.82061], [0.99751, 0.84154, 0.81749], [0.9977, 0.83884, 0.81437], [0.99789, 0.83614, 0.81125], [0.99807, 0.83344, 0.80813], [0.99824, 0.83074, 0.80502], [0.9984, 0.82804, 0.8019], [0.99855, 0.82534, 0.7988], [0.9987, 0.82264, 0.79568], [0.99884, 0.81994, 0.79258], [0.99897, 0.81724, 0.78947], [0.9991, 0.81453, 0.78637], [0.99921, 0.81183, 0.78327], [0.99932, 0.80913, 0.78017], [0.99943, 0.80643, 0.77708], [0.99952, 0.80372, 0.77397], [0.99961, 0.80102, 0.77089], [0.99969, 0.79832, 0.76779], [0.99976, 0.79561, 0.76471], [0.99983, 0.79291, 0.76162], [0.99989, 0.7902, 0.75854], [0.99994, 0.7875, 0.75545], [0.99998, 0.78479, 0.75237], [1, 0.78208, 0.74929], [1, 0.77937, 0.74622], [1, 0.77667, 0.74315], [1, 0.77395, 0.74008], [1, 0.77125, 0.737], [1, 0.76853, 0.73394], [1, 0.76583, 0.73087], [1, 0.76311, 0.72781], [1, 0.7604, 0.72475], [1, 0.75769, 0.72169], [1, 0.75498, 0.71863], [0.99998, 0.75226, 0.71558], [0.99994, 0.74954, 0.71252], [0.99988, 0.74683, 0.70948], [0.99983, 0.74412, 0.70643], [0.99976, 0.7414, 0.70338], [0.99969, 0.73868, 0.70034], [0.99961, 0.73596, 0.69729], [0.99953, 0.73324, 0.69425], [0.99943, 0.73052, 0.69122], [0.99934, 0.7278, 0.68819], [0.99923, 0.72508, 0.68515], [0.99912, 0.72235, 0.68212], [0.999, 0.71963, 0.67909], [0.99888, 0.71691, 0.67607], [0.99875, 0.71418, 0.67305], [0.99861, 0.71146, 0.67003], [0.99846, 0.70873, 0.667], [0.99831, 0.706, 0.66399], [0.99816, 0.70327, 0.66097], [0.99799, 0.70054, 0.65796], [0.99782, 0.6978, 0.65494], [0.99765, 0.69507, 0.65194], [0.99746, 0.69234, 0.64894], [0.99728, 0.6896, 0.64593], [0.99708, 0.68686, 0.64293], [0.99688, 0.68412, 0.63993], [0.99667, 0.68138, 0.63694], [0.99646, 0.67864, 0.63394], [0.99624, 0.6759, 0.63095], [0.99601, 0.67316, 0.62796], [0.99578, 0.67042, 0.62497], [0.99554, 0.66767, 0.62198], [0.9953, 0.66491, 0.619], [0.99505, 0.66217, 0.61602], [0.9948, 0.65942, 0.61303], [0.99453, 0.65667, 0.61006], [0.99427, 0.65391, 0.60709], [0.99399, 0.65116, 0.60412], [0.99371, 0.64839, 0.60114], [0.99343, 0.64563, 0.59817], [0.99314, 0.64288, 0.59521], [0.99284, 0.64012, 0.59226], [0.99253, 0.63735, 0.58928], [0.99222, 0.63459, 0.58633], [0.99191, 0.63182, 0.58337], [0.99158, 0.62904, 0.58043], ] b_diverging_tritanopic_cwr_75_98_c20 = bokeh_palette('diverging_tritanopic_cwr_75_98_c20',diverging_tritanopic_cwr_75_98_c20) m_diverging_tritanopic_cwr_75_98_c20 = mpl_cm('diverging_tritanopic_cwr_75_98_c20',diverging_tritanopic_cwr_75_98_c20) m_diverging_tritanopic_cwr_75_98_c20_r = mpl_cm('diverging_tritanopic_cwr_75_98_c20_r',list(reversed(diverging_tritanopic_cwr_75_98_c20))) cwr = b_diverging_tritanopic_cwr_75_98_c20 m_cwr = m_diverging_tritanopic_cwr_75_98_c20 m_cwr_r = m_diverging_tritanopic_cwr_75_98_c20_r palette['cwr'] = b_diverging_tritanopic_cwr_75_98_c20 palette_n['cwr'] = b_diverging_tritanopic_cwr_75_98_c20 cm['cwr'] = m_diverging_tritanopic_cwr_75_98_c20 cm['cwr_r'] = m_diverging_tritanopic_cwr_75_98_c20_r cm_n['cwr'] = mpl_cm('cwr',diverging_tritanopic_cwr_75_98_c20) cm_n['cwr_r'] = mpl_cm('cwr_r',list(reversed(diverging_tritanopic_cwr_75_98_c20))) CET_CBTD1 = b_diverging_tritanopic_cwr_75_98_c20 m_CET_CBTD1 = m_diverging_tritanopic_cwr_75_98_c20 m_CET_CBTD1_r = m_diverging_tritanopic_cwr_75_98_c20_r palette['CET_CBTD1'] = b_diverging_tritanopic_cwr_75_98_c20 cm['CET_CBTD1'] = m_diverging_tritanopic_cwr_75_98_c20 cm['CET_CBTD1_r'] = m_diverging_tritanopic_cwr_75_98_c20_r register_cmap('cet_CET_CBTD1',m_diverging_tritanopic_cwr_75_98_c20) register_cmap('cet_CET_CBTD1_r',m_diverging_tritanopic_cwr_75_98_c20_r) linear_protanopic_deuteranopic_kbw_5_98_c40 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.068392, 0.069594, 0.07418], [0.070639, 0.072929, 0.081677], [0.072893, 0.076121, 0.088587], [0.075034, 0.079264, 0.095123], [0.076966, 0.082389, 0.10148], [0.078642, 0.085308, 0.10793], [0.080058, 0.088268, 0.11442], [0.081238, 0.091132, 0.121], [0.082365, 0.093864, 0.12764], [0.083353, 0.096586, 0.13432], [0.084353, 0.099412, 0.14102], [0.08516, 0.10221, 0.14774], [0.085909, 0.105, 0.15449], [0.086663, 0.10784, 0.16134], [0.087299, 0.11072, 0.16815], [0.087793, 0.11357, 0.17506], [0.088197, 0.11644, 0.18195], [0.088516, 0.11929, 0.18893], [0.08874, 0.12215, 0.19591], [0.088865, 0.12508, 0.20293], [0.088887, 0.12801, 0.20998], [0.088806, 0.13094, 0.21707], [0.088619, 0.13387, 0.22414], [0.088328, 0.13681, 0.2313], [0.087938, 0.13974, 0.23842], [0.087453, 0.14275, 0.24557], [0.086824, 0.14576, 0.25276], [0.086036, 0.14871, 0.25993], [0.085236, 0.15172, 0.26709], [0.084385, 0.15474, 0.27427], [0.083325, 0.15777, 0.28142], [0.082282, 0.16081, 0.28857], [0.081076, 0.16388, 0.29568], [0.079801, 0.16693, 0.30276], [0.078483, 0.16998, 0.30983], [0.077141, 0.17304, 0.31682], [0.075789, 0.1761, 0.32377], [0.074438, 0.17921, 0.33066], [0.073088, 0.18229, 0.33751], [0.071707, 0.18544, 0.34427], [0.070334, 0.18854, 0.35099], [0.069135, 0.19164, 0.35763], [0.067852, 0.19479, 0.36417], [0.066681, 0.19789, 0.37067], [0.065605, 0.20102, 0.37711], [0.064634, 0.20421, 0.38347], [0.063763, 0.20734, 0.38976], [0.063025, 0.21049, 0.39601], [0.062318, 0.21366, 0.40219], [0.061658, 0.21684, 0.40835], [0.06116, 0.22002, 0.41445], [0.060787, 0.2232, 0.42051], [0.060495, 0.22639, 0.42655], [0.060263, 0.22956, 0.43258], [0.060082, 0.23277, 0.43856], [0.059945, 0.236, 0.44455], [0.059846, 0.2392, 0.45051], [0.059777, 0.24242, 0.45647], [0.059733, 0.24564, 0.46243], [0.059705, 0.2489, 0.46839], [0.059688, 0.25214, 0.47436], [0.059676, 0.25539, 0.48032], [0.059663, 0.25864, 0.48629], [0.059645, 0.2619, 0.49228], [0.059619, 0.26516, 0.49828], [0.05958, 0.26844, 0.50428], [0.059527, 0.27171, 0.51028], [0.059457, 0.27501, 0.5163], [0.059366, 0.27831, 0.52234], [0.059251, 0.28161, 0.52839], [0.059111, 0.28491, 0.53445], [0.058943, 0.28823, 0.54052], [0.058747, 0.29157, 0.54661], [0.058523, 0.29488, 0.5527], [0.058273, 0.29821, 0.5588], [0.058003, 0.30155, 0.56492], [0.05772, 0.30491, 0.57106], [0.057436, 0.30826, 0.57721], [0.057144, 0.31161, 0.58336], [0.056825, 0.31498, 0.58953], [0.056448, 0.31836, 0.59571], [0.056009, 0.32173, 0.60191], [0.055535, 0.32511, 0.60812], [0.055044, 0.32851, 0.61432], [0.054525, 0.33191, 0.62056], [0.053973, 0.33532, 0.6268], [0.05339, 0.33872, 0.63305], [0.052777, 0.34214, 0.63931], [0.052132, 0.34555, 0.64558], [0.051458, 0.34898, 0.65187], [0.050748, 0.35241, 0.65816], [0.050004, 0.35585, 0.66447], [0.049259, 0.35929, 0.67079], [0.048333, 0.36274, 0.67712], [0.047426, 0.3662, 0.68345], [0.046481, 0.36965, 0.68981], [0.045473, 0.37311, 0.69617], [0.044473, 0.3766, 0.70254], [0.043261, 0.38007, 0.70893], [0.042229, 0.38355, 0.71532], [0.040999, 0.38703, 0.72172], [0.039699, 0.39053, 0.72813], [0.038351, 0.39403, 0.73456], [0.036958, 0.39754, 0.74099], [0.035554, 0.40106, 0.74745], [0.033822, 0.40456, 0.7539], [0.032325, 0.40808, 0.76037], [0.030752, 0.41161, 0.76684], [0.029133, 0.41514, 0.77333], [0.027467, 0.41867, 0.77983], [0.025753, 0.42221, 0.78634], [0.023992, 0.42577, 0.79286], [0.022182, 0.42932, 0.79939], [0.020323, 0.43288, 0.80592], [0.018415, 0.43645, 0.81247], [0.016457, 0.44002, 0.81902], [0.014451, 0.44359, 0.82559], [0.012421, 0.44716, 0.83217], [0.010137, 0.45075, 0.83875], [0.0081674, 0.45435, 0.84533], [0.0062813, 0.45793, 0.8519], [0.0045555, 0.46153, 0.85845], [0.003069, 0.46513, 0.86499], [0.0019224, 0.46874, 0.8715], [0.0012443, 0.47235, 0.87795], [0.0011966, 0.47597, 0.88435], [0.00198, 0.47958, 0.89067], [0.0038395, 0.48319, 0.89689], [0.0070702, 0.48682, 0.90298], [0.012242, 0.49044, 0.9089], [0.019291, 0.49406, 0.91462], [0.028957, 0.49768, 0.9201], [0.041939, 0.5013, 0.92529], [0.056334, 0.50491, 0.93014], [0.07148, 0.50852, 0.93458], [0.087293, 0.51211, 0.93858], [0.10371, 0.5157, 0.94207], [0.12071, 0.5193, 0.94497], [0.13835, 0.52288, 0.94724], [0.15644, 0.52646, 0.94882], [0.17494, 0.53001, 0.94965], [0.19382, 0.53356, 0.94969], [0.21295, 0.53712, 0.9489], [0.23232, 0.54065, 0.94726], [0.25179, 0.54419, 0.94473], [0.27128, 0.54772, 0.94131], [0.29072, 0.55126, 0.93701], [0.31005, 0.5548, 0.93183], [0.32916, 0.55833, 0.92581], [0.34799, 0.5619, 0.91897], [0.36649, 0.56545, 0.91136], [0.38458, 0.56903, 0.90303], [0.40225, 0.57264, 0.89403], [0.41947, 0.57626, 0.88442], [0.43617, 0.57989, 0.87426], [0.45236, 0.58355, 0.86363], [0.46801, 0.58723, 0.85257], [0.48314, 0.59094, 0.84116], [0.49776, 0.59467, 0.82944], [0.51183, 0.59842, 0.81747], [0.52542, 0.60219, 0.8053], [0.53853, 0.60597, 0.79299], [0.55116, 0.60978, 0.78056], [0.56336, 0.6136, 0.76805], [0.57514, 0.61743, 0.75551], [0.58654, 0.62127, 0.74295], [0.59758, 0.62512, 0.7304], [0.60828, 0.62896, 0.71787], [0.61867, 0.63281, 0.70539], [0.62877, 0.63665, 0.69297], [0.63861, 0.64049, 0.68059], [0.64821, 0.64431, 0.66831], [0.6576, 0.64813, 0.65609], [0.66677, 0.65195, 0.64394], [0.67576, 0.65575, 0.63188], [0.68457, 0.65954, 0.6199], [0.69322, 0.66332, 0.60798], [0.70171, 0.66709, 0.5961], [0.71007, 0.67086, 0.58428], [0.71829, 0.67461, 0.57251], [0.72638, 0.67836, 0.56075], [0.73435, 0.6821, 0.54901], [0.74219, 0.68585, 0.53726], [0.74992, 0.68959, 0.5255], [0.75754, 0.69333, 0.51371], [0.76504, 0.69707, 0.50188], [0.77243, 0.70083, 0.48999], [0.77972, 0.70458, 0.47802], [0.78691, 0.70834, 0.46597], [0.79399, 0.71211, 0.45381], [0.80096, 0.71589, 0.44153], [0.80784, 0.71968, 0.42911], [0.81462, 0.72347, 0.41654], [0.8213, 0.72728, 0.40382], [0.82788, 0.7311, 0.39092], [0.83438, 0.73493, 0.37784], [0.84078, 0.73878, 0.36456], [0.84708, 0.74263, 0.35109], [0.85329, 0.74649, 0.33741], [0.85941, 0.75037, 0.3235], [0.86544, 0.75426, 0.30941], [0.87139, 0.75816, 0.29507], [0.87723, 0.76206, 0.28057], [0.88299, 0.76598, 0.26594], [0.88866, 0.76991, 0.25118], [0.89423, 0.77384, 0.23637], [0.89971, 0.77779, 0.22159], [0.9051, 0.78174, 0.207], [0.91039, 0.7857, 0.19274], [0.91558, 0.78966, 0.17908], [0.92068, 0.79363, 0.16631], [0.9257, 0.79759, 0.15487], [0.93061, 0.80156, 0.14532], [0.93542, 0.80553, 0.13816], [0.94013, 0.8095, 0.13406], [0.94474, 0.81346, 0.13353], [0.94923, 0.81743, 0.13683], [0.95362, 0.8214, 0.14398], [0.95788, 0.82536, 0.15462], [0.962, 0.82933, 0.16835], [0.96598, 0.83329, 0.18464], [0.96981, 0.83726, 0.20298], [0.97348, 0.84123, 0.22303], [0.97696, 0.8452, 0.24438], [0.98026, 0.84919, 0.26685], [0.98334, 0.85318, 0.29018], [0.98621, 0.85718, 0.31424], [0.98884, 0.8612, 0.33888], [0.99123, 0.86524, 0.36397], [0.99337, 0.8693, 0.38944], [0.99524, 0.87337, 0.41519], [0.99685, 0.87747, 0.44112], [0.99819, 0.88159, 0.46718], [0.99927, 0.88573, 0.49327], [1, 0.8899, 0.51936], [1, 0.89409, 0.54534], [1, 0.89831, 0.57117], [1, 0.90255, 0.59679], [1, 0.90681, 0.62212], [1, 0.9111, 0.64712], [0.99988, 0.9154, 0.67173], [0.99916, 0.91973, 0.69589], [0.99829, 0.92408, 0.71955], [0.99731, 0.92843, 0.74267], [0.99626, 0.93281, 0.76519], [0.99515, 0.93719, 0.78709], [0.99402, 0.94158, 0.80832], [0.99289, 0.94598, 0.82887], [0.9918, 0.95038, 0.84871], [0.99077, 0.95479, 0.86784], [0.98983, 0.95919, 0.88625], [0.98898, 0.96359, 0.90396], [0.98824, 0.968, 0.92098], [0.98763, 0.9724, 0.93736], [0.98715, 0.97679, 0.95311], ] b_linear_protanopic_deuteranopic_kbw_5_98_c40 = bokeh_palette('linear_protanopic_deuteranopic_kbw_5_98_c40',linear_protanopic_deuteranopic_kbw_5_98_c40) m_linear_protanopic_deuteranopic_kbw_5_98_c40 = mpl_cm('linear_protanopic_deuteranopic_kbw_5_98_c40',linear_protanopic_deuteranopic_kbw_5_98_c40) m_linear_protanopic_deuteranopic_kbw_5_98_c40_r = mpl_cm('linear_protanopic_deuteranopic_kbw_5_98_c40_r',list(reversed(linear_protanopic_deuteranopic_kbw_5_98_c40))) CET_CBL2 = b_linear_protanopic_deuteranopic_kbw_5_98_c40 m_CET_CBL2 = m_linear_protanopic_deuteranopic_kbw_5_98_c40 m_CET_CBL2_r = m_linear_protanopic_deuteranopic_kbw_5_98_c40_r palette['CET_CBL2'] = b_linear_protanopic_deuteranopic_kbw_5_98_c40 cm['CET_CBL2'] = m_linear_protanopic_deuteranopic_kbw_5_98_c40 cm['CET_CBL2_r'] = m_linear_protanopic_deuteranopic_kbw_5_98_c40_r register_cmap('cet_CET_CBL2',m_linear_protanopic_deuteranopic_kbw_5_98_c40) register_cmap('cet_CET_CBL2_r',m_linear_protanopic_deuteranopic_kbw_5_98_c40_r) linear_protanopic_deuteranopic_kbjyw_5_95_c25 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.067911, 0.069463, 0.075246], [0.069781, 0.072628, 0.083652], [0.071601, 0.075736, 0.091369], [0.073375, 0.078755, 0.098548], [0.074744, 0.081812, 0.10574], [0.075822, 0.084689, 0.113], [0.07659, 0.087551, 0.12018], [0.077063, 0.090312, 0.12745], [0.077469, 0.092947, 0.13478], [0.07779, 0.095675, 0.14203], [0.077991, 0.098388, 0.14933], [0.078072, 0.10107, 0.15663], [0.078044, 0.10383, 0.16393], [0.077898, 0.1066, 0.1712], [0.077627, 0.10934, 0.17851], [0.077244, 0.1121, 0.18581], [0.076748, 0.11483, 0.19306], [0.07613, 0.11765, 0.20032], [0.075395, 0.12044, 0.20761], [0.074553, 0.12325, 0.21485], [0.073621, 0.12614, 0.22209], [0.07242, 0.12894, 0.22932], [0.071237, 0.13182, 0.23655], [0.069858, 0.13471, 0.24371], [0.068359, 0.13758, 0.2509], [0.066676, 0.14045, 0.25804], [0.064913, 0.14335, 0.26516], [0.063061, 0.14624, 0.27225], [0.06092, 0.14916, 0.27935], [0.058754, 0.15207, 0.28637], [0.056459, 0.15501, 0.29338], [0.05389, 0.15796, 0.30036], [0.051251, 0.16091, 0.3073], [0.048462, 0.1639, 0.31422], [0.045461, 0.16685, 0.32108], [0.042367, 0.16983, 0.3279], [0.039038, 0.17278, 0.33469], [0.035642, 0.17576, 0.34142], [0.031997, 0.17879, 0.34812], [0.028613, 0.18176, 0.35476], [0.025247, 0.1848, 0.36133], [0.021912, 0.18784, 0.36786], [0.018626, 0.19082, 0.37436], [0.015435, 0.19388, 0.38078], [0.012391, 0.19691, 0.38712], [0.0092372, 0.19991, 0.39342], [0.0064174, 0.20298, 0.39965], [0.0037591, 0.20605, 0.40583], [0.0012787, 0.20909, 0.41193], [0, 0.21217, 0.41795], [0, 0.21521, 0.42389], [0, 0.2183, 0.42977], [0, 0.22137, 0.43556], [0, 0.22443, 0.44127], [0, 0.22754, 0.44689], [0, 0.23062, 0.45245], [0, 0.2337, 0.45788], [0, 0.23683, 0.46322], [0, 0.23991, 0.46848], [0, 0.24301, 0.47362], [0, 0.24612, 0.47867], [0, 0.24924, 0.48361], [0.001718, 0.25236, 0.48845], [0.0054283, 0.25548, 0.49316], [0.0098053, 0.2586, 0.49777], [0.015086, 0.26172, 0.50224], [0.020916, 0.26484, 0.50658], [0.02753, 0.26797, 0.5108], [0.03516, 0.27112, 0.51489], [0.043256, 0.27425, 0.51884], [0.051559, 0.2774, 0.52264], [0.059842, 0.28053, 0.52629], [0.067933, 0.28369, 0.52979], [0.075984, 0.28683, 0.53312], [0.084152, 0.28999, 0.5363], [0.092218, 0.29315, 0.53929], [0.10029, 0.29632, 0.54212], [0.10839, 0.29949, 0.54476], [0.11658, 0.30264, 0.54721], [0.12471, 0.30584, 0.54948], [0.13293, 0.30901, 0.55153], [0.14118, 0.31216, 0.55337], [0.14943, 0.31536, 0.55501], [0.15772, 0.31855, 0.5564], [0.16609, 0.32174, 0.55756], [0.17453, 0.32493, 0.55846], [0.18296, 0.32814, 0.55911], [0.19147, 0.33134, 0.55951], [0.19998, 0.33458, 0.55963], [0.20861, 0.33779, 0.55944], [0.21727, 0.34102, 0.55894], [0.22597, 0.34425, 0.55814], [0.2347, 0.34751, 0.55702], [0.24346, 0.35077, 0.55551], [0.2523, 0.35401, 0.55366], [0.26116, 0.3573, 0.55144], [0.26997, 0.36057, 0.54894], [0.27856, 0.36387, 0.54636], [0.2869, 0.36717, 0.54377], [0.29504, 0.37047, 0.54116], [0.30298, 0.3738, 0.53857], [0.31076, 0.37713, 0.53594], [0.31835, 0.38046, 0.53331], [0.32578, 0.3838, 0.53068], [0.3331, 0.38714, 0.52804], [0.34026, 0.3905, 0.52538], [0.3473, 0.39386, 0.52272], [0.35422, 0.39723, 0.52004], [0.36104, 0.40062, 0.51737], [0.36776, 0.40399, 0.51467], [0.3744, 0.40737, 0.51196], [0.38094, 0.41078, 0.50925], [0.38738, 0.41417, 0.50652], [0.39377, 0.41758, 0.50379], [0.40007, 0.42098, 0.50105], [0.40632, 0.4244, 0.49829], [0.41249, 0.42783, 0.49551], [0.41859, 0.43126, 0.49272], [0.42465, 0.43469, 0.48993], [0.43065, 0.43813, 0.48713], [0.4366, 0.44157, 0.4843], [0.4425, 0.44501, 0.48147], [0.44834, 0.44846, 0.47862], [0.45415, 0.45192, 0.47577], [0.45991, 0.45538, 0.47288], [0.46563, 0.45884, 0.47], [0.47133, 0.46231, 0.4671], [0.47697, 0.46578, 0.46418], [0.48259, 0.46927, 0.46124], [0.48818, 0.47274, 0.45829], [0.49373, 0.47623, 0.45533], [0.49925, 0.47972, 0.45235], [0.50476, 0.4832, 0.44935], [0.51022, 0.4867, 0.44632], [0.51567, 0.49019, 0.44329], [0.5211, 0.49369, 0.44024], [0.52651, 0.4972, 0.43717], [0.53188, 0.50071, 0.43407], [0.53725, 0.50422, 0.43097], [0.54259, 0.50773, 0.42784], [0.54791, 0.51124, 0.42469], [0.55321, 0.51476, 0.42151], [0.5585, 0.51829, 0.41832], [0.56379, 0.5218, 0.41511], [0.56905, 0.52533, 0.41187], [0.5743, 0.52887, 0.40861], [0.57955, 0.53239, 0.40533], [0.58477, 0.53592, 0.40201], [0.58998, 0.53945, 0.39868], [0.59519, 0.54299, 0.39532], [0.60039, 0.54653, 0.39193], [0.60557, 0.55007, 0.38851], [0.61076, 0.55361, 0.38506], [0.61593, 0.55716, 0.38159], [0.6211, 0.5607, 0.37809], [0.62626, 0.56425, 0.37456], [0.63141, 0.56779, 0.37098], [0.63657, 0.57134, 0.36737], [0.64169, 0.57489, 0.36381], [0.64675, 0.57845, 0.36053], [0.65172, 0.58202, 0.35767], [0.6566, 0.58561, 0.35517], [0.6614, 0.58918, 0.35303], [0.66612, 0.59279, 0.35128], [0.67079, 0.59638, 0.34987], [0.67539, 0.59999, 0.34879], [0.67993, 0.60361, 0.34803], [0.68442, 0.60723, 0.34761], [0.68887, 0.61085, 0.3475], [0.69327, 0.61448, 0.34767], [0.69761, 0.61812, 0.34813], [0.70192, 0.62176, 0.34887], [0.70621, 0.62541, 0.34988], [0.71044, 0.62907, 0.35116], [0.71463, 0.63273, 0.35269], [0.7188, 0.6364, 0.35449], [0.72293, 0.64007, 0.35653], [0.72703, 0.64374, 0.35878], [0.7311, 0.64742, 0.36128], [0.73514, 0.65111, 0.364], [0.73915, 0.6548, 0.36694], [0.74313, 0.6585, 0.37008], [0.74708, 0.6622, 0.37343], [0.75101, 0.66591, 0.37699], [0.75491, 0.66962, 0.38073], [0.75878, 0.67334, 0.38465], [0.76262, 0.67706, 0.38877], [0.76644, 0.68078, 0.39305], [0.77023, 0.68451, 0.39752], [0.77399, 0.68825, 0.40214], [0.77773, 0.69199, 0.40694], [0.78145, 0.69574, 0.4119], [0.78513, 0.69949, 0.41703], [0.78879, 0.70325, 0.42229], [0.79241, 0.70701, 0.42772], [0.79601, 0.71078, 0.43328], [0.7996, 0.71454, 0.43898], [0.80314, 0.71832, 0.44483], [0.80666, 0.7221, 0.4508], [0.81015, 0.7259, 0.4569], [0.81362, 0.72969, 0.46313], [0.81705, 0.73349, 0.46952], [0.82046, 0.73729, 0.47601], [0.82383, 0.7411, 0.48262], [0.82718, 0.74492, 0.48934], [0.8305, 0.74874, 0.49618], [0.83379, 0.75256, 0.50312], [0.83704, 0.7564, 0.5102], [0.84026, 0.76024, 0.5174], [0.84344, 0.76408, 0.52468], [0.8466, 0.76792, 0.53208], [0.84973, 0.77178, 0.53956], [0.85282, 0.77564, 0.54716], [0.85587, 0.77951, 0.55487], [0.85889, 0.78338, 0.56268], [0.86188, 0.78726, 0.57056], [0.86483, 0.79114, 0.57855], [0.86774, 0.79503, 0.58664], [0.87061, 0.79893, 0.59483], [0.87345, 0.80283, 0.6031], [0.87625, 0.80674, 0.61146], [0.87901, 0.81065, 0.61992], [0.88173, 0.81457, 0.62847], [0.88441, 0.8185, 0.6371], [0.88705, 0.82244, 0.6458], [0.88965, 0.82637, 0.6546], [0.89221, 0.83032, 0.6635], [0.89472, 0.83427, 0.67247], [0.89719, 0.83823, 0.68151], [0.89961, 0.8422, 0.69064], [0.90199, 0.84616, 0.69987], [0.90432, 0.85014, 0.70916], [0.90661, 0.85413, 0.71852], [0.90884, 0.85812, 0.72798], [0.91103, 0.86212, 0.73752], [0.91318, 0.86612, 0.74712], [0.91526, 0.87013, 0.7568], [0.91731, 0.87415, 0.76657], [0.91929, 0.87818, 0.7764], [0.92123, 0.88221, 0.7863], [0.92311, 0.88625, 0.79629], [0.92493, 0.89029, 0.80635], [0.92671, 0.89435, 0.81646], [0.92842, 0.8984, 0.82668], [0.93009, 0.90247, 0.83695], [0.93169, 0.90654, 0.84728], [0.93323, 0.91063, 0.8577], [0.93471, 0.91471, 0.86819], [0.93614, 0.9188, 0.87873], [0.9375, 0.92291, 0.88936], [0.93879, 0.92701, 0.90005], [0.94003, 0.93113, 0.91081], [0.94119, 0.93526, 0.92164], [0.9423, 0.93939, 0.93253], [0.94334, 0.94353, 0.94348], ] b_linear_protanopic_deuteranopic_kbjyw_5_95_c25 = bokeh_palette('linear_protanopic_deuteranopic_kbjyw_5_95_c25',linear_protanopic_deuteranopic_kbjyw_5_95_c25) m_linear_protanopic_deuteranopic_kbjyw_5_95_c25 = mpl_cm('linear_protanopic_deuteranopic_kbjyw_5_95_c25',linear_protanopic_deuteranopic_kbjyw_5_95_c25) m_linear_protanopic_deuteranopic_kbjyw_5_95_c25_r = mpl_cm('linear_protanopic_deuteranopic_kbjyw_5_95_c25_r',list(reversed(linear_protanopic_deuteranopic_kbjyw_5_95_c25))) CET_CBL1 = b_linear_protanopic_deuteranopic_kbjyw_5_95_c25 m_CET_CBL1 = m_linear_protanopic_deuteranopic_kbjyw_5_95_c25 m_CET_CBL1_r = m_linear_protanopic_deuteranopic_kbjyw_5_95_c25_r palette['CET_CBL1'] = b_linear_protanopic_deuteranopic_kbjyw_5_95_c25 cm['CET_CBL1'] = m_linear_protanopic_deuteranopic_kbjyw_5_95_c25 cm['CET_CBL1_r'] = m_linear_protanopic_deuteranopic_kbjyw_5_95_c25_r register_cmap('cet_CET_CBL1',m_linear_protanopic_deuteranopic_kbjyw_5_95_c25) register_cmap('cet_CET_CBL1_r',m_linear_protanopic_deuteranopic_kbjyw_5_95_c25_r) linear_worb_100_25_c53 = [ # cmap_def [0.99986, 1, 1], [0.99813, 0.99701, 0.98897], [0.99635, 0.99397, 0.97793], [0.99454, 0.99093, 0.9669], [0.9927, 0.98789, 0.95589], [0.99081, 0.98487, 0.94488], [0.98889, 0.98184, 0.93388], [0.98693, 0.97881, 0.92289], [0.98493, 0.97579, 0.91191], [0.9829, 0.97278, 0.90094], [0.98083, 0.96977, 0.88998], [0.97872, 0.96676, 0.87903], [0.97658, 0.96376, 0.86809], [0.9744, 0.96076, 0.85715], [0.97219, 0.95777, 0.84621], [0.96994, 0.95478, 0.83529], [0.96766, 0.95179, 0.82437], [0.96534, 0.94881, 0.81346], [0.96299, 0.94583, 0.80256], [0.9606, 0.94286, 0.79166], [0.95818, 0.93989, 0.78076], [0.95572, 0.93692, 0.76987], [0.95323, 0.93395, 0.75898], [0.9507, 0.931, 0.7481], [0.95041, 0.92708, 0.74072], [0.95061, 0.92296, 0.73414], [0.95077, 0.91883, 0.72755], [0.95091, 0.91472, 0.72097], [0.95103, 0.9106, 0.71439], [0.95112, 0.90648, 0.70782], [0.95118, 0.90237, 0.70126], [0.95122, 0.89825, 0.6947], [0.95123, 0.89415, 0.68815], [0.95122, 0.89004, 0.6816], [0.95119, 0.88593, 0.67506], [0.95113, 0.88183, 0.66852], [0.95104, 0.87773, 0.66199], [0.95094, 0.87363, 0.65546], [0.9508, 0.86953, 0.64893], [0.95065, 0.86544, 0.64241], [0.95047, 0.86135, 0.6359], [0.95027, 0.85725, 0.62938], [0.95004, 0.85317, 0.62288], [0.94979, 0.84908, 0.61638], [0.94952, 0.845, 0.60988], [0.94923, 0.84092, 0.60339], [0.94891, 0.83684, 0.59689], [0.94918, 0.83247, 0.59152], [0.94977, 0.82794, 0.58679], [0.95035, 0.82341, 0.58207], [0.9509, 0.81887, 0.57735], [0.95142, 0.81434, 0.57264], [0.95192, 0.80981, 0.56793], [0.95241, 0.80527, 0.56323], [0.95287, 0.80073, 0.55852], [0.95331, 0.79619, 0.55383], [0.95373, 0.79165, 0.54914], [0.95413, 0.78711, 0.54445], [0.9545, 0.78256, 0.53977], [0.95486, 0.77801, 0.53509], [0.95519, 0.77346, 0.53042], [0.9555, 0.7689, 0.52576], [0.9558, 0.76435, 0.52109], [0.95607, 0.75979, 0.51643], [0.95632, 0.75524, 0.51177], [0.95655, 0.75067, 0.50713], [0.95676, 0.7461, 0.50248], [0.95695, 0.74153, 0.49785], [0.95712, 0.73697, 0.4932], [0.95728, 0.7324, 0.48857], [0.95753, 0.72771, 0.48478], [0.9579, 0.72291, 0.48202], [0.95825, 0.7181, 0.47925], [0.95859, 0.71329, 0.47649], [0.95891, 0.70847, 0.47372], [0.95921, 0.70364, 0.47098], [0.9595, 0.6988, 0.46822], [0.95978, 0.69396, 0.46546], [0.96003, 0.68912, 0.46272], [0.96028, 0.68425, 0.45998], [0.9605, 0.67938, 0.45725], [0.96071, 0.67451, 0.45452], [0.96091, 0.66964, 0.45179], [0.96109, 0.66474, 0.44907], [0.96125, 0.65985, 0.44633], [0.9614, 0.65493, 0.44362], [0.96153, 0.65002, 0.4409], [0.96165, 0.64509, 0.4382], [0.96176, 0.64016, 0.43549], [0.96185, 0.63521, 0.43279], [0.96192, 0.63025, 0.43008], [0.96198, 0.62528, 0.4274], [0.96203, 0.62031, 0.4247], [0.96198, 0.61532, 0.42251], [0.96172, 0.61035, 0.42167], [0.96146, 0.60536, 0.42084], [0.96118, 0.60037, 0.42], [0.96089, 0.59536, 0.41917], [0.96058, 0.59034, 0.41832], [0.96027, 0.58532, 0.41749], [0.95995, 0.58026, 0.41664], [0.95961, 0.5752, 0.41579], [0.95927, 0.57012, 0.41495], [0.95892, 0.56502, 0.4141], [0.95855, 0.55992, 0.41326], [0.95818, 0.55479, 0.41241], [0.95779, 0.54965, 0.41155], [0.9574, 0.54449, 0.41071], [0.95699, 0.53931, 0.40985], [0.95658, 0.53411, 0.40899], [0.95615, 0.5289, 0.40814], [0.95572, 0.52366, 0.40728], [0.95527, 0.51841, 0.40642], [0.95482, 0.51312, 0.40557], [0.95435, 0.50782, 0.40469], [0.95388, 0.50249, 0.40384], [0.95333, 0.49718, 0.40312], [0.95211, 0.49218, 0.40389], [0.9509, 0.48716, 0.40464], [0.94967, 0.48212, 0.40541], [0.94844, 0.47705, 0.40615], [0.94721, 0.47198, 0.40688], [0.94596, 0.46688, 0.4076], [0.94471, 0.46175, 0.40832], [0.94345, 0.4566, 0.40903], [0.94219, 0.45143, 0.40974], [0.94091, 0.44623, 0.41043], [0.93963, 0.44101, 0.41111], [0.93835, 0.43577, 0.41178], [0.93706, 0.43049, 0.41246], [0.93575, 0.42519, 0.41312], [0.93444, 0.41985, 0.41377], [0.93313, 0.41448, 0.41441], [0.93181, 0.40908, 0.41505], [0.93048, 0.40365, 0.41568], [0.92914, 0.39818, 0.4163], [0.9278, 0.39266, 0.41693], [0.92645, 0.38711, 0.41753], [0.9251, 0.38153, 0.41812], [0.92374, 0.3759, 0.41872], [0.9214, 0.371, 0.42046], [0.91895, 0.36617, 0.42229], [0.91651, 0.3613, 0.42413], [0.91406, 0.35642, 0.42595], [0.9116, 0.3515, 0.42776], [0.90913, 0.34655, 0.42955], [0.90666, 0.34158, 0.43134], [0.90418, 0.33656, 0.43311], [0.90169, 0.33152, 0.43488], [0.8992, 0.32644, 0.43663], [0.89671, 0.32133, 0.43837], [0.8942, 0.3162, 0.44011], [0.89169, 0.311, 0.44184], [0.88917, 0.30577, 0.44355], [0.88665, 0.30047, 0.44525], [0.88412, 0.29514, 0.44694], [0.88158, 0.28977, 0.44863], [0.87903, 0.28434, 0.45031], [0.87648, 0.27886, 0.45198], [0.87392, 0.27332, 0.45363], [0.87136, 0.26768, 0.45529], [0.86879, 0.26202, 0.45692], [0.86621, 0.25626, 0.45856], [0.86267, 0.25165, 0.46077], [0.85876, 0.24743, 0.4632], [0.85484, 0.24317, 0.46563], [0.85091, 0.23891, 0.46805], [0.84698, 0.23464, 0.47046], [0.84303, 0.23029, 0.47285], [0.83908, 0.22597, 0.47526], [0.83512, 0.22157, 0.47763], [0.83114, 0.21715, 0.48001], [0.82716, 0.21269, 0.48238], [0.82316, 0.2082, 0.48473], [0.81915, 0.20367, 0.48709], [0.81514, 0.19907, 0.48943], [0.81111, 0.19448, 0.49178], [0.80707, 0.18978, 0.49411], [0.80302, 0.18507, 0.49642], [0.79896, 0.18025, 0.49875], [0.79488, 0.17541, 0.50106], [0.79079, 0.1705, 0.50336], [0.7867, 0.16548, 0.50565], [0.78258, 0.16042, 0.50796], [0.77846, 0.15529, 0.51024], [0.77432, 0.15006, 0.51252], [0.76939, 0.14629, 0.51497], [0.76379, 0.14388, 0.51756], [0.75817, 0.14147, 0.52012], [0.75253, 0.13902, 0.5227], [0.74688, 0.13662, 0.52527], [0.7412, 0.13426, 0.52783], [0.7355, 0.13187, 0.53039], [0.72978, 0.12948, 0.53295], [0.72404, 0.12709, 0.5355], [0.71827, 0.12474, 0.53806], [0.71247, 0.12237, 0.54059], [0.70667, 0.12005, 0.54314], [0.70082, 0.11774, 0.54567], [0.69495, 0.11543, 0.54821], [0.68906, 0.11317, 0.55074], [0.68313, 0.11086, 0.55326], [0.67718, 0.10854, 0.55578], [0.67119, 0.10634, 0.5583], [0.66518, 0.10405, 0.56082], [0.65913, 0.10182, 0.56334], [0.65304, 0.099603, 0.56585], [0.64694, 0.097418, 0.56836], [0.64078, 0.095268, 0.57086], [0.6341, 0.094454, 0.57328], [0.62648, 0.09592, 0.57555], [0.61882, 0.09742, 0.5778], [0.61111, 0.098865, 0.58006], [0.60334, 0.10027, 0.58231], [0.59551, 0.10166, 0.58457], [0.58763, 0.10305, 0.58682], [0.5797, 0.10434, 0.58907], [0.57169, 0.10567, 0.59133], [0.56362, 0.10698, 0.59358], [0.55546, 0.10817, 0.59582], [0.54725, 0.10947, 0.59807], [0.53895, 0.11066, 0.60031], [0.53057, 0.11184, 0.60256], [0.52209, 0.11302, 0.6048], [0.51354, 0.1141, 0.60705], [0.50487, 0.11523, 0.60929], [0.49609, 0.11637, 0.61152], [0.48723, 0.11741, 0.61376], [0.47822, 0.11852, 0.616], [0.46911, 0.11953, 0.61824], [0.45984, 0.12055, 0.62048], [0.45044, 0.12155, 0.6227], [0.44067, 0.12289, 0.62479], [0.42985, 0.12576, 0.62622], [0.41882, 0.12843, 0.62765], [0.40758, 0.13102, 0.62908], [0.39611, 0.13348, 0.63051], [0.38438, 0.1358, 0.63194], [0.37237, 0.13812, 0.63337], [0.36005, 0.14027, 0.63479], [0.3474, 0.14236, 0.63622], [0.33433, 0.14437, 0.63764], [0.32083, 0.14628, 0.63907], [0.30681, 0.14812, 0.64049], [0.29221, 0.14993, 0.64192], [0.27695, 0.1516, 0.64334], [0.26086, 0.15323, 0.64476], [0.24379, 0.15482, 0.64618], [0.22557, 0.15637, 0.64761], [0.2058, 0.1578, 0.64903], [0.18401, 0.1592, 0.65045], [0.15944, 0.16053, 0.65187], [0.13065, 0.16186, 0.65329], [0.094242, 0.16309, 0.65471], [0.038143, 0.16429, 0.65613], [0, 0.16539, 0.65755], ] b_linear_worb_100_25_c53 = bokeh_palette('linear_worb_100_25_c53',linear_worb_100_25_c53) m_linear_worb_100_25_c53 = mpl_cm('linear_worb_100_25_c53',linear_worb_100_25_c53) m_linear_worb_100_25_c53_r = mpl_cm('linear_worb_100_25_c53_r',list(reversed(linear_worb_100_25_c53))) CET_L17 = b_linear_worb_100_25_c53 m_CET_L17 = m_linear_worb_100_25_c53 m_CET_L17_r = m_linear_worb_100_25_c53_r palette['CET_L17'] = b_linear_worb_100_25_c53 cm['CET_L17'] = m_linear_worb_100_25_c53 cm['CET_L17_r'] = m_linear_worb_100_25_c53_r register_cmap('cet_CET_L17',m_linear_worb_100_25_c53) register_cmap('cet_CET_L17_r',m_linear_worb_100_25_c53_r) linear_kbgyw_5_98_c62 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.073531, 0.067157, 0.081516], [0.080354, 0.068289, 0.094843], [0.08632, 0.069502, 0.10722], [0.091205, 0.070686, 0.11969], [0.095166, 0.071969, 0.13223], [0.098937, 0.073058, 0.14484], [0.10264, 0.073887, 0.15744], [0.10625, 0.074435, 0.17015], [0.1097, 0.074836, 0.18285], [0.11289, 0.075212, 0.1956], [0.11587, 0.075547, 0.20839], [0.11864, 0.075871, 0.22116], [0.12114, 0.076152, 0.23396], [0.12347, 0.07644, 0.24672], [0.12565, 0.076696, 0.25953], [0.12755, 0.076951, 0.27226], [0.12927, 0.077199, 0.28502], [0.13082, 0.077434, 0.29777], [0.13212, 0.077693, 0.31047], [0.13324, 0.077937, 0.32315], [0.13417, 0.078217, 0.33575], [0.13489, 0.078507, 0.34833], [0.13539, 0.078813, 0.36086], [0.1357, 0.079175, 0.3733], [0.13582, 0.079553, 0.3857], [0.13576, 0.079992, 0.39802], [0.13552, 0.080484, 0.41025], [0.1351, 0.081016, 0.42242], [0.13446, 0.081668, 0.43445], [0.13361, 0.082336, 0.44639], [0.13258, 0.083014, 0.45826], [0.13136, 0.083921, 0.46995], [0.12997, 0.084835, 0.48154], [0.12833, 0.085789, 0.49302], [0.12653, 0.087046, 0.50432], [0.12453, 0.088286, 0.51545], [0.12232, 0.089654, 0.5265], [0.11998, 0.091206, 0.5373], [0.11744, 0.092805, 0.54793], [0.11468, 0.094674, 0.55839], [0.11181, 0.096524, 0.56866], [0.10868, 0.098699, 0.57867], [0.10542, 0.10095, 0.58847], [0.10197, 0.10342, 0.59806], [0.098375, 0.106, 0.60741], [0.094641, 0.10876, 0.61644], [0.090708, 0.11175, 0.6252], [0.086641, 0.11483, 0.63368], [0.082459, 0.11819, 0.64187], [0.078079, 0.12163, 0.64973], [0.073814, 0.12537, 0.6572], [0.069419, 0.12924, 0.66429], [0.064888, 0.13334, 0.67101], [0.060456, 0.13763, 0.67733], [0.056065, 0.14207, 0.68321], [0.051735, 0.14671, 0.68863], [0.047663, 0.15158, 0.69354], [0.043895, 0.15667, 0.69793], [0.040589, 0.16195, 0.70175], [0.03776, 0.16742, 0.70497], [0.035653, 0.17312, 0.70753], [0.033912, 0.17901, 0.7095], [0.032749, 0.18494, 0.71116], [0.031656, 0.1908, 0.71269], [0.030664, 0.19667, 0.71411], [0.029761, 0.20244, 0.71541], [0.028951, 0.20823, 0.71659], [0.028232, 0.21398, 0.71764], [0.027604, 0.2197, 0.71856], [0.027065, 0.22539, 0.71936], [0.026613, 0.23109, 0.72001], [0.026245, 0.23676, 0.72053], [0.025983, 0.2424, 0.72089], [0.025814, 0.24807, 0.72111], [0.025721, 0.2537, 0.72117], [0.025696, 0.25934, 0.72108], [0.025732, 0.26495, 0.72082], [0.025825, 0.2706, 0.7204], [0.026001, 0.27623, 0.7198], [0.02623, 0.28186, 0.71901], [0.026481, 0.28748, 0.71804], [0.026742, 0.29313, 0.71688], [0.027045, 0.29879, 0.71551], [0.027353, 0.30445, 0.71392], [0.027623, 0.31013, 0.71213], [0.027866, 0.31582, 0.71011], [0.028066, 0.3215, 0.70785], [0.028168, 0.32721, 0.70535], [0.028179, 0.33297, 0.7026], [0.028061, 0.33871, 0.69957], [0.027763, 0.34447, 0.69628], [0.02728, 0.35028, 0.69268], [0.026539, 0.3561, 0.68879], [0.025532, 0.36194, 0.68457], [0.024173, 0.3678, 0.68002], [0.022675, 0.37371, 0.67511], [0.022239, 0.37957, 0.66989], [0.024007, 0.38536, 0.66437], [0.0278, 0.39108, 0.65859], [0.033577, 0.39671, 0.65255], [0.041196, 0.40229, 0.64627], [0.049455, 0.40782, 0.63975], [0.057803, 0.4133, 0.63301], [0.066263, 0.41872, 0.62605], [0.074632, 0.4241, 0.61889], [0.082773, 0.42945, 0.61152], [0.090615, 0.43476, 0.60397], [0.098247, 0.44004, 0.59622], [0.10554, 0.44529, 0.58829], [0.11254, 0.45051, 0.5802], [0.11917, 0.45572, 0.57193], [0.12556, 0.46089, 0.56349], [0.13162, 0.46605, 0.55489], [0.13737, 0.47121, 0.54613], [0.14277, 0.47633, 0.53722], [0.14788, 0.48145, 0.52815], [0.15268, 0.48655, 0.51893], [0.15721, 0.49165, 0.50954], [0.16147, 0.49672, 0.50001], [0.16533, 0.50181, 0.49034], [0.16899, 0.50687, 0.48051], [0.17228, 0.51193, 0.47054], [0.17532, 0.51699, 0.46039], [0.17808, 0.52204, 0.45011], [0.18049, 0.52709, 0.43966], [0.18264, 0.53214, 0.42904], [0.18452, 0.53718, 0.41824], [0.1861, 0.54222, 0.40728], [0.18737, 0.54725, 0.39614], [0.18835, 0.55229, 0.38481], [0.18921, 0.5573, 0.3735], [0.19029, 0.56224, 0.36248], [0.19168, 0.56709, 0.35179], [0.1934, 0.57187, 0.34145], [0.19542, 0.57659, 0.33138], [0.19779, 0.58123, 0.32162], [0.20048, 0.58583, 0.31211], [0.20356, 0.59035, 0.30285], [0.20697, 0.59482, 0.29384], [0.21073, 0.59924, 0.28508], [0.21484, 0.6036, 0.27654], [0.21928, 0.60791, 0.26814], [0.224, 0.61216, 0.25996], [0.22904, 0.61638, 0.25192], [0.23435, 0.62055, 0.244], [0.23991, 0.62468, 0.23627], [0.24581, 0.62875, 0.2287], [0.25199, 0.63279, 0.22126], [0.25837, 0.63678, 0.21392], [0.26496, 0.64073, 0.2067], [0.27176, 0.64465, 0.1995], [0.27883, 0.64852, 0.19249], [0.28609, 0.65235, 0.18561], [0.29353, 0.65616, 0.17874], [0.30111, 0.65991, 0.17192], [0.30888, 0.66364, 0.16516], [0.31685, 0.66732, 0.1586], [0.32493, 0.67096, 0.15199], [0.33316, 0.67457, 0.14547], [0.3415, 0.67815, 0.13891], [0.35004, 0.68168, 0.13253], [0.35864, 0.68519, 0.12613], [0.36736, 0.68866, 0.11969], [0.37623, 0.69209, 0.1134], [0.38519, 0.69549, 0.10711], [0.39423, 0.69885, 0.10074], [0.40339, 0.70217, 0.09449], [0.41267, 0.70546, 0.088268], [0.42198, 0.70873, 0.082038], [0.4314, 0.71195, 0.075694], [0.44093, 0.71513, 0.069656], [0.45052, 0.71827, 0.063424], [0.46016, 0.72139, 0.057182], [0.46995, 0.72447, 0.05115], [0.47975, 0.72751, 0.045105], [0.48961, 0.73052, 0.039074], [0.49959, 0.73349, 0.033395], [0.50961, 0.73642, 0.028381], [0.5197, 0.73933, 0.02399], [0.52987, 0.74218, 0.020282], [0.54007, 0.74501, 0.017058], [0.55036, 0.7478, 0.014496], [0.56069, 0.75056, 0.012516], [0.57107, 0.75326, 0.010898], [0.5815, 0.75595, 0.010052], [0.59191, 0.75861, 0.0095873], [0.60224, 0.76126, 0.0093949], [0.61246, 0.76391, 0.0094303], [0.62261, 0.76656, 0.0096325], [0.63265, 0.76922, 0.010052], [0.64259, 0.77188, 0.010748], [0.65245, 0.77453, 0.011847], [0.66223, 0.7772, 0.012989], [0.6719, 0.77986, 0.014429], [0.68149, 0.78252, 0.016102], [0.691, 0.7852, 0.018089], [0.70042, 0.78787, 0.020399], [0.70977, 0.79056, 0.02298], [0.71902, 0.79325, 0.025904], [0.72818, 0.79595, 0.029244], [0.73727, 0.79866, 0.032918], [0.74627, 0.80138, 0.037138], [0.75519, 0.80411, 0.041627], [0.764, 0.80686, 0.046159], [0.77274, 0.80961, 0.05093], [0.78139, 0.81238, 0.055784], [0.78995, 0.81517, 0.060722], [0.7984, 0.81797, 0.065847], [0.80676, 0.8208, 0.071087], [0.81501, 0.82365, 0.076312], [0.82317, 0.82652, 0.081795], [0.83123, 0.82941, 0.087295], [0.83917, 0.83232, 0.092849], [0.84698, 0.83527, 0.098673], [0.85467, 0.83825, 0.10453], [0.86225, 0.84126, 0.11062], [0.86967, 0.8443, 0.11675], [0.87697, 0.84738, 0.12302], [0.88411, 0.85051, 0.12951], [0.8911, 0.85368, 0.1361], [0.89791, 0.8569, 0.14293], [0.90454, 0.86018, 0.14993], [0.91098, 0.86351, 0.15708], [0.9172, 0.8669, 0.1645], [0.9232, 0.87036, 0.17211], [0.92894, 0.87391, 0.17999], [0.9344, 0.87753, 0.18822], [0.93955, 0.88126, 0.19673], [0.94437, 0.88508, 0.20555], [0.94882, 0.88902, 0.21474], [0.9528, 0.89309, 0.22442], [0.95631, 0.8973, 0.23461], [0.95927, 0.90169, 0.24539], [0.9619, 0.90615, 0.25733], [0.96461, 0.91054, 0.27111], [0.9674, 0.91485, 0.2865], [0.97027, 0.91907, 0.30377], [0.97321, 0.92321, 0.32267], [0.9762, 0.92726, 0.34315], [0.97923, 0.93121, 0.3654], [0.98227, 0.93507, 0.38934], [0.98527, 0.93883, 0.41497], [0.98821, 0.94249, 0.44241], [0.99103, 0.94604, 0.47174], [0.99368, 0.94948, 0.50316], [0.99606, 0.9528, 0.53675], [0.9981, 0.95601, 0.57266], [0.99966, 0.9591, 0.61109], [1, 0.96206, 0.65228], [1, 0.9649, 0.69659], [0.99974, 0.96762, 0.74429], [0.99739, 0.97022, 0.7957], [0.99327, 0.97271, 0.85118], [0.98675, 0.97508, 0.91169], [0.97718, 0.97737, 0.97732], ] b_linear_kbgyw_5_98_c62 = bokeh_palette('linear_kbgyw_5_98_c62',linear_kbgyw_5_98_c62) m_linear_kbgyw_5_98_c62 = mpl_cm('linear_kbgyw_5_98_c62',linear_kbgyw_5_98_c62) m_linear_kbgyw_5_98_c62_r = mpl_cm('linear_kbgyw_5_98_c62_r',list(reversed(linear_kbgyw_5_98_c62))) CET_L16 = b_linear_kbgyw_5_98_c62 m_CET_L16 = m_linear_kbgyw_5_98_c62 m_CET_L16_r = m_linear_kbgyw_5_98_c62_r palette['CET_L16'] = b_linear_kbgyw_5_98_c62 cm['CET_L16'] = m_linear_kbgyw_5_98_c62 cm['CET_L16_r'] = m_linear_kbgyw_5_98_c62_r register_cmap('cet_CET_L16',m_linear_kbgyw_5_98_c62) register_cmap('cet_CET_L16_r',m_linear_kbgyw_5_98_c62_r) linear_kbc_5_95_c73 = [ # cmap_def [0, 0.0024382, 0.30687], [0, 0.0044692, 0.31437], [0, 0.0062324, 0.32191], [0, 0.0077305, 0.32951], [0, 0.008958, 0.33713], [0, 0.0098968, 0.34479], [0, 0.010555, 0.35249], [0, 0.011009, 0.36023], [0, 0.01114, 0.36802], [0.0018829, 0.010944, 0.37585], [0.0043414, 0.010697, 0.38371], [0.0068536, 0.010463, 0.39161], [0.0094655, 0.010231, 0.39952], [0.01235, 0.0099983, 0.4075], [0.015052, 0.0097591, 0.4155], [0.017851, 0.0094983, 0.42354], [0.020695, 0.0092222, 0.43163], [0.02357, 0.0089375, 0.43973], [0.026496, 0.0086445, 0.44787], [0.029448, 0.0083501, 0.45605], [0.032396, 0.0080591, 0.46429], [0.03558, 0.0077658, 0.47253], [0.038524, 0.0074701, 0.48082], [0.041458, 0.0071848, 0.48915], [0.044141, 0.0069073, 0.49753], [0.04679, 0.0066377, 0.50593], [0.04932, 0.0063792, 0.51438], [0.051527, 0.0061442, 0.52287], [0.053656, 0.0059329, 0.53139], [0.055683, 0.0057462, 0.53995], [0.057455, 0.0055887, 0.54857], [0.059195, 0.0054661, 0.55722], [0.060593, 0.0053876, 0.5659], [0.061766, 0.0053629, 0.57464], [0.062841, 0.0053961, 0.58343], [0.063532, 0.0054935, 0.59227], [0.063966, 0.0056647, 0.60114], [0.0641, 0.0059201, 0.61007], [0.063882, 0.0062716, 0.61907], [0.063281, 0.0067326, 0.6281], [0.062148, 0.0073175, 0.63719], [0.060493, 0.0080408, 0.64634], [0.058092, 0.008929, 0.65557], [0.055233, 0.0099623, 0.66482], [0.052105, 0.011266, 0.67402], [0.049146, 0.012683, 0.68314], [0.046014, 0.014144, 0.69216], [0.04309, 0.015741, 0.70108], [0.040435, 0.017485, 0.70992], [0.037863, 0.019379, 0.71866], [0.035616, 0.021429, 0.72731], [0.033428, 0.02364, 0.73587], [0.031841, 0.026021, 0.74433], [0.030635, 0.028579, 0.75268], [0.029823, 0.031319, 0.76095], [0.029422, 0.034249, 0.7691], [0.029449, 0.037557, 0.77717], [0.029926, 0.040864, 0.78513], [0.030874, 0.044198, 0.793], [0.032312, 0.047578, 0.80076], [0.034281, 0.051036, 0.80842], [0.036977, 0.054512, 0.81597], [0.040055, 0.058003, 0.82341], [0.043483, 0.061561, 0.83076], [0.047434, 0.065191, 0.83799], [0.051627, 0.068868, 0.84513], [0.056188, 0.072421, 0.85216], [0.060871, 0.076069, 0.85907], [0.065858, 0.079772, 0.86589], [0.071059, 0.083524, 0.87259], [0.07632, 0.087319, 0.87918], [0.081824, 0.091117, 0.88564], [0.087161, 0.095093, 0.89195], [0.092292, 0.099225, 0.89805], [0.097256, 0.10365, 0.90395], [0.10208, 0.10819, 0.90965], [0.10678, 0.11304, 0.91514], [0.11126, 0.11798, 0.92041], [0.11561, 0.12306, 0.92547], [0.11981, 0.12837, 0.93032], [0.12389, 0.13378, 0.93496], [0.12789, 0.13928, 0.9394], [0.13172, 0.14498, 0.94362], [0.13541, 0.15071, 0.94764], [0.13898, 0.15659, 0.95143], [0.14245, 0.16255, 0.95501], [0.14579, 0.16859, 0.95837], [0.14895, 0.17474, 0.96151], [0.15202, 0.18091, 0.96444], [0.15497, 0.18721, 0.96717], [0.15778, 0.19355, 0.96967], [0.16044, 0.19992, 0.97196], [0.16301, 0.20643, 0.97403], [0.16537, 0.21292, 0.97587], [0.16765, 0.21951, 0.9775], [0.16978, 0.22614, 0.9789], [0.17171, 0.23278, 0.9801], [0.17352, 0.2395, 0.98107], [0.17518, 0.24623, 0.98183], [0.17664, 0.25301, 0.98238], [0.17803, 0.25977, 0.98279], [0.17924, 0.26645, 0.98317], [0.18037, 0.27304, 0.98356], [0.18141, 0.27957, 0.98394], [0.18236, 0.28598, 0.98432], [0.18323, 0.29237, 0.98469], [0.18401, 0.29868, 0.98507], [0.1847, 0.30493, 0.98544], [0.1853, 0.31112, 0.9858], [0.1858, 0.31725, 0.98617], [0.18619, 0.32334, 0.98654], [0.18649, 0.32939, 0.9869], [0.18671, 0.33539, 0.98726], [0.18684, 0.34133, 0.98762], [0.18688, 0.34725, 0.98797], [0.18682, 0.35312, 0.98832], [0.18667, 0.35896, 0.98868], [0.18643, 0.36477, 0.98903], [0.1861, 0.37054, 0.98937], [0.18568, 0.37631, 0.98972], [0.18513, 0.38201, 0.99006], [0.18448, 0.38771, 0.9904], [0.18373, 0.39338, 0.99074], [0.18287, 0.39902, 0.99107], [0.18192, 0.40464, 0.9914], [0.18086, 0.41025, 0.99173], [0.17969, 0.41582, 0.99206], [0.17843, 0.42137, 0.99239], [0.17708, 0.42691, 0.99271], [0.17576, 0.43242, 0.99301], [0.17462, 0.43788, 0.9933], [0.17355, 0.44331, 0.99356], [0.17263, 0.44871, 0.99381], [0.17185, 0.45406, 0.99403], [0.17122, 0.4594, 0.99423], [0.17072, 0.4647, 0.99442], [0.17037, 0.46998, 0.99459], [0.17015, 0.47522, 0.99473], [0.17008, 0.48043, 0.99486], [0.17016, 0.48562, 0.99497], [0.17038, 0.4908, 0.99505], [0.17077, 0.49593, 0.99512], [0.17131, 0.50106, 0.99517], [0.17201, 0.50615, 0.99519], [0.17286, 0.51122, 0.9952], [0.17386, 0.51627, 0.99519], [0.17503, 0.52131, 0.99516], [0.17629, 0.52633, 0.9951], [0.17778, 0.53132, 0.99503], [0.17936, 0.5363, 0.99494], [0.1811, 0.54125, 0.99482], [0.18299, 0.5462, 0.99469], [0.18504, 0.55111, 0.99454], [0.1872, 0.55601, 0.99436], [0.18948, 0.5609, 0.99417], [0.19189, 0.56577, 0.99396], [0.19443, 0.57063, 0.99373], [0.19686, 0.5755, 0.99349], [0.19906, 0.58036, 0.99326], [0.2011, 0.58524, 0.99303], [0.20297, 0.59011, 0.99281], [0.20464, 0.59499, 0.9926], [0.20612, 0.59989, 0.99239], [0.2074, 0.60479, 0.99218], [0.2085, 0.60969, 0.99198], [0.20942, 0.6146, 0.99179], [0.21016, 0.61953, 0.9916], [0.21072, 0.62445, 0.99142], [0.21111, 0.62938, 0.99124], [0.21132, 0.63432, 0.99107], [0.21135, 0.63926, 0.9909], [0.2112, 0.64421, 0.99074], [0.21086, 0.64918, 0.99058], [0.21033, 0.65414, 0.99043], [0.20961, 0.65911, 0.99029], [0.2087, 0.66409, 0.99015], [0.2076, 0.66908, 0.99002], [0.20631, 0.67406, 0.98989], [0.20478, 0.67906, 0.98977], [0.20305, 0.68406, 0.98965], [0.20108, 0.68908, 0.98954], [0.1989, 0.69409, 0.98943], [0.19651, 0.69911, 0.98933], [0.19382, 0.70414, 0.98924], [0.19088, 0.70918, 0.98914], [0.18788, 0.71421, 0.98905], [0.18488, 0.71923, 0.98895], [0.18198, 0.72423, 0.98883], [0.17926, 0.72923, 0.98871], [0.17665, 0.73421, 0.98857], [0.17423, 0.73918, 0.98842], [0.17193, 0.74412, 0.98825], [0.16983, 0.74906, 0.98808], [0.16785, 0.75399, 0.98789], [0.16608, 0.7589, 0.9877], [0.16452, 0.76381, 0.98749], [0.16316, 0.76869, 0.98727], [0.16202, 0.77357, 0.98703], [0.1611, 0.77844, 0.98679], [0.16037, 0.7833, 0.98653], [0.15991, 0.78814, 0.98626], [0.1597, 0.79298, 0.98597], [0.15972, 0.7978, 0.98568], [0.15999, 0.80261, 0.98537], [0.16053, 0.80742, 0.98505], [0.16137, 0.81221, 0.98472], [0.16241, 0.81699, 0.98438], [0.16373, 0.82176, 0.98402], [0.16523, 0.82652, 0.98365], [0.16707, 0.83127, 0.98327], [0.1691, 0.83601, 0.98287], [0.17134, 0.84074, 0.98247], [0.17387, 0.84546, 0.98205], [0.17729, 0.85015, 0.98162], [0.18258, 0.85474, 0.98119], [0.19003, 0.85923, 0.98076], [0.19916, 0.86363, 0.98033], [0.20965, 0.86794, 0.97991], [0.22117, 0.87217, 0.97948], [0.23338, 0.87632, 0.97905], [0.24622, 0.88041, 0.97862], [0.25953, 0.88443, 0.9782], [0.27309, 0.8884, 0.97777], [0.28681, 0.89231, 0.97734], [0.30063, 0.89617, 0.97691], [0.31448, 0.89998, 0.97648], [0.32832, 0.90375, 0.97605], [0.34224, 0.90747, 0.97562], [0.35613, 0.91115, 0.97518], [0.36991, 0.91479, 0.97475], [0.38361, 0.9184, 0.97431], [0.39728, 0.92197, 0.97387], [0.4109, 0.9255, 0.97343], [0.42439, 0.92899, 0.973], [0.43779, 0.93247, 0.97255], [0.45116, 0.9359, 0.97211], [0.46443, 0.93931, 0.97166], [0.47755, 0.94269, 0.97121], [0.49069, 0.94603, 0.97076], [0.5037, 0.94935, 0.97031], [0.51659, 0.95265, 0.96986], [0.52949, 0.95592, 0.9694], [0.54227, 0.95916, 0.96894], [0.55496, 0.96238, 0.96849], [0.56763, 0.96557, 0.96803], [0.58018, 0.96874, 0.96756], [0.59271, 0.97189, 0.9671], [0.60515, 0.97501, 0.96663], [0.61751, 0.97812, 0.96616], [0.62987, 0.98119, 0.96569], [0.64213, 0.98425, 0.96521], [0.65436, 0.98729, 0.96474], [0.66654, 0.9903, 0.96426], [0.67864, 0.9933, 0.96378], [0.69072, 0.99626, 0.9633], [0.70271, 0.99922, 0.96282], ] b_linear_kbc_5_95_c73 = bokeh_palette('linear_kbc_5_95_c73',linear_kbc_5_95_c73) m_linear_kbc_5_95_c73 = mpl_cm('linear_kbc_5_95_c73',linear_kbc_5_95_c73) m_linear_kbc_5_95_c73_r = mpl_cm('linear_kbc_5_95_c73_r',list(reversed(linear_kbc_5_95_c73))) kbc = b_linear_kbc_5_95_c73 m_kbc = m_linear_kbc_5_95_c73 m_kbc_r = m_linear_kbc_5_95_c73_r palette['kbc'] = b_linear_kbc_5_95_c73 palette_n['kbc'] = b_linear_kbc_5_95_c73 cm['kbc'] = m_linear_kbc_5_95_c73 cm['kbc_r'] = m_linear_kbc_5_95_c73_r cm_n['kbc'] = mpl_cm('kbc',linear_kbc_5_95_c73) cm_n['kbc_r'] = mpl_cm('kbc_r',list(reversed(linear_kbc_5_95_c73))) linear_blue_5_95_c73 = b_linear_kbc_5_95_c73 m_linear_blue_5_95_c73 = m_linear_kbc_5_95_c73 m_linear_blue_5_95_c73_r = m_linear_kbc_5_95_c73_r palette['linear_blue_5_95_c73'] = b_linear_kbc_5_95_c73 palette_n['linear_blue_5_95_c73'] = b_linear_kbc_5_95_c73 cm['linear_blue_5_95_c73'] = m_linear_kbc_5_95_c73 cm['linear_blue_5_95_c73_r'] = m_linear_kbc_5_95_c73_r cm_n['linear_blue_5_95_c73'] = mpl_cm('linear_blue_5_95_c73',linear_kbc_5_95_c73) cm_n['linear_blue_5_95_c73_r'] = mpl_cm('linear_blue_5_95_c73_r',list(reversed(linear_kbc_5_95_c73))) CET_L6 = b_linear_kbc_5_95_c73 m_CET_L6 = m_linear_kbc_5_95_c73 m_CET_L6_r = m_linear_kbc_5_95_c73_r palette['CET_L6'] = b_linear_kbc_5_95_c73 cm['CET_L6'] = m_linear_kbc_5_95_c73 cm['CET_L6_r'] = m_linear_kbc_5_95_c73_r register_cmap('cet_CET_L6',m_linear_kbc_5_95_c73) register_cmap('cet_CET_L6_r',m_linear_kbc_5_95_c73_r) cyclic_tritanopic_wrwc_70_100_c20 = [ # cmap_def [0.98457, 0.98115, 0.98169], [0.98868, 0.9791, 0.97837], [0.99201, 0.97625, 0.97432], [0.99463, 0.97265, 0.96956], [0.99662, 0.96839, 0.96417], [0.99809, 0.96355, 0.95825], [0.99913, 0.95825, 0.95187], [0.99983, 0.95257, 0.94516], [1, 0.94662, 0.93817], [1, 0.94046, 0.93099], [1, 0.93415, 0.92369], [1, 0.92775, 0.91629], [1, 0.9213, 0.90884], [1, 0.9148, 0.90136], [1, 0.90828, 0.89388], [0.99982, 0.90175, 0.88639], [0.99952, 0.89521, 0.87889], [0.99918, 0.88868, 0.87142], [0.99881, 0.88215, 0.86396], [0.9984, 0.87562, 0.8565], [0.99796, 0.86909, 0.84906], [0.99748, 0.86257, 0.84163], [0.99697, 0.85604, 0.83421], [0.99642, 0.84952, 0.8268], [0.99584, 0.84299, 0.8194], [0.99523, 0.83647, 0.81202], [0.99459, 0.82995, 0.80465], [0.99391, 0.82343, 0.79729], [0.9932, 0.81692, 0.78994], [0.99245, 0.8104, 0.7826], [0.99167, 0.80388, 0.77527], [0.99086, 0.79737, 0.76796], [0.99002, 0.79085, 0.76066], [0.98914, 0.78434, 0.75337], [0.98823, 0.77783, 0.74609], [0.9873, 0.77131, 0.73883], [0.98633, 0.7648, 0.73158], [0.98533, 0.75829, 0.72434], [0.9843, 0.75177, 0.71711], [0.98323, 0.74525, 0.70989], [0.98214, 0.73874, 0.70269], [0.98101, 0.73222, 0.6955], [0.97986, 0.72571, 0.68832], [0.97867, 0.71918, 0.68115], [0.97746, 0.71266, 0.674], [0.97621, 0.70614, 0.66685], [0.97494, 0.69961, 0.65973], [0.97364, 0.69309, 0.65261], [0.97231, 0.68656, 0.64551], [0.97094, 0.68002, 0.63842], [0.96955, 0.6735, 0.63135], [0.96814, 0.66698, 0.62431], [0.9667, 0.66048, 0.61731], [0.96524, 0.65404, 0.61037], [0.96378, 0.64766, 0.60354], [0.96231, 0.64139, 0.59684], [0.96087, 0.6353, 0.59033], [0.95946, 0.62946, 0.58411], [0.95811, 0.62398, 0.57828], [0.95686, 0.61895, 0.57295], [0.95575, 0.6145, 0.56825], [0.9548, 0.61078, 0.56432], [0.95407, 0.6079, 0.56128], [0.95357, 0.60596, 0.55924], [0.95334, 0.60505, 0.55828], [0.95338, 0.60519, 0.55843], [0.95368, 0.60639, 0.5597], [0.95425, 0.60861, 0.56203], [0.95504, 0.61172, 0.56531], [0.95604, 0.61565, 0.56946], [0.95719, 0.62027, 0.57434], [0.95847, 0.62543, 0.57983], [0.95983, 0.63103, 0.58577], [0.96125, 0.63694, 0.59207], [0.96271, 0.64307, 0.59862], [0.96417, 0.64937, 0.60536], [0.96563, 0.65577, 0.61223], [0.96709, 0.66223, 0.61919], [0.96852, 0.66873, 0.62619], [0.96993, 0.67525, 0.63325], [0.97131, 0.68178, 0.64033], [0.97267, 0.68831, 0.64742], [0.97399, 0.69484, 0.65452], [0.97528, 0.70136, 0.66164], [0.97655, 0.70789, 0.66877], [0.97779, 0.71441, 0.67592], [0.97899, 0.72093, 0.68307], [0.98017, 0.72745, 0.69024], [0.98132, 0.73397, 0.69742], [0.98244, 0.74048, 0.70462], [0.98352, 0.747, 0.71183], [0.98458, 0.75351, 0.71904], [0.9856, 0.76003, 0.72628], [0.98659, 0.76654, 0.73352], [0.98755, 0.77305, 0.74077], [0.98848, 0.77957, 0.74805], [0.98938, 0.78609, 0.75533], [0.99025, 0.7926, 0.76261], [0.99108, 0.79912, 0.76992], [0.99188, 0.80563, 0.77724], [0.99266, 0.81215, 0.78457], [0.99339, 0.81866, 0.79191], [0.99409, 0.82518, 0.79926], [0.99476, 0.8317, 0.80663], [0.9954, 0.83822, 0.814], [0.996, 0.84474, 0.82139], [0.99657, 0.85126, 0.82879], [0.99711, 0.85778, 0.8362], [0.99761, 0.86431, 0.84362], [0.99808, 0.87084, 0.85105], [0.99852, 0.87737, 0.8585], [0.99891, 0.8839, 0.86595], [0.99928, 0.89043, 0.87342], [0.99959, 0.89697, 0.88091], [0.99986, 0.90349, 0.8884], [1, 0.91001, 0.89588], [1, 0.9165, 0.90336], [1, 0.92295, 0.91082], [1, 0.92932, 0.91823], [0.99964, 0.93559, 0.92556], [0.99899, 0.9417, 0.93277], [0.99797, 0.94758, 0.93981], [0.9965, 0.95315, 0.94658], [0.99447, 0.95831, 0.95303], [0.99178, 0.96297, 0.95903], [0.98834, 0.96702, 0.96449], [0.98409, 0.97036, 0.96934], [0.97898, 0.97293, 0.97348], [0.97301, 0.97466, 0.97685], [0.96619, 0.97556, 0.97944], [0.9586, 0.97562, 0.98125], [0.95031, 0.97491, 0.98231], [0.94142, 0.97349, 0.98269], [0.93202, 0.97146, 0.98248], [0.92224, 0.96892, 0.98176], [0.91213, 0.96597, 0.98064], [0.9018, 0.96271, 0.9792], [0.89129, 0.95921, 0.97753], [0.88066, 0.95555, 0.97568], [0.86993, 0.95177, 0.97373], [0.85913, 0.94793, 0.9717], [0.84827, 0.94403, 0.96961], [0.83736, 0.94011, 0.96751], [0.82639, 0.93617, 0.96537], [0.81539, 0.93222, 0.96323], [0.80434, 0.92826, 0.9611], [0.79324, 0.92431, 0.95896], [0.78209, 0.92036, 0.95681], [0.77088, 0.9164, 0.95468], [0.75961, 0.91245, 0.95253], [0.74829, 0.90849, 0.95039], [0.7369, 0.90453, 0.94825], [0.72544, 0.90057, 0.94611], [0.71391, 0.89661, 0.94397], [0.7023, 0.89264, 0.94182], [0.69061, 0.88868, 0.93968], [0.67883, 0.88471, 0.93754], [0.66696, 0.88074, 0.93539], [0.655, 0.87677, 0.93324], [0.64293, 0.8728, 0.9311], [0.63076, 0.86883, 0.92895], [0.61846, 0.86485, 0.92681], [0.60602, 0.86088, 0.92466], [0.59347, 0.8569, 0.92252], [0.58076, 0.85293, 0.92037], [0.5679, 0.84895, 0.91822], [0.55486, 0.84496, 0.91607], [0.54164, 0.84098, 0.91393], [0.52823, 0.837, 0.91178], [0.5146, 0.83301, 0.90963], [0.50072, 0.82903, 0.90748], [0.48659, 0.82503, 0.90534], [0.47218, 0.82105, 0.90318], [0.45745, 0.81705, 0.90103], [0.44238, 0.81306, 0.89888], [0.4269, 0.80907, 0.89673], [0.411, 0.80507, 0.89458], [0.39462, 0.80108, 0.89243], [0.37775, 0.7971, 0.89029], [0.36032, 0.79315, 0.88816], [0.34235, 0.78923, 0.88605], [0.32379, 0.78537, 0.88397], [0.30471, 0.7816, 0.88194], [0.2852, 0.77795, 0.87998], [0.26548, 0.77449, 0.87813], [0.24583, 0.77129, 0.8764], [0.22678, 0.76839, 0.87484], [0.20899, 0.7659, 0.8735], [0.19344, 0.76387, 0.87242], [0.18121, 0.76239, 0.87163], [0.17355, 0.76151, 0.87115], [0.1713, 0.76126, 0.87101], [0.17479, 0.76165, 0.87122], [0.18351, 0.76266, 0.87177], [0.19657, 0.76427, 0.87263], [0.21268, 0.7664, 0.87377], [0.23081, 0.76898, 0.87516], [0.25003, 0.77195, 0.87676], [0.26976, 0.77522, 0.87852], [0.28945, 0.77872, 0.8804], [0.30888, 0.7824, 0.88237], [0.32783, 0.7862, 0.88442], [0.34626, 0.79007, 0.8865], [0.36413, 0.794, 0.88862], [0.38143, 0.79796, 0.89075], [0.3982, 0.80194, 0.89289], [0.41446, 0.80593, 0.89504], [0.43027, 0.80993, 0.8972], [0.44565, 0.81392, 0.89935], [0.46065, 0.81791, 0.90149], [0.47532, 0.82191, 0.90365], [0.48966, 0.8259, 0.9058], [0.50373, 0.82989, 0.90795], [0.51756, 0.83387, 0.9101], [0.53114, 0.83786, 0.91224], [0.54451, 0.84184, 0.91439], [0.55769, 0.84582, 0.91654], [0.57068, 0.8498, 0.91868], [0.58351, 0.85378, 0.92083], [0.59619, 0.85776, 0.92298], [0.60873, 0.86174, 0.92513], [0.62112, 0.86571, 0.92727], [0.63339, 0.86968, 0.92942], [0.64554, 0.87366, 0.93156], [0.6576, 0.87763, 0.93371], [0.66954, 0.8816, 0.93586], [0.68138, 0.88556, 0.938], [0.69314, 0.88953, 0.94014], [0.70481, 0.89349, 0.94229], [0.7164, 0.89746, 0.94443], [0.72791, 0.90142, 0.94657], [0.73937, 0.90539, 0.94871], [0.75074, 0.90934, 0.95086], [0.76205, 0.9133, 0.953], [0.7733, 0.91726, 0.95514], [0.7845, 0.92121, 0.95728], [0.79563, 0.92516, 0.95942], [0.80673, 0.92912, 0.96155], [0.81776, 0.93307, 0.96369], [0.82876, 0.93702, 0.96583], [0.83971, 0.94097, 0.96798], [0.8506, 0.94492, 0.97011], [0.86144, 0.94884, 0.97224], [0.87222, 0.95275, 0.97434], [0.88291, 0.95663, 0.97642], [0.8935, 0.96044, 0.97844], [0.90394, 0.96416, 0.9804], [0.91419, 0.96776, 0.98223], [0.92418, 0.97115, 0.9839], [0.93383, 0.97428, 0.98533], [0.94306, 0.97707, 0.98644], [0.95177, 0.9794, 0.98716], [0.95986, 0.98119, 0.98738], [0.96725, 0.98233, 0.98702], [0.97385, 0.98274, 0.98598], [0.97963, 0.98236, 0.98422], ] b_cyclic_tritanopic_wrwc_70_100_c20 = bokeh_palette('cyclic_tritanopic_wrwc_70_100_c20',cyclic_tritanopic_wrwc_70_100_c20) m_cyclic_tritanopic_wrwc_70_100_c20 = mpl_cm('cyclic_tritanopic_wrwc_70_100_c20',cyclic_tritanopic_wrwc_70_100_c20) m_cyclic_tritanopic_wrwc_70_100_c20_r = mpl_cm('cyclic_tritanopic_wrwc_70_100_c20_r',list(reversed(cyclic_tritanopic_wrwc_70_100_c20))) CET_CBTC2 = b_cyclic_tritanopic_wrwc_70_100_c20 m_CET_CBTC2 = m_cyclic_tritanopic_wrwc_70_100_c20 m_CET_CBTC2_r = m_cyclic_tritanopic_wrwc_70_100_c20_r palette['CET_CBTC2'] = b_cyclic_tritanopic_wrwc_70_100_c20 cm['CET_CBTC2'] = m_cyclic_tritanopic_wrwc_70_100_c20 cm['CET_CBTC2_r'] = m_cyclic_tritanopic_wrwc_70_100_c20_r register_cmap('cet_CET_CBTC2',m_cyclic_tritanopic_wrwc_70_100_c20) register_cmap('cet_CET_CBTC2_r',m_cyclic_tritanopic_wrwc_70_100_c20_r) linear_kgy_5_95_c69 = [ # cmap_def [0.0020082, 0.082527, 0.022201], [0.004381, 0.08615, 0.022118], [0.0067598, 0.089747, 0.022041], [0.0091625, 0.093124, 0.021981], [0.011768, 0.096433, 0.021933], [0.014187, 0.099686, 0.021895], [0.016629, 0.10283, 0.021877], [0.019082, 0.10587, 0.021867], [0.021556, 0.1088, 0.021877], [0.024018, 0.11172, 0.021897], [0.026293, 0.11459, 0.021902], [0.028361, 0.1176, 0.0219], [0.030209, 0.12061, 0.021879], [0.031836, 0.12368, 0.021843], [0.033248, 0.12681, 0.021797], [0.03448, 0.13002, 0.021732], [0.035611, 0.13318, 0.021656], [0.036308, 0.13639, 0.021568], [0.036803, 0.13965, 0.021464], [0.037067, 0.14299, 0.021348], [0.037096, 0.14631, 0.021222], [0.036881, 0.14971, 0.021083], [0.036566, 0.15305, 0.020931], [0.036258, 0.15648, 0.020778], [0.035956, 0.15982, 0.02062], [0.035648, 0.16326, 0.020454], [0.03531, 0.16666, 0.020281], [0.034935, 0.17007, 0.02011], [0.034549, 0.17347, 0.019938], [0.034194, 0.17689, 0.019764], [0.0339, 0.18031, 0.01959], [0.033658, 0.18374, 0.019418], [0.03346, 0.18719, 0.019251], [0.033308, 0.1906, 0.019094], [0.033202, 0.19407, 0.018947], [0.033153, 0.19748, 0.018811], [0.033171, 0.2009, 0.018691], [0.033269, 0.20438, 0.018588], [0.033456, 0.2078, 0.018509], [0.033755, 0.21125, 0.018457], [0.034229, 0.21467, 0.018437], [0.03498, 0.21811, 0.018456], [0.03581, 0.22154, 0.018521], [0.036701, 0.22495, 0.018622], [0.037696, 0.22842, 0.018735], [0.038702, 0.23186, 0.018848], [0.039729, 0.23531, 0.018957], [0.040766, 0.23875, 0.019061], [0.041844, 0.24222, 0.019159], [0.042758, 0.24568, 0.019252], [0.043802, 0.24918, 0.019339], [0.044931, 0.25267, 0.019419], [0.045873, 0.25616, 0.019493], [0.047009, 0.25968, 0.019561], [0.047989, 0.26319, 0.019623], [0.049157, 0.2667, 0.019676], [0.050138, 0.27025, 0.019721], [0.051173, 0.27378, 0.019758], [0.052215, 0.27732, 0.019785], [0.053276, 0.28085, 0.019802], [0.054355, 0.28442, 0.01981], [0.055446, 0.28799, 0.01981], [0.056569, 0.29158, 0.019809], [0.057528, 0.29515, 0.019834], [0.058624, 0.29874, 0.01989], [0.059734, 0.30233, 0.019977], [0.06068, 0.30596, 0.020098], [0.061651, 0.30957, 0.020253], [0.062756, 0.31318, 0.020445], [0.063696, 0.31681, 0.020677], [0.064656, 0.32045, 0.02095], [0.065612, 0.32408, 0.021258], [0.066576, 0.32773, 0.021584], [0.067549, 0.33138, 0.021916], [0.068538, 0.33506, 0.022251], [0.06952, 0.33872, 0.022589], [0.070402, 0.3424, 0.022929], [0.071419, 0.34607, 0.023272], [0.072319, 0.34977, 0.023618], [0.073361, 0.35346, 0.023966], [0.074283, 0.35718, 0.024318], [0.075218, 0.36087, 0.024672], [0.076165, 0.36459, 0.025028], [0.077123, 0.36832, 0.025388], [0.078091, 0.37204, 0.02575], [0.079071, 0.37578, 0.026116], [0.080061, 0.37952, 0.026484], [0.081061, 0.38328, 0.026854], [0.082077, 0.38702, 0.027228], [0.082984, 0.39079, 0.027604], [0.084013, 0.39456, 0.027983], [0.084952, 0.39834, 0.028365], [0.085878, 0.40211, 0.02875], [0.086941, 0.40591, 0.029138], [0.087908, 0.4097, 0.029528], [0.088876, 0.4135, 0.029921], [0.089858, 0.41731, 0.030317], [0.090847, 0.42111, 0.030716], [0.091852, 0.42494, 0.031118], [0.092761, 0.42876, 0.031521], [0.093773, 0.43259, 0.031927], [0.094809, 0.43643, 0.032341], [0.09575, 0.44027, 0.03276], [0.096692, 0.44412, 0.033171], [0.097753, 0.44796, 0.033567], [0.098721, 0.45183, 0.033985], [0.099698, 0.4557, 0.034483], [0.10069, 0.45957, 0.035028], [0.10168, 0.46344, 0.035514], [0.10269, 0.46733, 0.035934], [0.1037, 0.47122, 0.036349], [0.10463, 0.47512, 0.036789], [0.10568, 0.47902, 0.037237], [0.10671, 0.48292, 0.037682], [0.10766, 0.48683, 0.038128], [0.10865, 0.49076, 0.038578], [0.10971, 0.49468, 0.039032], [0.11069, 0.49861, 0.039489], [0.11169, 0.50254, 0.039948], [0.1127, 0.50648, 0.040406], [0.11369, 0.51042, 0.040871], [0.11464, 0.51438, 0.041351], [0.11569, 0.51834, 0.041826], [0.1167, 0.52229, 0.042253], [0.11769, 0.52627, 0.042639], [0.11873, 0.53024, 0.043044], [0.1197, 0.53421, 0.043511], [0.1207, 0.53821, 0.044017], [0.1217, 0.54219, 0.044525], [0.12271, 0.54619, 0.044992], [0.12373, 0.55018, 0.045398], [0.12476, 0.55419, 0.045806], [0.12581, 0.55819, 0.046288], [0.12679, 0.56222, 0.046801], [0.12783, 0.56624, 0.047247], [0.12882, 0.57026, 0.047653], [0.12988, 0.57429, 0.048118], [0.13089, 0.57833, 0.048645], [0.1319, 0.58237, 0.049135], [0.13292, 0.58642, 0.049563], [0.13395, 0.59047, 0.04998], [0.13498, 0.59453, 0.050418], [0.13595, 0.59859, 0.050866], [0.13701, 0.60266, 0.051311], [0.13806, 0.60673, 0.051757], [0.13904, 0.61081, 0.052205], [0.14007, 0.61488, 0.052658], [0.14114, 0.61898, 0.053112], [0.14214, 0.62307, 0.053569], [0.14318, 0.62716, 0.054029], [0.14421, 0.63127, 0.054491], [0.14526, 0.63537, 0.054953], [0.14626, 0.63949, 0.055418], [0.1473, 0.6436, 0.055896], [0.14831, 0.64772, 0.056378], [0.14938, 0.65185, 0.056824], [0.15041, 0.65599, 0.057227], [0.15143, 0.66012, 0.057637], [0.15246, 0.66426, 0.058099], [0.15349, 0.66841, 0.058598], [0.15454, 0.67256, 0.0591], [0.1556, 0.67671, 0.059581], [0.15665, 0.68086, 0.060024], [0.15766, 0.68503, 0.06044], [0.15873, 0.68921, 0.060845], [0.15973, 0.69338, 0.061267], [0.1608, 0.69755, 0.061737], [0.16187, 0.70173, 0.06225], [0.16291, 0.70593, 0.06274], [0.16396, 0.71012, 0.063178], [0.16497, 0.71431, 0.063603], [0.16602, 0.71852, 0.064042], [0.1671, 0.72272, 0.064491], [0.16812, 0.72693, 0.064939], [0.16921, 0.73115, 0.065387], [0.17024, 0.73537, 0.065837], [0.17128, 0.7396, 0.066291], [0.17233, 0.74382, 0.066748], [0.17339, 0.74806, 0.067206], [0.17446, 0.75229, 0.067663], [0.1755, 0.75654, 0.068124], [0.17654, 0.76078, 0.068597], [0.17764, 0.76504, 0.069073], [0.17869, 0.76929, 0.069516], [0.17973, 0.77355, 0.06992], [0.18078, 0.77782, 0.070337], [0.18184, 0.78209, 0.070809], [0.1829, 0.78636, 0.071291], [0.18397, 0.79063, 0.071723], [0.18506, 0.79491, 0.072134], [0.18612, 0.7992, 0.07259], [0.18718, 0.80349, 0.073087], [0.18826, 0.80779, 0.073557], [0.1893, 0.81208, 0.073983], [0.19036, 0.81639, 0.074402], [0.19143, 0.82069, 0.074835], [0.1925, 0.825, 0.075276], [0.19359, 0.82933, 0.075716], [0.19467, 0.83365, 0.076155], [0.19571, 0.83797, 0.076597], [0.19681, 0.8423, 0.077042], [0.19786, 0.84663, 0.077489], [0.19892, 0.85096, 0.077938], [0.19999, 0.85531, 0.078388], [0.20106, 0.85965, 0.078841], [0.20215, 0.864, 0.079296], [0.20324, 0.86836, 0.079753], [0.20434, 0.87271, 0.080211], [0.20539, 0.87707, 0.080669], [0.2065, 0.88144, 0.081135], [0.20756, 0.88581, 0.08161], [0.20863, 0.89017, 0.082069], [0.20974, 0.89456, 0.082489], [0.21167, 0.8989, 0.082885], [0.21577, 0.90314, 0.083267], [0.22243, 0.90724, 0.083619], [0.23129, 0.91122, 0.083917], [0.24192, 0.91509, 0.084156], [0.25398, 0.91886, 0.084342], [0.26714, 0.92253, 0.084483], [0.28122, 0.92611, 0.084587], [0.29605, 0.92959, 0.084656], [0.31138, 0.93299, 0.084696], [0.32707, 0.93632, 0.08471], [0.34303, 0.93956, 0.084701], [0.35913, 0.94274, 0.084672], [0.37535, 0.94584, 0.084623], [0.39181, 0.94887, 0.084553], [0.40832, 0.95183, 0.084465], [0.42483, 0.95473, 0.084363], [0.4413, 0.95756, 0.084247], [0.45785, 0.96033, 0.084113], [0.47443, 0.96303, 0.083964], [0.49093, 0.96567, 0.083803], [0.50737, 0.96826, 0.083635], [0.52388, 0.97077, 0.083456], [0.54033, 0.97323, 0.083278], [0.55668, 0.97564, 0.083106], [0.57311, 0.97798, 0.082937], [0.58945, 0.98026, 0.082777], [0.60571, 0.98249, 0.082624], [0.62205, 0.98465, 0.082472], [0.63831, 0.98675, 0.082325], [0.6545, 0.9888, 0.08218], [0.67074, 0.99078, 0.082035], [0.68689, 0.99272, 0.081896], [0.70305, 0.99458, 0.081762], [0.71919, 0.99639, 0.081638], [0.73525, 0.99815, 0.081527], [0.75139, 0.99984, 0.081428], [0.76742, 1, 0.081347], [0.78349, 1, 0.081282], [0.79956, 1, 0.081236], [0.81555, 1, 0.08121], [0.83159, 1, 0.081204], [0.84754, 1, 0.081223], ] b_linear_kgy_5_95_c69 = bokeh_palette('linear_kgy_5_95_c69',linear_kgy_5_95_c69) m_linear_kgy_5_95_c69 = mpl_cm('linear_kgy_5_95_c69',linear_kgy_5_95_c69) m_linear_kgy_5_95_c69_r = mpl_cm('linear_kgy_5_95_c69_r',list(reversed(linear_kgy_5_95_c69))) kgy = b_linear_kgy_5_95_c69 m_kgy = m_linear_kgy_5_95_c69 m_kgy_r = m_linear_kgy_5_95_c69_r palette['kgy'] = b_linear_kgy_5_95_c69 palette_n['kgy'] = b_linear_kgy_5_95_c69 cm['kgy'] = m_linear_kgy_5_95_c69 cm['kgy_r'] = m_linear_kgy_5_95_c69_r cm_n['kgy'] = mpl_cm('kgy',linear_kgy_5_95_c69) cm_n['kgy_r'] = mpl_cm('kgy_r',list(reversed(linear_kgy_5_95_c69))) linear_green_5_95_c69 = b_linear_kgy_5_95_c69 m_linear_green_5_95_c69 = m_linear_kgy_5_95_c69 m_linear_green_5_95_c69_r = m_linear_kgy_5_95_c69_r palette['linear_green_5_95_c69'] = b_linear_kgy_5_95_c69 palette_n['linear_green_5_95_c69'] = b_linear_kgy_5_95_c69 cm['linear_green_5_95_c69'] = m_linear_kgy_5_95_c69 cm['linear_green_5_95_c69_r'] = m_linear_kgy_5_95_c69_r cm_n['linear_green_5_95_c69'] = mpl_cm('linear_green_5_95_c69',linear_kgy_5_95_c69) cm_n['linear_green_5_95_c69_r'] = mpl_cm('linear_green_5_95_c69_r',list(reversed(linear_kgy_5_95_c69))) CET_L5 = b_linear_kgy_5_95_c69 m_CET_L5 = m_linear_kgy_5_95_c69 m_CET_L5_r = m_linear_kgy_5_95_c69_r palette['CET_L5'] = b_linear_kgy_5_95_c69 cm['CET_L5'] = m_linear_kgy_5_95_c69 cm['CET_L5_r'] = m_linear_kgy_5_95_c69_r register_cmap('cet_CET_L5',m_linear_kgy_5_95_c69) register_cmap('cet_CET_L5_r',m_linear_kgy_5_95_c69_r) cyclic_tritanopic_cwrk_40_100_c20 = [ # cmap_def [0.1493, 0.73523, 0.84245], [0.1629, 0.73969, 0.8467], [0.17926, 0.74403, 0.85055], [0.19751, 0.74828, 0.85406], [0.2169, 0.75246, 0.85726], [0.23681, 0.7566, 0.86022], [0.25679, 0.76071, 0.86298], [0.27658, 0.7648, 0.86558], [0.29595, 0.76887, 0.8681], [0.31481, 0.77294, 0.87052], [0.33311, 0.77702, 0.87291], [0.35082, 0.78109, 0.87526], [0.36794, 0.78516, 0.87759], [0.38453, 0.78924, 0.87991], [0.40064, 0.79331, 0.88223], [0.41627, 0.79738, 0.88454], [0.4315, 0.80146, 0.88686], [0.44633, 0.80553, 0.88917], [0.46083, 0.80961, 0.89148], [0.47503, 0.81368, 0.8938], [0.48893, 0.81776, 0.89611], [0.50259, 0.82183, 0.89842], [0.51601, 0.8259, 0.90073], [0.52923, 0.82997, 0.90305], [0.54225, 0.83404, 0.90536], [0.55508, 0.83811, 0.90767], [0.56776, 0.84218, 0.90998], [0.58028, 0.84624, 0.91229], [0.59266, 0.8503, 0.91461], [0.6049, 0.85437, 0.91692], [0.61703, 0.85843, 0.91922], [0.62903, 0.8625, 0.92154], [0.64093, 0.86655, 0.92385], [0.65272, 0.87061, 0.92616], [0.66443, 0.87467, 0.92847], [0.67605, 0.87873, 0.93078], [0.68757, 0.88278, 0.93309], [0.69902, 0.88684, 0.9354], [0.7104, 0.8909, 0.93771], [0.7217, 0.89496, 0.94002], [0.73295, 0.89901, 0.94233], [0.74412, 0.90306, 0.94464], [0.75524, 0.90711, 0.94695], [0.7663, 0.91116, 0.94926], [0.77732, 0.91521, 0.95156], [0.78827, 0.91926, 0.95388], [0.79918, 0.92331, 0.95618], [0.81004, 0.92735, 0.95849], [0.82087, 0.9314, 0.9608], [0.83166, 0.93544, 0.9631], [0.84242, 0.93947, 0.96538], [0.85313, 0.94347, 0.96764], [0.86381, 0.94744, 0.96985], [0.87443, 0.95133, 0.972], [0.88499, 0.95513, 0.97403], [0.89548, 0.95878, 0.9759], [0.90584, 0.96222, 0.97756], [0.91603, 0.96537, 0.97891], [0.92598, 0.96815, 0.97989], [0.9356, 0.97044, 0.98037], [0.94479, 0.97216, 0.98028], [0.95344, 0.9732, 0.97952], [0.96142, 0.97348, 0.97802], [0.96864, 0.97294, 0.97575], [0.97502, 0.97155, 0.9727], [0.98052, 0.96933, 0.96886], [0.98511, 0.9663, 0.9643], [0.98881, 0.96253, 0.95909], [0.99169, 0.95812, 0.95332], [0.99384, 0.95316, 0.94707], [0.99535, 0.94775, 0.94046], [0.99633, 0.942, 0.93356], [0.9969, 0.93598, 0.92646], [0.99715, 0.92978, 0.91921], [0.99714, 0.92345, 0.91188], [0.99697, 0.91704, 0.90448], [0.99665, 0.91058, 0.89706], [0.99625, 0.90407, 0.88962], [0.99577, 0.89756, 0.88218], [0.99524, 0.89103, 0.87473], [0.99466, 0.88451, 0.86731], [0.99405, 0.87799, 0.85989], [0.9934, 0.87147, 0.85249], [0.99272, 0.86495, 0.84509], [0.99201, 0.85843, 0.83771], [0.99127, 0.85192, 0.83033], [0.99049, 0.84541, 0.82297], [0.98968, 0.8389, 0.81562], [0.98884, 0.83239, 0.80829], [0.98797, 0.82588, 0.80096], [0.98707, 0.81938, 0.79365], [0.98614, 0.81288, 0.78635], [0.98518, 0.80638, 0.77905], [0.98418, 0.79988, 0.77178], [0.98316, 0.79338, 0.76451], [0.98211, 0.78688, 0.75725], [0.98102, 0.78038, 0.75001], [0.9799, 0.77388, 0.74278], [0.97876, 0.76739, 0.73556], [0.97758, 0.7609, 0.72835], [0.97638, 0.75441, 0.72116], [0.97515, 0.74791, 0.71398], [0.97389, 0.74141, 0.70681], [0.9726, 0.73493, 0.69965], [0.97128, 0.72843, 0.69251], [0.96993, 0.72193, 0.68538], [0.96855, 0.71545, 0.67826], [0.96715, 0.70895, 0.67115], [0.96571, 0.70245, 0.66406], [0.96425, 0.69596, 0.65698], [0.96276, 0.68946, 0.64991], [0.96125, 0.68296, 0.64285], [0.9597, 0.67646, 0.63581], [0.95813, 0.66996, 0.62878], [0.95651, 0.66347, 0.62176], [0.95485, 0.65697, 0.61478], [0.95314, 0.65049, 0.60784], [0.95135, 0.64402, 0.60092], [0.94946, 0.63758, 0.59406], [0.94745, 0.6312, 0.58727], [0.94527, 0.62486, 0.5806], [0.94287, 0.61863, 0.57404], [0.9402, 0.6125, 0.56767], [0.93718, 0.60653, 0.56149], [0.93376, 0.60074, 0.55556], [0.92989, 0.59517, 0.54993], [0.92551, 0.58984, 0.54461], [0.92059, 0.58479, 0.53962], [0.91513, 0.58, 0.53499], [0.90911, 0.57548, 0.53071], [0.90259, 0.57121, 0.52676], [0.89558, 0.56719, 0.5231], [0.88816, 0.56338, 0.51971], [0.8804, 0.55974, 0.51654], [0.87235, 0.55624, 0.51357], [0.86408, 0.55286, 0.51073], [0.85564, 0.54957, 0.50802], [0.84708, 0.54634, 0.50536], [0.83845, 0.54313, 0.50277], [0.82977, 0.53996, 0.50022], [0.82105, 0.53681, 0.49771], [0.81233, 0.53365, 0.4952], [0.80359, 0.53052, 0.49269], [0.79486, 0.52738, 0.49021], [0.78614, 0.52423, 0.48772], [0.77743, 0.52109, 0.48522], [0.76871, 0.51795, 0.48274], [0.76002, 0.5148, 0.48026], [0.75133, 0.51165, 0.47778], [0.74265, 0.50851, 0.47531], [0.73397, 0.50534, 0.47282], [0.72531, 0.50219, 0.47035], [0.71665, 0.49903, 0.46787], [0.70799, 0.49587, 0.46539], [0.69935, 0.49271, 0.46292], [0.69071, 0.48954, 0.46045], [0.68208, 0.48638, 0.45799], [0.67346, 0.48321, 0.45553], [0.66484, 0.48005, 0.45307], [0.65624, 0.47687, 0.4506], [0.64763, 0.47369, 0.44814], [0.63903, 0.47052, 0.44568], [0.63044, 0.46734, 0.44323], [0.62185, 0.46416, 0.44076], [0.61326, 0.46096, 0.43832], [0.60469, 0.45778, 0.43587], [0.59611, 0.4546, 0.43341], [0.58754, 0.4514, 0.43097], [0.57898, 0.4482, 0.42852], [0.57041, 0.44501, 0.42607], [0.56186, 0.44181, 0.42363], [0.55328, 0.4386, 0.42119], [0.54473, 0.4354, 0.41875], [0.53617, 0.4322, 0.41632], [0.52761, 0.42897, 0.41388], [0.51906, 0.42576, 0.41145], [0.51048, 0.42254, 0.40902], [0.50192, 0.41934, 0.40661], [0.49334, 0.41614, 0.40421], [0.48477, 0.41297, 0.40184], [0.47622, 0.40984, 0.39953], [0.46769, 0.40676, 0.39731], [0.45919, 0.40379, 0.39522], [0.45076, 0.40097, 0.39328], [0.44244, 0.39833, 0.39159], [0.43426, 0.39597, 0.39019], [0.42632, 0.39394, 0.38921], [0.41868, 0.39235, 0.38871], [0.41143, 0.39127, 0.38878], [0.40464, 0.39076, 0.38948], [0.39842, 0.3909, 0.3909], [0.3928, 0.3917, 0.39304], [0.38783, 0.39319, 0.39594], [0.38356, 0.39537, 0.39954], [0.37992, 0.39817, 0.40383], [0.37691, 0.40153, 0.4087], [0.37444, 0.40541, 0.4141], [0.37243, 0.4097, 0.41994], [0.3708, 0.41432, 0.42612], [0.36946, 0.41921, 0.43258], [0.36833, 0.4243, 0.43923], [0.3673, 0.42953, 0.44603], [0.36636, 0.43486, 0.45295], [0.36542, 0.44025, 0.45994], [0.36446, 0.44569, 0.46699], [0.36346, 0.45118, 0.47406], [0.3624, 0.45667, 0.48117], [0.36126, 0.46218, 0.48832], [0.36003, 0.4677, 0.49547], [0.35871, 0.47322, 0.50264], [0.35731, 0.47877, 0.50983], [0.35579, 0.48431, 0.51705], [0.35416, 0.48986, 0.52426], [0.35243, 0.49542, 0.53151], [0.35061, 0.501, 0.53877], [0.34866, 0.50656, 0.54605], [0.34659, 0.51215, 0.55333], [0.3444, 0.51775, 0.56064], [0.34211, 0.52335, 0.56797], [0.33969, 0.52896, 0.57531], [0.33712, 0.53457, 0.58266], [0.33442, 0.54019, 0.59004], [0.33156, 0.54583, 0.59743], [0.32858, 0.55147, 0.60484], [0.32543, 0.55712, 0.61226], [0.32213, 0.56277, 0.61971], [0.31866, 0.56843, 0.62715], [0.315, 0.5741, 0.63463], [0.31118, 0.57979, 0.64211], [0.30715, 0.58548, 0.64962], [0.30291, 0.59117, 0.65713], [0.29847, 0.59687, 0.66466], [0.29379, 0.60258, 0.67221], [0.28889, 0.60831, 0.67977], [0.2837, 0.61402, 0.68735], [0.27826, 0.61977, 0.69494], [0.2725, 0.6255, 0.70255], [0.26644, 0.63126, 0.71017], [0.26002, 0.63702, 0.71781], [0.25323, 0.64278, 0.72546], [0.24601, 0.64855, 0.73313], [0.23835, 0.65433, 0.7408], [0.23021, 0.66011, 0.74848], [0.22159, 0.66589, 0.75615], [0.21243, 0.67165, 0.76381], [0.20273, 0.67741, 0.77145], [0.19256, 0.68314, 0.77902], [0.18198, 0.68883, 0.78651], [0.17124, 0.69444, 0.79388], [0.16061, 0.7, 0.80107], [0.15065, 0.70545, 0.80804], [0.14204, 0.71078, 0.81474], [0.13569, 0.71598, 0.8211], [0.13268, 0.72101, 0.82708], [0.13377, 0.72591, 0.83264], [0.13933, 0.73064, 0.83777], ] b_cyclic_tritanopic_cwrk_40_100_c20 = bokeh_palette('cyclic_tritanopic_cwrk_40_100_c20',cyclic_tritanopic_cwrk_40_100_c20) m_cyclic_tritanopic_cwrk_40_100_c20 = mpl_cm('cyclic_tritanopic_cwrk_40_100_c20',cyclic_tritanopic_cwrk_40_100_c20) m_cyclic_tritanopic_cwrk_40_100_c20_r = mpl_cm('cyclic_tritanopic_cwrk_40_100_c20_r',list(reversed(cyclic_tritanopic_cwrk_40_100_c20))) CET_CBTC1 = b_cyclic_tritanopic_cwrk_40_100_c20 m_CET_CBTC1 = m_cyclic_tritanopic_cwrk_40_100_c20 m_CET_CBTC1_r = m_cyclic_tritanopic_cwrk_40_100_c20_r palette['CET_CBTC1'] = b_cyclic_tritanopic_cwrk_40_100_c20 cm['CET_CBTC1'] = m_cyclic_tritanopic_cwrk_40_100_c20 cm['CET_CBTC1_r'] = m_cyclic_tritanopic_cwrk_40_100_c20_r register_cmap('cet_CET_CBTC1',m_cyclic_tritanopic_cwrk_40_100_c20) register_cmap('cet_CET_CBTC1_r',m_cyclic_tritanopic_cwrk_40_100_c20_r) linear_kry_0_97_c73 = [ # cmap_def [0, 0, 0], [0.025875, 1.8579e-05, 0], [0.050536, 6.891e-05, 2.2895e-17], [0.069748, 0.00013143, 0], [0.085428, 0.00019917, 0], [0.099057, 0.00026966, 0], [0.11118, 0.00034172, 2.0277e-17], [0.12208, 0.00041489, 4.1874e-17], [0.13223, 0.00048918, 2.2397e-17], [0.14161, 0.00056432, 3.363e-18], [0.15035, 0.00067943, 0], [0.15851, 0.00088674, 0], [0.16633, 0.0010025, 0], [0.1739, 0.0010092, 0], [0.18103, 0.0011063, 0], [0.18795, 0.0011839, 0], [0.19455, 0.0012756, 0], [0.2009, 0.0013408, 0], [0.2071, 0.0014347, 0], [0.21305, 0.00149, 0], [0.21884, 0.0015929, 0], [0.2245, 0.0015673, 0], [0.2301, 0.0015759, 9.1726e-06], [0.23571, 0.0016594, 7.2964e-06], [0.24129, 0.0017457, 9.1367e-06], [0.2469, 0.0018347, 7.4138e-06], [0.25254, 0.0019267, 9.048e-06], [0.25818, 0.0020217, 7.7461e-06], [0.26389, 0.0021199, 9.0408e-06], [0.26958, 0.0022211, 8.2807e-06], [0.27529, 0.0023254, 9.1305e-06], [0.28101, 0.0024328, 8.9188e-06], [0.28677, 0.0025437, 9.1759e-06], [0.29255, 0.002658, 9.4883e-06], [0.29834, 0.0027757, 9.1679e-06], [0.30416, 0.002897, 9.7948e-06], [0.31001, 0.0030218, 8.8831e-06], [0.31586, 0.0031503, 9.5701e-06], [0.32171, 0.0032825, 8.1271e-06], [0.3276, 0.0034185, 8.4831e-06], [0.33352, 0.0035585, 8.1576e-06], [0.33945, 0.0037024, 7.8335e-06], [0.34538, 0.0038504, 9.8047e-06], [0.35134, 0.0040025, 8.7941e-06], [0.35733, 0.0041588, 1.0059e-05], [0.3633, 0.0043191, 8.5968e-06], [0.36932, 0.0044839, 8.3847e-06], [0.37534, 0.0046534, 9.2457e-06], [0.3814, 0.0048273, 7.8263e-06], [0.38745, 0.0050061, 1.0258e-05], [0.39353, 0.0051895, 8.5681e-06], [0.39962, 0.0053778, 8.2326e-06], [0.40575, 0.0055711, 9.7513e-06], [0.41187, 0.0057692, 7.767e-06], [0.41801, 0.0059729, 9.806e-06], [0.42417, 0.0061818, 8.3319e-06], [0.43035, 0.0063962, 5.875e-06], [0.43654, 0.0066164, 1.0184e-05], [0.44274, 0.0068416, 8.184e-06], [0.44897, 0.0070728, 6.4277e-06], [0.4552, 0.0073107, 1.0111e-05], [0.46145, 0.0075542, 7.8984e-06], [0.46771, 0.0078038, 6.2861e-06], [0.47399, 0.0080598, 9.9295e-06], [0.48028, 0.0083217, 7.7295e-06], [0.4866, 0.0085909, 4.858e-06], [0.49291, 0.0088684, 9.3925e-06], [0.49925, 0.0091538, 8.5788e-06], [0.5056, 0.0094452, 5.3801e-06], [0.51197, 0.0097424, 7.7889e-06], [0.51836, 0.01004, 9.2895e-06], [0.52474, 0.010346, 6.7865e-06], [0.53116, 0.010674, 3.6172e-06], [0.5376, 0.011007, 7.8667e-06], [0.54404, 0.011355, 8.6084e-06], [0.55051, 0.011709, 6.2993e-06], [0.55698, 0.012063, 2.7416e-06], [0.56345, 0.012427, 6.5109e-06], [0.56992, 0.012791, 8.0473e-06], [0.57644, 0.013176, 7.2625e-06], [0.58293, 0.013573, 4.6408e-06], [0.58946, 0.013979, 2.1857e-06], [0.596, 0.014395, 5.2887e-06], [0.60255, 0.014821, 6.7191e-06], [0.60912, 0.015259, 6.739e-06], [0.61569, 0.015709, 5.6664e-06], [0.62227, 0.016172, 3.8093e-06], [0.62888, 0.016646, 1.4078e-06], [0.63548, 0.017134, 1.7518e-06], [0.64211, 0.017635, 3.6381e-06], [0.64875, 0.018151, 4.8728e-06], [0.65539, 0.018681, 5.6412e-06], [0.66205, 0.019227, 6.0862e-06], [0.66872, 0.019788, 6.2969e-06], [0.67539, 0.020365, 6.4176e-06], [0.68208, 0.020959, 6.4663e-06], [0.68879, 0.021571, 6.5228e-06], [0.6955, 0.022202, 6.6182e-06], [0.70222, 0.022851, 6.7011e-06], [0.70896, 0.023521, 6.7892e-06], [0.7157, 0.024212, 6.7682e-06], [0.72245, 0.024926, 6.4978e-06], [0.72921, 0.025662, 1.5249e-06], [0.73598, 0.026422, 2.6986e-08], [0.74277, 0.027209, 0], [0.74956, 0.028023, 0], [0.75636, 0.028867, 0], [0.76317, 0.02974, 0], [0.76999, 0.030646, 0], [0.77682, 0.031585, 0], [0.78365, 0.032567, 0], [0.79049, 0.033563, 0], [0.79736, 0.034613, 0], [0.80423, 0.035779, 0], [0.8111, 0.036893, 0], [0.81796, 0.038106, 0], [0.82484, 0.039371, 0], [0.83173, 0.040693, 0], [0.83859, 0.04215, 0], [0.84547, 0.043514, 0], [0.85234, 0.045178, 0], [0.85921, 0.046838, 0], [0.86608, 0.048579, 0], [0.87292, 0.050451, 0], [0.87974, 0.0525, 0], [0.88656, 0.054719, 0], [0.89334, 0.057161, 0], [0.90008, 0.059959, 0], [0.90677, 0.063006, 0], [0.91335, 0.066454, 0], [0.91977, 0.070728, 0], [0.92596, 0.076324, 0], [0.93169, 0.083888, 0], [0.93692, 0.093109, 0], [0.94164, 0.10384, 0], [0.94588, 0.1155, 0], [0.94967, 0.12783, 0], [0.95306, 0.14045, 0], [0.95608, 0.15318, 0], [0.95878, 0.1659, 0], [0.96121, 0.17852, 0], [0.96341, 0.19087, 0], [0.96539, 0.20302, 0], [0.96721, 0.21491, 0], [0.96886, 0.22655, 0], [0.97038, 0.2379, 0], [0.97178, 0.249, 0], [0.97308, 0.25985, 0], [0.97429, 0.27047, 0], [0.97542, 0.28082, 0], [0.97647, 0.29102, 0], [0.97746, 0.30097, 0], [0.97838, 0.31077, 0], [0.97926, 0.32037, 0], [0.98008, 0.32979, 0], [0.98086, 0.33905, 0], [0.9816, 0.34817, 0], [0.9823, 0.35714, 0], [0.98297, 0.36597, 0], [0.98361, 0.37467, 0], [0.98422, 0.38326, 0], [0.9848, 0.39172, 0], [0.98535, 0.40008, 0], [0.98588, 0.40833, 0], [0.98639, 0.41649, 0], [0.98688, 0.42455, 0], [0.98735, 0.43253, 0], [0.9878, 0.44041, 0], [0.98823, 0.44821, 0], [0.98865, 0.45595, 0], [0.98905, 0.4636, 0], [0.98944, 0.47119, 0], [0.98981, 0.47871, 0], [0.99017, 0.48616, 0], [0.99052, 0.49355, 0], [0.99086, 0.50088, 0], [0.99118, 0.50817, 0], [0.9915, 0.51538, 0], [0.9918, 0.52255, 0], [0.99209, 0.52967, 0], [0.99238, 0.53674, 0], [0.99265, 0.54376, 0], [0.99292, 0.55074, 0], [0.99318, 0.55768, 0], [0.99343, 0.56457, 0], [0.99367, 0.57142, 0], [0.9939, 0.57823, 0], [0.99413, 0.58502, 0], [0.99435, 0.59177, 0], [0.99457, 0.59847, 0], [0.99478, 0.60514, 0], [0.99497, 0.61179, 0], [0.99517, 0.6184, 0], [0.99536, 0.62498, 0], [0.99554, 0.63154, 0], [0.99572, 0.63806, 0], [0.9959, 0.64456, 0], [0.99606, 0.65104, 0], [0.99623, 0.65749, 0], [0.99638, 0.66391, 0], [0.99654, 0.67031, 0], [0.99669, 0.67668, 0], [0.99683, 0.68303, 0], [0.99697, 0.68937, 0], [0.9971, 0.69568, 0], [0.99724, 0.70196, 0], [0.99736, 0.70824, 0], [0.99749, 0.71448, 0], [0.99761, 0.72072, 0], [0.99772, 0.72693, 0], [0.99783, 0.73313, 0], [0.99794, 0.73932, 0], [0.99805, 0.74547, 0], [0.99814, 0.75163, 0], [0.99825, 0.75776, 0], [0.99834, 0.76387, 0], [0.99843, 0.76997, 0], [0.99852, 0.77607, 0], [0.99861, 0.78214, 0], [0.99869, 0.7882, 0], [0.99877, 0.79425, 0], [0.99884, 0.80029, 0], [0.99892, 0.80631, 0], [0.99899, 0.81232, 0], [0.99906, 0.81832, 0], [0.99912, 0.82431, 0], [0.99918, 0.83029, 0], [0.99924, 0.83626, 0], [0.9993, 0.84222, 0], [0.99935, 0.84816, 0], [0.99941, 0.85409, 0], [0.99945, 0.86003, 0], [0.99951, 0.86594, 0], [0.99954, 0.87186, 0], [0.99959, 0.87775, 0], [0.99963, 0.88365, 0], [0.99967, 0.88953, 0], [0.9997, 0.8954, 0], [0.99974, 0.90127, 0], [0.99977, 0.90713, 0], [0.9998, 0.91298, 0], [0.99983, 0.91882, 0], [0.99985, 0.92466, 0], [0.99988, 0.93049, 0], [0.9999, 0.93632, 0], [0.99992, 0.94214, 0], [0.99993, 0.94795, 0], [0.99995, 0.95375, 0], [0.99996, 0.95955, 0], [0.99998, 0.96534, 0], [0.99998, 0.97113, 0], [0.99999, 0.97692, 0], [1, 0.9827, 0], [1, 0.98847, 0], [1, 0.99423, 0], [1, 1, 1.9991e-15], ] b_linear_kry_0_97_c73 = bokeh_palette('linear_kry_0_97_c73',linear_kry_0_97_c73) m_linear_kry_0_97_c73 = mpl_cm('linear_kry_0_97_c73',linear_kry_0_97_c73) m_linear_kry_0_97_c73_r = mpl_cm('linear_kry_0_97_c73_r',list(reversed(linear_kry_0_97_c73))) CET_L4 = b_linear_kry_0_97_c73 m_CET_L4 = m_linear_kry_0_97_c73 m_CET_L4_r = m_linear_kry_0_97_c73_r palette['CET_L4'] = b_linear_kry_0_97_c73 cm['CET_L4'] = m_linear_kry_0_97_c73 cm['CET_L4_r'] = m_linear_kry_0_97_c73_r register_cmap('cet_CET_L4',m_linear_kry_0_97_c73) register_cmap('cet_CET_L4_r',m_linear_kry_0_97_c73_r) glasbey_category10 = [ # cmap_def [0.121569, 0.466667, 0.705882], [1.000000, 0.498039, 0.054902], [0.172549, 0.627451, 0.172549], [0.839216, 0.152941, 0.156863], [0.580392, 0.403922, 0.741176], [0.549020, 0.337255, 0.294118], [0.890196, 0.466667, 0.760784], [0.498039, 0.498039, 0.498039], [0.737255, 0.741176, 0.133333], [0.090196, 0.745098, 0.811765], [0.227451, 0.003922, 0.513725], [0.000000, 0.262745, 0.003922], [0.058824, 1.000000, 0.662745], [0.368627, 0.000000, 0.250980], [0.737255, 0.737255, 1.000000], [0.847059, 0.686275, 0.635294], [0.721569, 0.000000, 0.501961], [0.000000, 0.305882, 0.325490], [0.419608, 0.396078, 0.000000], [0.490196, 0.007843, 0.000000], [0.380392, 0.149020, 1.000000], [1.000000, 1.000000, 0.603922], [0.341176, 0.286275, 0.392157], [0.549020, 0.721569, 0.580392], [0.580392, 0.988235, 1.000000], [0.007843, 0.509804, 0.407843], [0.568627, 1.000000, 0.000000], [0.513725, 0.000000, 0.627451], [0.678431, 0.537255, 0.266667], [0.356863, 0.203922, 0.000000], [1.000000, 0.752941, 0.952941], [1.000000, 0.435294, 0.462745], [0.474510, 0.549020, 1.000000], [0.866667, 0.000000, 1.000000], [0.317647, 0.337255, 0.274510], [0.000000, 0.270588, 0.541176], [1.000000, 0.749020, 0.376471], [1.000000, 0.003922, 0.552941], [0.745098, 0.788235, 0.811765], [0.686275, 0.596078, 0.709804], [0.717647, 0.341176, 0.000000], [0.007843, 0.439216, 0.000000], [0.803922, 0.533333, 1.000000], [0.113725, 0.839216, 0.274510], [0.752941, 0.925490, 0.768627], [0.478431, 0.596078, 0.709804], [0.647059, 0.376471, 0.537255], [0.435294, 0.537255, 0.341176], [0.741176, 0.490196, 0.462745], [0.545098, 0.160784, 0.270588], [0.000000, 0.678431, 1.000000], [0.560784, 0.831373, 1.000000], [0.294118, 0.427451, 0.466667], [0.000000, 0.831373, 0.694118], [0.576471, 0.000000, 0.952941], [0.545098, 0.584314, 0.000000], [0.364706, 0.360784, 0.623529], [0.996078, 0.874510, 0.733333], [0.000000, 0.576471, 0.623529], [1.000000, 0.862745, 0.000000], [0.000000, 0.670588, 0.474510], [0.321569, 0.000000, 0.407843], [0.000000, 0.000000, 0.572549], [0.043137, 0.364706, 0.243137], [0.650980, 0.890196, 0.462745], [0.384314, 0.231373, 0.254902], [0.776471, 0.780392, 0.541176], [1.000000, 0.619608, 0.713725], [0.807843, 0.313725, 0.423529], [1.000000, 0.027451, 0.839216], [0.545098, 0.227451, 0.019608], [0.498039, 0.243137, 0.443137], [1.000000, 0.286275, 0.007843], [0.376471, 0.172549, 0.650980], [0.109804, 0.000000, 1.000000], [0.905882, 0.874510, 1.000000], [0.666667, 0.231373, 0.686275], [0.850980, 0.611765, 0.000000], [0.639216, 0.639216, 0.623529], [0.247059, 0.415686, 1.000000], [0.274510, 0.286275, 0.050980], [0.482353, 0.411765, 0.521569], [0.423529, 0.596078, 0.552941], [1.000000, 0.603922, 0.458824], [0.517647, 0.360784, 1.000000], [0.486275, 0.423529, 0.274510], [0.505882, 0.717647, 0.333333], [0.741176, 0.000000, 0.290196], [0.992157, 0.580392, 1.000000], [0.364706, 0.000000, 0.094118], [0.541176, 0.819608, 0.819608], [0.615686, 0.552941, 0.827451], [0.854902, 0.427451, 0.262745], [0.545098, 0.345098, 0.000000], [0.235294, 0.317647, 0.415686], [0.298039, 0.423529, 0.231373], [0.933333, 0.815686, 0.847059], [0.811765, 0.933333, 1.000000], [0.666667, 0.082353, 0.000000], [0.874510, 1.000000, 0.309804], [1.000000, 0.168627, 0.341176], [0.819608, 0.286275, 0.619608], [0.439216, 0.490196, 0.721569], [0.352941, 0.501961, 0.000000], [0.000000, 0.898039, 0.992157], [0.466667, 0.294118, 0.584314], [0.407843, 0.835294, 0.549020], [0.243137, 0.227451, 0.447059], [0.674510, 0.254902, 0.247059], [0.839216, 0.635294, 0.400000], [0.756863, 0.411765, 0.807843], [0.415686, 0.349020, 0.368627], [0.533333, 0.674510, 0.929412], [0.627451, 0.650980, 0.415686], [0.823529, 0.666667, 0.901961], [0.533333, 0.000000, 0.388235], [0.000000, 0.992157, 0.858824], [0.407843, 0.156863, 0.098039], [0.705882, 0.258824, 1.000000], [0.054902, 0.349020, 0.772549], [0.090196, 0.529412, 0.262745], [0.568627, 0.827451, 0.000000], [0.807843, 0.474510, 0.000000], [0.976471, 0.352941, 1.000000], [0.356863, 0.454902, 0.400000], [0.556863, 0.682353, 0.701961], [0.611765, 0.490196, 0.549020], [0.274510, 0.000000, 0.776471], [0.423529, 0.305882, 0.180392], [0.650980, 0.427451, 0.274510], [0.619608, 0.537255, 0.450980], [0.658824, 0.686275, 0.792157], [0.807843, 0.552941, 0.654902], [0.000000, 0.996078, 0.392157], [0.572549, 0.474510, 0.000000], [1.000000, 0.388235, 0.631373], [0.960784, 1.000000, 0.847059], [0.003922, 0.549020, 0.945098], [0.078431, 0.674510, 0.627451], [0.356863, 0.180392, 0.352941], [0.537255, 0.525490, 0.619608], [0.815686, 0.800000, 0.733333], [0.831373, 0.686275, 0.772549], [0.858824, 0.866667, 0.427451], [0.815686, 1.000000, 0.956863], [0.000000, 0.396078, 0.525490], [0.000000, 0.411765, 0.388235], [0.658824, 0.254902, 0.407843], [0.176471, 0.592157, 0.772549], [0.662745, 0.454902, 1.000000], [0.152941, 0.733333, 0.368627], [0.345098, 0.717647, 0.000000], [0.796078, 1.000000, 0.654902], [0.643137, 0.478431, 0.670588], [1.000000, 0.741176, 0.580392], [0.537255, 0.886275, 0.756863], [0.058824, 0.788235, 1.000000], [0.835294, 0.000000, 0.772549], [0.388235, 0.427451, 0.541176], [0.411765, 0.521569, 0.560784], [0.294118, 0.305882, 0.325490], [0.670588, 0.376471, 0.407843], [0.478431, 0.713725, 0.835294], [0.172549, 0.352941, 0.090196], [0.603922, 0.000000, 0.145098], [0.745098, 0.819608, 0.952941], [0.541176, 0.435294, 0.407843], [0.415686, 0.647059, 0.419608], [0.525490, 0.329412, 0.407843], [0.682353, 0.803922, 0.729412], [0.533333, 0.600000, 0.498039], [0.796078, 0.862745, 0.000000], [0.607843, 0.015686, 0.568627], [0.921569, 0.737255, 0.105882], [0.921569, 0.611765, 0.823529], [0.439216, 0.000000, 0.435294], [0.694118, 0.631373, 0.196078], [0.792157, 0.423529, 0.576471], [0.254902, 0.274510, 0.643137], [0.898039, 0.549020, 0.541176], [0.835294, 0.270588, 0.000000], [0.780392, 0.545098, 0.796078], [0.717647, 0.588235, 0.592157], [0.831373, 0.125490, 0.462745], [0.447059, 0.294118, 0.800000], [0.407843, 0.305882, 0.000000], [0.407843, 0.133333, 0.219608], [0.219608, 0.337255, 0.309804], [0.435294, 0.733333, 0.670588], [0.525490, 0.227451, 0.192157], [0.647059, 0.827451, 0.596078], [0.725490, 0.686275, 0.560784], [0.847059, 0.894118, 0.874510], [0.670588, 0.000000, 0.878431], [0.796078, 0.756863, 0.858824], [1.000000, 0.874510, 0.549020], [0.890196, 0.325490, 0.301961], [0.400000, 0.411765, 0.435294], [1.000000, 0.000000, 0.109804], [0.325490, 0.176471, 0.450980], [0.305882, 0.568627, 0.423529], [0.658824, 0.427451, 0.066667], [1.000000, 0.623529, 0.149020], [0.372549, 0.639216, 0.690196], [0.784314, 0.521569, 0.341176], [0.572549, 0.349020, 0.596078], [0.639216, 0.631373, 1.000000], [0.996078, 0.729412, 0.729412], [0.145098, 0.164706, 0.533333], [0.858824, 0.901961, 0.658824], [0.592157, 0.949020, 0.654902], [0.403922, 0.580392, 0.839216], [0.729412, 0.356863, 0.250980], [0.227451, 0.364706, 0.572549], [0.211765, 0.309804, 0.184314], [0.152941, 0.486275, 0.588235], [0.541176, 0.584314, 0.607843], [0.815686, 0.705882, 0.341176], [0.000000, 0.278431, 0.392157], [0.372549, 0.364706, 0.184314], [0.556863, 0.556863, 0.254902], [0.678431, 0.247059, 0.074510], [0.415686, 0.588235, 0.235294], [0.631373, 0.239216, 0.521569], [0.749020, 0.717647, 0.729412], [0.674510, 0.776471, 0.403922], [0.396078, 0.411765, 0.811765], [0.572549, 0.690196, 0.000000], [0.172549, 0.890196, 0.854902], [0.003922, 0.435294, 0.211765], [1.000000, 0.474510, 0.325490], [0.258824, 0.505882, 0.498039], [0.309804, 0.913725, 0.000000], [0.600000, 0.329412, 0.156863], [0.364706, 0.039216, 0.000000], [0.639216, 0.000000, 0.345098], [0.047059, 0.533333, 0.000000], [0.352941, 0.513725, 0.654902], [1.000000, 0.925490, 0.984314], [0.294118, 0.411765, 0.003922], [0.533333, 0.462745, 0.831373], [0.901961, 0.780392, 1.000000], [0.647059, 1.000000, 0.854902], [0.847059, 0.435294, 0.470588], [0.874510, 0.007843, 0.294118], [0.415686, 0.407843, 0.360784], [0.470588, 0.419608, 0.635294], [0.494118, 0.501961, 0.403922], [0.352941, 0.278431, 0.525490], [0.000000, 0.000000, 0.792157], [0.486275, 0.000000, 0.168627], [0.592157, 1.000000, 0.447059], [0.713725, 0.890196, 0.882353], [0.862745, 0.325490, 0.788235], [0.466667, 0.470588, 0.203922], [0.345098, 0.745098, 0.556863], ] b_glasbey_category10 = bokeh_palette('glasbey_category10',glasbey_category10) m_glasbey_category10 = mpl_cl('glasbey_category10',glasbey_category10) m_glasbey_category10_r = mpl_cl('glasbey_category10_r',list(reversed(glasbey_category10))) glasbey_bw_minc_20_minl_30 = [ # cmap_def [0.843137, 0.000000, 0.000000], [0.007843, 0.533333, 0.000000], [0.713725, 0.000000, 1.000000], [0.023529, 0.674510, 0.776471], [0.596078, 1.000000, 0.000000], [1.000000, 0.647059, 0.188235], [1.000000, 0.560784, 0.784314], [0.474510, 0.321569, 0.372549], [0.000000, 0.996078, 0.811765], [0.690196, 0.647059, 1.000000], [0.580392, 0.678431, 0.517647], [0.603922, 0.411765, 0.000000], [0.215686, 0.415686, 0.384314], [0.827451, 0.000000, 0.549020], [0.996078, 0.960784, 0.564706], [0.784314, 0.435294, 0.400000], [0.619608, 0.890196, 1.000000], [0.000000, 0.788235, 0.274510], [0.662745, 0.466667, 0.678431], [0.721569, 0.733333, 0.007843], [0.956863, 0.752941, 0.694118], [1.000000, 0.156863, 0.992157], [0.952941, 0.807843, 1.000000], [0.000000, 0.623529, 0.490196], [1.000000, 0.384314, 0.000000], [0.337255, 0.396078, 0.168627], [0.588235, 0.247059, 0.121569], [0.568627, 0.192157, 0.560784], [1.000000, 0.203922, 0.396078], [0.627451, 0.894118, 0.572549], [0.552941, 0.607843, 0.698039], [0.509804, 0.568627, 0.149020], [0.682353, 0.035294, 0.247059], [0.470588, 0.780392, 0.733333], [0.737255, 0.572549, 0.345098], [0.898039, 0.560784, 1.000000], [0.447059, 0.725490, 1.000000], [0.776471, 0.647059, 0.756863], [1.000000, 0.568627, 0.443137], [0.827451, 0.764706, 0.490196], [0.741176, 0.933333, 0.858824], [0.419608, 0.521569, 0.407843], [0.572549, 0.431373, 0.337255], [0.976471, 1.000000, 0.000000], [0.729412, 0.760784, 0.878431], [0.678431, 0.341176, 0.490196], [1.000000, 0.807843, 0.011765], [1.000000, 0.290196, 0.694118], [0.760784, 0.341176, 0.011765], [0.364706, 0.549020, 0.564706], [0.760784, 0.266667, 0.741176], [0.000000, 0.458824, 0.250980], [0.729412, 0.435294, 0.996078], [0.000000, 0.831373, 0.580392], [0.000000, 1.000000, 0.462745], [0.286275, 0.635294, 0.317647], [0.800000, 0.596078, 0.568627], [0.000000, 0.921569, 0.933333], [0.858824, 0.494118, 0.003922], [0.972549, 0.458824, 0.541176], [0.725490, 0.588235, 0.000000], [0.788235, 0.258824, 0.282353], [0.000000, 0.815686, 0.980392], [0.462745, 0.345098, 0.152941], [0.521569, 0.831373, 0.003922], [0.925490, 1.000000, 0.831373], [0.654902, 0.482353, 0.533333], [0.862745, 0.447059, 0.788235], [0.796078, 0.890196, 0.341176], [0.545098, 0.749020, 0.368627], [0.631373, 0.129412, 0.419608], [0.525490, 0.356863, 0.537255], [0.541176, 0.733333, 0.815686], [1.000000, 0.729412, 0.843137], [0.717647, 0.811765, 0.670588], [0.592157, 0.254902, 0.305882], [0.407843, 0.670588, 0.000000], [0.996078, 0.882353, 0.698039], [1.000000, 0.215686, 0.160784], [0.501961, 0.478431, 0.243137], [0.843137, 0.909804, 1.000000], [0.654902, 0.584314, 0.776471], [0.494118, 0.647059, 0.607843], [0.819608, 0.513725, 0.643137], [0.329412, 0.509804, 0.231373], [0.901961, 0.662745, 0.450980], [0.611765, 1.000000, 1.000000], [0.854902, 0.333333, 0.505882], [0.019608, 0.705882, 0.666667], [1.000000, 0.670588, 0.964706], [0.819608, 0.686275, 0.937255], [0.854902, 0.007843, 0.368627], [0.674510, 0.105882, 0.074510], [0.376471, 0.701961, 0.521569], [0.835294, 0.258824, 0.992157], [0.678431, 0.670588, 0.349020], [0.984314, 0.615686, 0.654902], [0.701961, 0.447059, 0.235294], [0.949020, 0.415686, 0.325490], [0.682353, 0.823529, 0.835294], [0.607843, 1.000000, 0.768627], [0.858824, 0.701961, 0.200000], [0.925490, 0.007843, 0.764706], [0.600000, 0.000000, 0.772549], [0.815686, 1.000000, 0.619608], [0.650980, 0.352941, 0.290196], [0.235294, 0.427451, 0.003922], [0.000000, 0.521569, 0.478431], [0.584314, 0.572549, 0.403922], [0.541176, 0.862745, 0.701961], [0.427451, 0.454902, 0.000000], [0.666667, 0.368627, 0.792157], [0.027451, 0.941176, 0.000000], [0.505882, 0.309804, 0.243137], [0.850980, 0.505882, 0.321569], [1.000000, 0.784314, 0.388235], [0.721569, 0.000000, 0.623529], [0.600000, 0.674510, 0.870588], [0.568627, 0.309804, 0.000000], [0.549020, 0.270588, 0.439216], [0.309804, 0.431373, 0.321569], [1.000000, 0.533333, 0.203922], [0.780392, 0.560784, 0.807843], [0.835294, 0.886275, 0.619608], [0.698039, 0.509804, 0.427451], [0.615686, 0.984314, 0.458824], [0.341176, 0.870588, 0.466667], [0.980392, 0.000000, 0.529412], [0.635294, 0.803922, 1.000000], [0.078431, 0.796078, 0.823529], [0.066667, 0.560784, 0.333333], [0.823529, 0.329412, 0.647059], [0.000000, 0.874510, 0.764706], [0.639216, 0.517647, 0.184314], [0.466667, 0.592157, 0.356863], [0.733333, 0.670588, 0.501961], [0.439216, 0.639216, 0.690196], [0.839216, 0.984314, 1.000000], [0.909804, 0.007843, 0.227451], [0.847059, 0.278431, 0.133333], [1.000000, 0.513725, 0.929412], [0.717647, 0.219608, 0.388235], [0.717647, 0.807843, 0.447059], [0.596078, 0.384314, 0.419608], [0.541176, 0.454902, 0.568627], [0.000000, 0.639216, 0.090196], [0.000000, 0.960784, 0.631373], [0.752941, 0.568627, 0.949020], [0.541176, 0.894118, 0.847059], [0.643137, 0.305882, 0.584314], [0.431373, 0.368627, 0.000000], [0.549020, 0.776471, 0.556863], [0.584314, 0.666667, 0.168627], [0.780392, 0.450980, 0.866667], [0.705882, 0.231373, 0.003922], [0.843137, 0.603922, 0.215686], [0.874510, 0.678431, 0.717647], [0.000000, 0.607843, 0.627451], [0.352941, 0.564706, 0.000000], [0.592157, 0.737255, 0.658824], [0.678431, 0.552941, 0.658824], [0.854902, 0.835294, 1.000000], [0.333333, 0.490196, 0.447059], [0.000000, 0.733333, 0.411765], [1.000000, 0.768627, 0.556863], [0.725490, 0.000000, 0.831373], [0.878431, 0.815686, 0.356863], [0.388235, 0.603922, 0.482353], [0.752941, 0.933333, 0.737255], [0.760784, 0.745098, 0.996078], [0.501961, 0.827451, 0.870588], [0.886275, 0.521569, 0.494118], [0.980392, 0.921569, 0.305882], [0.752941, 0.427451, 0.513725], [0.796078, 1.000000, 0.313725], [0.941176, 0.447059, 0.666667], [0.929412, 0.407843, 1.000000], [0.600000, 0.278431, 0.682353], [0.427451, 0.411765, 0.262745], [0.890196, 0.341176, 0.380392], [0.866667, 0.400000, 0.176471], [0.615686, 0.858824, 0.364706], [0.886275, 0.615686, 0.815686], [0.725490, 0.462745, 0.000000], [0.776471, 0.000000, 0.176471], [0.874510, 0.741176, 0.854902], [0.352941, 0.713725, 0.874510], [1.000000, 0.352941, 0.854902], [0.219608, 0.760784, 0.631373], [0.619608, 0.415686, 0.549020], [0.678431, 0.666667, 0.784314], [0.588235, 0.388235, 0.188235], [0.713725, 0.337255, 0.384314], [0.172549, 0.498039, 0.376471], [0.698039, 0.894118, 0.000000], [0.933333, 0.647059, 0.568627], [0.584314, 0.996078, 0.886275], [1.000000, 0.333333, 0.556863], [0.745098, 0.435294, 0.631373], [0.666667, 0.235294, 0.215686], [0.850980, 0.811765, 0.000000], [0.670588, 0.501961, 0.807843], [0.627451, 0.501961, 0.321569], [0.882353, 0.000000, 0.909804], [0.764706, 0.360784, 0.243137], [0.709804, 0.227451, 0.521569], [0.549020, 0.470588, 0.000000], [0.858824, 0.737255, 0.588235], [0.321569, 0.619608, 0.576471], [0.690196, 0.741176, 0.513725], [0.572549, 0.713725, 0.717647], [0.654902, 0.329412, 0.141176], [1.000000, 0.835294, 0.937255], [0.474510, 0.682353, 0.419608], [0.368627, 0.709804, 0.298039], [0.501961, 0.984314, 0.607843], [0.282353, 1.000000, 0.937255], [0.596078, 0.588235, 0.282353], [0.580392, 0.533333, 0.654902], [0.196078, 0.835294, 0.000000], [0.431373, 0.917647, 0.337255], [0.717647, 0.831373, 0.921569], [0.439216, 0.333333, 0.439216], [0.949020, 0.858824, 0.545098], [0.670588, 0.835294, 0.760784], [0.498039, 0.803922, 0.949020], [0.541176, 0.733333, 0.000000], [0.396078, 0.717647, 0.733333], [1.000000, 0.713725, 0.000000], [0.764706, 0.509804, 0.525490], [0.796078, 0.670588, 0.372549], [0.396078, 0.470588, 0.282353], [0.349020, 0.890196, 1.000000], [0.874510, 0.305882, 0.803922], [0.917647, 1.000000, 0.474510], [0.741176, 0.400000, 0.725490], [0.768627, 0.584314, 0.650980], [0.392157, 0.776471, 0.454902], [0.819608, 0.584314, 0.439216], [0.439216, 0.811765, 0.309804], [0.670588, 0.431373, 0.400000], [0.615686, 0.380392, 0.647059], [0.000000, 0.721569, 0.000000], [0.890196, 0.600000, 0.705882], [0.741176, 0.000000, 0.423529], [0.701961, 0.913725, 0.941176], [0.807843, 0.749020, 0.894118], [0.466667, 0.639216, 0.262745], [0.521569, 0.384314, 0.470588], [0.341176, 0.560784, 0.360784], [0.619608, 0.690196, 0.772549], [0.909804, 0.188235, 0.627451], [0.145098, 0.486275, 0.164706], [0.509804, 0.407843, 0.137255], [0.752941, 0.737255, 0.305882], [0.866667, 0.827451, 0.647059], ] b_glasbey_bw_minc_20_minl_30 = bokeh_palette('glasbey_bw_minc_20_minl_30',glasbey_bw_minc_20_minl_30) m_glasbey_bw_minc_20_minl_30 = mpl_cl('glasbey_bw_minc_20_minl_30',glasbey_bw_minc_20_minl_30) m_glasbey_bw_minc_20_minl_30_r = mpl_cl('glasbey_bw_minc_20_minl_30_r',list(reversed(glasbey_bw_minc_20_minl_30))) glasbey_light = b_glasbey_bw_minc_20_minl_30 m_glasbey_light = m_glasbey_bw_minc_20_minl_30 m_glasbey_light_r = m_glasbey_bw_minc_20_minl_30_r palette['glasbey_light'] = b_glasbey_bw_minc_20_minl_30 palette_n['glasbey_light'] = b_glasbey_bw_minc_20_minl_30 cm['glasbey_light'] = m_glasbey_bw_minc_20_minl_30 cm['glasbey_light_r'] = m_glasbey_bw_minc_20_minl_30_r cm_n['glasbey_light'] = mpl_cl('glasbey_light',glasbey_bw_minc_20_minl_30) cm_n['glasbey_light_r'] = mpl_cl('glasbey_light_r',list(reversed(glasbey_bw_minc_20_minl_30))) glasbey_bw_minc_20_hue_330_100 = [ # cmap_def [0.843137, 0.000000, 0.000000], [1.000000, 0.384314, 0.972549], [0.674510, 0.615686, 0.000000], [0.454902, 0.000000, 0.443137], [0.317647, 0.286275, 0.000000], [1.000000, 0.603922, 0.537255], [0.568627, 0.443137, 0.541176], [1.000000, 0.945098, 0.439216], [0.815686, 0.000000, 0.505882], [0.509804, 0.227451, 0.196078], [1.000000, 0.760784, 0.956863], [0.729412, 0.423529, 0.188235], [0.776471, 0.749020, 0.572549], [1.000000, 0.607843, 0.000000], [1.000000, 0.301961, 0.419608], [0.470588, 0.450980, 0.298039], [0.835294, 0.545098, 0.701961], [0.392157, 0.274510, 0.368627], [1.000000, 0.352941, 0.000000], [0.627451, 0.250980, 0.607843], [0.713725, 0.345098, 0.388235], [0.576471, 0.000000, 0.301961], [0.525490, 0.309804, 0.003922], [0.729412, 0.549020, 0.498039], [0.603922, 0.000000, 0.000000], [1.000000, 0.800000, 0.729412], [0.874510, 0.000000, 0.811765], [0.894118, 0.752941, 0.000000], [1.000000, 0.274510, 0.686275], [0.619608, 0.596078, 0.388235], [0.592157, 0.458824, 0.000000], [0.976471, 0.949020, 0.756863], [1.000000, 0.776471, 0.443137], [0.749020, 0.011765, 0.250980], [0.682353, 0.250980, 0.015686], [0.541176, 0.376471, 0.341176], [0.768627, 0.364706, 0.607843], [0.835294, 0.615686, 0.368627], [0.866667, 0.447059, 0.380392], [0.564706, 0.266667, 0.400000], [0.403922, 0.309804, 0.192157], [0.882353, 0.690196, 0.745098], [0.780392, 0.521569, 0.000000], [1.000000, 0.494118, 0.615686], [1.000000, 0.588235, 0.901961], [0.972549, 0.525490, 0.270588], [0.431373, 0.388235, 0.003922], [0.843137, 0.278431, 0.258824], [0.607843, 0.000000, 0.490196], [0.913725, 0.000000, 0.380392], [1.000000, 0.000000, 0.192157], [0.756863, 0.713725, 0.337255], [0.717647, 0.466667, 0.537255], [0.619608, 0.470588, 0.341176], [0.823529, 0.450980, 0.788235], [0.862745, 0.682353, 0.588235], [0.662745, 0.231373, 0.219608], [0.486275, 0.227451, 0.462745], [0.529412, 0.207843, 0.000000], [0.858824, 0.396078, 0.517647], [0.827451, 0.325490, 0.000000], [0.533333, 0.082353, 0.156863], [0.611765, 0.341176, 0.196078], [0.682353, 0.549020, 0.650980], [0.894118, 0.858824, 0.541176], [0.698039, 0.215686, 0.388235], [0.858824, 0.541176, 0.564706], [0.749020, 0.000000, 0.627451], [0.870588, 0.447059, 0.000000], [1.000000, 0.662745, 0.427451], [1.000000, 0.623529, 0.764706], [0.447059, 0.290196, 0.298039], [0.847059, 0.635294, 0.039216], [0.501961, 0.341176, 0.478431], [0.964706, 0.466667, 0.756863], [0.713725, 0.439216, 0.384314], [1.000000, 0.803922, 0.866667], [0.639216, 0.368627, 0.498039], [0.478431, 0.133333, 0.349020], [0.870588, 0.650980, 0.831373], [1.000000, 0.376471, 0.298039], [0.560784, 0.407843, 0.176471], [0.709804, 0.533333, 0.286275], [0.686275, 0.450980, 0.654902], [0.956863, 0.874510, 0.000000], [0.745098, 0.313725, 0.721569], [1.000000, 0.184314, 0.854902], [0.823529, 0.509804, 0.317647], [0.741176, 0.345098, 0.227451], [0.945098, 0.203922, 0.003922], [0.588235, 0.301961, 0.317647], [0.917647, 0.023529, 0.670588], [0.545098, 0.513725, 0.250980], [0.890196, 0.247059, 0.529412], [0.513725, 0.180392, 0.274510], [0.690196, 0.258824, 0.525490], [0.917647, 0.819608, 0.647059], [0.721569, 0.074510, 0.105882], [1.000000, 0.721569, 0.172549], [0.866667, 0.011765, 0.215686], [0.647059, 0.352941, 0.000000], [0.733333, 0.643137, 0.486275], [0.392157, 0.372549, 0.188235], [0.486275, 0.274510, 0.141176], [0.686275, 0.003922, 0.427451], [0.733333, 0.611765, 0.254902], [0.807843, 0.254902, 0.376471], [0.411765, 0.274510, 0.000000], [1.000000, 0.486275, 0.466667], [0.972549, 0.827451, 0.333333], [1.000000, 0.701961, 0.690196], [0.862745, 0.584314, 0.482353], [0.784314, 0.600000, 0.654902], [0.627451, 0.141176, 0.262745], [0.858824, 0.717647, 0.435294], [0.607843, 0.423529, 0.454902], [0.890196, 0.552941, 0.180392], [0.894118, 0.415686, 0.211765], [0.886275, 0.349020, 0.729412], [0.992157, 0.360784, 0.576471], [0.486275, 0.380392, 0.258824], [0.529412, 0.345098, 0.403922], [0.615686, 0.364706, 0.588235], [0.580392, 0.176471, 0.105882], [0.588235, 0.537255, 0.003922], [0.694118, 0.443137, 0.007843], [0.792157, 0.239216, 0.094118], [0.458824, 0.231373, 0.349020], [0.760784, 0.698039, 0.070588], [0.635294, 0.000000, 0.631373], [0.886275, 0.305882, 0.862745], [0.988235, 0.752941, 0.568627], [0.756863, 0.313725, 0.482353], [0.850980, 0.443137, 0.647059], [0.870588, 0.552941, 0.827451], [0.933333, 0.662745, 0.298039], [0.800000, 0.239216, 0.647059], [0.894118, 0.749020, 0.858824], [0.580392, 0.160784, 0.396078], [0.662745, 0.552941, 0.415686], [0.635294, 0.000000, 0.141176], [1.000000, 0.172549, 0.486275], [0.666667, 0.529412, 0.149020], [0.886275, 0.360784, 0.392157], [0.894118, 0.631373, 0.619608], [0.490196, 0.439216, 0.168627], [0.796078, 0.086275, 0.380392], [0.470588, 0.356863, 0.105882], [0.650980, 0.360784, 0.313725], [1.000000, 0.454902, 0.000000], [0.803922, 0.454902, 0.478431], [1.000000, 0.945098, 0.611765], [0.839216, 0.792157, 0.349020], [0.596078, 0.282353, 0.027451], [0.929412, 0.203922, 0.313725], [0.564706, 0.286275, 0.498039], [0.756863, 0.125490, 0.749020], [0.533333, 0.109804, 0.517647], [0.988235, 0.717647, 0.839216], [0.768627, 0.192157, 0.227451], [0.592157, 0.266667, 0.176471], [0.698039, 0.666667, 0.411765], [0.662745, 0.149020, 0.000000], [0.976471, 0.588235, 0.635294], [0.937255, 0.525490, 0.407843], [0.874510, 0.713725, 0.270588], [0.517647, 0.305882, 0.254902], [0.619608, 0.478431, 0.215686], [0.992157, 0.000000, 0.592157], [0.909804, 0.321569, 0.196078], [0.772549, 0.603922, 0.737255], [0.721569, 0.501961, 0.368627], [0.788235, 0.380392, 0.349020], [0.564706, 0.513725, 0.356863], [0.725490, 0.341176, 0.086275], [0.764706, 0.517647, 0.729412], [0.800000, 0.505882, 0.439216], [0.784314, 0.431373, 0.294118], [0.623529, 0.588235, 0.254902], [0.698039, 0.000000, 0.325490], [0.784314, 0.490196, 0.180392], [0.972549, 0.678431, 0.564706], [1.000000, 0.858824, 0.584314], [1.000000, 0.000000, 0.996078], [0.662745, 0.411765, 0.278431], [1.000000, 0.376471, 0.839216], [0.956863, 0.419608, 0.498039], [0.768627, 0.580392, 0.431373], [0.509804, 0.262745, 0.313725], [0.647059, 0.301961, 0.407843], [0.670588, 0.486275, 0.482353], [0.890196, 0.603922, 0.694118], [0.811765, 0.780392, 0.486275], [0.529412, 0.396078, 0.000000], [1.000000, 0.600000, 0.258824], [0.419608, 0.164706, 0.403922], [0.890196, 0.505882, 0.627451], [0.333333, 0.313725, 0.160784], [0.941176, 0.564706, 0.780392], [0.960784, 0.490196, 0.878431], [0.917647, 0.588235, 0.380392], [0.898039, 0.168627, 0.156863], [0.741176, 0.298039, 0.282353], [0.525490, 0.101961, 0.000000], [0.525490, 0.341176, 0.168627], [0.580392, 0.223529, 0.254902], [0.756863, 0.478431, 0.631373], [1.000000, 0.447059, 0.254902], [0.760784, 0.403922, 0.537255], [0.905882, 0.286275, 0.443137], [0.898039, 0.678431, 0.478431], [0.400000, 0.325490, 0.000000], [0.619608, 0.200000, 0.509804], [0.615686, 0.431373, 0.380392], [0.466667, 0.247059, 0.000000], [1.000000, 0.262745, 0.282353], [1.000000, 0.835294, 0.960784], [0.992157, 0.674510, 0.894118], [0.501961, 0.454902, 0.000000], [0.788235, 0.392157, 0.003922], [0.658824, 0.478431, 0.588235], [0.905882, 0.352941, 0.615686], [0.733333, 0.572549, 0.003922], [0.756863, 0.533333, 0.560784], [0.572549, 0.400000, 0.282353], [0.835294, 0.607843, 0.227451], [0.517647, 0.000000, 0.419608], [1.000000, 0.807843, 0.000000], [0.690196, 0.262745, 0.325490], [0.796078, 0.239216, 0.541176], [1.000000, 0.533333, 0.003922], [0.866667, 0.741176, 0.580392], [0.800000, 0.611765, 0.564706], [0.466667, 0.298039, 0.384314], [0.709804, 0.266667, 0.168627], [0.596078, 0.207843, 0.337255], [0.698039, 0.325490, 0.607843], [0.611765, 0.400000, 0.007843], [0.752941, 0.400000, 0.694118], [0.623529, 0.360784, 0.403922], [0.737255, 0.603922, 0.364706], [0.529412, 0.000000, 0.054902], [0.894118, 0.000000, 0.478431], [0.690196, 0.415686, 0.443137], [0.498039, 0.000000, 0.301961], [0.752941, 0.137255, 0.000000], [0.729412, 0.125490, 0.521569], [0.905882, 0.780392, 0.419608], [0.525490, 0.000000, 0.211765], [0.643137, 0.407843, 0.164706], [1.000000, 0.015686, 0.364706], [0.866667, 0.490196, 0.745098], [0.678431, 0.466667, 0.262745], [0.901961, 0.482353, 0.490196], [0.870588, 0.270588, 0.631373], [0.803922, 0.349020, 0.423529], ] b_glasbey_bw_minc_20_hue_330_100 = bokeh_palette('glasbey_bw_minc_20_hue_330_100',glasbey_bw_minc_20_hue_330_100) m_glasbey_bw_minc_20_hue_330_100 = mpl_cl('glasbey_bw_minc_20_hue_330_100',glasbey_bw_minc_20_hue_330_100) m_glasbey_bw_minc_20_hue_330_100_r = mpl_cl('glasbey_bw_minc_20_hue_330_100_r',list(reversed(glasbey_bw_minc_20_hue_330_100))) glasbey_warm = b_glasbey_bw_minc_20_hue_330_100 m_glasbey_warm = m_glasbey_bw_minc_20_hue_330_100 m_glasbey_warm_r = m_glasbey_bw_minc_20_hue_330_100_r palette['glasbey_warm'] = b_glasbey_bw_minc_20_hue_330_100 palette_n['glasbey_warm'] = b_glasbey_bw_minc_20_hue_330_100 cm['glasbey_warm'] = m_glasbey_bw_minc_20_hue_330_100 cm['glasbey_warm_r'] = m_glasbey_bw_minc_20_hue_330_100_r cm_n['glasbey_warm'] = mpl_cl('glasbey_warm',glasbey_bw_minc_20_hue_330_100) cm_n['glasbey_warm_r'] = mpl_cl('glasbey_warm_r',list(reversed(glasbey_bw_minc_20_hue_330_100))) glasbey_bw_minc_20 = [ # cmap_def [0.843137, 0.000000, 0.000000], [0.549020, 0.235294, 1.000000], [0.007843, 0.533333, 0.000000], [0.000000, 0.674510, 0.780392], [0.596078, 1.000000, 0.000000], [1.000000, 0.498039, 0.819608], [0.423529, 0.000000, 0.309804], [1.000000, 0.647059, 0.188235], [0.345098, 0.231373, 0.000000], [0.000000, 0.341176, 0.349020], [0.000000, 0.000000, 0.866667], [0.000000, 0.992157, 0.811765], [0.631373, 0.458824, 0.415686], [0.737255, 0.717647, 1.000000], [0.584314, 0.709804, 0.470588], [0.752941, 0.015686, 0.725490], [0.392157, 0.329412, 0.454902], [0.474510, 0.000000, 0.000000], [0.027451, 0.454902, 0.847059], [0.996078, 0.960784, 0.564706], [0.000000, 0.294118, 0.000000], [0.560784, 0.478431, 0.000000], [1.000000, 0.447059, 0.400000], [0.933333, 0.725490, 0.725490], [0.368627, 0.494118, 0.400000], [0.607843, 0.894118, 1.000000], [0.925490, 0.000000, 0.466667], [0.650980, 0.482353, 0.725490], [0.352941, 0.000000, 0.643137], [0.015686, 0.776471, 0.000000], [0.619608, 0.294118, 0.000000], [0.611765, 0.231373, 0.313725], [0.796078, 0.768627, 0.000000], [0.443137, 0.509804, 0.596078], [0.000000, 0.686275, 0.541176], [0.513725, 0.533333, 1.000000], [0.364706, 0.215686, 0.231373], [0.223529, 0.000000, 0.000000], [0.992157, 0.752941, 1.000000], [0.745098, 0.905882, 0.752941], [0.858824, 0.427451, 0.003922], [0.576471, 0.721569, 0.713725], [0.894118, 0.321569, 1.000000], [0.184314, 0.325490, 0.509804], [0.768627, 0.400000, 0.564706], [0.333333, 0.384314, 0.125490], [0.772549, 0.623529, 0.447059], [0.015686, 0.509804, 0.529412], [0.411765, 0.905882, 0.501961], [0.501961, 0.152941, 0.564706], [0.427451, 0.705882, 1.000000], [0.305882, 0.200000, 1.000000], [0.525490, 0.639216, 0.007843], [0.996078, 0.011765, 0.796078], [0.760784, 0.650980, 0.772549], [0.772549, 0.341176, 0.274510], [0.462745, 0.345098, 0.239216], [0.003922, 0.407843, 0.258824], [0.000000, 0.839216, 0.835294], [0.854902, 0.878431, 1.000000], [0.976471, 1.000000, 0.000000], [0.415686, 0.407843, 0.690196], [0.764706, 0.596078, 0.000000], [0.882353, 0.803922, 0.611765], [0.854902, 0.588235, 1.000000], [0.733333, 0.011765, 0.992157], [0.572549, 0.321569, 0.509804], [0.627451, 0.000000, 0.450980], [0.341176, 0.607843, 0.333333], [0.827451, 0.549020, 0.560784], [0.215686, 0.270588, 0.152941], [0.592157, 0.647059, 0.764706], [0.556863, 0.552941, 0.372549], [1.000000, 0.274510, 0.000000], [0.784314, 1.000000, 0.980392], [0.682353, 0.427451, 1.000000], [0.431373, 0.815686, 0.654902], [0.749020, 1.000000, 0.549020], [0.549020, 0.329412, 0.694118], [0.470588, 0.211765, 0.098039], [1.000000, 0.627451, 0.474510], [0.662745, 0.000000, 0.121569], [1.000000, 0.109804, 0.270588], [0.372549, 0.066667, 0.137255], [0.403922, 0.592157, 0.580392], [1.000000, 0.372549, 0.580392], [0.298039, 0.403922, 0.454902], [0.325490, 0.572549, 0.800000], [0.666667, 0.443137, 0.192157], [0.007843, 0.811765, 0.996078], [0.000000, 0.768627, 0.423529], [0.380392, 0.207843, 0.364706], [0.564706, 0.831373, 0.184314], [0.749020, 0.835294, 0.486275], [0.317647, 0.270588, 0.635294], [0.305882, 0.137255, 0.047059], [0.486275, 0.352941, 0.000000], [1.000000, 0.807843, 0.266667], [0.513725, 0.007843, 0.811765], [0.301961, 0.992157, 1.000000], [0.537255, 0.000000, 0.239216], [0.482353, 0.321569, 0.360784], [0.000000, 0.454902, 0.615686], [0.666667, 0.513725, 0.596078], [0.505882, 0.443137, 0.560784], [0.384314, 0.396078, 0.996078], [0.764706, 0.203922, 0.537255], [0.803922, 0.160784, 0.278431], [1.000000, 0.603922, 0.709804], [0.764706, 0.364706, 0.733333], [0.129412, 0.407843, 0.007843], [0.000000, 0.556863, 0.396078], [0.388235, 0.501961, 0.137255], [0.537255, 0.529412, 0.749020], [0.596078, 0.866667, 0.835294], [0.807843, 0.498039, 0.345098], [0.823529, 0.717647, 0.356863], [0.380392, 0.000000, 0.431373], [0.600000, 0.329412, 0.266667], [0.690196, 0.780392, 0.858824], [0.949020, 1.000000, 0.823529], [0.000000, 0.925490, 0.007843], [0.803922, 0.525490, 0.741176], [0.270588, 0.000000, 0.772549], [0.478431, 0.615686, 0.498039], [0.447059, 0.443137, 0.278431], [0.576471, 1.000000, 0.729412], [0.000000, 0.329412, 0.756863], [0.678431, 0.580392, 0.925490], [0.247059, 0.643137, 0.086275], [0.372549, 0.227451, 0.501961], [0.000000, 0.298039, 0.200000], [0.486275, 0.721569, 0.827451], [0.596078, 0.164706, 0.000000], [0.223529, 0.431373, 0.392157], [0.721569, 0.000000, 0.356863], [1.000000, 0.501961, 0.239216], [1.000000, 0.823529, 0.913725], [0.501961, 0.188235, 0.352941], [0.129412, 0.203922, 0.000000], [0.631373, 0.368627, 0.435294], [0.309804, 0.709804, 0.690196], [0.623529, 0.623529, 0.274510], [0.200000, 0.486275, 0.239216], [0.760784, 0.254902, 0.000000], [0.780392, 0.909804, 0.243137], [0.423529, 0.019608, 0.909804], [0.462745, 0.737255, 0.313725], [0.647059, 0.772549, 0.662745], [0.854902, 0.329412, 0.431373], [0.847059, 0.560784, 0.219608], [0.984314, 0.486275, 1.000000], [0.294118, 0.392157, 0.286275], [0.839216, 0.764706, 0.921569], [0.478431, 0.180392, 0.211765], [0.298039, 0.560784, 0.647059], [0.274510, 0.533333, 1.000000], [0.639216, 0.000000, 0.768627], [0.917647, 0.639216, 0.835294], [1.000000, 0.737255, 0.470588], [0.278431, 0.282353, 0.000000], [0.635294, 0.780392, 1.000000], [0.568627, 0.635294, 0.917647], [0.309804, 0.411765, 0.576471], [0.905882, 0.368627, 0.698039], [0.623529, 0.568627, 0.690196], [0.345098, 0.317647, 0.168627], [0.690196, 0.368627, 0.831373], [0.525490, 0.427451, 0.882353], [0.756863, 0.431373, 0.447059], [0.894118, 0.000000, 0.890196], [0.725490, 0.717647, 0.545098], [0.223529, 0.180392, 0.000000], [0.890196, 0.494118, 0.643137], [0.678431, 0.231373, 0.188235], [0.662745, 0.733333, 0.298039], [0.411765, 0.709804, 0.513725], [0.580392, 0.823529, 0.564706], [0.690196, 0.552941, 0.274510], [0.027451, 0.372549, 0.470588], [0.000000, 0.596078, 0.537255], [0.352941, 0.058824, 0.007843], [0.356863, 0.490196, 0.501961], [0.188235, 0.345098, 0.149020], [0.898039, 0.396078, 0.231373], [0.372549, 0.250980, 0.160784], [0.450980, 0.290196, 0.737255], [0.294118, 0.325490, 0.419608], [0.788235, 0.478431, 0.866667], [0.611765, 0.196078, 0.568627], [0.784314, 0.901961, 0.949020], [0.019608, 0.670588, 0.921569], [0.654902, 0.419608, 0.603922], [0.905882, 0.690196, 0.000000], [0.376471, 1.000000, 0.388235], [0.949020, 0.870588, 0.000000], [0.466667, 0.266667, 0.003922], [0.376471, 0.145098, 0.254902], [0.407843, 0.498039, 0.796078], [0.474510, 0.623529, 0.690196], [0.050980, 0.913725, 0.635294], [0.615686, 0.972549, 0.858824], [0.517647, 0.000000, 0.462745], [0.556863, 0.427451, 0.286275], [0.890196, 0.254902, 0.188235], [0.725490, 0.286275, 0.423529], [0.478431, 0.290196, 0.525490], [1.000000, 0.815686, 0.713725], [0.298039, 0.364706, 0.780392], [0.886275, 0.701961, 0.572549], [1.000000, 0.298039, 0.933333], [0.839216, 0.941176, 0.647059], [0.749020, 0.376471, 0.149020], [0.843137, 0.639216, 0.709804], [0.741176, 0.490196, 0.000000], [0.533333, 0.435294, 0.698039], [1.000000, 0.188235, 0.631373], [1.000000, 0.913725, 0.690196], [0.200000, 0.345098, 0.298039], [0.721569, 0.549020, 0.478431], [0.423529, 0.529412, 0.321569], [0.737255, 0.580392, 0.823529], [0.105882, 0.901961, 0.996078], [0.631373, 0.235294, 0.447059], [0.639216, 0.317647, 0.658824], [0.427451, 0.000000, 0.596078], [0.537255, 0.396078, 0.482353], [0.352941, 0.345098, 0.545098], [0.976471, 0.560784, 0.545098], [0.905882, 0.843137, 0.486275], [0.439216, 0.423529, 0.003922], [0.098039, 0.349020, 1.000000], [0.090196, 0.149020, 1.000000], [0.000000, 0.847059, 0.337255], [0.972549, 0.631373, 0.992157], [0.478431, 0.588235, 0.235294], [0.694118, 0.654902, 0.835294], [0.494118, 0.815686, 0.866667], [0.000000, 0.796078, 0.690196], [0.478431, 0.278431, 0.235294], [0.854902, 1.000000, 0.901961], [0.858824, 0.019608, 0.694118], [0.952941, 0.866667, 1.000000], [0.639216, 0.894118, 0.435294], [0.541176, 0.074510, 0.137255], [0.400000, 0.407843, 0.513725], [0.909804, 0.992157, 0.439216], [0.847059, 0.670588, 0.909804], [0.878431, 0.729412, 0.835294], [0.996078, 0.325490, 0.411765], [0.458824, 0.682353, 0.607843], [0.596078, 0.200000, 0.878431], [0.894118, 0.450980, 0.494118], [0.549020, 0.349020, 0.149020], [0.466667, 0.278431, 0.411765], [0.184314, 0.243137, 0.658824], ] b_glasbey_bw_minc_20 = bokeh_palette('glasbey_bw_minc_20',glasbey_bw_minc_20) m_glasbey_bw_minc_20 = mpl_cl('glasbey_bw_minc_20',glasbey_bw_minc_20) m_glasbey_bw_minc_20_r = mpl_cl('glasbey_bw_minc_20_r',list(reversed(glasbey_bw_minc_20))) glasbey = b_glasbey_bw_minc_20 m_glasbey = m_glasbey_bw_minc_20 m_glasbey_r = m_glasbey_bw_minc_20_r palette['glasbey'] = b_glasbey_bw_minc_20 palette_n['glasbey'] = b_glasbey_bw_minc_20 cm['glasbey'] = m_glasbey_bw_minc_20 cm['glasbey_r'] = m_glasbey_bw_minc_20_r cm_n['glasbey'] = mpl_cl('glasbey',glasbey_bw_minc_20) cm_n['glasbey_r'] = mpl_cl('glasbey_r',list(reversed(glasbey_bw_minc_20))) glasbey_bw = [ # cmap_def [0.843137, 0.000000, 0.000000], [0.549020, 0.235294, 1.000000], [0.007843, 0.533333, 0.000000], [0.000000, 0.674510, 0.780392], [0.596078, 1.000000, 0.000000], [1.000000, 0.498039, 0.819608], [0.423529, 0.000000, 0.309804], [1.000000, 0.647059, 0.188235], [0.000000, 0.000000, 0.615686], [0.525490, 0.439216, 0.407843], [0.000000, 0.286275, 0.258824], [0.309804, 0.164706, 0.000000], [0.000000, 0.992157, 0.811765], [0.737255, 0.717647, 1.000000], [0.584314, 0.705882, 0.478431], [0.752941, 0.015686, 0.725490], [0.145098, 0.400000, 0.635294], [0.156863, 0.000000, 0.254902], [0.862745, 0.701961, 0.686275], [0.996078, 0.960784, 0.564706], [0.313725, 0.270588, 0.356863], [0.643137, 0.486275, 0.000000], [1.000000, 0.443137, 0.400000], [0.247059, 0.505882, 0.431373], [0.509804, 0.000000, 0.050980], [0.639216, 0.482353, 0.701961], [0.203922, 0.305882, 0.000000], [0.607843, 0.894118, 1.000000], [0.921569, 0.000000, 0.466667], [0.176471, 0.000000, 0.039216], [0.368627, 0.564706, 1.000000], [0.000000, 0.780392, 0.125490], [0.345098, 0.003922, 0.666667], [0.000000, 0.117647, 0.000000], [0.603922, 0.278431, 0.000000], [0.588235, 0.623529, 0.650980], [0.607843, 0.258824, 0.360784], [0.000000, 0.121569, 0.196078], [0.784314, 0.768627, 0.000000], [1.000000, 0.815686, 1.000000], [0.000000, 0.745098, 0.603922], [0.215686, 0.082353, 1.000000], [0.176471, 0.145098, 0.145098], [0.874510, 0.345098, 1.000000], [0.745098, 0.905882, 0.752941], [0.498039, 0.270588, 0.596078], [0.321569, 0.309804, 0.235294], [0.847059, 0.400000, 0.000000], [0.392157, 0.454902, 0.219608], [0.756863, 0.450980, 0.533333], [0.431373, 0.454902, 0.541176], [0.501961, 0.615686, 0.011765], [0.745098, 0.545098, 0.396078], [0.388235, 0.200000, 0.223529], [0.792157, 0.803922, 0.854902], [0.423529, 0.921569, 0.513725], [0.133333, 0.250980, 0.411765], [0.635294, 0.498039, 1.000000], [0.996078, 0.011765, 0.796078], [0.462745, 0.737255, 0.992157], [0.850980, 0.764706, 0.509804], [0.807843, 0.639216, 0.807843], [0.427451, 0.313725, 0.000000], [0.000000, 0.411765, 0.454902], [0.278431, 0.623529, 0.368627], [0.580392, 0.776471, 0.749020], [0.976471, 1.000000, 0.000000], [0.752941, 0.329412, 0.270588], [0.000000, 0.396078, 0.235294], [0.356863, 0.313725, 0.658824], [0.325490, 0.125490, 0.392157], [0.309804, 0.372549, 1.000000], [0.494118, 0.560784, 0.466667], [0.725490, 0.031373, 0.980392], [0.545098, 0.572549, 0.764706], [0.701961, 0.000000, 0.207843], [0.533333, 0.376471, 0.494118], [0.623529, 0.000000, 0.458824], [1.000000, 0.870588, 0.768627], [0.317647, 0.031373, 0.000000], [0.101961, 0.031373, 0.000000], [0.298039, 0.537255, 0.713725], [0.000000, 0.874510, 0.874510], [0.784314, 1.000000, 0.980392], [0.188235, 0.207843, 0.082353], [1.000000, 0.152941, 0.278431], [1.000000, 0.592157, 0.666667], [0.015686, 0.000000, 0.101961], [0.788235, 0.376471, 0.694118], [0.764706, 0.635294, 0.215686], [0.486275, 0.309804, 0.227451], [0.976471, 0.619608, 0.466667], [0.337255, 0.396078, 0.392157], [0.819608, 0.576471, 1.000000], [0.176471, 0.121569, 0.411765], [0.254902, 0.105882, 0.203922], [0.686275, 0.576471, 0.596078], [0.384314, 0.619608, 0.600000], [0.741176, 0.870588, 0.482353], [1.000000, 0.368627, 0.580392], [0.058824, 0.160784, 0.137255], [0.721569, 0.745098, 0.674510], [0.454902, 0.231373, 0.396078], [0.062745, 0.000000, 0.050980], [0.498039, 0.431373, 0.741176], [0.619608, 0.419608, 0.231373], [1.000000, 0.274510, 0.000000], [0.498039, 0.000000, 0.529412], [1.000000, 0.807843, 0.243137], [0.188235, 0.231373, 0.262745], [0.996078, 0.647059, 1.000000], [0.541176, 0.007843, 0.243137], [0.462745, 0.172549, 0.003922], [0.039216, 0.541176, 0.588235], [0.019608, 0.000000, 0.321569], [0.556863, 0.839216, 0.196078], [0.325490, 0.768627, 0.450980], [0.278431, 0.349020, 0.443137], [0.345098, 0.007843, 0.133333], [0.650980, 0.133333, 0.003922], [0.564706, 0.576471, 0.298039], [0.000000, 0.262745, 0.117647], [0.505882, 0.000000, 0.819608], [0.184314, 0.149020, 0.247059], [0.749020, 0.223529, 0.517647], [0.960784, 1.000000, 0.835294], [0.000000, 0.827451, 1.000000], [0.415686, 0.000000, 0.972549], [0.611765, 0.733333, 0.823529], [0.478431, 0.850980, 0.670588], [0.411765, 0.341176, 0.364706], [0.000000, 0.411765, 0.019608], [0.211765, 0.211765, 0.611765], [0.003922, 0.513725, 0.278431], [0.266667, 0.117647, 0.094118], [0.027451, 0.647059, 0.937255], [1.000000, 0.505882, 0.188235], [0.654902, 0.333333, 0.721569], [0.407843, 0.352941, 0.513725], [0.450980, 1.000000, 1.000000], [0.850980, 0.529412, 0.007843], [0.733333, 0.827451, 1.000000], [0.556863, 0.215686, 0.184314], [0.654902, 0.627451, 0.501961], [0.000000, 0.490196, 0.890196], [0.556863, 0.494118, 0.560784], [0.600000, 0.266667, 0.533333], [0.000000, 0.945098, 0.207843], [0.682353, 0.666667, 0.788235], [0.627451, 0.380392, 0.384314], [0.298039, 0.227451, 0.466667], [0.423529, 0.509804, 0.513725], [0.945098, 0.866667, 0.905882], [1.000000, 0.733333, 0.827451], [0.219608, 0.647059, 0.137255], [0.705882, 1.000000, 0.658824], [0.047059, 0.070588, 0.027451], [0.843137, 0.321569, 0.431373], [0.584314, 0.623529, 0.996078], [0.490196, 0.498039, 0.000000], [0.462745, 0.623529, 0.725490], [0.858824, 0.529412, 0.498039], [0.066667, 0.074510, 0.098039], [0.831373, 0.509804, 0.831373], [0.623529, 0.000000, 0.749020], [0.862745, 0.937255, 1.000000], [0.556863, 0.670588, 0.603922], [0.443137, 0.392157, 0.258824], [0.290196, 0.235294, 0.243137], [0.031373, 0.305882, 0.372549], [0.611765, 0.721569, 0.266667], [0.847059, 0.870588, 0.835294], [0.796078, 1.000000, 0.423529], [0.701961, 0.392157, 0.921569], [0.274510, 0.364706, 0.200000], [0.000000, 0.619608, 0.490196], [0.760784, 0.254902, 0.000000], [0.309804, 0.737255, 0.733333], [0.850980, 0.545098, 0.694118], [0.356863, 0.450980, 0.713725], [0.294118, 0.254902, 0.003922], [0.584314, 0.513725, 0.368627], [0.286275, 0.454902, 0.545098], [1.000000, 0.450980, 1.000000], [0.513725, 0.415686, 0.113725], [0.862745, 0.811765, 1.000000], [0.494118, 0.419608, 0.996078], [0.388235, 0.462745, 0.376471], [1.000000, 0.756863, 0.572549], [0.349020, 0.368627, 0.000000], [0.894118, 0.035294, 0.901961], [0.725490, 0.694118, 0.717647], [0.827451, 0.176471, 0.254902], [0.196078, 0.258824, 0.215686], [0.850980, 0.639216, 0.388235], [0.356863, 0.545098, 0.200000], [0.184314, 0.121569, 0.000000], [0.596078, 0.905882, 0.843137], [0.164706, 0.384314, 0.341176], [0.807843, 0.447059, 0.301961], [0.364706, 0.239216, 0.156863], [0.000000, 0.349020, 0.850980], [0.678431, 0.580392, 0.839216], [0.419608, 0.117647, 0.580392], [0.705882, 0.003922, 0.368627], [0.254902, 0.000000, 0.274510], [0.615686, 1.000000, 0.811765], [0.894118, 0.282353, 0.615686], [0.890196, 0.890196, 0.278431], [0.862745, 0.886275, 0.647059], [0.000000, 0.156863, 0.352941], [0.666667, 0.356863, 0.509804], [0.000000, 0.000000, 0.862745], [0.294118, 0.305882, 0.317647], [0.854902, 0.749020, 0.835294], [0.000000, 0.301961, 0.600000], [0.533333, 0.392157, 0.619608], [0.415686, 0.117647, 0.113725], [0.556863, 0.321569, 0.772549], [0.721569, 0.854902, 0.874510], [0.866667, 0.701961, 0.992157], [0.482353, 0.282353, 0.329412], [0.298039, 0.450980, 0.000000], [0.270588, 0.000000, 0.466667], [0.698039, 0.372549, 0.000000], [0.572549, 0.819608, 0.525490], [0.333333, 0.200000, 0.298039], [0.411765, 0.690196, 0.521569], [0.670588, 0.576471, 0.690196], [0.905882, 0.329412, 0.258824], [0.560784, 0.549020, 0.541176], [0.439216, 0.678431, 0.317647], [0.670588, 0.486275, 0.454902], [0.000000, 0.203922, 0.235294], [0.145098, 0.058824, 0.074510], [0.905882, 0.690196, 0.000000], [0.478431, 0.800000, 0.862745], [0.094118, 0.078431, 0.227451], [0.615686, 0.321569, 0.223529], [0.733333, 0.482353, 0.192157], [0.717647, 0.792157, 0.580392], [0.192157, 0.031373, 0.000000], [0.639216, 0.584314, 0.023529], [0.000000, 0.854902, 0.729412], [0.454902, 0.627451, 0.870588], [0.388235, 0.235294, 0.450980], [1.000000, 0.854902, 0.560784], [0.466667, 0.721569, 0.000000], [0.250980, 0.184314, 0.113725], [0.345098, 0.529412, 0.349020], [0.176471, 0.000000, 0.129412], [0.960784, 0.631373, 0.831373], [0.854902, 0.000000, 0.666667], [0.462745, 0.160784, 0.286275], [0.741176, 0.898039, 0.000000], [0.764706, 0.760784, 0.364706], ] b_glasbey_bw = bokeh_palette('glasbey_bw',glasbey_bw) m_glasbey_bw = mpl_cl('glasbey_bw',glasbey_bw) m_glasbey_bw_r = mpl_cl('glasbey_bw_r',list(reversed(glasbey_bw))) glasbey_bw_minc_20_maxl_70 = [ # cmap_def [0.843137, 0.000000, 0.000000], [0.549020, 0.235294, 1.000000], [0.007843, 0.533333, 0.000000], [0.000000, 0.674510, 0.780392], [0.905882, 0.647059, 0.000000], [1.000000, 0.498039, 0.819608], [0.423529, 0.000000, 0.309804], [0.345098, 0.231373, 0.000000], [0.000000, 0.341176, 0.349020], [0.082353, 0.882353, 0.552941], [0.000000, 0.000000, 0.866667], [0.635294, 0.462745, 0.415686], [0.737255, 0.717647, 1.000000], [0.752941, 0.015686, 0.725490], [0.392157, 0.329412, 0.450980], [0.474510, 0.000000, 0.000000], [0.027451, 0.454902, 0.847059], [0.450980, 0.607843, 0.490196], [1.000000, 0.470588, 0.321569], [0.000000, 0.294118, 0.000000], [0.560784, 0.482353, 0.003922], [0.952941, 0.000000, 0.482353], [0.560784, 0.729412, 0.000000], [0.650980, 0.482353, 0.721569], [0.352941, 0.007843, 0.639216], [0.890196, 0.686275, 0.686275], [0.627451, 0.227451, 0.321569], [0.635294, 0.784314, 0.784314], [0.619608, 0.294118, 0.000000], [0.329412, 0.403922, 0.270588], [0.733333, 0.764706, 0.537255], [0.372549, 0.482353, 0.533333], [0.376471, 0.219608, 0.235294], [0.513725, 0.533333, 1.000000], [0.223529, 0.000000, 0.000000], [0.890196, 0.325490, 1.000000], [0.188235, 0.325490, 0.509804], [0.498039, 0.792157, 1.000000], [0.772549, 0.400000, 0.560784], [0.000000, 0.505882, 0.415686], [0.572549, 0.619608, 0.717647], [0.800000, 0.454902, 0.027451], [0.498039, 0.168627, 0.556863], [0.000000, 0.745098, 0.643137], [0.176471, 0.694118, 0.321569], [0.305882, 0.200000, 1.000000], [0.000000, 0.898039, 0.000000], [1.000000, 0.000000, 0.807843], [0.784314, 0.345098, 0.282353], [0.898039, 0.611765, 1.000000], [0.113725, 0.631373, 1.000000], [0.431373, 0.439216, 0.670588], [0.784314, 0.603922, 0.411765], [0.470588, 0.341176, 0.231373], [0.015686, 0.854902, 0.901961], [0.756863, 0.639216, 0.768627], [1.000000, 0.415686, 0.541176], [0.733333, 0.000000, 0.996078], [0.572549, 0.325490, 0.501961], [0.623529, 0.007843, 0.454902], [0.580392, 0.631373, 0.313725], [0.215686, 0.266667, 0.145098], [0.686275, 0.427451, 1.000000], [0.349020, 0.427451, 0.000000], [1.000000, 0.192157, 0.278431], [0.513725, 0.501961, 0.341176], [0.000000, 0.427451, 0.180392], [0.537255, 0.337255, 0.686275], [0.352941, 0.290196, 0.639216], [0.466667, 0.207843, 0.086275], [0.525490, 0.764706, 0.603922], [0.372549, 0.066667, 0.137255], [0.835294, 0.521569, 0.505882], [0.643137, 0.160784, 0.094118], [0.000000, 0.533333, 0.694118], [0.796078, 0.000000, 0.266667], [1.000000, 0.627451, 0.337255], [0.921569, 0.305882, 0.000000], [0.423529, 0.592157, 0.000000], [0.325490, 0.525490, 0.286275], [0.458824, 0.352941, 0.000000], [0.784314, 0.768627, 0.250980], [0.572549, 0.827451, 0.439216], [0.294118, 0.596078, 0.580392], [0.301961, 0.137255, 0.050980], [0.380392, 0.203922, 0.360784], [0.517647, 0.000000, 0.811765], [0.545098, 0.000000, 0.192157], [0.623529, 0.431373, 0.196078], [0.674510, 0.517647, 0.600000], [0.776471, 0.192157, 0.537255], [0.007843, 0.329412, 0.219608], [0.031373, 0.419608, 0.517647], [0.529412, 0.658824, 0.925490], [0.392157, 0.400000, 0.937255], [0.768627, 0.364706, 0.729412], [0.003922, 0.623529, 0.439216], [0.505882, 0.317647, 0.349020], [0.513725, 0.435294, 0.549020], [0.701961, 0.752941, 0.854902], [0.725490, 0.568627, 0.160784], [1.000000, 0.592157, 0.698039], [0.654902, 0.576471, 0.882353], [0.411765, 0.552941, 0.745098], [0.298039, 0.313725, 0.003922], [0.282353, 0.007843, 0.800000], [0.380392, 0.000000, 0.431373], [0.270588, 0.415686, 0.400000], [0.615686, 0.341176, 0.262745], [0.482353, 0.674510, 0.709804], [0.803922, 0.517647, 0.741176], [0.000000, 0.329412, 0.756863], [0.482353, 0.184314, 0.309804], [0.984314, 0.486275, 0.000000], [0.203922, 0.752941, 0.000000], [1.000000, 0.611765, 0.533333], [0.882353, 0.717647, 0.411765], [0.325490, 0.380392, 0.466667], [0.360784, 0.227451, 0.486275], [0.929412, 0.647059, 0.854902], [0.941176, 0.325490, 0.639216], [0.364706, 0.494118, 0.411765], [0.768627, 0.466667, 0.313725], [0.819608, 0.282353, 0.407843], [0.431373, 0.000000, 0.921569], [0.121569, 0.203922, 0.000000], [0.756863, 0.254902, 0.015686], [0.427451, 0.835294, 0.760784], [0.274510, 0.439216, 0.623529], [0.635294, 0.003922, 0.768627], [0.039216, 0.509804, 0.537255], [0.686275, 0.650980, 0.003922], [0.650980, 0.360784, 0.419608], [0.996078, 0.466667, 1.000000], [0.545098, 0.521569, 0.682353], [0.780392, 0.498039, 0.913725], [0.603922, 0.670588, 0.521569], [0.529412, 0.423529, 0.850980], [0.003922, 0.729412, 0.968627], [0.686275, 0.368627, 0.823529], [0.349020, 0.317647, 0.168627], [0.713725, 0.000000, 0.372549], [0.486275, 0.713725, 0.415686], [0.286275, 0.521569, 1.000000], [0.000000, 0.760784, 0.509804], [0.823529, 0.584314, 0.670588], [0.639216, 0.294118, 0.658824], [0.890196, 0.023529, 0.890196], [0.086275, 0.639216, 0.000000], [0.223529, 0.180392, 0.000000], [0.517647, 0.188235, 0.200000], [0.368627, 0.584314, 0.666667], [0.352941, 0.062745, 0.000000], [0.482353, 0.274510, 0.000000], [0.435294, 0.435294, 0.192157], [0.200000, 0.345098, 0.149020], [0.301961, 0.376471, 0.713725], [0.635294, 0.584314, 0.392157], [0.384314, 0.250980, 0.156863], [0.270588, 0.831373, 0.345098], [0.439216, 0.666667, 0.815686], [0.180392, 0.419608, 0.305882], [0.450980, 0.686275, 0.619608], [0.992157, 0.082353, 0.000000], [0.847059, 0.705882, 0.572549], [0.478431, 0.537255, 0.231373], [0.490196, 0.776471, 0.850980], [0.862745, 0.568627, 0.215686], [0.925490, 0.380392, 0.368627], [0.925490, 0.372549, 0.831373], [0.898039, 0.482353, 0.654902], [0.650980, 0.423529, 0.596078], [0.000000, 0.592157, 0.266667], [0.729412, 0.372549, 0.133333], [0.737255, 0.678431, 0.325490], [0.533333, 0.847059, 0.188235], [0.529412, 0.207843, 0.450980], [0.682353, 0.658824, 0.823529], [0.890196, 0.549020, 0.388235], [0.819608, 0.694118, 0.925490], [0.215686, 0.258824, 0.623529], [0.227451, 0.745098, 0.760784], [0.400000, 0.615686, 0.301961], [0.619608, 0.011765, 0.600000], [0.305882, 0.305882, 0.478431], [0.482353, 0.298039, 0.525490], [0.764706, 0.207843, 0.192157], [0.552941, 0.400000, 0.466667], [0.666667, 0.000000, 0.176471], [0.498039, 0.003922, 0.458824], [0.003922, 0.509804, 0.301961], [0.450980, 0.290196, 0.403922], [0.447059, 0.466667, 0.568627], [0.431373, 0.000000, 0.600000], [0.627451, 0.729412, 0.321569], [0.882353, 0.431373, 0.192157], [0.772549, 0.415686, 0.443137], [0.427451, 0.356863, 0.588235], [0.639216, 0.235294, 0.454902], [0.196078, 0.384314, 0.000000], [0.533333, 0.000000, 0.313725], [0.200000, 0.345098, 0.411765], [0.729412, 0.552941, 0.486275], [0.098039, 0.349020, 1.000000], [0.568627, 0.572549, 0.007843], [0.172549, 0.545098, 0.835294], [0.090196, 0.149020, 1.000000], [0.129412, 0.827451, 1.000000], [0.643137, 0.564706, 0.686275], [0.545098, 0.427451, 0.309804], [0.368627, 0.129412, 0.243137], [0.862745, 0.011765, 0.701961], [0.435294, 0.341176, 0.792157], [0.396078, 0.156863, 0.129412], [0.678431, 0.466667, 0.000000], [0.639216, 0.749020, 0.968627], [0.709804, 0.517647, 0.274510], [0.592157, 0.219608, 0.862745], [0.698039, 0.317647, 0.580392], [0.447059, 0.258824, 0.639216], [0.529412, 0.560784, 0.819608], [0.541176, 0.439216, 0.694118], [0.419608, 0.686275, 0.211765], [0.352941, 0.478431, 0.788235], [0.780392, 0.623529, 1.000000], [0.337255, 0.517647, 0.101961], [0.000000, 0.839216, 0.654902], [0.509804, 0.278431, 0.223529], [0.066667, 0.262745, 0.113725], [0.352941, 0.670588, 0.458824], [0.568627, 0.356863, 0.003922], [0.964706, 0.270588, 0.439216], [1.000000, 0.592157, 0.011765], [0.882353, 0.258824, 0.192157], [0.729412, 0.572549, 0.811765], [0.203922, 0.345098, 0.301961], [0.972549, 0.501961, 0.490196], [0.568627, 0.203922, 0.000000], [0.701961, 0.803922, 0.000000], [0.180392, 0.623529, 0.827451], [0.474510, 0.545098, 0.623529], [0.317647, 0.505882, 0.490196], [0.756863, 0.211765, 0.843137], [0.925490, 0.019608, 0.325490], [0.725490, 0.674510, 0.494118], [0.282353, 0.439216, 0.196078], [0.517647, 0.584314, 0.396078], [0.850980, 0.615686, 0.537255], [0.000000, 0.392157, 0.639216], [0.298039, 0.564706, 0.470588], [0.560784, 0.380392, 0.596078], [1.000000, 0.325490, 0.219608], [0.654902, 0.258824, 0.231373], [0.000000, 0.431373, 0.439216], [0.596078, 0.517647, 0.243137], [0.862745, 0.690196, 0.784314], ] b_glasbey_bw_minc_20_maxl_70 = bokeh_palette('glasbey_bw_minc_20_maxl_70',glasbey_bw_minc_20_maxl_70) m_glasbey_bw_minc_20_maxl_70 = mpl_cl('glasbey_bw_minc_20_maxl_70',glasbey_bw_minc_20_maxl_70) m_glasbey_bw_minc_20_maxl_70_r = mpl_cl('glasbey_bw_minc_20_maxl_70_r',list(reversed(glasbey_bw_minc_20_maxl_70))) glasbey_dark = b_glasbey_bw_minc_20_maxl_70 m_glasbey_dark = m_glasbey_bw_minc_20_maxl_70 m_glasbey_dark_r = m_glasbey_bw_minc_20_maxl_70_r palette['glasbey_dark'] = b_glasbey_bw_minc_20_maxl_70 palette_n['glasbey_dark'] = b_glasbey_bw_minc_20_maxl_70 cm['glasbey_dark'] = m_glasbey_bw_minc_20_maxl_70 cm['glasbey_dark_r'] = m_glasbey_bw_minc_20_maxl_70_r cm_n['glasbey_dark'] = mpl_cl('glasbey_dark',glasbey_bw_minc_20_maxl_70) cm_n['glasbey_dark_r'] = mpl_cl('glasbey_dark_r',list(reversed(glasbey_bw_minc_20_maxl_70))) glasbey_hv = [ # cmap_def [0.188235, 0.635294, 0.854902], [0.988235, 0.309804, 0.188235], [0.898039, 0.682353, 0.219608], [0.427451, 0.564706, 0.309804], [0.545098, 0.545098, 0.545098], [0.090196, 0.745098, 0.811765], [0.580392, 0.403922, 0.741176], [0.839216, 0.152941, 0.156863], [0.121569, 0.466667, 0.705882], [0.890196, 0.466667, 0.760784], [0.549020, 0.337255, 0.294118], [0.737255, 0.741176, 0.133333], [0.227451, 0.003922, 0.513725], [0.000000, 0.262745, 0.000000], [0.058824, 1.000000, 0.662745], [0.368627, 0.000000, 0.250980], [0.776471, 0.741176, 1.000000], [0.258824, 0.313725, 0.321569], [0.721569, 0.000000, 0.501961], [1.000000, 0.717647, 0.701961], [0.490196, 0.007843, 0.000000], [0.380392, 0.149020, 1.000000], [1.000000, 1.000000, 0.603922], [0.682353, 0.788235, 0.670588], [0.000000, 0.525490, 0.486275], [0.333333, 0.227451, 0.000000], [0.580392, 0.988235, 1.000000], [0.000000, 0.749020, 0.000000], [0.490196, 0.000000, 0.627451], [0.670588, 0.447059, 0.000000], [0.568627, 1.000000, 0.000000], [0.003922, 0.745098, 0.541176], [0.000000, 0.270588, 0.482353], [0.784314, 0.509804, 0.435294], [1.000000, 0.121569, 0.513725], [0.866667, 0.000000, 1.000000], [0.019608, 0.454902, 0.000000], [0.392157, 0.266667, 0.380392], [0.533333, 0.560784, 1.000000], [1.000000, 0.713725, 0.956863], [0.325490, 0.384314, 0.215686], [0.807843, 0.521569, 1.000000], [0.407843, 0.415686, 0.517647], [0.745098, 0.705882, 0.745098], [0.647059, 0.376471, 0.537255], [0.584314, 0.827451, 1.000000], [0.003922, 0.000000, 0.972549], [1.000000, 0.501961, 0.007843], [0.545098, 0.160784, 0.270588], [0.678431, 0.627451, 0.427451], [0.325490, 0.270588, 0.545098], [0.784314, 1.000000, 0.850980], [0.666667, 0.274510, 0.000000], [1.000000, 0.474510, 0.560784], [0.513725, 0.827451, 0.443137], [0.564706, 0.619608, 0.749020], [0.580392, 0.000000, 0.960784], [0.921569, 0.815686, 0.607843], [0.678431, 0.545098, 0.694118], [0.000000, 0.388235, 0.290196], [1.000000, 0.862745, 0.000000], [0.533333, 0.466667, 0.317647], [0.494118, 0.670588, 0.639216], [0.000000, 0.000000, 0.592157], [0.960784, 0.000000, 0.776471], [0.396078, 0.200000, 0.160784], [0.000000, 0.400000, 0.470588], [0.015686, 0.890196, 0.784314], [0.654902, 0.215686, 0.682353], [0.772549, 0.858824, 0.882353], [0.301961, 0.431373, 1.000000], [0.607843, 0.576471, 0.003922], [0.803922, 0.345098, 0.419608], [0.937255, 0.870588, 0.996078], [0.474510, 0.352941, 0.000000], [0.372549, 0.533333, 0.603922], [0.705882, 1.000000, 0.572549], [0.368627, 0.447059, 0.419608], [0.321569, 0.000000, 0.400000], [0.019608, 0.529412, 0.317647], [0.517647, 0.125490, 0.435294], [0.235294, 0.588235, 0.019608], [0.396078, 0.450980, 0.000000], [0.945098, 0.627451, 0.423529], [0.372549, 0.313725, 0.270588], [0.741176, 0.000000, 0.290196], [0.815686, 0.407843, 0.152941], [0.843137, 0.588235, 0.670588], [0.537255, 0.364706, 1.000000], [0.509804, 0.423529, 0.462745], [0.168627, 0.333333, 0.725490], [0.431373, 0.486275, 0.733333], [0.905882, 0.835294, 0.827451], [0.364706, 0.000000, 0.094118], [0.486275, 0.231373, 0.003922], [0.501961, 0.694118, 0.490196], [0.784314, 0.850980, 0.490196], [0.000000, 0.909804, 0.231373], [0.486275, 0.698039, 1.000000], [1.000000, 0.333333, 1.000000], [0.643137, 0.152941, 0.129412], [0.113725, 0.894118, 1.000000], [0.490196, 0.686275, 0.231373], [0.482353, 0.294118, 0.568627], [0.878431, 1.000000, 0.282353], [0.419608, 0.000000, 0.768627], [0.803922, 0.658824, 0.592157], [0.745098, 0.388235, 0.768627], [0.537255, 0.803922, 0.807843], [0.274510, 0.011765, 0.784314], [0.368627, 0.572549, 0.474510], [0.254902, 0.290196, 0.003922], [0.019608, 0.654902, 0.615686], [0.811765, 0.549020, 0.215686], [1.000000, 0.972549, 0.815686], [0.262745, 0.329412, 0.443137], [0.709804, 0.266667, 1.000000], [0.811765, 0.286275, 0.576471], [0.811765, 0.643137, 0.874510], [0.580392, 0.831373, 0.000000], [0.654902, 0.580392, 0.854902], [0.176471, 0.647059, 0.345098], [0.552941, 0.890196, 0.713725], [0.643137, 0.662745, 0.615686], [0.423529, 0.360784, 0.717647], [1.000000, 0.494118, 0.368627], [0.654902, 0.513725, 0.541176], [0.686275, 0.745098, 0.847059], [0.164706, 0.768627, 1.000000], [0.650980, 0.407843, 0.239216], [0.964706, 0.568627, 0.996078], [0.529412, 0.294118, 0.392157], [1.000000, 0.047059, 0.294118], [0.129412, 0.368627, 0.137255], [0.258824, 0.572549, 1.000000], [0.529412, 0.513725, 0.615686], [0.403922, 0.176471, 0.270588], [0.694118, 0.309804, 0.254902], [0.000000, 0.305882, 0.325490], [0.372549, 0.105882, 0.000000], [0.678431, 0.254902, 0.403922], [0.313725, 0.196078, 0.403922], [0.839216, 1.000000, 0.992157], [0.498039, 0.709804, 0.819608], [0.662745, 0.725490, 0.411765], [1.000000, 0.588235, 0.796078], [0.784314, 0.454902, 0.584314], [0.211765, 0.313725, 0.223529], [1.000000, 0.815686, 0.388235], [0.368627, 0.345098, 0.384314], [0.529412, 0.580392, 0.462745], [0.662745, 0.470588, 1.000000], [0.011765, 0.784314, 0.388235], [0.905882, 0.745098, 0.831373], [0.831373, 0.890196, 0.815686], [0.529412, 0.403922, 0.564706], [0.537255, 0.486275, 0.152941], [0.803922, 0.862745, 1.000000], [0.666667, 0.403922, 0.419608], [0.196078, 0.203922, 0.454902], [1.000000, 0.368627, 0.662745], [0.000000, 0.607843, 0.690196], [0.443137, 1.000000, 0.866667], [0.470588, 0.360784, 0.219608], [0.313725, 0.396078, 0.607843], [0.800000, 0.000000, 0.701961], [0.341176, 0.482353, 0.333333], [0.317647, 0.431373, 0.482353], [0.003922, 0.372549, 0.572549], [0.666667, 0.741176, 0.745098], [0.003922, 0.498039, 0.600000], [0.015686, 0.866667, 0.592157], [0.529412, 0.227451, 0.172549], [0.941176, 0.588235, 0.556863], [0.458824, 0.776471, 0.666667], [0.439216, 0.411765, 0.364706], [0.800000, 0.862745, 0.035294], [0.686275, 0.521569, 0.341176], [0.847059, 0.000000, 0.458824], [0.615686, 0.247059, 0.505882], [0.850980, 0.270588, 0.000000], [0.866667, 0.403922, 0.329412], [0.372549, 1.000000, 0.474510], [0.835294, 0.694118, 0.450980], [0.384314, 0.149020, 0.368627], [0.729412, 0.635294, 0.239216], [0.850980, 0.949020, 0.701961], [0.341176, 0.007843, 0.560784], [0.631373, 0.607843, 0.666667], [0.301961, 0.290196, 0.152941], [0.643137, 0.662745, 1.000000], [0.674510, 0.909804, 0.858824], [0.600000, 0.349020, 0.003922], [0.674510, 0.000000, 0.886275], [0.278431, 0.509804, 0.184314], [0.796078, 0.764706, 0.678431], [0.000000, 0.772549, 0.713725], [0.380392, 0.325490, 0.470588], [0.200000, 0.427451, 0.407843], [0.647059, 0.572549, 0.501961], [0.517647, 0.600000, 0.635294], [0.992157, 0.341176, 0.392157], [0.439216, 0.588235, 0.823529], [0.447059, 0.552941, 0.027451], [0.498039, 0.000000, 0.298039], [0.082353, 0.188235, 0.627451], [0.819608, 0.756863, 0.886275], [0.788235, 0.521569, 0.815686], [0.423529, 0.270588, 0.294118], [0.498039, 0.000000, 0.141176], [0.000000, 0.635294, 0.474510], [0.698039, 0.662745, 0.811765], [0.976471, 0.000000, 0.000000], [0.690196, 0.913725, 1.000000], [0.576471, 0.619608, 0.313725], [0.447059, 0.478431, 0.509804], [0.850980, 0.180392, 0.333333], [0.278431, 0.380392, 0.003922], [0.000000, 0.349020, 1.000000], [0.466667, 0.250980, 0.709804], [0.674510, 0.894118, 0.376471], [0.403922, 0.270588, 0.145098], [0.321569, 0.364706, 0.317647], [0.584314, 0.450980, 0.407843], [0.662745, 0.894118, 0.603922], [0.639216, 0.000000, 0.345098], [0.850980, 0.384314, 0.964706], [0.556863, 0.490196, 0.811765], [1.000000, 0.741176, 0.576471], [0.639216, 0.000000, 0.572549], [0.603922, 1.000000, 0.725490], [0.654902, 0.760784, 1.000000], [0.956863, 0.384314, 0.000000], [0.898039, 0.941176, 1.000000], [0.721569, 0.611765, 0.643137], [0.376471, 0.588235, 0.580392], [1.000000, 0.623529, 0.207843], [0.549020, 0.160784, 0.000000], [0.447059, 0.419608, 0.196078], [0.874510, 0.509804, 0.305882], [0.686275, 0.482353, 0.835294], [0.737255, 0.176471, 0.000000], [0.482353, 0.435294, 0.639216], [0.282353, 0.262745, 0.384314], [0.780392, 0.639216, 1.000000], [0.000000, 0.301961, 0.156863], [0.768627, 0.776471, 0.556863], [0.878431, 0.282353, 0.843137], [0.905882, 0.913725, 0.396078], [0.898039, 0.756863, 0.043137], [0.000000, 0.956863, 0.945098], [0.623529, 0.356863, 0.635294], [0.298039, 0.254902, 0.717647], [0.396078, 0.200000, 0.556863], [0.462745, 0.494118, 0.423529], [0.662745, 0.541176, 0.211765], ] b_glasbey_hv = bokeh_palette('glasbey_hv',glasbey_hv) m_glasbey_hv = mpl_cl('glasbey_hv',glasbey_hv) m_glasbey_hv_r = mpl_cl('glasbey_hv_r',list(reversed(glasbey_hv))) glasbey_bw_minc_20_hue_150_280 = [ # cmap_def [0.050980, 0.415686, 1.000000], [0.035294, 0.584314, 0.301961], [0.000000, 0.792157, 0.898039], [0.290196, 1.000000, 0.568627], [0.000000, 0.345098, 0.376471], [0.678431, 0.643137, 1.000000], [0.458824, 0.447059, 0.560784], [0.298039, 0.000000, 0.745098], [0.607843, 0.733333, 0.623529], [0.584314, 1.000000, 0.949020], [0.258824, 0.560784, 0.568627], [0.000000, 0.270588, 0.125490], [0.737255, 0.858824, 1.000000], [0.254902, 0.643137, 1.000000], [0.305882, 0.419608, 0.325490], [0.572549, 0.650980, 0.729412], [0.027451, 0.313725, 0.588235], [0.000000, 0.784314, 0.494118], [0.525490, 0.435294, 0.980392], [0.003922, 0.478431, 0.666667], [0.380392, 0.329412, 0.682353], [0.443137, 0.572549, 0.462745], [0.780392, 0.913725, 0.792157], [0.294118, 0.325490, 0.419608], [0.000000, 0.858824, 0.760784], [0.113725, 0.000000, 1.000000], [0.603922, 0.803922, 0.815686], [0.478431, 0.549020, 0.776471], [0.329412, 0.690196, 0.603922], [0.000000, 0.639216, 0.784314], [0.313725, 0.431373, 0.466667], [0.745098, 0.729412, 0.862745], [0.482353, 0.768627, 0.996078], [0.000000, 0.509804, 0.400000], [0.513725, 0.870588, 0.662745], [0.356863, 0.141176, 1.000000], [0.007843, 0.396078, 0.196078], [0.000000, 0.945098, 1.000000], [0.823529, 0.964706, 0.996078], [0.000000, 1.000000, 0.788235], [0.439216, 0.537255, 0.611765], [0.329412, 0.443137, 0.725490], [0.180392, 0.321569, 0.270588], [0.356863, 0.517647, 0.992157], [0.407843, 0.686275, 0.725490], [0.662745, 1.000000, 0.737255], [0.352941, 0.662745, 0.439216], [0.890196, 0.874510, 1.000000], [0.172549, 0.380392, 0.501961], [0.568627, 0.556863, 0.670588], [0.556863, 0.662745, 0.886275], [0.529412, 0.866667, 0.988235], [0.015686, 0.545098, 0.866667], [0.000000, 0.447059, 0.439216], [0.223529, 0.341176, 0.768627], [0.380392, 0.360784, 0.949020], [0.462745, 0.607843, 0.592157], [0.000000, 0.619608, 0.470588], [0.349020, 0.494118, 0.454902], [0.254902, 0.262745, 0.596078], [0.686275, 0.760784, 1.000000], [0.478431, 0.447059, 0.733333], [0.623529, 0.756863, 0.862745], [0.541176, 0.564706, 0.980392], [0.286275, 0.360784, 0.568627], [0.490196, 0.784314, 0.698039], [0.011765, 0.725490, 0.956863], [0.349020, 0.454902, 0.580392], [0.423529, 0.615686, 0.768627], [0.627451, 0.890196, 0.811765], [0.015686, 0.403922, 0.317647], [0.000000, 0.756863, 0.733333], [0.309804, 0.509804, 0.356863], [0.000000, 0.886275, 0.466667], [0.000000, 0.498039, 0.568627], [0.474510, 0.760784, 0.545098], [0.647059, 0.631373, 0.811765], [0.000000, 0.490196, 0.262745], [0.796078, 1.000000, 0.933333], [0.552941, 0.701961, 0.686275], [0.270588, 0.545098, 0.666667], [0.000000, 0.968627, 0.894118], [0.000000, 0.654902, 0.662745], [0.000000, 0.403922, 0.694118], [0.376471, 0.843137, 0.854902], [0.647059, 0.909804, 0.937255], [0.003922, 0.866667, 0.639216], [0.227451, 0.380392, 0.372549], [0.380392, 0.368627, 0.517647], [0.482353, 0.662745, 0.549020], [0.454902, 0.709804, 0.839216], [0.000000, 0.270588, 1.000000], [0.313725, 0.294118, 0.494118], [0.239216, 0.192157, 0.803922], [0.000000, 0.776471, 0.623529], [0.658824, 0.831373, 0.701961], [0.333333, 0.576471, 0.505882], [0.576471, 0.984314, 0.827451], [0.341176, 0.521569, 0.733333], [0.231373, 0.341176, 0.392157], [0.380392, 0.600000, 0.658824], [0.807843, 0.800000, 1.000000], [0.588235, 0.560784, 0.835294], [0.000000, 0.705882, 0.368627], [0.729412, 0.843137, 0.894118], [0.345098, 0.227451, 0.752941], [0.000000, 0.705882, 0.501961], [0.000000, 0.239216, 0.705882], [0.000000, 0.337255, 0.215686], [0.474510, 0.635294, 1.000000], [0.415686, 0.454902, 0.858824], [0.415686, 0.905882, 0.768627], [0.494118, 0.784314, 0.862745], [0.447059, 0.498039, 0.647059], [0.000000, 0.419608, 0.486275], [0.341176, 0.396078, 0.478431], [0.431373, 0.964706, 0.690196], [0.113725, 0.462745, 0.815686], [0.364706, 0.505882, 0.533333], [0.235294, 0.443137, 0.388235], [0.000000, 0.709804, 0.788235], [0.368627, 0.572549, 0.878431], [0.400000, 0.427451, 0.619608], [0.227451, 0.611765, 0.847059], [0.211765, 0.368627, 0.250980], [0.317647, 0.819608, 1.000000], [0.443137, 0.760784, 0.752941], [0.000000, 0.564706, 0.501961], [0.419608, 0.686275, 0.925490], [0.309804, 0.588235, 0.415686], [0.752941, 0.905882, 0.886275], [0.639216, 0.694118, 0.831373], [0.411765, 0.278431, 0.874510], [0.000000, 0.588235, 0.662745], [0.443137, 0.380392, 0.803922], [0.839216, 0.913725, 1.000000], [0.549020, 0.603922, 0.756863], [0.729412, 0.705882, 0.949020], [0.749020, 0.796078, 0.894118], [0.184314, 0.443137, 0.305882], [0.556863, 0.713725, 0.764706], [0.498039, 0.909804, 0.874510], [0.227451, 0.447059, 0.549020], [0.529412, 0.509804, 0.713725], [0.403922, 0.835294, 0.533333], [0.043137, 0.505882, 1.000000], [0.513725, 0.501961, 0.854902], [0.149020, 0.635294, 0.568627], [0.631373, 0.784314, 0.733333], [0.274510, 0.294118, 1.000000], [0.243137, 0.419608, 0.603922], [0.780392, 1.000000, 0.839216], [0.223529, 0.498039, 0.482353], [0.658824, 0.921569, 0.749020], [0.003922, 0.345098, 0.313725], [0.184314, 0.003922, 0.827451], [0.501961, 0.972549, 1.000000], [0.607843, 0.823529, 0.996078], [0.733333, 0.913725, 1.000000], [0.196078, 0.329412, 0.498039], [0.000000, 0.874510, 0.992157], [0.501961, 0.639216, 0.674510], [0.062745, 0.556863, 0.376471], [0.341176, 0.380392, 0.768627], [0.000000, 0.647059, 0.400000], [0.317647, 0.435294, 1.000000], [0.305882, 0.501961, 0.843137], [0.360784, 0.647059, 0.631373], [0.568627, 0.729412, 1.000000], [0.376471, 0.713725, 0.549020], [0.031373, 0.925490, 0.603922], [0.380392, 0.800000, 0.623529], [0.333333, 0.643137, 0.509804], [0.152941, 0.290196, 0.188235], [0.733333, 1.000000, 1.000000], [0.360784, 0.654902, 0.760784], [0.000000, 0.545098, 0.752941], [0.596078, 0.666667, 1.000000], [0.486275, 0.600000, 0.686275], [0.423529, 0.486275, 0.745098], [0.156863, 0.576471, 0.996078], [0.000000, 0.392157, 0.839216], [0.007843, 0.345098, 0.439216], [0.435294, 0.552941, 0.698039], [0.000000, 0.301961, 0.784314], [0.215686, 0.321569, 0.623529], [0.525490, 0.600000, 0.882353], [0.552941, 0.717647, 0.890196], [0.000000, 0.368627, 0.576471], [0.400000, 0.545098, 0.529412], [0.341176, 0.000000, 0.890196], [0.505882, 0.831373, 0.792157], [0.478431, 0.894118, 0.945098], [0.513725, 0.717647, 0.635294], [0.329412, 0.756863, 0.682353], [0.627451, 0.823529, 0.909804], [0.247059, 0.152941, 1.000000], [0.482353, 0.352941, 0.984314], [0.321569, 0.494118, 0.580392], [0.250980, 0.392157, 0.682353], [0.403922, 1.000000, 0.878431], [0.474510, 0.498039, 1.000000], [0.270588, 0.423529, 0.847059], [0.274510, 0.525490, 0.431373], [0.552941, 0.784314, 0.643137], [0.243137, 0.384314, 0.325490], [0.392157, 0.513725, 0.419608], [0.345098, 0.733333, 0.462745], [0.207843, 0.454902, 0.490196], [0.321569, 0.752941, 0.800000], [0.450980, 0.623529, 0.862745], [0.301961, 0.305882, 0.701961], [0.247059, 0.470588, 0.698039], [0.423529, 0.392157, 0.674510], [0.031373, 0.698039, 0.647059], [0.435294, 0.525490, 0.862745], [0.525490, 0.654902, 0.796078], [0.219608, 0.396078, 0.435294], [0.274510, 0.368627, 0.494118], [0.458824, 0.905882, 0.588235], [0.419608, 0.478431, 0.560784], [0.309804, 0.666667, 0.854902], [0.266667, 0.729412, 0.862745], [0.352941, 0.345098, 0.576471], [0.443137, 0.568627, 0.596078], [0.643137, 0.666667, 0.905882], [0.682353, 0.788235, 0.945098], [0.000000, 0.898039, 0.866667], [0.509804, 0.501961, 0.623529], [0.000000, 0.423529, 0.588235], [0.662745, 0.776471, 0.823529], [0.435294, 0.701961, 0.670588], [0.501961, 0.549020, 0.654902], [0.682353, 0.839216, 0.815686], [0.294118, 0.196078, 0.639216], [0.807843, 0.847059, 0.984314], [0.721569, 0.941176, 0.843137], [0.435294, 0.611765, 0.537255], [0.329412, 0.286275, 0.596078], [0.054902, 0.388235, 0.384314], [0.254902, 0.305882, 0.521569], [0.227451, 0.639216, 0.705882], [0.533333, 0.847059, 0.725490], [0.305882, 0.470588, 0.380392], [0.572549, 0.501961, 1.000000], [0.607843, 0.615686, 0.725490], [0.145098, 1.000000, 0.996078], [0.007843, 0.823529, 0.796078], [0.345098, 0.392157, 0.650980], [0.682353, 0.670588, 0.788235], [0.662745, 0.937255, 0.901961], [0.423529, 0.623529, 0.466667], [0.325490, 0.313725, 0.847059], [0.000000, 0.529412, 0.545098], [0.435294, 0.572549, 1.000000], [0.250980, 0.529412, 0.588235], ] b_glasbey_bw_minc_20_hue_150_280 = bokeh_palette('glasbey_bw_minc_20_hue_150_280',glasbey_bw_minc_20_hue_150_280) m_glasbey_bw_minc_20_hue_150_280 = mpl_cl('glasbey_bw_minc_20_hue_150_280',glasbey_bw_minc_20_hue_150_280) m_glasbey_bw_minc_20_hue_150_280_r = mpl_cl('glasbey_bw_minc_20_hue_150_280_r',list(reversed(glasbey_bw_minc_20_hue_150_280))) glasbey_cool = b_glasbey_bw_minc_20_hue_150_280 m_glasbey_cool = m_glasbey_bw_minc_20_hue_150_280 m_glasbey_cool_r = m_glasbey_bw_minc_20_hue_150_280_r palette['glasbey_cool'] = b_glasbey_bw_minc_20_hue_150_280 palette_n['glasbey_cool'] = b_glasbey_bw_minc_20_hue_150_280 cm['glasbey_cool'] = m_glasbey_bw_minc_20_hue_150_280 cm['glasbey_cool_r'] = m_glasbey_bw_minc_20_hue_150_280_r cm_n['glasbey_cool'] = mpl_cl('glasbey_cool',glasbey_bw_minc_20_hue_150_280) cm_n['glasbey_cool_r'] = mpl_cl('glasbey_cool_r',list(reversed(glasbey_bw_minc_20_hue_150_280))) circle_mgbm_67_c31_s25 = [ # cmap_def [0.67345, 0.60541, 0.82378], [0.68002, 0.6036, 0.82081], [0.68649, 0.60181, 0.81769], [0.69285, 0.60004, 0.81442], [0.69908, 0.5983, 0.81102], [0.70519, 0.5966, 0.80747], [0.71118, 0.59492, 0.80379], [0.71703, 0.59329, 0.79998], [0.72274, 0.59168, 0.79606], [0.72832, 0.59011, 0.79203], [0.73376, 0.58858, 0.7879], [0.73907, 0.58709, 0.78369], [0.74423, 0.58565, 0.77937], [0.74924, 0.58424, 0.77498], [0.75413, 0.58287, 0.77052], [0.75888, 0.58155, 0.76599], [0.76349, 0.58027, 0.76138], [0.76797, 0.57902, 0.75673], [0.77232, 0.57781, 0.75202], [0.77655, 0.57666, 0.74727], [0.78064, 0.57553, 0.74247], [0.78462, 0.57444, 0.73762], [0.78848, 0.5734, 0.73275], [0.79223, 0.57239, 0.72783], [0.79586, 0.57141, 0.72289], [0.79939, 0.57047, 0.71793], [0.80281, 0.56956, 0.71293], [0.80613, 0.56869, 0.70792], [0.80935, 0.56786, 0.70288], [0.81246, 0.56706, 0.69782], [0.81549, 0.56628, 0.69275], [0.81843, 0.56553, 0.68766], [0.82128, 0.56482, 0.68256], [0.82405, 0.56415, 0.67746], [0.82672, 0.5635, 0.67233], [0.82931, 0.56288, 0.66719], [0.83181, 0.5623, 0.66204], [0.83421, 0.56174, 0.65688], [0.83652, 0.56122, 0.65171], [0.83874, 0.56074, 0.64653], [0.84085, 0.56031, 0.64133], [0.84286, 0.55992, 0.63614], [0.84476, 0.55958, 0.63094], [0.84654, 0.55927, 0.62572], [0.84823, 0.55902, 0.62051], [0.84979, 0.55882, 0.61529], [0.85123, 0.55867, 0.61007], [0.85256, 0.55857, 0.60486], [0.85375, 0.55854, 0.59965], [0.85481, 0.55856, 0.59444], [0.85574, 0.55865, 0.58925], [0.85653, 0.5588, 0.58408], [0.85717, 0.55901, 0.57892], [0.85767, 0.5593, 0.57378], [0.85801, 0.55965, 0.56867], [0.8582, 0.56007, 0.56361], [0.85822, 0.56057, 0.55856], [0.85808, 0.56114, 0.55358], [0.85777, 0.56179, 0.54866], [0.8573, 0.56251, 0.54377], [0.85666, 0.5633, 0.53896], [0.85585, 0.56416, 0.53421], [0.85487, 0.56509, 0.52955], [0.85372, 0.5661, 0.52497], [0.85258, 0.56704, 0.52104], [0.8511, 0.56817, 0.51664], [0.84946, 0.56937, 0.51234], [0.84766, 0.57064, 0.50816], [0.84571, 0.57196, 0.50407], [0.8436, 0.57334, 0.50009], [0.84135, 0.57476, 0.49623], [0.83896, 0.57624, 0.4925], [0.83643, 0.57775, 0.48888], [0.83377, 0.57932, 0.4854], [0.83098, 0.5809, 0.48204], [0.82807, 0.58253, 0.47879], [0.82505, 0.58418, 0.47567], [0.82193, 0.58587, 0.47266], [0.8187, 0.58756, 0.46978], [0.81539, 0.58928, 0.467], [0.81198, 0.59102, 0.46435], [0.80848, 0.59278, 0.46179], [0.8049, 0.59454, 0.45935], [0.80125, 0.59631, 0.457], [0.79752, 0.59808, 0.45477], [0.79374, 0.59987, 0.45264], [0.78987, 0.60165, 0.45059], [0.78595, 0.60344, 0.44864], [0.78197, 0.60522, 0.44677], [0.77793, 0.60702, 0.44501], [0.77383, 0.60881, 0.44332], [0.76968, 0.61058, 0.44172], [0.76549, 0.61235, 0.44019], [0.76119, 0.61414, 0.43872], [0.75677, 0.61597, 0.4373], [0.75316, 0.61743, 0.4362], [0.748, 0.61951, 0.43474], [0.7438, 0.62116, 0.43364], [0.73934, 0.6229, 0.43255], [0.73482, 0.62463, 0.43152], [0.73026, 0.62635, 0.43056], [0.72565, 0.62807, 0.42968], [0.72099, 0.62977, 0.4289], [0.71629, 0.63148, 0.4282], [0.71153, 0.63317, 0.42759], [0.70673, 0.63485, 0.42707], [0.70186, 0.63653, 0.42665], [0.69695, 0.63819, 0.42633], [0.69199, 0.63985, 0.42612], [0.68697, 0.64149, 0.42602], [0.68189, 0.64313, 0.42604], [0.67677, 0.64476, 0.42619], [0.67158, 0.64637, 0.42646], [0.66634, 0.64797, 0.42688], [0.66105, 0.64957, 0.42743], [0.65571, 0.65114, 0.42812], [0.65031, 0.65269, 0.42895], [0.64486, 0.65424, 0.42994], [0.63937, 0.65577, 0.4311], [0.63382, 0.65728, 0.43241], [0.62823, 0.65875, 0.43386], [0.6226, 0.66022, 0.43552], [0.61693, 0.66167, 0.43733], [0.61123, 0.66309, 0.43931], [0.60549, 0.66448, 0.44148], [0.59974, 0.66585, 0.44382], [0.59396, 0.66719, 0.44632], [0.58816, 0.6685, 0.449], [0.58235, 0.66978, 0.45184], [0.57655, 0.67102, 0.45485], [0.57073, 0.67224, 0.45801], [0.56493, 0.67342, 0.46134], [0.55914, 0.67456, 0.46481], [0.55336, 0.67568, 0.46842], [0.5476, 0.67676, 0.47217], [0.54185, 0.6778, 0.47604], [0.53612, 0.67881, 0.48003], [0.53042, 0.67978, 0.48412], [0.52475, 0.68072, 0.48834], [0.5191, 0.68163, 0.49263], [0.51348, 0.68251, 0.49703], [0.50789, 0.68336, 0.50152], [0.50231, 0.68416, 0.50606], [0.49676, 0.68495, 0.51069], [0.49125, 0.68571, 0.51537], [0.48573, 0.68643, 0.52011], [0.48024, 0.68714, 0.52492], [0.47477, 0.68781, 0.52977], [0.46931, 0.68846, 0.53465], [0.46384, 0.68909, 0.53958], [0.45839, 0.68969, 0.54455], [0.45295, 0.69026, 0.54956], [0.44749, 0.69082, 0.55459], [0.44206, 0.69136, 0.55965], [0.43659, 0.69188, 0.56472], [0.43111, 0.69239, 0.56983], [0.4256, 0.69287, 0.57495], [0.42007, 0.69334, 0.5801], [0.41451, 0.69378, 0.58527], [0.40893, 0.69421, 0.59044], [0.40332, 0.69463, 0.59562], [0.39766, 0.69504, 0.60082], [0.39195, 0.69544, 0.60603], [0.38619, 0.69581, 0.61126], [0.38043, 0.69617, 0.6165], [0.37463, 0.69651, 0.62174], [0.3688, 0.69683, 0.62699], [0.36293, 0.69714, 0.63226], [0.35707, 0.69743, 0.63753], [0.35119, 0.69769, 0.64282], [0.3453, 0.69794, 0.6481], [0.33944, 0.69817, 0.65339], [0.33358, 0.69837, 0.65868], [0.32776, 0.69855, 0.66399], [0.322, 0.6987, 0.66928], [0.31632, 0.69883, 0.67456], [0.31072, 0.69893, 0.67984], [0.30523, 0.699, 0.68512], [0.29987, 0.69904, 0.69038], [0.29467, 0.69905, 0.69563], [0.28968, 0.69903, 0.70084], [0.28489, 0.69897, 0.70604], [0.28037, 0.69887, 0.7112], [0.27617, 0.69874, 0.71632], [0.27224, 0.69857, 0.7214], [0.26874, 0.69837, 0.72643], [0.2656, 0.69812, 0.7314], [0.26291, 0.69783, 0.73632], [0.2607, 0.6975, 0.74116], [0.25906, 0.69712, 0.74592], [0.25793, 0.69671, 0.7506], [0.25738, 0.69625, 0.75518], [0.2574, 0.69574, 0.75967], [0.25799, 0.69518, 0.76406], [0.2592, 0.69459, 0.76833], [0.26094, 0.69395, 0.7725], [0.26333, 0.69327, 0.77655], [0.26626, 0.69255, 0.78046], [0.2697, 0.69178, 0.78426], [0.27363, 0.69097, 0.78793], [0.27801, 0.69013, 0.79147], [0.28282, 0.68925, 0.79489], [0.288, 0.68833, 0.79818], [0.29353, 0.68738, 0.80134], [0.2994, 0.68639, 0.80439], [0.30554, 0.68537, 0.8073], [0.31189, 0.68431, 0.81009], [0.3185, 0.68324, 0.81276], [0.32527, 0.68212, 0.81532], [0.33223, 0.68098, 0.81775], [0.33931, 0.67981, 0.82008], [0.34648, 0.67862, 0.82231], [0.35375, 0.67741, 0.82442], [0.3611, 0.67616, 0.82644], [0.36852, 0.67489, 0.82836], [0.37597, 0.67361, 0.83019], [0.38345, 0.6723, 0.83193], [0.39094, 0.67096, 0.83357], [0.39844, 0.66961, 0.83514], [0.40595, 0.66824, 0.83662], [0.41345, 0.66684, 0.83803], [0.42095, 0.66543, 0.83935], [0.42845, 0.664, 0.84061], [0.43591, 0.66255, 0.84179], [0.44333, 0.66107, 0.8429], [0.45073, 0.65959, 0.84395], [0.4581, 0.65809, 0.84493], [0.46547, 0.65657, 0.84583], [0.47282, 0.65502, 0.84666], [0.48015, 0.65346, 0.84742], [0.48747, 0.65188, 0.84809], [0.49477, 0.65028, 0.84868], [0.50206, 0.64866, 0.84919], [0.50935, 0.64702, 0.8496], [0.51663, 0.64536, 0.84992], [0.52391, 0.64368, 0.85013], [0.53119, 0.64199, 0.85023], [0.53848, 0.64028, 0.85023], [0.54575, 0.63854, 0.85012], [0.55302, 0.63679, 0.84989], [0.56029, 0.63501, 0.84953], [0.56756, 0.63323, 0.84905], [0.57481, 0.63143, 0.84843], [0.58206, 0.6296, 0.84768], [0.5893, 0.62777, 0.84679], [0.59654, 0.62592, 0.84575], [0.60375, 0.62407, 0.84456], [0.61093, 0.6222, 0.84321], [0.61809, 0.62034, 0.84171], [0.62521, 0.61846, 0.84004], [0.63229, 0.61658, 0.83821], [0.63932, 0.61469, 0.83622], [0.64629, 0.61281, 0.83407], [0.65319, 0.61095, 0.83175], [0.66003, 0.6091, 0.82926], [0.66678, 0.60725, 0.8266], ] b_circle_mgbm_67_c31_s25 = bokeh_palette('circle_mgbm_67_c31_s25',circle_mgbm_67_c31_s25) m_circle_mgbm_67_c31_s25 = mpl_cm('circle_mgbm_67_c31_s25',circle_mgbm_67_c31_s25) m_circle_mgbm_67_c31_s25_r = mpl_cm('circle_mgbm_67_c31_s25_r',list(reversed(circle_mgbm_67_c31_s25))) CET_C10s = b_circle_mgbm_67_c31_s25 m_CET_C10s = m_circle_mgbm_67_c31_s25 m_CET_C10s_r = m_circle_mgbm_67_c31_s25_r palette['CET_C10s'] = b_circle_mgbm_67_c31_s25 cm['CET_C10s'] = m_circle_mgbm_67_c31_s25 cm['CET_C10s_r'] = m_circle_mgbm_67_c31_s25_r register_cmap('cet_CET_C10s',m_circle_mgbm_67_c31_s25) register_cmap('cet_CET_C10s_r',m_circle_mgbm_67_c31_s25_r) linear_kbgyw_10_98_c63 = [ # cmap_def [0.10767, 0.1077, 0.10769], [0.11459, 0.10755, 0.1249], [0.12094, 0.10731, 0.14203], [0.12675, 0.107, 0.15907], [0.13204, 0.10662, 0.17602], [0.13678, 0.10617, 0.19288], [0.1411, 0.10565, 0.20966], [0.14494, 0.10507, 0.2264], [0.14831, 0.10448, 0.24301], [0.15129, 0.10393, 0.2595], [0.15385, 0.10333, 0.27588], [0.15607, 0.10267, 0.29214], [0.15784, 0.102, 0.3083], [0.15925, 0.10137, 0.32426], [0.16027, 0.10076, 0.34007], [0.161, 0.10016, 0.35572], [0.16135, 0.099599, 0.3712], [0.16134, 0.099079, 0.3865], [0.16098, 0.098654, 0.40155], [0.16027, 0.098298, 0.4164], [0.1593, 0.09801, 0.43103], [0.15799, 0.0978, 0.44544], [0.15637, 0.097689, 0.45963], [0.15441, 0.097743, 0.47347], [0.15217, 0.09793, 0.48708], [0.14969, 0.098248, 0.5004], [0.14683, 0.098705, 0.51345], [0.14375, 0.099335, 0.52621], [0.14038, 0.10016, 0.53865], [0.13675, 0.1012, 0.55071], [0.13289, 0.10246, 0.56244], [0.12874, 0.10392, 0.57382], [0.12437, 0.10558, 0.58486], [0.11978, 0.10747, 0.59553], [0.11494, 0.10961, 0.60582], [0.10999, 0.11191, 0.61573], [0.10474, 0.11444, 0.62518], [0.099437, 0.11728, 0.63421], [0.09398, 0.12032, 0.6428], [0.088391, 0.12358, 0.65096], [0.082705, 0.12707, 0.65866], [0.076932, 0.13083, 0.6659], [0.071296, 0.13475, 0.67266], [0.06558, 0.13885, 0.67892], [0.060096, 0.1432, 0.68468], [0.054684, 0.14774, 0.68991], [0.049724, 0.15244, 0.6946], [0.04515, 0.15736, 0.69873], [0.04121, 0.1625, 0.70228], [0.03795, 0.16777, 0.70525], [0.035657, 0.17322, 0.70763], [0.033944, 0.17882, 0.70945], [0.032827, 0.18442, 0.71103], [0.031776, 0.18998, 0.71249], [0.030819, 0.19551, 0.71385], [0.029941, 0.201, 0.71511], [0.029145, 0.20651, 0.71626], [0.028432, 0.21195, 0.7173], [0.027801, 0.21736, 0.71822], [0.027251, 0.22277, 0.71902], [0.02679, 0.22816, 0.71971], [0.026417, 0.2335, 0.72026], [0.026123, 0.23887, 0.72069], [0.025906, 0.24421, 0.72099], [0.025762, 0.24956, 0.72115], [0.025686, 0.25492, 0.72117], [0.025675, 0.26024, 0.72106], [0.025721, 0.26556, 0.72079], [0.025819, 0.2709, 0.72038], [0.025961, 0.27623, 0.71982], [0.026176, 0.28155, 0.71907], [0.026426, 0.28687, 0.71816], [0.026693, 0.29222, 0.71709], [0.026965, 0.29757, 0.71583], [0.027228, 0.30291, 0.71439], [0.027506, 0.30829, 0.71274], [0.027765, 0.31367, 0.71091], [0.027966, 0.31905, 0.70887], [0.028088, 0.32444, 0.70662], [0.028164, 0.32988, 0.70412], [0.028129, 0.33531, 0.7014], [0.02794, 0.34075, 0.69845], [0.027618, 0.34621, 0.69524], [0.027101, 0.3517, 0.69176], [0.026337, 0.35723, 0.68802], [0.025343, 0.36275, 0.68397], [0.024014, 0.36832, 0.67963], [0.022532, 0.37391, 0.67496], [0.022085, 0.37945, 0.67002], [0.023618, 0.38493, 0.66481], [0.027119, 0.39034, 0.65936], [0.03218, 0.3957, 0.65369], [0.039183, 0.401, 0.64779], [0.046906, 0.40623, 0.64167], [0.054737, 0.41142, 0.63537], [0.062911, 0.41657, 0.62886], [0.070851, 0.42167, 0.62215], [0.078562, 0.42675, 0.61527], [0.086118, 0.43181, 0.60823], [0.09353, 0.43681, 0.60099], [0.10065, 0.4418, 0.5936], [0.10748, 0.44675, 0.58606], [0.11398, 0.4517, 0.57835], [0.12022, 0.45661, 0.5705], [0.12626, 0.46151, 0.5625], [0.13197, 0.46639, 0.55434], [0.1374, 0.47126, 0.54605], [0.14253, 0.47611, 0.53761], [0.14739, 0.48095, 0.52904], [0.15195, 0.48578, 0.52032], [0.1563, 0.49061, 0.51148], [0.1603, 0.49542, 0.5025], [0.16415, 0.50022, 0.49338], [0.16765, 0.50502, 0.48413], [0.17092, 0.50981, 0.47475], [0.17391, 0.5146, 0.46521], [0.17664, 0.51938, 0.45555], [0.17913, 0.52416, 0.44574], [0.18131, 0.52894, 0.4358], [0.18326, 0.5337, 0.42569], [0.18497, 0.53848, 0.41543], [0.18637, 0.54325, 0.40502], [0.18753, 0.54801, 0.39444], [0.18843, 0.55277, 0.38372], [0.18924, 0.55751, 0.373], [0.19026, 0.56219, 0.36258], [0.19155, 0.56678, 0.35246], [0.19313, 0.57131, 0.34263], [0.19502, 0.57579, 0.33309], [0.19724, 0.58019, 0.32381], [0.19974, 0.58454, 0.31477], [0.20257, 0.58883, 0.30599], [0.2057, 0.59309, 0.29739], [0.2091, 0.59729, 0.28898], [0.21279, 0.60144, 0.28074], [0.21679, 0.60554, 0.2727], [0.22112, 0.6096, 0.26485], [0.22573, 0.61361, 0.25718], [0.23057, 0.61759, 0.24961], [0.23568, 0.62152, 0.24219], [0.24099, 0.62542, 0.23491], [0.24661, 0.62927, 0.22774], [0.25248, 0.63309, 0.22073], [0.25852, 0.63687, 0.21376], [0.26474, 0.64061, 0.20691], [0.27119, 0.64431, 0.20012], [0.27787, 0.64797, 0.19352], [0.28468, 0.65162, 0.18693], [0.29167, 0.65521, 0.18038], [0.29881, 0.65878, 0.17396], [0.30616, 0.66232, 0.16762], [0.31359, 0.66581, 0.16131], [0.32116, 0.66929, 0.155], [0.32891, 0.67272, 0.14881], [0.33675, 0.67611, 0.14267], [0.3447, 0.67948, 0.13649], [0.3528, 0.68282, 0.13048], [0.36098, 0.68612, 0.12438], [0.36927, 0.6894, 0.11838], [0.37766, 0.69265, 0.11238], [0.38616, 0.69585, 0.10644], [0.39472, 0.69903, 0.1004], [0.4034, 0.70217, 0.094522], [0.41216, 0.70529, 0.088596], [0.42097, 0.70837, 0.08266], [0.42989, 0.71143, 0.076741], [0.43887, 0.71444, 0.070937], [0.44792, 0.71744, 0.065037], [0.45706, 0.72039, 0.05931], [0.46625, 0.72331, 0.053366], [0.47551, 0.72621, 0.047605], [0.48484, 0.72907, 0.042087], [0.49423, 0.7319, 0.036467], [0.50368, 0.7347, 0.031269], [0.51319, 0.73746, 0.026763], [0.52275, 0.74019, 0.022795], [0.53239, 0.74289, 0.019434], [0.54205, 0.74555, 0.016511], [0.5518, 0.74819, 0.014179], [0.56158, 0.75079, 0.012354], [0.57141, 0.75335, 0.010861], [0.58128, 0.75589, 0.010058], [0.59112, 0.75841, 0.00961], [0.60091, 0.76092, 0.009424], [0.61061, 0.76343, 0.009392], [0.62023, 0.76594, 0.009555], [0.62974, 0.76845, 0.009921], [0.63918, 0.77096, 0.010449], [0.64854, 0.77347, 0.011384], [0.65782, 0.77599, 0.012461], [0.66702, 0.77851, 0.013656], [0.67614, 0.78103, 0.015136], [0.68519, 0.78356, 0.016841], [0.69415, 0.78609, 0.018809], [0.70304, 0.78863, 0.021091], [0.71186, 0.79117, 0.023623], [0.7206, 0.79372, 0.026458], [0.72926, 0.79627, 0.029655], [0.73785, 0.79884, 0.033158], [0.74637, 0.80141, 0.037185], [0.7548, 0.804, 0.04144], [0.76315, 0.80659, 0.045703], [0.77144, 0.8092, 0.050197], [0.77963, 0.81181, 0.054739], [0.78774, 0.81445, 0.05955], [0.79576, 0.8171, 0.064271], [0.80372, 0.81976, 0.069198], [0.81158, 0.82245, 0.074106], [0.81932, 0.82515, 0.079138], [0.82699, 0.82788, 0.084403], [0.83456, 0.83063, 0.089647], [0.84203, 0.8334, 0.095041], [0.8494, 0.83619, 0.10046], [0.85665, 0.83902, 0.10612], [0.86378, 0.84188, 0.11185], [0.87078, 0.84476, 0.11768], [0.87767, 0.84769, 0.12364], [0.88442, 0.85064, 0.12982], [0.89102, 0.85364, 0.13603], [0.89748, 0.85669, 0.14249], [0.90377, 0.85979, 0.14907], [0.90988, 0.86294, 0.15586], [0.9158, 0.86613, 0.16282], [0.92153, 0.8694, 0.16999], [0.92704, 0.87272, 0.17739], [0.93231, 0.87612, 0.18503], [0.93732, 0.8796, 0.19292], [0.94205, 0.88317, 0.20109], [0.94642, 0.88684, 0.20966], [0.95044, 0.89062, 0.21859], [0.95407, 0.89452, 0.22788], [0.95722, 0.89856, 0.23768], [0.95989, 0.90275, 0.24812], [0.96239, 0.90696, 0.25972], [0.96496, 0.9111, 0.27302], [0.96762, 0.91517, 0.28779], [0.97033, 0.91916, 0.30418], [0.97312, 0.92308, 0.32203], [0.97594, 0.92691, 0.34135], [0.97881, 0.93067, 0.36224], [0.98168, 0.93433, 0.38454], [0.98453, 0.93791, 0.40845], [0.98734, 0.94139, 0.43399], [0.99005, 0.94479, 0.46118], [0.99262, 0.94808, 0.4901], [0.995, 0.95128, 0.52094], [0.9971, 0.95437, 0.55384], [0.99884, 0.95735, 0.5889], [1, 0.96022, 0.62632], [1, 0.96299, 0.66629], [1, 0.96564, 0.7091], [0.99937, 0.96819, 0.75498], [0.99686, 0.97063, 0.80429], [0.99268, 0.97297, 0.85751], [0.98632, 0.9752, 0.91507], [0.97718, 0.97737, 0.97732], ] b_linear_kbgyw_10_98_c63 = bokeh_palette('linear_kbgyw_10_98_c63',linear_kbgyw_10_98_c63) m_linear_kbgyw_10_98_c63 = mpl_cm('linear_kbgyw_10_98_c63',linear_kbgyw_10_98_c63) m_linear_kbgyw_10_98_c63_r = mpl_cm('linear_kbgyw_10_98_c63_r',list(reversed(linear_kbgyw_10_98_c63))) kbgyw = b_linear_kbgyw_10_98_c63 m_kbgyw = m_linear_kbgyw_10_98_c63 m_kbgyw_r = m_linear_kbgyw_10_98_c63_r palette['kbgyw'] = b_linear_kbgyw_10_98_c63 palette_n['kbgyw'] = b_linear_kbgyw_10_98_c63 cm['kbgyw'] = m_linear_kbgyw_10_98_c63 cm['kbgyw_r'] = m_linear_kbgyw_10_98_c63_r cm_n['kbgyw'] = mpl_cm('kbgyw',linear_kbgyw_10_98_c63) cm_n['kbgyw_r'] = mpl_cm('kbgyw_r',list(reversed(linear_kbgyw_10_98_c63))) cyclic_ymcgy_60_90_c67_s25 = [ # cmap_def [0.15215, 0.68561, 0.078354], [0.16719, 0.68634, 0.062319], [0.18301, 0.68773, 0.046282], [0.19934, 0.6897, 0.030835], [0.21593, 0.69218, 0.018538], [0.23246, 0.69508, 0.008874], [0.24886, 0.69831, 0.001713], [0.26497, 0.70181, 0], [0.28077, 0.7055, 0], [0.29623, 0.70932, 0], [0.3113, 0.71322, 0], [0.326, 0.71718, 0], [0.34038, 0.72116, 0], [0.35442, 0.72518, 0], [0.36816, 0.72918, 0], [0.38163, 0.7332, 0], [0.39485, 0.7372, 0], [0.40784, 0.74119, 0], [0.42063, 0.74518, 0], [0.43324, 0.74916, 0], [0.44569, 0.75313, 0], [0.45799, 0.7571, 0], [0.47015, 0.76106, 0], [0.48219, 0.76501, 0], [0.49411, 0.76894, 0], [0.50591, 0.77288, 0], [0.51764, 0.77681, 0], [0.52927, 0.78073, 0], [0.5408, 0.78464, 0], [0.55228, 0.78855, 0], [0.56368, 0.79244, 0], [0.575, 0.79633, 0], [0.58627, 0.80022, 0], [0.59749, 0.80409, 0], [0.60865, 0.80795, 0], [0.61976, 0.81181, 0], [0.63083, 0.81567, 0], [0.64185, 0.81951, 0], [0.65283, 0.82335, 0], [0.66378, 0.82718, 0], [0.67469, 0.83101, 0], [0.68557, 0.83482, 0], [0.69642, 0.83863, 0], [0.70724, 0.84243, 0], [0.71804, 0.84622, 0], [0.72881, 0.85001, 0], [0.73956, 0.85379, 0], [0.75028, 0.85756, 0], [0.76099, 0.86133, 0], [0.77167, 0.86508, 0], [0.78232, 0.86883, 0], [0.79293, 0.87253, 0], [0.8035, 0.87619, 0], [0.814, 0.87977, 0], [0.82441, 0.88325, 0], [0.8347, 0.88658, 0], [0.84482, 0.88967, 0], [0.85473, 0.89247, 0], [0.86437, 0.89485, 0], [0.87367, 0.89671, 0], [0.88259, 0.89793, 0], [0.89108, 0.8984, 0.01207], [0.8991, 0.89801, 0.041917], [0.90662, 0.89668, 0.071606], [0.91364, 0.89436, 0.098235], [0.92016, 0.89105, 0.12325], [0.92621, 0.88677, 0.14733], [0.93184, 0.88159, 0.17055], [0.93708, 0.87559, 0.19302], [0.94198, 0.86888, 0.21474], [0.94659, 0.86158, 0.23574], [0.95094, 0.8538, 0.25594], [0.95507, 0.84565, 0.27543], [0.95901, 0.83722, 0.29417], [0.96279, 0.82857, 0.31222], [0.96641, 0.81976, 0.32966], [0.9699, 0.81085, 0.34647], [0.97326, 0.80183, 0.36274], [0.97649, 0.79275, 0.37853], [0.9796, 0.78361, 0.39387], [0.9826, 0.77441, 0.40882], [0.98549, 0.76518, 0.4234], [0.98826, 0.75588, 0.43769], [0.99092, 0.74654, 0.45167], [0.99347, 0.73715, 0.46538], [0.9959, 0.72769, 0.47889], [0.99823, 0.71819, 0.49218], [1, 0.70862, 0.50527], [1, 0.69898, 0.51821], [1, 0.68929, 0.53098], [1, 0.67952, 0.54361], [1, 0.66969, 0.5561], [1, 0.65977, 0.56849], [1, 0.64977, 0.58076], [1, 0.63969, 0.59293], [1, 0.62952, 0.605], [1, 0.61926, 0.61699], [1, 0.6089, 0.62889], [1, 0.59842, 0.64072], [1, 0.58784, 0.65249], [1, 0.57715, 0.66419], [1, 0.56633, 0.67584], [1, 0.55536, 0.68743], [1, 0.54427, 0.69897], [1, 0.53302, 0.71047], [1, 0.5216, 0.72192], [1, 0.51002, 0.73334], [1, 0.49826, 0.74471], [1, 0.48626, 0.75606], [1, 0.47407, 0.76737], [1, 0.46163, 0.77866], [1, 0.44893, 0.78992], [1, 0.43595, 0.80115], [1, 0.42263, 0.81238], [1, 0.409, 0.82359], [1, 0.39503, 0.83479], [1, 0.38072, 0.84596], [1, 0.36605, 0.85713], [1, 0.35109, 0.86827], [1, 0.3359, 0.87936], [1, 0.32065, 0.89038], [1, 0.30555, 0.90129], [1, 0.29093, 0.91203], [1, 0.2773, 0.9225], [1, 0.26521, 0.9326], [0.99941, 0.25538, 0.94224], [0.99574, 0.24849, 0.95125], [0.99172, 0.24513, 0.95954], [0.98735, 0.24573, 0.967], [0.98268, 0.25032, 0.97354], [0.97773, 0.25863, 0.97914], [0.97256, 0.27007, 0.9838], [0.96718, 0.28393, 0.98756], [0.96164, 0.29956, 0.99049], [0.95598, 0.31629, 0.99271], [0.95017, 0.33361, 0.99432], [0.94427, 0.35113, 0.99545], [0.93826, 0.36855, 0.99621], [0.93214, 0.38569, 0.99669], [0.92593, 0.40246, 0.99697], [0.91961, 0.41878, 0.99713], [0.91319, 0.43464, 0.99719], [0.90666, 0.45004, 0.99719], [0.90002, 0.46499, 0.99716], [0.89326, 0.47954, 0.9971], [0.8864, 0.49368, 0.99703], [0.8794, 0.50748, 0.99695], [0.87228, 0.52093, 0.99687], [0.86502, 0.53409, 0.99678], [0.85763, 0.54698, 0.99669], [0.8501, 0.55961, 0.99659], [0.84243, 0.572, 0.99648], [0.8346, 0.58417, 0.99637], [0.82662, 0.59614, 0.99625], [0.81847, 0.60793, 0.99613], [0.81015, 0.61953, 0.996], [0.80166, 0.63097, 0.99587], [0.79299, 0.64224, 0.99572], [0.78413, 0.65337, 0.99558], [0.77506, 0.66437, 0.99543], [0.7658, 0.67523, 0.99527], [0.7563, 0.68597, 0.9951], [0.74658, 0.69659, 0.99493], [0.73662, 0.7071, 0.99475], [0.72642, 0.71752, 0.99457], [0.71594, 0.72781, 0.99438], [0.70518, 0.73802, 0.99418], [0.69412, 0.74815, 0.99398], [0.68276, 0.75818, 0.99377], [0.67105, 0.76813, 0.99355], [0.65899, 0.778, 0.99333], [0.64655, 0.7878, 0.9931], [0.6337, 0.79752, 0.99286], [0.62042, 0.80718, 0.99262], [0.60664, 0.81677, 0.99237], [0.59237, 0.8263, 0.99211], [0.57752, 0.83577, 0.99185], [0.56207, 0.84518, 0.99156], [0.54593, 0.85452, 0.99125], [0.52906, 0.86379, 0.99088], [0.51136, 0.87297, 0.99045], [0.4928, 0.88204, 0.9899], [0.47328, 0.89096, 0.98919], [0.45275, 0.8997, 0.98824], [0.43114, 0.90817, 0.98697], [0.40843, 0.91628, 0.98526], [0.38467, 0.92395, 0.98299], [0.35995, 0.93103, 0.98003], [0.33446, 0.9374, 0.97626], [0.30845, 0.94293, 0.97156], [0.28235, 0.94749, 0.96585], [0.25667, 0.951, 0.95907], [0.2321, 0.95339, 0.95123], [0.20936, 0.95464, 0.94235], [0.18932, 0.95479, 0.93251], [0.17275, 0.9539, 0.92182], [0.16023, 0.95208, 0.91041], [0.15207, 0.94946, 0.8984], [0.14798, 0.94616, 0.88593], [0.14731, 0.94234, 0.87312], [0.14921, 0.9381, 0.86006], [0.15278, 0.93357, 0.84684], [0.15734, 0.92883, 0.83352], [0.16233, 0.92395, 0.82014], [0.16734, 0.91898, 0.80674], [0.17216, 0.91396, 0.79332], [0.17668, 0.9089, 0.77991], [0.18084, 0.90383, 0.76651], [0.18465, 0.89876, 0.75313], [0.18802, 0.89369, 0.73978], [0.19095, 0.88864, 0.72643], [0.19355, 0.88358, 0.71311], [0.19578, 0.87854, 0.6998], [0.19769, 0.8735, 0.68651], [0.19927, 0.86847, 0.67324], [0.20056, 0.86345, 0.65998], [0.20158, 0.85842, 0.64673], [0.20232, 0.85341, 0.63349], [0.20279, 0.84841, 0.62027], [0.203, 0.84341, 0.60705], [0.20295, 0.83842, 0.59384], [0.20266, 0.83344, 0.58064], [0.20212, 0.82847, 0.56744], [0.20135, 0.82349, 0.55424], [0.20034, 0.81853, 0.54104], [0.19911, 0.81358, 0.52784], [0.19765, 0.80863, 0.51464], [0.19596, 0.80369, 0.50143], [0.19405, 0.79875, 0.48821], [0.19186, 0.79383, 0.47497], [0.18947, 0.78891, 0.4617], [0.18684, 0.78399, 0.44841], [0.18396, 0.77908, 0.4351], [0.18083, 0.77418, 0.42173], [0.17749, 0.76928, 0.40834], [0.17383, 0.7644, 0.39489], [0.16993, 0.75952, 0.38139], [0.1657, 0.75465, 0.3678], [0.16126, 0.74977, 0.35414], [0.15644, 0.74492, 0.34038], [0.1513, 0.74007, 0.32648], [0.14591, 0.73523, 0.31245], [0.14019, 0.73041, 0.29827], [0.1343, 0.72562, 0.28391], [0.12822, 0.72087, 0.26936], [0.12209, 0.71621, 0.25456], [0.1163, 0.71163, 0.2395], [0.11098, 0.70721, 0.22417], [0.10666, 0.70299, 0.20861], [0.10379, 0.69904, 0.19277], [0.10298, 0.69545, 0.17668], [0.10462, 0.6923, 0.1604], [0.10917, 0.68966, 0.14403], [0.11647, 0.68763, 0.12754], [0.12634, 0.68625, 0.11109], [0.13841, 0.68558, 0.094713], ] b_cyclic_ymcgy_60_90_c67_s25 = bokeh_palette('cyclic_ymcgy_60_90_c67_s25',cyclic_ymcgy_60_90_c67_s25) m_cyclic_ymcgy_60_90_c67_s25 = mpl_cm('cyclic_ymcgy_60_90_c67_s25',cyclic_ymcgy_60_90_c67_s25) m_cyclic_ymcgy_60_90_c67_s25_r = mpl_cm('cyclic_ymcgy_60_90_c67_s25_r',list(reversed(cyclic_ymcgy_60_90_c67_s25))) CET_C7s = b_cyclic_ymcgy_60_90_c67_s25 m_CET_C7s = m_cyclic_ymcgy_60_90_c67_s25 m_CET_C7s_r = m_cyclic_ymcgy_60_90_c67_s25_r palette['CET_C7s'] = b_cyclic_ymcgy_60_90_c67_s25 cm['CET_C7s'] = m_cyclic_ymcgy_60_90_c67_s25 cm['CET_C7s_r'] = m_cyclic_ymcgy_60_90_c67_s25_r register_cmap('cet_CET_C7s',m_cyclic_ymcgy_60_90_c67_s25) register_cmap('cet_CET_C7s_r',m_cyclic_ymcgy_60_90_c67_s25_r) circle_mgbm_67_c31 = [ # cmap_def [0.85258, 0.56704, 0.52104], [0.8511, 0.56817, 0.51664], [0.84946, 0.56937, 0.51234], [0.84766, 0.57064, 0.50816], [0.84571, 0.57196, 0.50407], [0.8436, 0.57334, 0.50009], [0.84135, 0.57476, 0.49623], [0.83896, 0.57624, 0.4925], [0.83643, 0.57775, 0.48888], [0.83377, 0.57932, 0.4854], [0.83098, 0.5809, 0.48204], [0.82807, 0.58253, 0.47879], [0.82505, 0.58418, 0.47567], [0.82193, 0.58587, 0.47266], [0.8187, 0.58756, 0.46978], [0.81539, 0.58928, 0.467], [0.81198, 0.59102, 0.46435], [0.80848, 0.59278, 0.46179], [0.8049, 0.59454, 0.45935], [0.80125, 0.59631, 0.457], [0.79752, 0.59808, 0.45477], [0.79374, 0.59987, 0.45264], [0.78987, 0.60165, 0.45059], [0.78595, 0.60344, 0.44864], [0.78197, 0.60522, 0.44677], [0.77793, 0.60702, 0.44501], [0.77383, 0.60881, 0.44332], [0.76968, 0.61058, 0.44172], [0.76549, 0.61235, 0.44019], [0.76119, 0.61414, 0.43872], [0.75677, 0.61597, 0.4373], [0.75316, 0.61743, 0.4362], [0.748, 0.61951, 0.43474], [0.7438, 0.62116, 0.43364], [0.73934, 0.6229, 0.43255], [0.73482, 0.62463, 0.43152], [0.73026, 0.62635, 0.43056], [0.72565, 0.62807, 0.42968], [0.72099, 0.62977, 0.4289], [0.71629, 0.63148, 0.4282], [0.71153, 0.63317, 0.42759], [0.70673, 0.63485, 0.42707], [0.70186, 0.63653, 0.42665], [0.69695, 0.63819, 0.42633], [0.69199, 0.63985, 0.42612], [0.68697, 0.64149, 0.42602], [0.68189, 0.64313, 0.42604], [0.67677, 0.64476, 0.42619], [0.67158, 0.64637, 0.42646], [0.66634, 0.64797, 0.42688], [0.66105, 0.64957, 0.42743], [0.65571, 0.65114, 0.42812], [0.65031, 0.65269, 0.42895], [0.64486, 0.65424, 0.42994], [0.63937, 0.65577, 0.4311], [0.63382, 0.65728, 0.43241], [0.62823, 0.65875, 0.43386], [0.6226, 0.66022, 0.43552], [0.61693, 0.66167, 0.43733], [0.61123, 0.66309, 0.43931], [0.60549, 0.66448, 0.44148], [0.59974, 0.66585, 0.44382], [0.59396, 0.66719, 0.44632], [0.58816, 0.6685, 0.449], [0.58235, 0.66978, 0.45184], [0.57655, 0.67102, 0.45485], [0.57073, 0.67224, 0.45801], [0.56493, 0.67342, 0.46134], [0.55914, 0.67456, 0.46481], [0.55336, 0.67568, 0.46842], [0.5476, 0.67676, 0.47217], [0.54185, 0.6778, 0.47604], [0.53612, 0.67881, 0.48003], [0.53042, 0.67978, 0.48412], [0.52475, 0.68072, 0.48834], [0.5191, 0.68163, 0.49263], [0.51348, 0.68251, 0.49703], [0.50789, 0.68336, 0.50152], [0.50231, 0.68416, 0.50606], [0.49676, 0.68495, 0.51069], [0.49125, 0.68571, 0.51537], [0.48573, 0.68643, 0.52011], [0.48024, 0.68714, 0.52492], [0.47477, 0.68781, 0.52977], [0.46931, 0.68846, 0.53465], [0.46384, 0.68909, 0.53958], [0.45839, 0.68969, 0.54455], [0.45295, 0.69026, 0.54956], [0.44749, 0.69082, 0.55459], [0.44206, 0.69136, 0.55965], [0.43659, 0.69188, 0.56472], [0.43111, 0.69239, 0.56983], [0.4256, 0.69287, 0.57495], [0.42007, 0.69334, 0.5801], [0.41451, 0.69378, 0.58527], [0.40893, 0.69421, 0.59044], [0.40332, 0.69463, 0.59562], [0.39766, 0.69504, 0.60082], [0.39195, 0.69544, 0.60603], [0.38619, 0.69581, 0.61126], [0.38043, 0.69617, 0.6165], [0.37463, 0.69651, 0.62174], [0.3688, 0.69683, 0.62699], [0.36293, 0.69714, 0.63226], [0.35707, 0.69743, 0.63753], [0.35119, 0.69769, 0.64282], [0.3453, 0.69794, 0.6481], [0.33944, 0.69817, 0.65339], [0.33358, 0.69837, 0.65868], [0.32776, 0.69855, 0.66399], [0.322, 0.6987, 0.66928], [0.31632, 0.69883, 0.67456], [0.31072, 0.69893, 0.67984], [0.30523, 0.699, 0.68512], [0.29987, 0.69904, 0.69038], [0.29467, 0.69905, 0.69563], [0.28968, 0.69903, 0.70084], [0.28489, 0.69897, 0.70604], [0.28037, 0.69887, 0.7112], [0.27617, 0.69874, 0.71632], [0.27224, 0.69857, 0.7214], [0.26874, 0.69837, 0.72643], [0.2656, 0.69812, 0.7314], [0.26291, 0.69783, 0.73632], [0.2607, 0.6975, 0.74116], [0.25906, 0.69712, 0.74592], [0.25793, 0.69671, 0.7506], [0.25738, 0.69625, 0.75518], [0.2574, 0.69574, 0.75967], [0.25799, 0.69518, 0.76406], [0.2592, 0.69459, 0.76833], [0.26094, 0.69395, 0.7725], [0.26333, 0.69327, 0.77655], [0.26626, 0.69255, 0.78046], [0.2697, 0.69178, 0.78426], [0.27363, 0.69097, 0.78793], [0.27801, 0.69013, 0.79147], [0.28282, 0.68925, 0.79489], [0.288, 0.68833, 0.79818], [0.29353, 0.68738, 0.80134], [0.2994, 0.68639, 0.80439], [0.30554, 0.68537, 0.8073], [0.31189, 0.68431, 0.81009], [0.3185, 0.68324, 0.81276], [0.32527, 0.68212, 0.81532], [0.33223, 0.68098, 0.81775], [0.33931, 0.67981, 0.82008], [0.34648, 0.67862, 0.82231], [0.35375, 0.67741, 0.82442], [0.3611, 0.67616, 0.82644], [0.36852, 0.67489, 0.82836], [0.37597, 0.67361, 0.83019], [0.38345, 0.6723, 0.83193], [0.39094, 0.67096, 0.83357], [0.39844, 0.66961, 0.83514], [0.40595, 0.66824, 0.83662], [0.41345, 0.66684, 0.83803], [0.42095, 0.66543, 0.83935], [0.42845, 0.664, 0.84061], [0.43591, 0.66255, 0.84179], [0.44333, 0.66107, 0.8429], [0.45073, 0.65959, 0.84395], [0.4581, 0.65809, 0.84493], [0.46547, 0.65657, 0.84583], [0.47282, 0.65502, 0.84666], [0.48015, 0.65346, 0.84742], [0.48747, 0.65188, 0.84809], [0.49477, 0.65028, 0.84868], [0.50206, 0.64866, 0.84919], [0.50935, 0.64702, 0.8496], [0.51663, 0.64536, 0.84992], [0.52391, 0.64368, 0.85013], [0.53119, 0.64199, 0.85023], [0.53848, 0.64028, 0.85023], [0.54575, 0.63854, 0.85012], [0.55302, 0.63679, 0.84989], [0.56029, 0.63501, 0.84953], [0.56756, 0.63323, 0.84905], [0.57481, 0.63143, 0.84843], [0.58206, 0.6296, 0.84768], [0.5893, 0.62777, 0.84679], [0.59654, 0.62592, 0.84575], [0.60375, 0.62407, 0.84456], [0.61093, 0.6222, 0.84321], [0.61809, 0.62034, 0.84171], [0.62521, 0.61846, 0.84004], [0.63229, 0.61658, 0.83821], [0.63932, 0.61469, 0.83622], [0.64629, 0.61281, 0.83407], [0.65319, 0.61095, 0.83175], [0.66003, 0.6091, 0.82926], [0.66678, 0.60725, 0.8266], [0.67345, 0.60541, 0.82378], [0.68002, 0.6036, 0.82081], [0.68649, 0.60181, 0.81769], [0.69285, 0.60004, 0.81442], [0.69908, 0.5983, 0.81102], [0.70519, 0.5966, 0.80747], [0.71118, 0.59492, 0.80379], [0.71703, 0.59329, 0.79998], [0.72274, 0.59168, 0.79606], [0.72832, 0.59011, 0.79203], [0.73376, 0.58858, 0.7879], [0.73907, 0.58709, 0.78369], [0.74423, 0.58565, 0.77937], [0.74924, 0.58424, 0.77498], [0.75413, 0.58287, 0.77052], [0.75888, 0.58155, 0.76599], [0.76349, 0.58027, 0.76138], [0.76797, 0.57902, 0.75673], [0.77232, 0.57781, 0.75202], [0.77655, 0.57666, 0.74727], [0.78064, 0.57553, 0.74247], [0.78462, 0.57444, 0.73762], [0.78848, 0.5734, 0.73275], [0.79223, 0.57239, 0.72783], [0.79586, 0.57141, 0.72289], [0.79939, 0.57047, 0.71793], [0.80281, 0.56956, 0.71293], [0.80613, 0.56869, 0.70792], [0.80935, 0.56786, 0.70288], [0.81246, 0.56706, 0.69782], [0.81549, 0.56628, 0.69275], [0.81843, 0.56553, 0.68766], [0.82128, 0.56482, 0.68256], [0.82405, 0.56415, 0.67746], [0.82672, 0.5635, 0.67233], [0.82931, 0.56288, 0.66719], [0.83181, 0.5623, 0.66204], [0.83421, 0.56174, 0.65688], [0.83652, 0.56122, 0.65171], [0.83874, 0.56074, 0.64653], [0.84085, 0.56031, 0.64133], [0.84286, 0.55992, 0.63614], [0.84476, 0.55958, 0.63094], [0.84654, 0.55927, 0.62572], [0.84823, 0.55902, 0.62051], [0.84979, 0.55882, 0.61529], [0.85123, 0.55867, 0.61007], [0.85256, 0.55857, 0.60486], [0.85375, 0.55854, 0.59965], [0.85481, 0.55856, 0.59444], [0.85574, 0.55865, 0.58925], [0.85653, 0.5588, 0.58408], [0.85717, 0.55901, 0.57892], [0.85767, 0.5593, 0.57378], [0.85801, 0.55965, 0.56867], [0.8582, 0.56007, 0.56361], [0.85822, 0.56057, 0.55856], [0.85808, 0.56114, 0.55358], [0.85777, 0.56179, 0.54866], [0.8573, 0.56251, 0.54377], [0.85666, 0.5633, 0.53896], [0.85585, 0.56416, 0.53421], [0.85487, 0.56509, 0.52955], [0.85372, 0.5661, 0.52497], ] b_circle_mgbm_67_c31 = bokeh_palette('circle_mgbm_67_c31',circle_mgbm_67_c31) m_circle_mgbm_67_c31 = mpl_cm('circle_mgbm_67_c31',circle_mgbm_67_c31) m_circle_mgbm_67_c31_r = mpl_cm('circle_mgbm_67_c31_r',list(reversed(circle_mgbm_67_c31))) cyclic_isoluminant = b_circle_mgbm_67_c31 m_cyclic_isoluminant = m_circle_mgbm_67_c31 m_cyclic_isoluminant_r = m_circle_mgbm_67_c31_r palette['cyclic_isoluminant'] = b_circle_mgbm_67_c31 palette_n['cyclic_isoluminant'] = b_circle_mgbm_67_c31 cm['cyclic_isoluminant'] = m_circle_mgbm_67_c31 cm['cyclic_isoluminant_r'] = m_circle_mgbm_67_c31_r cm_n['cyclic_isoluminant'] = mpl_cm('cyclic_isoluminant',circle_mgbm_67_c31) cm_n['cyclic_isoluminant_r'] = mpl_cm('cyclic_isoluminant_r',list(reversed(circle_mgbm_67_c31))) CET_C10 = b_circle_mgbm_67_c31 m_CET_C10 = m_circle_mgbm_67_c31 m_CET_C10_r = m_circle_mgbm_67_c31_r palette['CET_C10'] = b_circle_mgbm_67_c31 cm['CET_C10'] = m_circle_mgbm_67_c31 cm['CET_C10_r'] = m_circle_mgbm_67_c31_r register_cmap('cet_CET_C10',m_circle_mgbm_67_c31) register_cmap('cet_CET_C10_r',m_circle_mgbm_67_c31_r) linear_tritanopic_kcw_5_95_c22 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.067935, 0.069914, 0.070403], [0.069815, 0.073652, 0.0746], [0.07164, 0.077107, 0.078563], [0.073462, 0.080576, 0.082476], [0.075146, 0.083929, 0.08611], [0.076843, 0.087146, 0.08973], [0.078539, 0.090221, 0.093128], [0.080189, 0.093191, 0.096541], [0.081756, 0.096155, 0.10003], [0.083005, 0.099185, 0.10353], [0.084333, 0.10221, 0.10701], [0.085504, 0.10522, 0.11049], [0.086815, 0.10826, 0.11396], [0.088036, 0.11136, 0.11748], [0.089245, 0.11437, 0.121], [0.090448, 0.11746, 0.12455], [0.091666, 0.12054, 0.12815], [0.092764, 0.12362, 0.13171], [0.093966, 0.12674, 0.13529], [0.095144, 0.1299, 0.13888], [0.096204, 0.133, 0.14251], [0.097359, 0.13609, 0.14613], [0.098483, 0.13924, 0.14979], [0.099554, 0.14242, 0.1534], [0.10063, 0.14561, 0.15707], [0.1017, 0.14873, 0.16075], [0.10278, 0.15191, 0.16446], [0.10382, 0.15511, 0.16813], [0.10479, 0.15832, 0.17185], [0.10587, 0.16154, 0.17556], [0.10689, 0.16473, 0.17931], [0.10783, 0.16794, 0.18304], [0.10881, 0.17118, 0.18681], [0.10983, 0.17444, 0.19058], [0.11075, 0.1777, 0.19439], [0.11168, 0.18092, 0.19815], [0.11262, 0.1842, 0.20194], [0.11352, 0.1875, 0.20578], [0.11436, 0.19076, 0.20959], [0.11526, 0.19408, 0.21342], [0.11617, 0.19736, 0.21728], [0.11699, 0.20065, 0.22115], [0.11785, 0.20401, 0.22498], [0.11871, 0.20732, 0.22888], [0.11949, 0.21065, 0.23275], [0.12028, 0.21399, 0.23667], [0.12106, 0.21734, 0.24054], [0.12184, 0.22072, 0.24446], [0.1226, 0.22405, 0.24842], [0.12336, 0.22744, 0.25234], [0.1241, 0.23081, 0.25627], [0.12484, 0.23421, 0.26024], [0.12558, 0.23762, 0.26421], [0.12628, 0.241, 0.26817], [0.12693, 0.2444, 0.27214], [0.12762, 0.24785, 0.27617], [0.12829, 0.25127, 0.28015], [0.12891, 0.25471, 0.28416], [0.12957, 0.25812, 0.28818], [0.13022, 0.26158, 0.29221], [0.13081, 0.26502, 0.29625], [0.1314, 0.2685, 0.30029], [0.13197, 0.27195, 0.30435], [0.13254, 0.27545, 0.30842], [0.13309, 0.27893, 0.31248], [0.13363, 0.28243, 0.31657], [0.13417, 0.2859, 0.32067], [0.13469, 0.28942, 0.32475], [0.13517, 0.29292, 0.32887], [0.13563, 0.29644, 0.33299], [0.13609, 0.29996, 0.3371], [0.13656, 0.30349, 0.34123], [0.13703, 0.30703, 0.34537], [0.13748, 0.31059, 0.34952], [0.1379, 0.31413, 0.35367], [0.1383, 0.31769, 0.35784], [0.13867, 0.32125, 0.36201], [0.13903, 0.32481, 0.36619], [0.13938, 0.3284, 0.37036], [0.13973, 0.33198, 0.37457], [0.14008, 0.33558, 0.37876], [0.14043, 0.33918, 0.38298], [0.14075, 0.34278, 0.38718], [0.14105, 0.34637, 0.39142], [0.14133, 0.35, 0.39565], [0.14159, 0.35361, 0.39988], [0.14183, 0.35725, 0.40413], [0.14207, 0.36086, 0.40838], [0.14229, 0.36451, 0.41265], [0.14251, 0.36816, 0.41691], [0.1427, 0.3718, 0.42118], [0.14289, 0.37546, 0.42547], [0.14305, 0.37912, 0.42975], [0.14321, 0.38279, 0.43404], [0.14335, 0.38646, 0.43835], [0.14348, 0.39014, 0.44267], [0.14359, 0.39383, 0.44698], [0.14369, 0.39753, 0.4513], [0.14377, 0.40123, 0.45563], [0.14384, 0.40492, 0.45996], [0.1439, 0.40864, 0.46432], [0.14394, 0.41236, 0.46866], [0.14396, 0.41607, 0.473], [0.14397, 0.4198, 0.47737], [0.14397, 0.42352, 0.48174], [0.14395, 0.42727, 0.48611], [0.14392, 0.43101, 0.4905], [0.14388, 0.43476, 0.49489], [0.14382, 0.43851, 0.49927], [0.14374, 0.44227, 0.50367], [0.14366, 0.44602, 0.50809], [0.14355, 0.4498, 0.51249], [0.14344, 0.45357, 0.51691], [0.1433, 0.45735, 0.52133], [0.14316, 0.46114, 0.52576], [0.14299, 0.46493, 0.53019], [0.14282, 0.46873, 0.53463], [0.14263, 0.47252, 0.53908], [0.14242, 0.47633, 0.54353], [0.14221, 0.48014, 0.54799], [0.14197, 0.48395, 0.55245], [0.14173, 0.48778, 0.55692], [0.14148, 0.49161, 0.56139], [0.14121, 0.49543, 0.56586], [0.14092, 0.49926, 0.57035], [0.14061, 0.5031, 0.57483], [0.14028, 0.50695, 0.57934], [0.13993, 0.5108, 0.58383], [0.13957, 0.51466, 0.58833], [0.13922, 0.51852, 0.59285], [0.13887, 0.52238, 0.59737], [0.13851, 0.52626, 0.60188], [0.13813, 0.53013, 0.6064], [0.13772, 0.534, 0.61094], [0.13729, 0.53789, 0.61547], [0.13683, 0.54177, 0.62001], [0.13636, 0.54567, 0.62455], [0.1359, 0.54956, 0.6291], [0.13545, 0.55346, 0.63366], [0.135, 0.55738, 0.63821], [0.13451, 0.56128, 0.64277], [0.134, 0.56519, 0.64734], [0.13348, 0.56911, 0.65191], [0.13295, 0.57304, 0.65649], [0.13242, 0.57697, 0.66106], [0.13188, 0.58089, 0.66564], [0.13133, 0.58483, 0.67024], [0.13079, 0.58876, 0.67482], [0.13024, 0.59272, 0.67941], [0.12964, 0.59667, 0.68401], [0.12903, 0.60062, 0.68862], [0.12847, 0.60458, 0.69322], [0.12789, 0.60854, 0.69782], [0.12727, 0.6125, 0.70244], [0.12668, 0.61647, 0.70706], [0.12612, 0.62045, 0.71168], [0.12552, 0.62442, 0.7163], [0.1249, 0.6284, 0.72092], [0.12429, 0.63238, 0.72555], [0.1237, 0.63637, 0.73018], [0.12311, 0.64036, 0.73481], [0.12253, 0.64435, 0.73945], [0.12196, 0.64835, 0.74408], [0.1214, 0.65236, 0.74872], [0.12086, 0.65637, 0.75336], [0.12033, 0.66037, 0.75801], [0.11982, 0.66438, 0.76266], [0.11934, 0.6684, 0.76731], [0.11888, 0.67242, 0.77196], [0.11844, 0.67644, 0.77661], [0.118, 0.68046, 0.78126], [0.11757, 0.68449, 0.78592], [0.11721, 0.68853, 0.79057], [0.1169, 0.69257, 0.79522], [0.11664, 0.6966, 0.79989], [0.11641, 0.70064, 0.80454], [0.11623, 0.70468, 0.8092], [0.11609, 0.70873, 0.81385], [0.11602, 0.71277, 0.8185], [0.11601, 0.71683, 0.82316], [0.11607, 0.72087, 0.82781], [0.11621, 0.72493, 0.83246], [0.11643, 0.72899, 0.83711], [0.11673, 0.73305, 0.84176], [0.11713, 0.73711, 0.8464], [0.11766, 0.74116, 0.85103], [0.11834, 0.74523, 0.85567], [0.11908, 0.74929, 0.8603], [0.11996, 0.75335, 0.86492], [0.12099, 0.75742, 0.86954], [0.12218, 0.76148, 0.87415], [0.12355, 0.76555, 0.87875], [0.12515, 0.76961, 0.88334], [0.12689, 0.77367, 0.88792], [0.12887, 0.77773, 0.89249], [0.13114, 0.78179, 0.89704], [0.13361, 0.78584, 0.90157], [0.13637, 0.78989, 0.90608], [0.13948, 0.79394, 0.91056], [0.14302, 0.79797, 0.91501], [0.14694, 0.802, 0.91943], [0.15138, 0.80601, 0.9238], [0.15647, 0.81, 0.9281], [0.16229, 0.81396, 0.93231], [0.1692, 0.8179, 0.93644], [0.17755, 0.8218, 0.9404], [0.18745, 0.82562, 0.94415], [0.19867, 0.82939, 0.94771], [0.21106, 0.83308, 0.95106], [0.22431, 0.83672, 0.95422], [0.2383, 0.8403, 0.9572], [0.25286, 0.84381, 0.95999], [0.26783, 0.84727, 0.9626], [0.28318, 0.85067, 0.96504], [0.29879, 0.85401, 0.9673], [0.31461, 0.8573, 0.96939], [0.33061, 0.86053, 0.97131], [0.34673, 0.86371, 0.97308], [0.36293, 0.86682, 0.97467], [0.37921, 0.86988, 0.9761], [0.39554, 0.8729, 0.97739], [0.41189, 0.87585, 0.97851], [0.42827, 0.87875, 0.9795], [0.44466, 0.8816, 0.98033], [0.46103, 0.8844, 0.98101], [0.47742, 0.88714, 0.98155], [0.49379, 0.88983, 0.98195], [0.51015, 0.89247, 0.98221], [0.52649, 0.89506, 0.98233], [0.54281, 0.89759, 0.98232], [0.5591, 0.90006, 0.98218], [0.57537, 0.90249, 0.9819], [0.59162, 0.90487, 0.9815], [0.60785, 0.90719, 0.98097], [0.62404, 0.90946, 0.98031], [0.64022, 0.91167, 0.97954], [0.65636, 0.91384, 0.97863], [0.67249, 0.91594, 0.97762], [0.68859, 0.91801, 0.97648], [0.70466, 0.92001, 0.97523], [0.72071, 0.92196, 0.97386], [0.73673, 0.92386, 0.97238], [0.75274, 0.9257, 0.97079], [0.76872, 0.92749, 0.96909], [0.78469, 0.92922, 0.96728], [0.80063, 0.93091, 0.96535], [0.81655, 0.93253, 0.96333], [0.83245, 0.9341, 0.96121], [0.84834, 0.93562, 0.95897], [0.86422, 0.93708, 0.95664], [0.88006, 0.93848, 0.95421], [0.89591, 0.93983, 0.95167], [0.91173, 0.94112, 0.94903], [0.92754, 0.94235, 0.9463], [0.94334, 0.94352, 0.94348], ] b_linear_tritanopic_kcw_5_95_c22 = bokeh_palette('linear_tritanopic_kcw_5_95_c22',linear_tritanopic_kcw_5_95_c22) m_linear_tritanopic_kcw_5_95_c22 = mpl_cm('linear_tritanopic_kcw_5_95_c22',linear_tritanopic_kcw_5_95_c22) m_linear_tritanopic_kcw_5_95_c22_r = mpl_cm('linear_tritanopic_kcw_5_95_c22_r',list(reversed(linear_tritanopic_kcw_5_95_c22))) CET_CBTL3 = b_linear_tritanopic_kcw_5_95_c22 m_CET_CBTL3 = m_linear_tritanopic_kcw_5_95_c22 m_CET_CBTL3_r = m_linear_tritanopic_kcw_5_95_c22_r palette['CET_CBTL3'] = b_linear_tritanopic_kcw_5_95_c22 cm['CET_CBTL3'] = m_linear_tritanopic_kcw_5_95_c22 cm['CET_CBTL3_r'] = m_linear_tritanopic_kcw_5_95_c22_r register_cmap('cet_CET_CBTL3',m_linear_tritanopic_kcw_5_95_c22) register_cmap('cet_CET_CBTL3_r',m_linear_tritanopic_kcw_5_95_c22_r) cyclic_wrkbw_10_90_c43_s25 = [ # cmap_def [0.20021, 0.43981, 0.96906], [0.21551, 0.44588, 0.97457], [0.23159, 0.45204, 0.97914], [0.24818, 0.45825, 0.98281], [0.26504, 0.46453, 0.98564], [0.28205, 0.47086, 0.9877], [0.29898, 0.47725, 0.98908], [0.31574, 0.48369, 0.98987], [0.33223, 0.4902, 0.99013], [0.34838, 0.49674, 0.98997], [0.36416, 0.50334, 0.98944], [0.37954, 0.50998, 0.98862], [0.3945, 0.51666, 0.98757], [0.40905, 0.52338, 0.98633], [0.42318, 0.53013, 0.98496], [0.43695, 0.53692, 0.98347], [0.45032, 0.54373, 0.98191], [0.46333, 0.55057, 0.98029], [0.47603, 0.55745, 0.97861], [0.48841, 0.56434, 0.97691], [0.5005, 0.57126, 0.97517], [0.51231, 0.5782, 0.97342], [0.52387, 0.58518, 0.97166], [0.53518, 0.59218, 0.96988], [0.54629, 0.59919, 0.96809], [0.55717, 0.60622, 0.96629], [0.56786, 0.61328, 0.96448], [0.57837, 0.62038, 0.96266], [0.58871, 0.62748, 0.96082], [0.59889, 0.63461, 0.95897], [0.60893, 0.64175, 0.95711], [0.61881, 0.64892, 0.95524], [0.62855, 0.65611, 0.95336], [0.63816, 0.66332, 0.95146], [0.64766, 0.67054, 0.94955], [0.65704, 0.67779, 0.94763], [0.6663, 0.68505, 0.94569], [0.67546, 0.69234, 0.94374], [0.68452, 0.69963, 0.94177], [0.69348, 0.70696, 0.93979], [0.70235, 0.71429, 0.9378], [0.71114, 0.72164, 0.93579], [0.71983, 0.72902, 0.93377], [0.72843, 0.73641, 0.93173], [0.73696, 0.7438, 0.92968], [0.7454, 0.75119, 0.92759], [0.75376, 0.75857, 0.92549], [0.76204, 0.76591, 0.92334], [0.77023, 0.77321, 0.92114], [0.77834, 0.78046, 0.91889], [0.78635, 0.7876, 0.91657], [0.79425, 0.7946, 0.91414], [0.80203, 0.80142, 0.9116], [0.8097, 0.80801, 0.9089], [0.81723, 0.81429, 0.90602], [0.8246, 0.8202, 0.9029], [0.83181, 0.82566, 0.8995], [0.83882, 0.83059, 0.89578], [0.84564, 0.83488, 0.89168], [0.85223, 0.83847, 0.88714], [0.85859, 0.84127, 0.88212], [0.8647, 0.84321, 0.87657], [0.87054, 0.84425, 0.87046], [0.87611, 0.84432, 0.86377], [0.88141, 0.84341, 0.85645], [0.88642, 0.84153, 0.84851], [0.89115, 0.83869, 0.83998], [0.8956, 0.83491, 0.83084], [0.89977, 0.83027, 0.82115], [0.90367, 0.82481, 0.81095], [0.90731, 0.81863, 0.80029], [0.9107, 0.8118, 0.7892], [0.91385, 0.80441, 0.77777], [0.91677, 0.79653, 0.76602], [0.91948, 0.78825, 0.75403], [0.92199, 0.77963, 0.74184], [0.9243, 0.77076, 0.72951], [0.92644, 0.76166, 0.71706], [0.9284, 0.75241, 0.70452], [0.93021, 0.74303, 0.69193], [0.93185, 0.73355, 0.67931], [0.93335, 0.72399, 0.66667], [0.93471, 0.71438, 0.65405], [0.93593, 0.70473, 0.64142], [0.93702, 0.69504, 0.62882], [0.93798, 0.68533, 0.61624], [0.93881, 0.67559, 0.60369], [0.93952, 0.66583, 0.59117], [0.94012, 0.65606, 0.57868], [0.94059, 0.64626, 0.56623], [0.94095, 0.63645, 0.55381], [0.94119, 0.6266, 0.54142], [0.94132, 0.61675, 0.52908], [0.94134, 0.60686, 0.51676], [0.94125, 0.59694, 0.50448], [0.94106, 0.58698, 0.49222], [0.94076, 0.57701, 0.48], [0.94037, 0.56699, 0.4678], [0.93986, 0.55693, 0.45565], [0.93925, 0.54684, 0.44352], [0.93855, 0.5367, 0.43143], [0.93775, 0.52651, 0.41936], [0.93686, 0.51626, 0.40732], [0.93587, 0.50596, 0.39531], [0.93478, 0.49561, 0.38333], [0.93361, 0.48519, 0.37136], [0.93235, 0.47471, 0.35943], [0.931, 0.46415, 0.34753], [0.92955, 0.4535, 0.33565], [0.928, 0.44279, 0.32378], [0.92636, 0.43199, 0.31194], [0.9246, 0.42108, 0.30017], [0.92274, 0.41012, 0.28842], [0.92074, 0.39905, 0.27674], [0.91861, 0.38791, 0.26509], [0.91631, 0.37671, 0.25356], [0.91384, 0.36544, 0.24213], [0.91115, 0.35415, 0.23083], [0.90822, 0.34286, 0.21971], [0.905, 0.33158, 0.20879], [0.90147, 0.32042, 0.19814], [0.89757, 0.30939, 0.18785], [0.89326, 0.29854, 0.1779], [0.88851, 0.28799, 0.16836], [0.88326, 0.27783, 0.15935], [0.87749, 0.26809, 0.15092], [0.87116, 0.25891, 0.14313], [0.86426, 0.25031, 0.13596], [0.85677, 0.24243, 0.12959], [0.84871, 0.23529, 0.12389], [0.84007, 0.22889, 0.11901], [0.83088, 0.22328, 0.1148], [0.82118, 0.21843, 0.11142], [0.811, 0.21431, 0.10862], [0.80039, 0.21086, 0.10655], [0.7894, 0.20802, 0.10489], [0.77807, 0.2057, 0.10386], [0.76647, 0.20383, 0.10319], [0.75465, 0.20228, 0.10284], [0.74264, 0.20102, 0.10278], [0.73048, 0.19998, 0.10293], [0.71822, 0.1991, 0.10324], [0.70589, 0.19832, 0.10365], [0.6935, 0.19759, 0.10411], [0.68109, 0.19691, 0.10462], [0.66868, 0.1962, 0.10519], [0.65627, 0.19546, 0.10581], [0.64385, 0.19473, 0.1064], [0.63148, 0.19394, 0.10695], [0.61912, 0.19309, 0.10746], [0.60679, 0.19219, 0.10794], [0.59449, 0.19125, 0.10842], [0.58222, 0.19025, 0.1089], [0.57, 0.1892, 0.10936], [0.55781, 0.18812, 0.10977], [0.54567, 0.18693, 0.11013], [0.53354, 0.18573, 0.11046], [0.52147, 0.18443, 0.11077], [0.50943, 0.18309, 0.11106], [0.49743, 0.18171, 0.11132], [0.48545, 0.18029, 0.11156], [0.47351, 0.17882, 0.11177], [0.46162, 0.1773, 0.11196], [0.44976, 0.17568, 0.11212], [0.43793, 0.17406, 0.11226], [0.42612, 0.17237, 0.11238], [0.41437, 0.17064, 0.11248], [0.40264, 0.16888, 0.11255], [0.39096, 0.16705, 0.1126], [0.37929, 0.16512, 0.11263], [0.36765, 0.16323, 0.11264], [0.35607, 0.16126, 0.11263], [0.3445, 0.15922, 0.11262], [0.33301, 0.15716, 0.11261], [0.32154, 0.15507, 0.1126], [0.31017, 0.15294, 0.11262], [0.29885, 0.1508, 0.11268], [0.28762, 0.14863, 0.11279], [0.27655, 0.14648, 0.11299], [0.26561, 0.14436, 0.1133], [0.25488, 0.14225, 0.11373], [0.24434, 0.14019, 0.11434], [0.23414, 0.13827, 0.11526], [0.22424, 0.13639, 0.11649], [0.21479, 0.13476, 0.11804], [0.20581, 0.13325, 0.11997], [0.19735, 0.132, 0.12239], [0.18949, 0.13103, 0.12541], [0.18227, 0.13038, 0.12894], [0.17577, 0.13006, 0.13316], [0.17005, 0.13011, 0.13804], [0.16504, 0.13055, 0.14357], [0.16085, 0.13138, 0.14984], [0.15741, 0.13265, 0.15679], [0.15475, 0.13435, 0.16446], [0.15281, 0.13638, 0.17277], [0.15159, 0.13886, 0.18173], [0.151, 0.1417, 0.19131], [0.151, 0.14485, 0.20141], [0.1515, 0.14824, 0.21205], [0.15245, 0.15192, 0.22308], [0.15379, 0.15585, 0.2345], [0.15544, 0.15988, 0.24624], [0.15729, 0.16417, 0.25828], [0.15933, 0.16851, 0.27059], [0.16152, 0.17298, 0.28308], [0.16373, 0.17756, 0.29575], [0.16592, 0.18214, 0.3086], [0.16815, 0.18684, 0.32156], [0.17034, 0.19156, 0.33467], [0.17243, 0.19636, 0.34786], [0.17447, 0.20112, 0.36115], [0.17635, 0.20599, 0.37455], [0.17822, 0.21083, 0.38802], [0.17987, 0.21572, 0.40157], [0.1814, 0.22063, 0.41521], [0.18281, 0.22554, 0.42891], [0.18408, 0.23047, 0.4427], [0.18522, 0.23545, 0.45655], [0.18618, 0.24041, 0.47048], [0.18698, 0.24541, 0.48447], [0.18766, 0.25044, 0.49855], [0.18815, 0.2555, 0.51268], [0.18846, 0.26055, 0.5269], [0.18861, 0.26564, 0.54116], [0.18858, 0.27075, 0.5555], [0.18837, 0.27587, 0.5699], [0.18798, 0.28097, 0.58438], [0.18736, 0.28613, 0.59891], [0.18653, 0.29133, 0.61351], [0.18553, 0.29651, 0.62818], [0.18424, 0.30171, 0.6429], [0.18274, 0.30695, 0.65768], [0.18099, 0.31217, 0.67253], [0.179, 0.31745, 0.68742], [0.17672, 0.32274, 0.70237], [0.17419, 0.32802, 0.71736], [0.17136, 0.33335, 0.73238], [0.16826, 0.33867, 0.74741], [0.16491, 0.34402, 0.76244], [0.16137, 0.3494, 0.77746], [0.15757, 0.3548, 0.79243], [0.15368, 0.3602, 0.8073], [0.14983, 0.36564, 0.82205], [0.14607, 0.3711, 0.8366], [0.14266, 0.37661, 0.8509], [0.13982, 0.38211, 0.86489], [0.13797, 0.38767, 0.87847], [0.1373, 0.39327, 0.89156], [0.13822, 0.39891, 0.90407], [0.14103, 0.40458, 0.91592], [0.14591, 0.41033, 0.92702], [0.15293, 0.4161, 0.93729], [0.16214, 0.42193, 0.94667], [0.17323, 0.42784, 0.95511], [0.18606, 0.43378, 0.96258], ] b_cyclic_wrkbw_10_90_c43_s25 = bokeh_palette('cyclic_wrkbw_10_90_c43_s25',cyclic_wrkbw_10_90_c43_s25) m_cyclic_wrkbw_10_90_c43_s25 = mpl_cm('cyclic_wrkbw_10_90_c43_s25',cyclic_wrkbw_10_90_c43_s25) m_cyclic_wrkbw_10_90_c43_s25_r = mpl_cm('cyclic_wrkbw_10_90_c43_s25_r',list(reversed(cyclic_wrkbw_10_90_c43_s25))) CET_C3s = b_cyclic_wrkbw_10_90_c43_s25 m_CET_C3s = m_cyclic_wrkbw_10_90_c43_s25 m_CET_C3s_r = m_cyclic_wrkbw_10_90_c43_s25_r palette['CET_C3s'] = b_cyclic_wrkbw_10_90_c43_s25 cm['CET_C3s'] = m_cyclic_wrkbw_10_90_c43_s25 cm['CET_C3s_r'] = m_cyclic_wrkbw_10_90_c43_s25_r register_cmap('cet_CET_C3s',m_cyclic_wrkbw_10_90_c43_s25) register_cmap('cet_CET_C3s_r',m_cyclic_wrkbw_10_90_c43_s25_r) linear_protanopic_deuteranopic_kbw_5_95_c34 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.068745, 0.069522, 0.072449], [0.071332, 0.07276, 0.078437], [0.073863, 0.075905, 0.084184], [0.07624, 0.078975, 0.089508], [0.07863, 0.08205, 0.094631], [0.080915, 0.084906, 0.099619], [0.082936, 0.087763, 0.10467], [0.084808, 0.090516, 0.10987], [0.086573, 0.093153, 0.11495], [0.088351, 0.095862, 0.12015], [0.090095, 0.098575, 0.12539], [0.091845, 0.10126, 0.13065], [0.093475, 0.10398, 0.13585], [0.095207, 0.10675, 0.1412], [0.096775, 0.10948, 0.14648], [0.09846, 0.11221, 0.15182], [0.10003, 0.11491, 0.15719], [0.10161, 0.11771, 0.16261], [0.1032, 0.12047, 0.168], [0.10466, 0.12324, 0.17344], [0.10624, 0.12609, 0.17892], [0.10768, 0.12886, 0.1844], [0.10917, 0.1317, 0.18992], [0.1106, 0.13454, 0.19545], [0.11201, 0.13737, 0.20099], [0.11341, 0.14018, 0.20662], [0.1147, 0.14305, 0.21221], [0.11609, 0.14592, 0.21783], [0.11736, 0.14876, 0.22348], [0.1187, 0.15164, 0.22915], [0.11992, 0.15454, 0.23486], [0.12114, 0.15743, 0.24054], [0.12235, 0.16032, 0.24628], [0.12355, 0.16328, 0.25205], [0.12473, 0.16618, 0.25781], [0.1259, 0.16914, 0.26363], [0.12697, 0.17205, 0.26945], [0.1281, 0.17502, 0.27528], [0.12913, 0.17799, 0.28112], [0.13023, 0.18091, 0.28699], [0.13122, 0.1839, 0.2929], [0.1322, 0.18688, 0.29882], [0.13316, 0.18987, 0.30475], [0.13411, 0.19287, 0.31072], [0.13502, 0.19588, 0.31668], [0.13586, 0.19887, 0.32268], [0.13673, 0.20189, 0.32869], [0.1376, 0.20494, 0.33472], [0.13839, 0.20798, 0.34076], [0.13913, 0.21102, 0.34682], [0.13988, 0.21408, 0.35291], [0.14064, 0.21714, 0.35899], [0.14134, 0.22021, 0.36512], [0.14199, 0.22328, 0.37124], [0.14263, 0.22637, 0.37741], [0.14324, 0.22943, 0.38358], [0.14382, 0.23253, 0.38976], [0.14437, 0.23565, 0.39597], [0.14491, 0.23874, 0.40217], [0.14541, 0.24187, 0.40842], [0.14586, 0.24497, 0.41467], [0.14626, 0.24813, 0.42094], [0.14665, 0.25127, 0.42724], [0.14703, 0.25441, 0.43352], [0.14738, 0.25755, 0.43985], [0.14768, 0.26071, 0.44618], [0.14795, 0.26389, 0.45254], [0.14817, 0.26703, 0.4589], [0.14837, 0.27023, 0.46527], [0.14854, 0.27341, 0.47168], [0.14867, 0.2766, 0.47808], [0.14878, 0.2798, 0.48451], [0.14885, 0.28301, 0.49097], [0.14888, 0.28619, 0.49742], [0.14887, 0.28943, 0.50389], [0.14882, 0.29264, 0.51037], [0.14874, 0.29587, 0.51687], [0.14861, 0.29912, 0.52339], [0.14845, 0.30234, 0.52992], [0.14825, 0.30561, 0.53647], [0.14802, 0.30887, 0.54302], [0.14775, 0.3121, 0.5496], [0.14742, 0.31538, 0.55617], [0.14703, 0.31865, 0.56279], [0.14661, 0.32193, 0.56939], [0.14616, 0.32521, 0.57603], [0.14568, 0.32851, 0.58267], [0.14512, 0.3318, 0.58932], [0.1445, 0.33512, 0.596], [0.14384, 0.33841, 0.60268], [0.14313, 0.34173, 0.60938], [0.14236, 0.34505, 0.61609], [0.14155, 0.34837, 0.62281], [0.14069, 0.35169, 0.62955], [0.1397, 0.35505, 0.63631], [0.13874, 0.35838, 0.64306], [0.13771, 0.36173, 0.64984], [0.13655, 0.36508, 0.65663], [0.13538, 0.36844, 0.66344], [0.13415, 0.3718, 0.67025], [0.13281, 0.37517, 0.67708], [0.13142, 0.37855, 0.68391], [0.12996, 0.38193, 0.69076], [0.12837, 0.38531, 0.69763], [0.12671, 0.38871, 0.70451], [0.12499, 0.3921, 0.71141], [0.12314, 0.39551, 0.7183], [0.12122, 0.39891, 0.72523], [0.11923, 0.40232, 0.73215], [0.11708, 0.40575, 0.73909], [0.11482, 0.40917, 0.74604], [0.11251, 0.41261, 0.753], [0.11003, 0.41603, 0.75997], [0.10737, 0.41948, 0.76696], [0.10453, 0.42291, 0.77396], [0.10161, 0.42636, 0.78097], [0.098517, 0.42983, 0.78799], [0.095238, 0.43328, 0.79502], [0.091759, 0.43675, 0.80206], [0.088046, 0.44022, 0.80911], [0.084173, 0.4437, 0.81616], [0.079994, 0.44717, 0.82321], [0.075648, 0.45066, 0.83025], [0.07114, 0.45415, 0.83729], [0.066311, 0.45764, 0.84431], [0.061257, 0.46114, 0.85131], [0.056168, 0.46464, 0.85829], [0.050831, 0.46814, 0.86523], [0.045506, 0.47166, 0.87211], [0.040376, 0.47517, 0.87893], [0.035673, 0.47867, 0.88567], [0.031614, 0.48219, 0.89232], [0.02889, 0.4857, 0.89884], [0.027504, 0.48922, 0.90523], [0.027708, 0.49274, 0.91146], [0.029767, 0.49625, 0.91751], [0.033929, 0.49977, 0.92335], [0.040741, 0.50329, 0.92897], [0.049364, 0.50681, 0.93433], [0.059373, 0.51032, 0.93944], [0.070404, 0.51384, 0.94425], [0.082375, 0.51735, 0.94875], [0.094921, 0.52085, 0.95294], [0.10784, 0.52435, 0.95681], [0.12113, 0.52785, 0.96035], [0.13469, 0.53134, 0.96355], [0.14827, 0.53484, 0.96642], [0.16196, 0.53834, 0.96898], [0.17556, 0.54182, 0.97123], [0.18913, 0.54532, 0.97318], [0.20256, 0.54882, 0.97486], [0.21586, 0.55231, 0.97627], [0.22893, 0.55579, 0.97745], [0.24179, 0.5593, 0.97841], [0.25441, 0.5628, 0.97918], [0.26676, 0.56631, 0.97977], [0.27887, 0.56981, 0.98022], [0.29069, 0.57333, 0.98053], [0.30223, 0.57686, 0.98073], [0.31353, 0.58038, 0.98084], [0.32454, 0.58391, 0.98087], [0.33531, 0.58745, 0.98083], [0.3458, 0.591, 0.98074], [0.35607, 0.59455, 0.9806], [0.36609, 0.59811, 0.98043], [0.37589, 0.60168, 0.98023], [0.38547, 0.60525, 0.98001], [0.39487, 0.60885, 0.97977], [0.40407, 0.61242, 0.97952], [0.41309, 0.61602, 0.97925], [0.42193, 0.61963, 0.97898], [0.43063, 0.62324, 0.9787], [0.43916, 0.62686, 0.97841], [0.44755, 0.63049, 0.97812], [0.45581, 0.63412, 0.97783], [0.46394, 0.63775, 0.97754], [0.47195, 0.64139, 0.97724], [0.47984, 0.64505, 0.97694], [0.48763, 0.64871, 0.97664], [0.49531, 0.65238, 0.97633], [0.50289, 0.65605, 0.97602], [0.51038, 0.65973, 0.97571], [0.5178, 0.66342, 0.97539], [0.52512, 0.6671, 0.97507], [0.53236, 0.67081, 0.97475], [0.53952, 0.67451, 0.97442], [0.54662, 0.67822, 0.9741], [0.55364, 0.68194, 0.97377], [0.5606, 0.68567, 0.97343], [0.5675, 0.6894, 0.9731], [0.57432, 0.69313, 0.97276], [0.5811, 0.69687, 0.97241], [0.58781, 0.70063, 0.97206], [0.59448, 0.70438, 0.97171], [0.60108, 0.70814, 0.97136], [0.60765, 0.71191, 0.971], [0.61415, 0.71568, 0.97064], [0.62062, 0.71946, 0.97028], [0.62704, 0.72324, 0.96991], [0.63341, 0.72703, 0.96954], [0.63975, 0.73083, 0.96917], [0.64603, 0.73463, 0.96879], [0.65229, 0.73844, 0.96841], [0.6585, 0.74225, 0.96803], [0.66468, 0.74607, 0.96764], [0.67082, 0.74989, 0.96725], [0.67693, 0.75372, 0.96686], [0.683, 0.75756, 0.96646], [0.68905, 0.7614, 0.96605], [0.69505, 0.76525, 0.96565], [0.70103, 0.7691, 0.96524], [0.70698, 0.77296, 0.96483], [0.71289, 0.77682, 0.96441], [0.71879, 0.78069, 0.964], [0.72465, 0.78457, 0.96357], [0.73049, 0.78844, 0.96315], [0.7363, 0.79232, 0.96272], [0.74209, 0.79621, 0.96228], [0.74786, 0.80011, 0.96184], [0.75359, 0.80401, 0.96141], [0.75931, 0.80791, 0.96096], [0.76501, 0.81182, 0.96052], [0.77068, 0.81574, 0.96006], [0.77633, 0.81965, 0.95961], [0.78196, 0.82358, 0.95915], [0.78756, 0.82751, 0.95869], [0.79316, 0.83145, 0.95822], [0.79873, 0.83539, 0.95775], [0.80428, 0.83933, 0.95727], [0.80981, 0.84328, 0.95679], [0.81533, 0.84723, 0.95631], [0.82083, 0.85119, 0.95582], [0.82631, 0.85516, 0.95533], [0.83178, 0.85912, 0.95483], [0.83723, 0.8631, 0.95434], [0.84266, 0.86707, 0.95383], [0.84808, 0.87106, 0.95333], [0.85348, 0.87505, 0.95281], [0.85887, 0.87904, 0.9523], [0.86425, 0.88303, 0.95178], [0.8696, 0.88704, 0.95126], [0.87495, 0.89104, 0.95073], [0.88028, 0.89506, 0.9502], [0.8856, 0.89907, 0.94966], [0.89091, 0.90309, 0.94912], [0.89621, 0.90711, 0.94857], [0.90149, 0.91114, 0.94803], [0.90676, 0.91517, 0.94747], [0.91202, 0.91921, 0.94691], [0.91727, 0.92325, 0.94635], [0.9225, 0.92729, 0.94579], [0.92772, 0.93135, 0.94522], [0.93293, 0.9354, 0.94464], [0.93814, 0.93946, 0.94406], [0.94334, 0.94352, 0.94348], ] b_linear_protanopic_deuteranopic_kbw_5_95_c34 = bokeh_palette('linear_protanopic_deuteranopic_kbw_5_95_c34',linear_protanopic_deuteranopic_kbw_5_95_c34) m_linear_protanopic_deuteranopic_kbw_5_95_c34 = mpl_cm('linear_protanopic_deuteranopic_kbw_5_95_c34',linear_protanopic_deuteranopic_kbw_5_95_c34) m_linear_protanopic_deuteranopic_kbw_5_95_c34_r = mpl_cm('linear_protanopic_deuteranopic_kbw_5_95_c34_r',list(reversed(linear_protanopic_deuteranopic_kbw_5_95_c34))) CET_CBL3 = b_linear_protanopic_deuteranopic_kbw_5_95_c34 m_CET_CBL3 = m_linear_protanopic_deuteranopic_kbw_5_95_c34 m_CET_CBL3_r = m_linear_protanopic_deuteranopic_kbw_5_95_c34_r palette['CET_CBL3'] = b_linear_protanopic_deuteranopic_kbw_5_95_c34 cm['CET_CBL3'] = m_linear_protanopic_deuteranopic_kbw_5_95_c34 cm['CET_CBL3_r'] = m_linear_protanopic_deuteranopic_kbw_5_95_c34_r register_cmap('cet_CET_CBL3',m_linear_protanopic_deuteranopic_kbw_5_95_c34) register_cmap('cet_CET_CBL3_r',m_linear_protanopic_deuteranopic_kbw_5_95_c34_r) cyclic_rygcbmr_50_90_c64 = [ # cmap_def [0.96726, 0.21404, 0.10285], [0.96657, 0.21983, 0.0919], [0.96633, 0.22834, 0.081637], [0.96652, 0.23917, 0.071996], [0.9671, 0.25198, 0.063086], [0.96804, 0.26633, 0.054632], [0.96927, 0.28187, 0.046867], [0.97077, 0.29827, 0.039573], [0.97247, 0.31531, 0.032902], [0.97433, 0.33274, 0.027416], [0.9763, 0.35036, 0.022767], [0.97835, 0.36807, 0.018802], [0.98044, 0.38577, 0.015391], [0.98254, 0.40339, 0.012442], [0.98463, 0.42085, 0.009625], [0.98667, 0.43815, 0.007288], [0.98867, 0.45524, 0.005171], [0.99061, 0.47213, 0.003222], [0.99248, 0.4888, 0.001403], [0.99427, 0.50528, 0], [0.99598, 0.52156, 0], [0.99761, 0.53767, 0], [0.99914, 0.55359, 0], [1, 0.56934, 0], [1, 0.58494, 0], [1, 0.60037, 0], [1, 0.61565, 0], [1, 0.63077, 0], [1, 0.64572, 0], [1, 0.66048, 0], [1, 0.67504, 0], [1, 0.68935, 0], [1, 0.70336, 0], [1, 0.71701, 0], [1, 0.73023, 0], [1, 0.74293, 0], [0.99701, 0.75501, 0], [0.99313, 0.76637, 0], [0.98833, 0.77691, 0], [0.98256, 0.78651, 0], [0.97574, 0.79507, 0], [0.96785, 0.80251, 0], [0.95886, 0.80875, 0], [0.94877, 0.81373, 0], [0.93761, 0.81743, 0], [0.92543, 0.81985, 0], [0.91229, 0.821, 0], [0.89826, 0.82095, 0], [0.88344, 0.81974, 0], [0.86793, 0.8175, 0], [0.8518, 0.8143, 0], [0.83517, 0.81025, 0], [0.81812, 0.80549, 0], [0.80073, 0.8001, 0], [0.78306, 0.7942, 0], [0.76518, 0.78786, 0], [0.74713, 0.7812, 0], [0.72895, 0.77426, 0], [0.71067, 0.76712, 0], [0.69231, 0.75982, 0], [0.67387, 0.7524, 0], [0.65537, 0.74489, 0], [0.63682, 0.73731, 0], [0.61821, 0.72968, 0], [0.59952, 0.722, 0], [0.58077, 0.7143, 8.8e-05], [0.56197, 0.7066, 0.001364], [0.54309, 0.69889, 0.002744], [0.52413, 0.69121, 0.004275], [0.50511, 0.68355, 0.006019], [0.48603, 0.67593, 0.008055], [0.46689, 0.66839, 0.010459], [0.4477, 0.66094, 0.013625], [0.42851, 0.65363, 0.017232], [0.40933, 0.6465, 0.021673], [0.39021, 0.63962, 0.027147], [0.37122, 0.63303, 0.033854], [0.35244, 0.62683, 0.042288], [0.33395, 0.62109, 0.05131], [0.31583, 0.61589, 0.06103], [0.29817, 0.61133, 0.071492], [0.28114, 0.60749, 0.082491], [0.26486, 0.60444, 0.094141], [0.24945, 0.60226, 0.10646], [0.23509, 0.60102, 0.11935], [0.22182, 0.60075, 0.13293], [0.20988, 0.60148, 0.14712], [0.19934, 0.60321, 0.16196], [0.19034, 0.60592, 0.17737], [0.18291, 0.60959, 0.19335], [0.17711, 0.61414, 0.20988], [0.17287, 0.61953, 0.22692], [0.17015, 0.62567, 0.24439], [0.16879, 0.63248, 0.2623], [0.16861, 0.63987, 0.28053], [0.16945, 0.64776, 0.2991], [0.17103, 0.65608, 0.31789], [0.17321, 0.66474, 0.3369], [0.17578, 0.67369, 0.35607], [0.17862, 0.68287, 0.37537], [0.18147, 0.69224, 0.39479], [0.18433, 0.70173, 0.4143], [0.18705, 0.71136, 0.43387], [0.18954, 0.72106, 0.45351], [0.19176, 0.73084, 0.4732], [0.19369, 0.74067, 0.49294], [0.19522, 0.75056, 0.51274], [0.19644, 0.76048, 0.53259], [0.1972, 0.77042, 0.55248], [0.19751, 0.78036, 0.5724], [0.19739, 0.7903, 0.59236], [0.19681, 0.80022, 0.61235], [0.19573, 0.81009, 0.63237], [0.19423, 0.81989, 0.65241], [0.1922, 0.82959, 0.67244], [0.18974, 0.83913, 0.69245], [0.18683, 0.84847, 0.71238], [0.1835, 0.85752, 0.73222], [0.1798, 0.86622, 0.75189], [0.17577, 0.87446, 0.77133], [0.17154, 0.88215, 0.79046], [0.1672, 0.88917, 0.8092], [0.16285, 0.89541, 0.82742], [0.15866, 0.90075, 0.84505], [0.15479, 0.90508, 0.86196], [0.15145, 0.9083, 0.87804], [0.1488, 0.91033, 0.89319], [0.147, 0.9111, 0.90734], [0.14614, 0.91058, 0.9204], [0.14627, 0.90875, 0.93232], [0.1474, 0.90562, 0.94309], [0.14944, 0.90123, 0.9527], [0.15222, 0.89566, 0.96117], [0.15567, 0.88898, 0.96855], [0.15952, 0.8813, 0.97492], [0.16369, 0.87272, 0.98035], [0.16789, 0.86336, 0.98494], [0.17206, 0.85333, 0.9888], [0.17603, 0.84276, 0.99201], [0.17975, 0.83174, 0.99468], [0.18308, 0.82034, 0.99691], [0.18603, 0.80867, 0.99878], [0.18848, 0.79679, 1], [0.19041, 0.78475, 1], [0.19184, 0.7726, 1], [0.19274, 0.76037, 1], [0.1931, 0.74809, 1], [0.1929, 0.73578, 1], [0.19214, 0.72346, 1], [0.19086, 0.71113, 1], [0.18909, 0.6988, 1], [0.18679, 0.68652, 1], [0.18401, 0.67427, 1], [0.18079, 0.66207, 1], [0.17723, 0.64994, 1], [0.17333, 0.63789, 1], [0.16932, 0.62596, 1], [0.16523, 0.61417, 1], [0.16146, 0.60259, 1], [0.15814, 0.59124, 1], [0.1557, 0.58022, 1], [0.1545, 0.56956, 1], [0.15501, 0.55939, 1], [0.15757, 0.54976, 1], [0.16255, 0.54079, 1], [0.17005, 0.53257, 1], [0.18013, 0.52519, 1], [0.19269, 0.51875, 1], [0.20747, 0.51331, 1], [0.22414, 0.50895, 1], [0.24245, 0.50571, 1], [0.26202, 0.50364, 1], [0.28258, 0.50272, 1], [0.30381, 0.50294, 1], [0.32553, 0.50429, 1], [0.34755, 0.50666, 1], [0.36963, 0.51003, 1], [0.39169, 0.51429, 1], [0.41358, 0.51935, 1], [0.43525, 0.52511, 1], [0.45659, 0.53148, 1], [0.4776, 0.53838, 1], [0.49823, 0.5457, 1], [0.51845, 0.55337, 1], [0.53827, 0.56134, 1], [0.5577, 0.56954, 1], [0.57675, 0.57793, 1], [0.59542, 0.58647, 1], [0.61374, 0.59512, 1], [0.63175, 0.60388, 1], [0.64945, 0.61271, 1], [0.66687, 0.6216, 1], [0.68404, 0.63055, 1], [0.70098, 0.6395, 1], [0.7177, 0.64845, 1], [0.73421, 0.65739, 1], [0.75055, 0.66627, 1], [0.76671, 0.67509, 1], [0.78273, 0.68379, 1], [0.7986, 0.69233, 1], [0.81433, 0.70062, 1], [0.8299, 0.70861, 1], [0.8453, 0.7162, 1], [0.86052, 0.72328, 1], [0.8755, 0.72977, 1], [0.89021, 0.73553, 0.99966], [0.90458, 0.74046, 0.99387], [0.91855, 0.74442, 0.987], [0.93205, 0.74732, 0.97894], [0.94498, 0.74904, 0.96964], [0.95728, 0.74952, 0.95905], [0.96886, 0.74869, 0.94717], [0.97965, 0.74653, 0.93399], [0.9896, 0.74302, 0.91958], [0.99865, 0.73818, 0.90399], [1, 0.73207, 0.88731], [1, 0.72474, 0.86966], [1, 0.7163, 0.85114], [1, 0.70684, 0.83189], [1, 0.69646, 0.81201], [1, 0.68529, 0.79164], [1, 0.67343, 0.77088], [1, 0.66099, 0.74982], [1, 0.64806, 0.72855], [1, 0.63473, 0.70715], [1, 0.62107, 0.68567], [1, 0.60713, 0.66415], [1, 0.59297, 0.64264], [1, 0.5786, 0.62116], [1, 0.56409, 0.59973], [1, 0.54941, 0.57836], [1, 0.53459, 0.55708], [1, 0.51964, 0.53586], [1, 0.50455, 0.51475], [1, 0.48929, 0.49372], [1, 0.47391, 0.4728], [1, 0.45838, 0.452], [1, 0.4427, 0.4313], [1, 0.42686, 0.41072], [1, 0.41086, 0.39028], [1, 0.39472, 0.37], [1, 0.37845, 0.34992], [1, 0.36209, 0.33004], [1, 0.34568, 0.31042], [1, 0.32933, 0.29109], [0.99872, 0.31308, 0.2721], [0.99487, 0.29714, 0.25356], [0.99105, 0.28163, 0.23549], [0.98733, 0.26683, 0.21793], [0.98375, 0.25301, 0.20097], [0.98037, 0.24049, 0.18472], [0.97725, 0.22969, 0.16917], [0.97445, 0.22104, 0.15432], [0.97202, 0.21483, 0.14028], [0.96999, 0.21152, 0.127], [0.9684, 0.21123, 0.11451], ] b_cyclic_rygcbmr_50_90_c64 = bokeh_palette('cyclic_rygcbmr_50_90_c64',cyclic_rygcbmr_50_90_c64) m_cyclic_rygcbmr_50_90_c64 = mpl_cm('cyclic_rygcbmr_50_90_c64',cyclic_rygcbmr_50_90_c64) m_cyclic_rygcbmr_50_90_c64_r = mpl_cm('cyclic_rygcbmr_50_90_c64_r',list(reversed(cyclic_rygcbmr_50_90_c64))) CET_C6 = b_cyclic_rygcbmr_50_90_c64 m_CET_C6 = m_cyclic_rygcbmr_50_90_c64 m_CET_C6_r = m_cyclic_rygcbmr_50_90_c64_r palette['CET_C6'] = b_cyclic_rygcbmr_50_90_c64 cm['CET_C6'] = m_cyclic_rygcbmr_50_90_c64 cm['CET_C6_r'] = m_cyclic_rygcbmr_50_90_c64_r register_cmap('cet_CET_C6',m_cyclic_rygcbmr_50_90_c64) register_cmap('cet_CET_C6_r',m_cyclic_rygcbmr_50_90_c64_r) cyclic_ymcgy_60_90_c67 = [ # cmap_def [0.91364, 0.89436, 0.098235], [0.92016, 0.89105, 0.12325], [0.92621, 0.88677, 0.14733], [0.93184, 0.88159, 0.17055], [0.93708, 0.87559, 0.19302], [0.94198, 0.86888, 0.21474], [0.94659, 0.86158, 0.23574], [0.95094, 0.8538, 0.25594], [0.95507, 0.84565, 0.27543], [0.95901, 0.83722, 0.29417], [0.96279, 0.82857, 0.31222], [0.96641, 0.81976, 0.32966], [0.9699, 0.81085, 0.34647], [0.97326, 0.80183, 0.36274], [0.97649, 0.79275, 0.37853], [0.9796, 0.78361, 0.39387], [0.9826, 0.77441, 0.40882], [0.98549, 0.76518, 0.4234], [0.98826, 0.75588, 0.43769], [0.99092, 0.74654, 0.45167], [0.99347, 0.73715, 0.46538], [0.9959, 0.72769, 0.47889], [0.99823, 0.71819, 0.49218], [1, 0.70862, 0.50527], [1, 0.69898, 0.51821], [1, 0.68929, 0.53098], [1, 0.67952, 0.54361], [1, 0.66969, 0.5561], [1, 0.65977, 0.56849], [1, 0.64977, 0.58076], [1, 0.63969, 0.59293], [1, 0.62952, 0.605], [1, 0.61926, 0.61699], [1, 0.6089, 0.62889], [1, 0.59842, 0.64072], [1, 0.58784, 0.65249], [1, 0.57715, 0.66419], [1, 0.56633, 0.67584], [1, 0.55536, 0.68743], [1, 0.54427, 0.69897], [1, 0.53302, 0.71047], [1, 0.5216, 0.72192], [1, 0.51002, 0.73334], [1, 0.49826, 0.74471], [1, 0.48626, 0.75606], [1, 0.47407, 0.76737], [1, 0.46163, 0.77866], [1, 0.44893, 0.78992], [1, 0.43595, 0.80115], [1, 0.42263, 0.81238], [1, 0.409, 0.82359], [1, 0.39503, 0.83479], [1, 0.38072, 0.84596], [1, 0.36605, 0.85713], [1, 0.35109, 0.86827], [1, 0.3359, 0.87936], [1, 0.32065, 0.89038], [1, 0.30555, 0.90129], [1, 0.29093, 0.91203], [1, 0.2773, 0.9225], [1, 0.26521, 0.9326], [0.99941, 0.25538, 0.94224], [0.99574, 0.24849, 0.95125], [0.99172, 0.24513, 0.95954], [0.98735, 0.24573, 0.967], [0.98268, 0.25032, 0.97354], [0.97773, 0.25863, 0.97914], [0.97256, 0.27007, 0.9838], [0.96718, 0.28393, 0.98756], [0.96164, 0.29956, 0.99049], [0.95598, 0.31629, 0.99271], [0.95017, 0.33361, 0.99432], [0.94427, 0.35113, 0.99545], [0.93826, 0.36855, 0.99621], [0.93214, 0.38569, 0.99669], [0.92593, 0.40246, 0.99697], [0.91961, 0.41878, 0.99713], [0.91319, 0.43464, 0.99719], [0.90666, 0.45004, 0.99719], [0.90002, 0.46499, 0.99716], [0.89326, 0.47954, 0.9971], [0.8864, 0.49368, 0.99703], [0.8794, 0.50748, 0.99695], [0.87228, 0.52093, 0.99687], [0.86502, 0.53409, 0.99678], [0.85763, 0.54698, 0.99669], [0.8501, 0.55961, 0.99659], [0.84243, 0.572, 0.99648], [0.8346, 0.58417, 0.99637], [0.82662, 0.59614, 0.99625], [0.81847, 0.60793, 0.99613], [0.81015, 0.61953, 0.996], [0.80166, 0.63097, 0.99587], [0.79299, 0.64224, 0.99572], [0.78413, 0.65337, 0.99558], [0.77506, 0.66437, 0.99543], [0.7658, 0.67523, 0.99527], [0.7563, 0.68597, 0.9951], [0.74658, 0.69659, 0.99493], [0.73662, 0.7071, 0.99475], [0.72642, 0.71752, 0.99457], [0.71594, 0.72781, 0.99438], [0.70518, 0.73802, 0.99418], [0.69412, 0.74815, 0.99398], [0.68276, 0.75818, 0.99377], [0.67105, 0.76813, 0.99355], [0.65899, 0.778, 0.99333], [0.64655, 0.7878, 0.9931], [0.6337, 0.79752, 0.99286], [0.62042, 0.80718, 0.99262], [0.60664, 0.81677, 0.99237], [0.59237, 0.8263, 0.99211], [0.57752, 0.83577, 0.99185], [0.56207, 0.84518, 0.99156], [0.54593, 0.85452, 0.99125], [0.52906, 0.86379, 0.99088], [0.51136, 0.87297, 0.99045], [0.4928, 0.88204, 0.9899], [0.47328, 0.89096, 0.98919], [0.45275, 0.8997, 0.98824], [0.43114, 0.90817, 0.98697], [0.40843, 0.91628, 0.98526], [0.38467, 0.92395, 0.98299], [0.35995, 0.93103, 0.98003], [0.33446, 0.9374, 0.97626], [0.30845, 0.94293, 0.97156], [0.28235, 0.94749, 0.96585], [0.25667, 0.951, 0.95907], [0.2321, 0.95339, 0.95123], [0.20936, 0.95464, 0.94235], [0.18932, 0.95479, 0.93251], [0.17275, 0.9539, 0.92182], [0.16023, 0.95208, 0.91041], [0.15207, 0.94946, 0.8984], [0.14798, 0.94616, 0.88593], [0.14731, 0.94234, 0.87312], [0.14921, 0.9381, 0.86006], [0.15278, 0.93357, 0.84684], [0.15734, 0.92883, 0.83352], [0.16233, 0.92395, 0.82014], [0.16734, 0.91898, 0.80674], [0.17216, 0.91396, 0.79332], [0.17668, 0.9089, 0.77991], [0.18084, 0.90383, 0.76651], [0.18465, 0.89876, 0.75313], [0.18802, 0.89369, 0.73978], [0.19095, 0.88864, 0.72643], [0.19355, 0.88358, 0.71311], [0.19578, 0.87854, 0.6998], [0.19769, 0.8735, 0.68651], [0.19927, 0.86847, 0.67324], [0.20056, 0.86345, 0.65998], [0.20158, 0.85842, 0.64673], [0.20232, 0.85341, 0.63349], [0.20279, 0.84841, 0.62027], [0.203, 0.84341, 0.60705], [0.20295, 0.83842, 0.59384], [0.20266, 0.83344, 0.58064], [0.20212, 0.82847, 0.56744], [0.20135, 0.82349, 0.55424], [0.20034, 0.81853, 0.54104], [0.19911, 0.81358, 0.52784], [0.19765, 0.80863, 0.51464], [0.19596, 0.80369, 0.50143], [0.19405, 0.79875, 0.48821], [0.19186, 0.79383, 0.47497], [0.18947, 0.78891, 0.4617], [0.18684, 0.78399, 0.44841], [0.18396, 0.77908, 0.4351], [0.18083, 0.77418, 0.42173], [0.17749, 0.76928, 0.40834], [0.17383, 0.7644, 0.39489], [0.16993, 0.75952, 0.38139], [0.1657, 0.75465, 0.3678], [0.16126, 0.74977, 0.35414], [0.15644, 0.74492, 0.34038], [0.1513, 0.74007, 0.32648], [0.14591, 0.73523, 0.31245], [0.14019, 0.73041, 0.29827], [0.1343, 0.72562, 0.28391], [0.12822, 0.72087, 0.26936], [0.12209, 0.71621, 0.25456], [0.1163, 0.71163, 0.2395], [0.11098, 0.70721, 0.22417], [0.10666, 0.70299, 0.20861], [0.10379, 0.69904, 0.19277], [0.10298, 0.69545, 0.17668], [0.10462, 0.6923, 0.1604], [0.10917, 0.68966, 0.14403], [0.11647, 0.68763, 0.12754], [0.12634, 0.68625, 0.11109], [0.13841, 0.68558, 0.094713], [0.15215, 0.68561, 0.078354], [0.16719, 0.68634, 0.062319], [0.18301, 0.68773, 0.046282], [0.19934, 0.6897, 0.030835], [0.21593, 0.69218, 0.018538], [0.23246, 0.69508, 0.008874], [0.24886, 0.69831, 0.001713], [0.26497, 0.70181, 0], [0.28077, 0.7055, 0], [0.29623, 0.70932, 0], [0.3113, 0.71322, 0], [0.326, 0.71718, 0], [0.34038, 0.72116, 0], [0.35442, 0.72518, 0], [0.36816, 0.72918, 0], [0.38163, 0.7332, 0], [0.39485, 0.7372, 0], [0.40784, 0.74119, 0], [0.42063, 0.74518, 0], [0.43324, 0.74916, 0], [0.44569, 0.75313, 0], [0.45799, 0.7571, 0], [0.47015, 0.76106, 0], [0.48219, 0.76501, 0], [0.49411, 0.76894, 0], [0.50591, 0.77288, 0], [0.51764, 0.77681, 0], [0.52927, 0.78073, 0], [0.5408, 0.78464, 0], [0.55228, 0.78855, 0], [0.56368, 0.79244, 0], [0.575, 0.79633, 0], [0.58627, 0.80022, 0], [0.59749, 0.80409, 0], [0.60865, 0.80795, 0], [0.61976, 0.81181, 0], [0.63083, 0.81567, 0], [0.64185, 0.81951, 0], [0.65283, 0.82335, 0], [0.66378, 0.82718, 0], [0.67469, 0.83101, 0], [0.68557, 0.83482, 0], [0.69642, 0.83863, 0], [0.70724, 0.84243, 0], [0.71804, 0.84622, 0], [0.72881, 0.85001, 0], [0.73956, 0.85379, 0], [0.75028, 0.85756, 0], [0.76099, 0.86133, 0], [0.77167, 0.86508, 0], [0.78232, 0.86883, 0], [0.79293, 0.87253, 0], [0.8035, 0.87619, 0], [0.814, 0.87977, 0], [0.82441, 0.88325, 0], [0.8347, 0.88658, 0], [0.84482, 0.88967, 0], [0.85473, 0.89247, 0], [0.86437, 0.89485, 0], [0.87367, 0.89671, 0], [0.88259, 0.89793, 0], [0.89108, 0.8984, 0.01207], [0.8991, 0.89801, 0.041917], [0.90662, 0.89668, 0.071606], ] b_cyclic_ymcgy_60_90_c67 = bokeh_palette('cyclic_ymcgy_60_90_c67',cyclic_ymcgy_60_90_c67) m_cyclic_ymcgy_60_90_c67 = mpl_cm('cyclic_ymcgy_60_90_c67',cyclic_ymcgy_60_90_c67) m_cyclic_ymcgy_60_90_c67_r = mpl_cm('cyclic_ymcgy_60_90_c67_r',list(reversed(cyclic_ymcgy_60_90_c67))) CET_C7 = b_cyclic_ymcgy_60_90_c67 m_CET_C7 = m_cyclic_ymcgy_60_90_c67 m_CET_C7_r = m_cyclic_ymcgy_60_90_c67_r palette['CET_C7'] = b_cyclic_ymcgy_60_90_c67 cm['CET_C7'] = m_cyclic_ymcgy_60_90_c67 cm['CET_C7_r'] = m_cyclic_ymcgy_60_90_c67_r register_cmap('cet_CET_C7',m_cyclic_ymcgy_60_90_c67) register_cmap('cet_CET_C7_r',m_cyclic_ymcgy_60_90_c67_r) cyclic_bgrmb_35_70_c75_s25 = [ # cmap_def [0.97668, 0.38763, 0.95518], [0.9715, 0.38749, 0.9631], [0.96562, 0.38671, 0.97004], [0.9591, 0.38535, 0.97603], [0.95198, 0.38345, 0.98112], [0.94434, 0.38103, 0.98535], [0.93623, 0.37815, 0.98879], [0.92772, 0.37488, 0.99154], [0.91888, 0.37127, 0.99367], [0.90976, 0.36739, 0.99527], [0.90041, 0.36329, 0.99643], [0.89086, 0.35899, 0.99723], [0.88116, 0.35457, 0.99773], [0.87133, 0.35003, 0.998], [0.86139, 0.3454, 0.99808], [0.85136, 0.34074, 0.99803], [0.84126, 0.33602, 0.99788], [0.83108, 0.33129, 0.99765], [0.82084, 0.32655, 0.99736], [0.81054, 0.32182, 0.99704], [0.80018, 0.3171, 0.99669], [0.78976, 0.31236, 0.9963], [0.77928, 0.30766, 0.99592], [0.76874, 0.30297, 0.99553], [0.75814, 0.29831, 0.99513], [0.74746, 0.29366, 0.99474], [0.7367, 0.28905, 0.99433], [0.72588, 0.28443, 0.99393], [0.71496, 0.27985, 0.99352], [0.70396, 0.27529, 0.99311], [0.69288, 0.27076, 0.99269], [0.68168, 0.26623, 0.99226], [0.67041, 0.26173, 0.99183], [0.659, 0.25727, 0.9914], [0.64749, 0.25282, 0.99097], [0.63586, 0.24842, 0.99053], [0.6241, 0.244, 0.99009], [0.61219, 0.23965, 0.98964], [0.60014, 0.23533, 0.98919], [0.58793, 0.23102, 0.98874], [0.57556, 0.22675, 0.98828], [0.563, 0.2225, 0.98782], [0.55024, 0.2183, 0.98735], [0.53728, 0.21413, 0.98689], [0.5241, 0.21, 0.9864], [0.5107, 0.20596, 0.98591], [0.49707, 0.20195, 0.9854], [0.48321, 0.19806, 0.98486], [0.46912, 0.19431, 0.98429], [0.4548, 0.19064, 0.98367], [0.44027, 0.18719, 0.98299], [0.42558, 0.18393, 0.98222], [0.41078, 0.18095, 0.98134], [0.39592, 0.17835, 0.98032], [0.38113, 0.17608, 0.97912], [0.36652, 0.17438, 0.9777], [0.35226, 0.17319, 0.97601], [0.33858, 0.17267, 0.97401], [0.32567, 0.17287, 0.97165], [0.31386, 0.17387, 0.96886], [0.30335, 0.17569, 0.9656], [0.29447, 0.17844, 0.96183], [0.28745, 0.18201, 0.95752], [0.28249, 0.18651, 0.95262], [0.27965, 0.19184, 0.94712], [0.27896, 0.19798, 0.94102], [0.28028, 0.20489, 0.93432], [0.28345, 0.21245, 0.92705], [0.28818, 0.22063, 0.91923], [0.29417, 0.22927, 0.9109], [0.30112, 0.23836, 0.9021], [0.30875, 0.24782, 0.89288], [0.31674, 0.25752, 0.8833], [0.32491, 0.26742, 0.8734], [0.33309, 0.27749, 0.86325], [0.3411, 0.28761, 0.85287], [0.34885, 0.29779, 0.84232], [0.35627, 0.30796, 0.83163], [0.36329, 0.31812, 0.82083], [0.3699, 0.32822, 0.80995], [0.37608, 0.33826, 0.79901], [0.3818, 0.34824, 0.78801], [0.38708, 0.35813, 0.77699], [0.39193, 0.36793, 0.76593], [0.39635, 0.37766, 0.75486], [0.40035, 0.38731, 0.74376], [0.40393, 0.39688, 0.73265], [0.40712, 0.40639, 0.72152], [0.40992, 0.4158, 0.71039], [0.41234, 0.42516, 0.69924], [0.41438, 0.43445, 0.68808], [0.41607, 0.44369, 0.6769], [0.41741, 0.45287, 0.66569], [0.41838, 0.46199, 0.65446], [0.41902, 0.47107, 0.6432], [0.41932, 0.4801, 0.63192], [0.41927, 0.48908, 0.62061], [0.41888, 0.49805, 0.60925], [0.41815, 0.50695, 0.59785], [0.41709, 0.51582, 0.58642], [0.41568, 0.52468, 0.57493], [0.41392, 0.53349, 0.56339], [0.4118, 0.54228, 0.55179], [0.40934, 0.55104, 0.54012], [0.40651, 0.55977, 0.52839], [0.4033, 0.56847, 0.51658], [0.3997, 0.57715, 0.50468], [0.39574, 0.58582, 0.49266], [0.39136, 0.59445, 0.48055], [0.38657, 0.60305, 0.46831], [0.38139, 0.61161, 0.45594], [0.37578, 0.62013, 0.44344], [0.36976, 0.62857, 0.43077], [0.36334, 0.63694, 0.41792], [0.35653, 0.6452, 0.40489], [0.34935, 0.65334, 0.39167], [0.34186, 0.66131, 0.37823], [0.33413, 0.66906, 0.36458], [0.32623, 0.67654, 0.35072], [0.31833, 0.68369, 0.33663], [0.31058, 0.69043, 0.32235], [0.30313, 0.69669, 0.30787], [0.2963, 0.70239, 0.29327], [0.2903, 0.70744, 0.27858], [0.28545, 0.71177, 0.26385], [0.28203, 0.71529, 0.24913], [0.28024, 0.71794, 0.23456], [0.28032, 0.71968, 0.22018], [0.28239, 0.72046, 0.20611], [0.28637, 0.72027, 0.19243], [0.29226, 0.71911, 0.17929], [0.29984, 0.71701, 0.16677], [0.30887, 0.71399, 0.1549], [0.31906, 0.71013, 0.14384], [0.33015, 0.70547, 0.13357], [0.34187, 0.70011, 0.12411], [0.35397, 0.6941, 0.11555], [0.36627, 0.68756, 0.10776], [0.37856, 0.68054, 0.10074], [0.39074, 0.67313, 0.094469], [0.40269, 0.66539, 0.088741], [0.41435, 0.65739, 0.083562], [0.42567, 0.64917, 0.078779], [0.43662, 0.64077, 0.074448], [0.44718, 0.63224, 0.070334], [0.45735, 0.6236, 0.066462], [0.46716, 0.61486, 0.0628], [0.47658, 0.60606, 0.059179], [0.48564, 0.5972, 0.0556], [0.49438, 0.58826, 0.05209], [0.50277, 0.57928, 0.048789], [0.51086, 0.57025, 0.045323], [0.51866, 0.56117, 0.041976], [0.52617, 0.55206, 0.038511], [0.53341, 0.54288, 0.035214], [0.54041, 0.53365, 0.031867], [0.54716, 0.52436, 0.028877], [0.55369, 0.51501, 0.026036], [0.56001, 0.50559, 0.023343], [0.56611, 0.4961, 0.020796], [0.57202, 0.48654, 0.018393], [0.57773, 0.4769, 0.016132], [0.58327, 0.46717, 0.014011], [0.58864, 0.45733, 0.012051], [0.59384, 0.4474, 0.009965], [0.59888, 0.43738, 0.008255], [0.60376, 0.42723, 0.006667], [0.60849, 0.41694, 0.005204], [0.61307, 0.40652, 0.003866], [0.61752, 0.39596, 0.002651], [0.62182, 0.38521, 0.001556], [0.62601, 0.37431, 0.000601], [0.63008, 0.3632, 0], [0.63404, 0.35189, 0], [0.63787, 0.34038, 0], [0.64161, 0.32863, 0], [0.64526, 0.31662, 0], [0.64884, 0.30433, 0], [0.65235, 0.29178, 0], [0.65582, 0.27893, 0], [0.65925, 0.26576, 0.000716], [0.66268, 0.25228, 0.002273], [0.66612, 0.23847, 0.004328], [0.66962, 0.22433, 0.006956], [0.67318, 0.20991, 0.010213], [0.67685, 0.19515, 0.014464], [0.68065, 0.18008, 0.019341], [0.68462, 0.16474, 0.025185], [0.68878, 0.14912, 0.032125], [0.69315, 0.13324, 0.040511], [0.69773, 0.11711, 0.049454], [0.70256, 0.10078, 0.058636], [0.70762, 0.084326, 0.068259], [0.71291, 0.067632, 0.078128], [0.71843, 0.050818, 0.088512], [0.72414, 0.034099, 0.099205], [0.73004, 0.020769, 0.11034], [0.73608, 0.011276, 0.12174], [0.74226, 0.005477, 0.13361], [0.74853, 0.003229, 0.14578], [0.75487, 0.004142, 0.15823], [0.76125, 0.007923, 0.17094], [0.76766, 0.014473, 0.1839], [0.77407, 0.02311, 0.19709], [0.78047, 0.033735, 0.21042], [0.78684, 0.045986, 0.2239], [0.79318, 0.057778, 0.23755], [0.79947, 0.069155, 0.25126], [0.80571, 0.07976, 0.26505], [0.8119, 0.090028, 0.27896], [0.81803, 0.099812, 0.29291], [0.8241, 0.10928, 0.30694], [0.83011, 0.11837, 0.32103], [0.83606, 0.12712, 0.33519], [0.84195, 0.13567, 0.34937], [0.84776, 0.144, 0.36361], [0.85352, 0.15207, 0.37792], [0.85921, 0.15997, 0.39227], [0.86483, 0.16775, 0.40669], [0.87039, 0.17537, 0.42116], [0.87589, 0.18285, 0.4357], [0.88131, 0.19026, 0.45028], [0.88667, 0.19756, 0.46493], [0.89195, 0.20479, 0.47964], [0.89717, 0.21195, 0.4944], [0.90231, 0.21901, 0.50922], [0.90739, 0.22604, 0.5241], [0.91239, 0.23298, 0.53904], [0.91733, 0.2399, 0.55404], [0.92219, 0.24678, 0.5691], [0.92697, 0.25362, 0.58422], [0.93168, 0.26042, 0.59939], [0.93632, 0.26717, 0.61462], [0.94088, 0.27393, 0.62991], [0.94537, 0.28062, 0.64527], [0.94976, 0.28731, 0.66069], [0.95407, 0.29396, 0.67616], [0.95827, 0.30058, 0.69167], [0.96235, 0.30716, 0.70723], [0.96631, 0.31369, 0.72282], [0.97012, 0.32016, 0.73844], [0.97376, 0.32652, 0.75407], [0.9772, 0.33283, 0.76967], [0.98041, 0.33898, 0.78524], [0.98332, 0.34498, 0.80073], [0.98591, 0.35079, 0.81609], [0.9881, 0.35635, 0.83126], [0.98986, 0.36162, 0.84617], [0.9911, 0.36656, 0.86076], [0.99177, 0.37108, 0.87494], [0.99181, 0.37516, 0.88861], [0.99117, 0.37874, 0.90168], [0.98981, 0.38176, 0.91407], [0.98769, 0.38418, 0.92568], [0.98479, 0.38597, 0.93644], [0.98112, 0.38713, 0.94628], ] b_cyclic_bgrmb_35_70_c75_s25 = bokeh_palette('cyclic_bgrmb_35_70_c75_s25',cyclic_bgrmb_35_70_c75_s25) m_cyclic_bgrmb_35_70_c75_s25 = mpl_cm('cyclic_bgrmb_35_70_c75_s25',cyclic_bgrmb_35_70_c75_s25) m_cyclic_bgrmb_35_70_c75_s25_r = mpl_cm('cyclic_bgrmb_35_70_c75_s25_r',list(reversed(cyclic_bgrmb_35_70_c75_s25))) CET_C11s = b_cyclic_bgrmb_35_70_c75_s25 m_CET_C11s = m_cyclic_bgrmb_35_70_c75_s25 m_CET_C11s_r = m_cyclic_bgrmb_35_70_c75_s25_r palette['CET_C11s'] = b_cyclic_bgrmb_35_70_c75_s25 cm['CET_C11s'] = m_cyclic_bgrmb_35_70_c75_s25 cm['CET_C11s_r'] = m_cyclic_bgrmb_35_70_c75_s25_r register_cmap('cet_CET_C11s',m_cyclic_bgrmb_35_70_c75_s25) register_cmap('cet_CET_C11s_r',m_cyclic_bgrmb_35_70_c75_s25_r) cyclic_wrkbw_10_90_c43 = [ # cmap_def [0.88141, 0.84341, 0.85645], [0.88642, 0.84153, 0.84851], [0.89115, 0.83869, 0.83998], [0.8956, 0.83491, 0.83084], [0.89977, 0.83027, 0.82115], [0.90367, 0.82481, 0.81095], [0.90731, 0.81863, 0.80029], [0.9107, 0.8118, 0.7892], [0.91385, 0.80441, 0.77777], [0.91677, 0.79653, 0.76602], [0.91948, 0.78825, 0.75403], [0.92199, 0.77963, 0.74184], [0.9243, 0.77076, 0.72951], [0.92644, 0.76166, 0.71706], [0.9284, 0.75241, 0.70452], [0.93021, 0.74303, 0.69193], [0.93185, 0.73355, 0.67931], [0.93335, 0.72399, 0.66667], [0.93471, 0.71438, 0.65405], [0.93593, 0.70473, 0.64142], [0.93702, 0.69504, 0.62882], [0.93798, 0.68533, 0.61624], [0.93881, 0.67559, 0.60369], [0.93952, 0.66583, 0.59117], [0.94012, 0.65606, 0.57868], [0.94059, 0.64626, 0.56623], [0.94095, 0.63645, 0.55381], [0.94119, 0.6266, 0.54142], [0.94132, 0.61675, 0.52908], [0.94134, 0.60686, 0.51676], [0.94125, 0.59694, 0.50448], [0.94106, 0.58698, 0.49222], [0.94076, 0.57701, 0.48], [0.94037, 0.56699, 0.4678], [0.93986, 0.55693, 0.45565], [0.93925, 0.54684, 0.44352], [0.93855, 0.5367, 0.43143], [0.93775, 0.52651, 0.41936], [0.93686, 0.51626, 0.40732], [0.93587, 0.50596, 0.39531], [0.93478, 0.49561, 0.38333], [0.93361, 0.48519, 0.37136], [0.93235, 0.47471, 0.35943], [0.931, 0.46415, 0.34753], [0.92955, 0.4535, 0.33565], [0.928, 0.44279, 0.32378], [0.92636, 0.43199, 0.31194], [0.9246, 0.42108, 0.30017], [0.92274, 0.41012, 0.28842], [0.92074, 0.39905, 0.27674], [0.91861, 0.38791, 0.26509], [0.91631, 0.37671, 0.25356], [0.91384, 0.36544, 0.24213], [0.91115, 0.35415, 0.23083], [0.90822, 0.34286, 0.21971], [0.905, 0.33158, 0.20879], [0.90147, 0.32042, 0.19814], [0.89757, 0.30939, 0.18785], [0.89326, 0.29854, 0.1779], [0.88851, 0.28799, 0.16836], [0.88326, 0.27783, 0.15935], [0.87749, 0.26809, 0.15092], [0.87116, 0.25891, 0.14313], [0.86426, 0.25031, 0.13596], [0.85677, 0.24243, 0.12959], [0.84871, 0.23529, 0.12389], [0.84007, 0.22889, 0.11901], [0.83088, 0.22328, 0.1148], [0.82118, 0.21843, 0.11142], [0.811, 0.21431, 0.10862], [0.80039, 0.21086, 0.10655], [0.7894, 0.20802, 0.10489], [0.77807, 0.2057, 0.10386], [0.76647, 0.20383, 0.10319], [0.75465, 0.20228, 0.10284], [0.74264, 0.20102, 0.10278], [0.73048, 0.19998, 0.10293], [0.71822, 0.1991, 0.10324], [0.70589, 0.19832, 0.10365], [0.6935, 0.19759, 0.10411], [0.68109, 0.19691, 0.10462], [0.66868, 0.1962, 0.10519], [0.65627, 0.19546, 0.10581], [0.64385, 0.19473, 0.1064], [0.63148, 0.19394, 0.10695], [0.61912, 0.19309, 0.10746], [0.60679, 0.19219, 0.10794], [0.59449, 0.19125, 0.10842], [0.58222, 0.19025, 0.1089], [0.57, 0.1892, 0.10936], [0.55781, 0.18812, 0.10977], [0.54567, 0.18693, 0.11013], [0.53354, 0.18573, 0.11046], [0.52147, 0.18443, 0.11077], [0.50943, 0.18309, 0.11106], [0.49743, 0.18171, 0.11132], [0.48545, 0.18029, 0.11156], [0.47351, 0.17882, 0.11177], [0.46162, 0.1773, 0.11196], [0.44976, 0.17568, 0.11212], [0.43793, 0.17406, 0.11226], [0.42612, 0.17237, 0.11238], [0.41437, 0.17064, 0.11248], [0.40264, 0.16888, 0.11255], [0.39096, 0.16705, 0.1126], [0.37929, 0.16512, 0.11263], [0.36765, 0.16323, 0.11264], [0.35607, 0.16126, 0.11263], [0.3445, 0.15922, 0.11262], [0.33301, 0.15716, 0.11261], [0.32154, 0.15507, 0.1126], [0.31017, 0.15294, 0.11262], [0.29885, 0.1508, 0.11268], [0.28762, 0.14863, 0.11279], [0.27655, 0.14648, 0.11299], [0.26561, 0.14436, 0.1133], [0.25488, 0.14225, 0.11373], [0.24434, 0.14019, 0.11434], [0.23414, 0.13827, 0.11526], [0.22424, 0.13639, 0.11649], [0.21479, 0.13476, 0.11804], [0.20581, 0.13325, 0.11997], [0.19735, 0.132, 0.12239], [0.18949, 0.13103, 0.12541], [0.18227, 0.13038, 0.12894], [0.17577, 0.13006, 0.13316], [0.17005, 0.13011, 0.13804], [0.16504, 0.13055, 0.14357], [0.16085, 0.13138, 0.14984], [0.15741, 0.13265, 0.15679], [0.15475, 0.13435, 0.16446], [0.15281, 0.13638, 0.17277], [0.15159, 0.13886, 0.18173], [0.151, 0.1417, 0.19131], [0.151, 0.14485, 0.20141], [0.1515, 0.14824, 0.21205], [0.15245, 0.15192, 0.22308], [0.15379, 0.15585, 0.2345], [0.15544, 0.15988, 0.24624], [0.15729, 0.16417, 0.25828], [0.15933, 0.16851, 0.27059], [0.16152, 0.17298, 0.28308], [0.16373, 0.17756, 0.29575], [0.16592, 0.18214, 0.3086], [0.16815, 0.18684, 0.32156], [0.17034, 0.19156, 0.33467], [0.17243, 0.19636, 0.34786], [0.17447, 0.20112, 0.36115], [0.17635, 0.20599, 0.37455], [0.17822, 0.21083, 0.38802], [0.17987, 0.21572, 0.40157], [0.1814, 0.22063, 0.41521], [0.18281, 0.22554, 0.42891], [0.18408, 0.23047, 0.4427], [0.18522, 0.23545, 0.45655], [0.18618, 0.24041, 0.47048], [0.18698, 0.24541, 0.48447], [0.18766, 0.25044, 0.49855], [0.18815, 0.2555, 0.51268], [0.18846, 0.26055, 0.5269], [0.18861, 0.26564, 0.54116], [0.18858, 0.27075, 0.5555], [0.18837, 0.27587, 0.5699], [0.18798, 0.28097, 0.58438], [0.18736, 0.28613, 0.59891], [0.18653, 0.29133, 0.61351], [0.18553, 0.29651, 0.62818], [0.18424, 0.30171, 0.6429], [0.18274, 0.30695, 0.65768], [0.18099, 0.31217, 0.67253], [0.179, 0.31745, 0.68742], [0.17672, 0.32274, 0.70237], [0.17419, 0.32802, 0.71736], [0.17136, 0.33335, 0.73238], [0.16826, 0.33867, 0.74741], [0.16491, 0.34402, 0.76244], [0.16137, 0.3494, 0.77746], [0.15757, 0.3548, 0.79243], [0.15368, 0.3602, 0.8073], [0.14983, 0.36564, 0.82205], [0.14607, 0.3711, 0.8366], [0.14266, 0.37661, 0.8509], [0.13982, 0.38211, 0.86489], [0.13797, 0.38767, 0.87847], [0.1373, 0.39327, 0.89156], [0.13822, 0.39891, 0.90407], [0.14103, 0.40458, 0.91592], [0.14591, 0.41033, 0.92702], [0.15293, 0.4161, 0.93729], [0.16214, 0.42193, 0.94667], [0.17323, 0.42784, 0.95511], [0.18606, 0.43378, 0.96258], [0.20021, 0.43981, 0.96906], [0.21551, 0.44588, 0.97457], [0.23159, 0.45204, 0.97914], [0.24818, 0.45825, 0.98281], [0.26504, 0.46453, 0.98564], [0.28205, 0.47086, 0.9877], [0.29898, 0.47725, 0.98908], [0.31574, 0.48369, 0.98987], [0.33223, 0.4902, 0.99013], [0.34838, 0.49674, 0.98997], [0.36416, 0.50334, 0.98944], [0.37954, 0.50998, 0.98862], [0.3945, 0.51666, 0.98757], [0.40905, 0.52338, 0.98633], [0.42318, 0.53013, 0.98496], [0.43695, 0.53692, 0.98347], [0.45032, 0.54373, 0.98191], [0.46333, 0.55057, 0.98029], [0.47603, 0.55745, 0.97861], [0.48841, 0.56434, 0.97691], [0.5005, 0.57126, 0.97517], [0.51231, 0.5782, 0.97342], [0.52387, 0.58518, 0.97166], [0.53518, 0.59218, 0.96988], [0.54629, 0.59919, 0.96809], [0.55717, 0.60622, 0.96629], [0.56786, 0.61328, 0.96448], [0.57837, 0.62038, 0.96266], [0.58871, 0.62748, 0.96082], [0.59889, 0.63461, 0.95897], [0.60893, 0.64175, 0.95711], [0.61881, 0.64892, 0.95524], [0.62855, 0.65611, 0.95336], [0.63816, 0.66332, 0.95146], [0.64766, 0.67054, 0.94955], [0.65704, 0.67779, 0.94763], [0.6663, 0.68505, 0.94569], [0.67546, 0.69234, 0.94374], [0.68452, 0.69963, 0.94177], [0.69348, 0.70696, 0.93979], [0.70235, 0.71429, 0.9378], [0.71114, 0.72164, 0.93579], [0.71983, 0.72902, 0.93377], [0.72843, 0.73641, 0.93173], [0.73696, 0.7438, 0.92968], [0.7454, 0.75119, 0.92759], [0.75376, 0.75857, 0.92549], [0.76204, 0.76591, 0.92334], [0.77023, 0.77321, 0.92114], [0.77834, 0.78046, 0.91889], [0.78635, 0.7876, 0.91657], [0.79425, 0.7946, 0.91414], [0.80203, 0.80142, 0.9116], [0.8097, 0.80801, 0.9089], [0.81723, 0.81429, 0.90602], [0.8246, 0.8202, 0.9029], [0.83181, 0.82566, 0.8995], [0.83882, 0.83059, 0.89578], [0.84564, 0.83488, 0.89168], [0.85223, 0.83847, 0.88714], [0.85859, 0.84127, 0.88212], [0.8647, 0.84321, 0.87657], [0.87054, 0.84425, 0.87046], [0.87611, 0.84432, 0.86377], ] b_cyclic_wrkbw_10_90_c43 = bokeh_palette('cyclic_wrkbw_10_90_c43',cyclic_wrkbw_10_90_c43) m_cyclic_wrkbw_10_90_c43 = mpl_cm('cyclic_wrkbw_10_90_c43',cyclic_wrkbw_10_90_c43) m_cyclic_wrkbw_10_90_c43_r = mpl_cm('cyclic_wrkbw_10_90_c43_r',list(reversed(cyclic_wrkbw_10_90_c43))) CET_C3 = b_cyclic_wrkbw_10_90_c43 m_CET_C3 = m_cyclic_wrkbw_10_90_c43 m_CET_C3_r = m_cyclic_wrkbw_10_90_c43_r palette['CET_C3'] = b_cyclic_wrkbw_10_90_c43 cm['CET_C3'] = m_cyclic_wrkbw_10_90_c43 cm['CET_C3_r'] = m_cyclic_wrkbw_10_90_c43_r register_cmap('cet_CET_C3',m_cyclic_wrkbw_10_90_c43) register_cmap('cet_CET_C3_r',m_cyclic_wrkbw_10_90_c43_r) cyclic_mygbm_50_90_c46 = [ # cmap_def [0.91298, 0.5809, 0.58565], [0.91561, 0.585, 0.58093], [0.91812, 0.58914, 0.57627], [0.92049, 0.59335, 0.57161], [0.92273, 0.59761, 0.567], [0.92482, 0.60191, 0.56242], [0.92679, 0.60626, 0.55785], [0.92862, 0.61066, 0.55333], [0.93032, 0.61509, 0.54885], [0.93188, 0.61957, 0.54438], [0.93331, 0.62409, 0.53995], [0.93459, 0.62864, 0.53556], [0.93575, 0.63323, 0.53121], [0.93678, 0.63785, 0.5269], [0.93767, 0.6425, 0.52261], [0.93843, 0.64718, 0.51836], [0.93907, 0.65188, 0.51414], [0.93959, 0.65661, 0.50995], [0.93997, 0.66135, 0.50579], [0.94023, 0.66612, 0.50168], [0.94036, 0.67091, 0.49761], [0.94036, 0.67571, 0.49356], [0.94024, 0.68052, 0.48955], [0.94, 0.68536, 0.48557], [0.93965, 0.69019, 0.48163], [0.93917, 0.69504, 0.47772], [0.93858, 0.69989, 0.47384], [0.93786, 0.70476, 0.47001], [0.93703, 0.70963, 0.4662], [0.93609, 0.71449, 0.46242], [0.93503, 0.71937, 0.45868], [0.93387, 0.72424, 0.45497], [0.93259, 0.72911, 0.45129], [0.93119, 0.73399, 0.44763], [0.92963, 0.73903, 0.4439], [0.9282, 0.74337, 0.44069], [0.92636, 0.74862, 0.43685], [0.92454, 0.75348, 0.4333], [0.92264, 0.75826, 0.42987], [0.9206, 0.76309, 0.4264], [0.91845, 0.76791, 0.42298], [0.91618, 0.77273, 0.41961], [0.91378, 0.77755, 0.41627], [0.91124, 0.78234, 0.413], [0.90856, 0.78713, 0.40979], [0.90573, 0.7919, 0.40665], [0.90272, 0.79665, 0.40361], [0.89953, 0.80139, 0.40066], [0.89616, 0.80611, 0.3978], [0.89258, 0.8108, 0.39508], [0.88877, 0.81546, 0.39251], [0.88473, 0.82009, 0.3901], [0.88043, 0.82467, 0.38788], [0.87587, 0.82922, 0.38586], [0.87101, 0.8337, 0.3841], [0.86581, 0.8381, 0.38262], [0.86026, 0.84242, 0.38148], [0.85434, 0.84662, 0.38068], [0.848, 0.85069, 0.38032], [0.84126, 0.85461, 0.38043], [0.83406, 0.85832, 0.38108], [0.82643, 0.8618, 0.38228], [0.81836, 0.86499, 0.38414], [0.80989, 0.86787, 0.38663], [0.80109, 0.8704, 0.38976], [0.792, 0.87253, 0.39354], [0.78272, 0.87425, 0.39789], [0.77333, 0.87559, 0.40273], [0.7639, 0.87653, 0.40802], [0.75448, 0.87712, 0.41364], [0.74512, 0.87737, 0.41956], [0.73584, 0.87733, 0.42568], [0.72669, 0.87701, 0.43197], [0.71765, 0.87645, 0.43837], [0.70871, 0.8757, 0.44485], [0.69988, 0.87475, 0.45137], [0.69117, 0.87363, 0.45793], [0.68257, 0.87237, 0.46452], [0.67405, 0.87097, 0.47109], [0.66562, 0.86947, 0.47765], [0.65726, 0.86786, 0.4842], [0.64895, 0.86615, 0.49075], [0.64069, 0.86436, 0.49724], [0.63248, 0.86249, 0.50372], [0.62431, 0.86055, 0.51016], [0.61616, 0.85854, 0.51657], [0.60804, 0.85649, 0.52295], [0.59991, 0.85438, 0.5293], [0.59178, 0.85222, 0.5356], [0.58365, 0.85001, 0.54188], [0.57552, 0.84776, 0.54813], [0.56737, 0.84547, 0.55433], [0.55917, 0.84316, 0.56049], [0.55093, 0.84081, 0.56663], [0.54268, 0.83842, 0.57274], [0.53439, 0.83599, 0.5788], [0.52607, 0.83354, 0.58484], [0.5177, 0.83105, 0.59084], [0.50929, 0.82852, 0.59682], [0.50086, 0.82596, 0.60275], [0.4924, 0.82336, 0.60866], [0.4839, 0.82073, 0.61452], [0.47537, 0.81807, 0.62037], [0.46679, 0.81537, 0.62616], [0.45816, 0.81263, 0.63193], [0.4495, 0.80987, 0.63766], [0.44083, 0.80707, 0.64335], [0.43213, 0.80422, 0.64901], [0.42337, 0.80135, 0.65462], [0.41458, 0.79844, 0.6602], [0.40576, 0.7955, 0.66575], [0.39688, 0.79253, 0.67125], [0.38797, 0.78953, 0.67671], [0.37903, 0.78649, 0.68212], [0.37008, 0.78341, 0.6875], [0.36108, 0.78031, 0.69284], [0.35206, 0.77717, 0.69812], [0.343, 0.774, 0.70336], [0.33389, 0.7708, 0.70856], [0.32473, 0.76757, 0.7137], [0.31557, 0.76431, 0.7188], [0.30635, 0.76103, 0.72385], [0.29709, 0.75771, 0.72886], [0.28781, 0.75437, 0.7338], [0.27853, 0.75099, 0.7387], [0.26922, 0.74759, 0.74354], [0.25985, 0.74416, 0.74832], [0.25044, 0.7407, 0.75305], [0.24101, 0.73723, 0.75773], [0.23156, 0.73372, 0.76235], [0.22204, 0.7302, 0.76691], [0.2125, 0.72665, 0.77142], [0.20291, 0.72307, 0.77586], [0.19332, 0.71949, 0.78024], [0.18372, 0.71587, 0.78456], [0.17411, 0.71223, 0.78882], [0.16448, 0.70858, 0.79302], [0.15477, 0.7049, 0.79715], [0.14509, 0.70121, 0.80123], [0.13531, 0.6975, 0.80524], [0.12553, 0.69378, 0.8092], [0.1157, 0.69004, 0.81308], [0.10584, 0.68628, 0.81691], [0.096034, 0.68251, 0.82066], [0.086314, 0.67872, 0.82435], [0.076594, 0.67492, 0.82798], [0.066987, 0.6711, 0.83156], [0.057363, 0.66727, 0.83506], [0.047913, 0.66344, 0.8385], [0.038783, 0.65958, 0.84189], [0.030423, 0.65572, 0.84521], [0.024144, 0.65184, 0.84846], [0.019383, 0.64794, 0.85165], [0.016091, 0.64404, 0.85478], [0.014241, 0.64014, 0.85785], [0.013802, 0.63622, 0.86086], [0.014758, 0.63229, 0.86382], [0.017308, 0.62835, 0.8667], [0.021411, 0.62439, 0.86953], [0.026822, 0.62043, 0.8723], [0.033498, 0.61646, 0.87502], [0.041669, 0.61247, 0.87768], [0.050034, 0.60848, 0.88028], [0.058959, 0.60447, 0.88282], [0.067796, 0.60045, 0.88532], [0.076491, 0.59643, 0.88775], [0.085201, 0.5924, 0.89013], [0.093901, 0.58834, 0.89246], [0.10275, 0.58429, 0.89473], [0.11172, 0.58022, 0.89692], [0.12071, 0.57613, 0.89905], [0.12993, 0.57203, 0.90111], [0.13919, 0.56791, 0.90309], [0.1487, 0.56378, 0.90498], [0.15846, 0.55963, 0.90678], [0.1684, 0.55546, 0.90848], [0.17864, 0.55128, 0.91008], [0.18914, 0.54708, 0.91155], [0.19994, 0.54287, 0.91289], [0.21112, 0.53864, 0.91409], [0.22262, 0.53439, 0.91514], [0.23456, 0.53013, 0.916], [0.24696, 0.52586, 0.91667], [0.2598, 0.52158, 0.91712], [0.27304, 0.51733, 0.91735], [0.28691, 0.51307, 0.91727], [0.30126, 0.50885, 0.91691], [0.31619, 0.50467, 0.91621], [0.33157, 0.50055, 0.91515], [0.34752, 0.49655, 0.91368], [0.36381, 0.49269, 0.9118], [0.38047, 0.48901, 0.90948], [0.39731, 0.48556, 0.90673], [0.41416, 0.48237, 0.90357], [0.43092, 0.47948, 0.90001], [0.44739, 0.47689, 0.89611], [0.46349, 0.47462, 0.89193], [0.47914, 0.47267, 0.88749], [0.49428, 0.47102, 0.88287], [0.50887, 0.46966, 0.87809], [0.52293, 0.46856, 0.87318], [0.53648, 0.46769, 0.86819], [0.54951, 0.46708, 0.86311], [0.56208, 0.46665, 0.85797], [0.57418, 0.46642, 0.85281], [0.58588, 0.46635, 0.8476], [0.59718, 0.46644, 0.84238], [0.60812, 0.46669, 0.83713], [0.61872, 0.46707, 0.83188], [0.62898, 0.46758, 0.82661], [0.63895, 0.46819, 0.82133], [0.64864, 0.46894, 0.81606], [0.65807, 0.46978, 0.81078], [0.66725, 0.47071, 0.8055], [0.6762, 0.47174, 0.80023], [0.68493, 0.47284, 0.79496], [0.69346, 0.47404, 0.78969], [0.70181, 0.47531, 0.78442], [0.70998, 0.47664, 0.77914], [0.71795, 0.47804, 0.77389], [0.72576, 0.47953, 0.76863], [0.73341, 0.48106, 0.76338], [0.74091, 0.48267, 0.75813], [0.74827, 0.48433, 0.75287], [0.75547, 0.48607, 0.74764], [0.76251, 0.4879, 0.7424], [0.76941, 0.48977, 0.73717], [0.77618, 0.49174, 0.73194], [0.7828, 0.49375, 0.72672], [0.78929, 0.49584, 0.72151], [0.79562, 0.49803, 0.71631], [0.80181, 0.50026, 0.71112], [0.80788, 0.50259, 0.70593], [0.8138, 0.50499, 0.70075], [0.81959, 0.50746, 0.69559], [0.82525, 0.51, 0.69043], [0.83078, 0.51262, 0.68529], [0.83616, 0.51531, 0.68015], [0.8414, 0.5181, 0.67504], [0.8465, 0.52095, 0.66994], [0.85148, 0.52388, 0.66485], [0.85633, 0.52689, 0.65978], [0.86104, 0.52996, 0.65472], [0.86562, 0.53311, 0.64969], [0.87006, 0.53633, 0.64466], [0.87436, 0.53962, 0.63966], [0.87853, 0.54301, 0.63468], [0.88255, 0.54646, 0.62972], [0.88645, 0.54997, 0.62478], [0.8902, 0.55355, 0.61987], [0.89382, 0.55722, 0.61497], [0.89731, 0.56093, 0.6101], [0.90066, 0.56471, 0.60525], [0.90387, 0.56856, 0.60043], [0.90695, 0.57248, 0.59564], [0.9099, 0.57645, 0.59087], ] b_cyclic_mygbm_50_90_c46 = bokeh_palette('cyclic_mygbm_50_90_c46',cyclic_mygbm_50_90_c46) m_cyclic_mygbm_50_90_c46 = mpl_cm('cyclic_mygbm_50_90_c46',cyclic_mygbm_50_90_c46) m_cyclic_mygbm_50_90_c46_r = mpl_cm('cyclic_mygbm_50_90_c46_r',list(reversed(cyclic_mygbm_50_90_c46))) CET_C8 = b_cyclic_mygbm_50_90_c46 m_CET_C8 = m_cyclic_mygbm_50_90_c46 m_CET_C8_r = m_cyclic_mygbm_50_90_c46_r palette['CET_C8'] = b_cyclic_mygbm_50_90_c46 cm['CET_C8'] = m_cyclic_mygbm_50_90_c46 cm['CET_C8_r'] = m_cyclic_mygbm_50_90_c46_r register_cmap('cet_CET_C8',m_cyclic_mygbm_50_90_c46) register_cmap('cet_CET_C8_r',m_cyclic_mygbm_50_90_c46_r) linear_tritanopic_krw_5_95_c46 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.075827, 0.067863, 0.0665], [0.084776, 0.069673, 0.066985], [0.092877, 0.071413, 0.067479], [0.10046, 0.073132, 0.067977], [0.10754, 0.074773, 0.06849], [0.11418, 0.076399, 0.069022], [0.1208, 0.077883, 0.069527], [0.1275, 0.079183, 0.070005], [0.13427, 0.080312, 0.070528], [0.141, 0.081408, 0.071116], [0.14768, 0.082432, 0.071653], [0.15433, 0.083387, 0.072143], [0.161, 0.084395, 0.072694], [0.16764, 0.085256, 0.073275], [0.17428, 0.086146, 0.0738], [0.18088, 0.087094, 0.074287], [0.18754, 0.087912, 0.074785], [0.19415, 0.088708, 0.075294], [0.20071, 0.089485, 0.075795], [0.20735, 0.090234, 0.076298], [0.21395, 0.090962, 0.076799], [0.22057, 0.09167, 0.077301], [0.22716, 0.092294, 0.077803], [0.23375, 0.092873, 0.078302], [0.24035, 0.093487, 0.078804], [0.24697, 0.094096, 0.079305], [0.25359, 0.094661, 0.079804], [0.2602, 0.095169, 0.080304], [0.26681, 0.095621, 0.080799], [0.27345, 0.096042, 0.081306], [0.28006, 0.096446, 0.081812], [0.28668, 0.096845, 0.082279], [0.29331, 0.097246, 0.082715], [0.29996, 0.097617, 0.083173], [0.30661, 0.097941, 0.083688], [0.31324, 0.098225, 0.084207], [0.31989, 0.098472, 0.084684], [0.32652, 0.098695, 0.085147], [0.33319, 0.098897, 0.085628], [0.33984, 0.099072, 0.086157], [0.34648, 0.099226, 0.08674], [0.35314, 0.099355, 0.0873], [0.3598, 0.099457, 0.087822], [0.36647, 0.099539, 0.088358], [0.37312, 0.099595, 0.088917], [0.37979, 0.099624, 0.089483], [0.38645, 0.099635, 0.09006], [0.39313, 0.099622, 0.090649], [0.3998, 0.099583, 0.09126], [0.40648, 0.099528, 0.091872], [0.41315, 0.09945, 0.092439], [0.41983, 0.099348, 0.093027], [0.4265, 0.099232, 0.09369], [0.43317, 0.099097, 0.094378], [0.43985, 0.098942, 0.095041], [0.44652, 0.098773, 0.09567], [0.4532, 0.098593, 0.096302], [0.45987, 0.098395, 0.096999], [0.46655, 0.098181, 0.097756], [0.47321, 0.097954, 0.09846], [0.47989, 0.097701, 0.099162], [0.48655, 0.09742, 0.099893], [0.49321, 0.097131, 0.10064], [0.49987, 0.096837, 0.10141], [0.50653, 0.096547, 0.10219], [0.51319, 0.096264, 0.103], [0.51983, 0.095994, 0.10381], [0.52648, 0.095723, 0.10457], [0.53312, 0.095445, 0.10543], [0.53975, 0.095166, 0.10633], [0.54639, 0.094886, 0.10718], [0.553, 0.094598, 0.10801], [0.55962, 0.094305, 0.10893], [0.56623, 0.09402, 0.10989], [0.57283, 0.093751, 0.1108], [0.57942, 0.093497, 0.11174], [0.58601, 0.09326, 0.11271], [0.59259, 0.09305, 0.11368], [0.59915, 0.092879, 0.11463], [0.60569, 0.092737, 0.1157], [0.61224, 0.092623, 0.11673], [0.61878, 0.092537, 0.11779], [0.6253, 0.092488, 0.11888], [0.63181, 0.092481, 0.11995], [0.6383, 0.092511, 0.12106], [0.64478, 0.092582, 0.12219], [0.65125, 0.092696, 0.12336], [0.65771, 0.092865, 0.12456], [0.66414, 0.09311, 0.12581], [0.67056, 0.093429, 0.127], [0.67696, 0.093825, 0.1283], [0.68334, 0.094292, 0.12958], [0.68971, 0.094817, 0.1309], [0.69605, 0.095383, 0.13222], [0.70237, 0.096007, 0.13359], [0.70868, 0.096744, 0.13499], [0.71496, 0.097658, 0.13636], [0.72121, 0.098584, 0.13786], [0.72745, 0.099597, 0.13929], [0.73366, 0.10072, 0.14084], [0.73985, 0.10195, 0.14236], [0.746, 0.10332, 0.14394], [0.75213, 0.10469, 0.14556], [0.75823, 0.10631, 0.14716], [0.76429, 0.10792, 0.14882], [0.77032, 0.10976, 0.15055], [0.77633, 0.11163, 0.15227], [0.78229, 0.11363, 0.15405], [0.78822, 0.11575, 0.1559], [0.79412, 0.11799, 0.15774], [0.79998, 0.12032, 0.15962], [0.80578, 0.12279, 0.16161], [0.81156, 0.12543, 0.16359], [0.81729, 0.12817, 0.16557], [0.82297, 0.13102, 0.16767], [0.82861, 0.13399, 0.16981], [0.8342, 0.13708, 0.17195], [0.83973, 0.14028, 0.17418], [0.84521, 0.14364, 0.17643], [0.85063, 0.14709, 0.17878], [0.856, 0.15069, 0.18114], [0.8613, 0.15441, 0.18359], [0.86654, 0.15828, 0.18611], [0.87171, 0.16226, 0.18867], [0.8768, 0.16634, 0.19127], [0.88184, 0.17056, 0.19399], [0.88679, 0.17492, 0.19675], [0.89166, 0.17939, 0.19954], [0.89644, 0.184, 0.20245], [0.90113, 0.18876, 0.20545], [0.90573, 0.19363, 0.20851], [0.91023, 0.19861, 0.21167], [0.91462, 0.20379, 0.21488], [0.9189, 0.20906, 0.21823], [0.92308, 0.21447, 0.22165], [0.92712, 0.22006, 0.22517], [0.93103, 0.22577, 0.22883], [0.9348, 0.23163, 0.23257], [0.93842, 0.23765, 0.23645], [0.94189, 0.24379, 0.24042], [0.94519, 0.25012, 0.24455], [0.9483, 0.25664, 0.24885], [0.95122, 0.26334, 0.25327], [0.95392, 0.27021, 0.25784], [0.9564, 0.27725, 0.26262], [0.95863, 0.2845, 0.26755], [0.9606, 0.29197, 0.2727], [0.96227, 0.29966, 0.27809], [0.96366, 0.30754, 0.28366], [0.96492, 0.31543, 0.28935], [0.96615, 0.3232, 0.29502], [0.96737, 0.33083, 0.30072], [0.96856, 0.33837, 0.30645], [0.96972, 0.34581, 0.31215], [0.97086, 0.35316, 0.3179], [0.97199, 0.3604, 0.32364], [0.97309, 0.36757, 0.32941], [0.97417, 0.37467, 0.33518], [0.97522, 0.38168, 0.34095], [0.97626, 0.38864, 0.34674], [0.97727, 0.39552, 0.35253], [0.97826, 0.40233, 0.35834], [0.97923, 0.4091, 0.36416], [0.98018, 0.41581, 0.36999], [0.9811, 0.42246, 0.37584], [0.982, 0.42907, 0.38169], [0.98287, 0.43564, 0.38755], [0.98372, 0.44216, 0.39343], [0.98455, 0.44863, 0.39931], [0.98535, 0.45506, 0.40521], [0.98613, 0.46145, 0.41113], [0.98689, 0.46781, 0.41705], [0.98762, 0.47413, 0.42297], [0.98832, 0.48042, 0.42892], [0.98901, 0.48668, 0.43487], [0.98967, 0.4929, 0.44083], [0.9903, 0.4991, 0.44681], [0.9909, 0.50526, 0.4528], [0.99148, 0.51141, 0.45879], [0.99204, 0.51753, 0.4648], [0.99257, 0.52362, 0.47081], [0.99308, 0.52969, 0.47684], [0.99355, 0.53573, 0.48287], [0.99401, 0.54175, 0.48892], [0.99443, 0.54776, 0.49499], [0.99483, 0.55375, 0.50106], [0.9952, 0.55971, 0.50714], [0.99554, 0.56565, 0.51323], [0.99586, 0.57158, 0.51933], [0.99615, 0.57749, 0.52544], [0.99642, 0.58339, 0.53156], [0.99665, 0.58927, 0.5377], [0.99686, 0.59513, 0.54384], [0.99704, 0.60098, 0.54999], [0.99719, 0.60682, 0.55615], [0.99731, 0.61264, 0.56234], [0.9974, 0.61845, 0.56851], [0.99746, 0.62425, 0.5747], [0.9975, 0.63003, 0.58091], [0.9975, 0.6358, 0.58713], [0.99748, 0.64156, 0.59335], [0.99742, 0.64731, 0.59959], [0.99734, 0.65305, 0.60583], [0.99722, 0.65878, 0.61208], [0.99707, 0.6645, 0.61835], [0.99689, 0.67022, 0.62463], [0.99668, 0.67591, 0.63091], [0.99644, 0.6816, 0.63721], [0.99617, 0.68729, 0.6435], [0.99587, 0.69297, 0.64982], [0.99553, 0.69863, 0.65615], [0.99516, 0.7043, 0.66248], [0.99475, 0.70995, 0.66882], [0.99432, 0.7156, 0.67517], [0.99385, 0.72124, 0.68153], [0.99335, 0.72687, 0.68791], [0.99281, 0.73251, 0.69428], [0.99224, 0.73812, 0.70068], [0.99163, 0.74374, 0.70708], [0.99099, 0.74935, 0.71349], [0.99031, 0.75496, 0.71991], [0.9896, 0.76056, 0.72633], [0.98885, 0.76615, 0.73277], [0.98806, 0.77175, 0.73922], [0.98724, 0.77733, 0.74567], [0.98638, 0.78291, 0.75213], [0.98548, 0.78849, 0.75861], [0.98455, 0.79407, 0.76509], [0.98357, 0.79964, 0.77159], [0.98256, 0.8052, 0.77809], [0.98151, 0.81076, 0.7846], [0.98041, 0.81632, 0.79111], [0.97928, 0.82188, 0.79764], [0.97811, 0.82743, 0.80418], [0.9769, 0.83298, 0.81073], [0.97564, 0.83852, 0.81728], [0.97435, 0.84407, 0.82384], [0.97302, 0.84961, 0.83042], [0.97163, 0.85515, 0.837], [0.97021, 0.86069, 0.84359], [0.96874, 0.86622, 0.85019], [0.96724, 0.87176, 0.8568], [0.96568, 0.87728, 0.86342], [0.96408, 0.88281, 0.87004], [0.96243, 0.88834, 0.87667], [0.96074, 0.89386, 0.88332], [0.959, 0.89939, 0.88997], [0.95722, 0.90491, 0.89663], [0.95539, 0.91043, 0.9033], [0.9535, 0.91594, 0.90997], [0.95157, 0.92146, 0.91666], [0.94959, 0.92698, 0.92335], [0.94756, 0.9325, 0.93005], [0.94547, 0.93801, 0.93676], [0.94334, 0.94352, 0.94348], ] b_linear_tritanopic_krw_5_95_c46 = bokeh_palette('linear_tritanopic_krw_5_95_c46',linear_tritanopic_krw_5_95_c46) m_linear_tritanopic_krw_5_95_c46 = mpl_cm('linear_tritanopic_krw_5_95_c46',linear_tritanopic_krw_5_95_c46) m_linear_tritanopic_krw_5_95_c46_r = mpl_cm('linear_tritanopic_krw_5_95_c46_r',list(reversed(linear_tritanopic_krw_5_95_c46))) CET_CBTL4 = b_linear_tritanopic_krw_5_95_c46 m_CET_CBTL4 = m_linear_tritanopic_krw_5_95_c46 m_CET_CBTL4_r = m_linear_tritanopic_krw_5_95_c46_r palette['CET_CBTL4'] = b_linear_tritanopic_krw_5_95_c46 cm['CET_CBTL4'] = m_linear_tritanopic_krw_5_95_c46 cm['CET_CBTL4_r'] = m_linear_tritanopic_krw_5_95_c46_r register_cmap('cet_CET_CBTL4',m_linear_tritanopic_krw_5_95_c46) register_cmap('cet_CET_CBTL4_r',m_linear_tritanopic_krw_5_95_c46_r) cyclic_mybm_20_100_c48 = [ # cmap_def [0.76163, 0.49843, 0.45807], [0.76517, 0.50567, 0.45582], [0.76859, 0.51296, 0.45358], [0.77192, 0.52026, 0.45138], [0.77514, 0.52758, 0.4492], [0.77826, 0.53492, 0.44703], [0.78127, 0.54228, 0.4449], [0.78417, 0.54965, 0.44279], [0.78697, 0.55704, 0.4407], [0.78966, 0.56444, 0.43864], [0.79225, 0.57185, 0.43661], [0.79473, 0.57927, 0.4346], [0.79709, 0.58671, 0.43262], [0.79937, 0.59415, 0.43065], [0.80152, 0.60161, 0.42871], [0.80357, 0.60909, 0.42679], [0.80551, 0.61656, 0.4249], [0.80736, 0.62405, 0.42303], [0.80909, 0.63155, 0.42118], [0.81071, 0.63905, 0.41937], [0.81223, 0.64657, 0.41758], [0.81363, 0.65409, 0.4158], [0.81493, 0.66163, 0.41405], [0.81613, 0.66916, 0.41233], [0.8172, 0.6767, 0.41063], [0.81817, 0.68424, 0.40895], [0.81903, 0.69179, 0.4073], [0.81978, 0.69934, 0.40568], [0.82042, 0.7069, 0.40407], [0.82094, 0.71445, 0.40249], [0.82135, 0.722, 0.40096], [0.82165, 0.72956, 0.39942], [0.82183, 0.73712, 0.39794], [0.82189, 0.74467, 0.39647], [0.82183, 0.75221, 0.39504], [0.82165, 0.75976, 0.39364], [0.82134, 0.7673, 0.39227], [0.8209, 0.77483, 0.39095], [0.82033, 0.78236, 0.38966], [0.81961, 0.78988, 0.38842], [0.81876, 0.79738, 0.38722], [0.81775, 0.80488, 0.38609], [0.81657, 0.81235, 0.38502], [0.81522, 0.81981, 0.38404], [0.81368, 0.82724, 0.38313], [0.81194, 0.83464, 0.38231], [0.80998, 0.84199, 0.38162], [0.80779, 0.84929, 0.38105], [0.80534, 0.85652, 0.38063], [0.80261, 0.86368, 0.38038], [0.79959, 0.87072, 0.38032], [0.79623, 0.87765, 0.38048], [0.79253, 0.88443, 0.38089], [0.78846, 0.89103, 0.38157], [0.78399, 0.89742, 0.38254], [0.7791, 0.90355, 0.38386], [0.77378, 0.90939, 0.38552], [0.76801, 0.91491, 0.38757], [0.76179, 0.92004, 0.39002], [0.75513, 0.92476, 0.39287], [0.74801, 0.92901, 0.39614], [0.74046, 0.93277, 0.3998], [0.73251, 0.936, 0.40388], [0.72418, 0.93865, 0.40833], [0.71551, 0.94073, 0.41314], [0.70655, 0.94221, 0.41825], [0.69733, 0.94309, 0.42366], [0.68793, 0.94337, 0.42931], [0.67838, 0.94306, 0.43516], [0.66874, 0.94219, 0.44114], [0.65905, 0.94078, 0.44724], [0.64938, 0.93886, 0.45341], [0.63973, 0.93647, 0.45961], [0.63016, 0.93363, 0.4658], [0.62069, 0.93042, 0.47197], [0.61133, 0.92685, 0.47807], [0.60211, 0.92297, 0.48409], [0.59303, 0.9188, 0.49003], [0.58409, 0.91441, 0.49587], [0.5753, 0.9098, 0.50161], [0.56666, 0.90501, 0.50723], [0.55813, 0.90007, 0.51273], [0.54973, 0.89499, 0.51813], [0.54144, 0.8898, 0.52341], [0.53327, 0.88451, 0.52859], [0.52518, 0.87914, 0.53365], [0.51718, 0.8737, 0.53862], [0.50924, 0.8682, 0.54348], [0.50137, 0.86264, 0.54826], [0.49355, 0.85703, 0.55293], [0.48578, 0.85138, 0.55753], [0.47806, 0.84569, 0.56204], [0.47037, 0.83998, 0.56645], [0.4627, 0.83423, 0.57079], [0.45508, 0.82844, 0.57505], [0.44746, 0.82264, 0.57924], [0.43989, 0.8168, 0.58334], [0.43233, 0.81094, 0.58737], [0.42477, 0.80506, 0.59133], [0.41724, 0.79915, 0.59521], [0.40973, 0.79323, 0.59903], [0.40222, 0.78727, 0.60276], [0.39474, 0.7813, 0.60643], [0.38727, 0.77531, 0.61003], [0.37983, 0.76929, 0.61355], [0.37239, 0.76326, 0.61702], [0.36497, 0.75722, 0.62041], [0.35758, 0.75115, 0.62373], [0.35019, 0.74506, 0.62697], [0.34283, 0.73896, 0.63015], [0.33548, 0.73284, 0.63326], [0.32813, 0.7267, 0.6363], [0.32083, 0.72054, 0.63927], [0.31353, 0.71437, 0.64217], [0.30626, 0.70819, 0.645], [0.29899, 0.70199, 0.64777], [0.29175, 0.69578, 0.65047], [0.28452, 0.68955, 0.65309], [0.27734, 0.68331, 0.65566], [0.27017, 0.67706, 0.65816], [0.26301, 0.6708, 0.66058], [0.25586, 0.66451, 0.66294], [0.24877, 0.65823, 0.66523], [0.24168, 0.65193, 0.66746], [0.23463, 0.64562, 0.66961], [0.22758, 0.6393, 0.6717], [0.22058, 0.63297, 0.67372], [0.21357, 0.62664, 0.67568], [0.20663, 0.6203, 0.67758], [0.19966, 0.61394, 0.67939], [0.19277, 0.60759, 0.68115], [0.18592, 0.60122, 0.68284], [0.17905, 0.59484, 0.68447], [0.17223, 0.58846, 0.68603], [0.16543, 0.58208, 0.68753], [0.15873, 0.5757, 0.68897], [0.15199, 0.5693, 0.69033], [0.14536, 0.56291, 0.69163], [0.1387, 0.5565, 0.69288], [0.13213, 0.5501, 0.69405], [0.1256, 0.54369, 0.69517], [0.1191, 0.53729, 0.69622], [0.1127, 0.53087, 0.6972], [0.10633, 0.52445, 0.69813], [0.099987, 0.51803, 0.699], [0.093771, 0.5116, 0.6998], [0.087677, 0.50518, 0.70055], [0.081652, 0.49876, 0.70123], [0.075664, 0.49233, 0.70186], [0.069923, 0.4859, 0.70242], [0.06427, 0.47947, 0.70294], [0.058824, 0.47302, 0.70338], [0.053521, 0.46659, 0.70377], [0.048609, 0.46015, 0.70411], [0.04384, 0.45371, 0.70439], [0.039571, 0.44726, 0.70461], [0.035783, 0.44081, 0.70477], [0.032406, 0.43436, 0.70488], [0.029883, 0.42791, 0.70493], [0.027994, 0.42144, 0.70493], [0.02673, 0.41498, 0.70488], [0.02609, 0.40851, 0.70477], [0.026078, 0.40202, 0.7046], [0.026701, 0.39555, 0.70438], [0.027974, 0.38905, 0.7041], [0.02992, 0.38254, 0.70376], [0.032576, 0.37603, 0.70337], [0.036166, 0.3695, 0.70292], [0.040364, 0.36296, 0.70239], [0.045202, 0.35642, 0.70181], [0.050548, 0.34985, 0.70115], [0.056478, 0.34327, 0.70042], [0.062852, 0.33666, 0.69961], [0.069668, 0.33006, 0.69871], [0.076852, 0.32343, 0.69773], [0.084667, 0.31679, 0.69664], [0.092813, 0.31016, 0.69544], [0.10151, 0.30349, 0.69412], [0.11069, 0.29685, 0.69269], [0.12026, 0.2902, 0.6911], [0.1304, 0.28359, 0.68939], [0.14094, 0.27701, 0.6875], [0.1519, 0.27048, 0.68545], [0.16336, 0.26402, 0.68323], [0.17519, 0.25762, 0.68082], [0.18742, 0.25139, 0.67824], [0.19994, 0.24526, 0.67546], [0.21282, 0.23935, 0.67251], [0.22595, 0.23362, 0.66937], [0.23925, 0.2282, 0.66606], [0.25271, 0.22304, 0.6626], [0.26625, 0.21822, 0.65898], [0.27982, 0.21379, 0.65524], [0.29335, 0.20977, 0.6514], [0.30684, 0.20625, 0.64745], [0.32019, 0.20318, 0.64344], [0.33337, 0.20063, 0.63939], [0.34632, 0.19866, 0.63531], [0.35904, 0.19726, 0.63122], [0.37149, 0.19643, 0.62714], [0.38367, 0.19613, 0.62309], [0.39552, 0.1964, 0.61908], [0.40706, 0.19719, 0.6151], [0.41827, 0.19847, 0.61119], [0.42918, 0.20024, 0.60734], [0.43978, 0.20246, 0.60355], [0.45006, 0.20508, 0.59983], [0.46005, 0.20806, 0.59617], [0.46977, 0.21138, 0.59259], [0.4792, 0.21495, 0.58904], [0.4884, 0.21883, 0.58558], [0.49735, 0.22292, 0.58215], [0.50606, 0.22721, 0.57879], [0.51459, 0.2317, 0.57548], [0.5229, 0.23634, 0.5722], [0.53103, 0.24111, 0.56896], [0.53898, 0.24602, 0.56577], [0.54677, 0.25107, 0.56262], [0.5544, 0.2562, 0.55948], [0.56188, 0.26145, 0.55638], [0.56921, 0.26678, 0.55331], [0.57643, 0.27219, 0.55028], [0.58349, 0.27771, 0.54727], [0.59044, 0.28328, 0.54428], [0.59728, 0.28893, 0.54131], [0.60399, 0.29463, 0.53838], [0.61059, 0.30042, 0.53545], [0.61707, 0.30629, 0.53257], [0.62345, 0.31217, 0.5297], [0.62971, 0.31816, 0.52685], [0.63588, 0.32419, 0.52402], [0.64194, 0.33028, 0.52121], [0.64789, 0.33642, 0.51844], [0.65375, 0.34263, 0.51566], [0.6595, 0.34888, 0.51293], [0.66515, 0.35519, 0.51021], [0.67071, 0.36154, 0.50752], [0.67617, 0.36794, 0.50485], [0.68152, 0.37441, 0.5022], [0.68678, 0.38091, 0.49956], [0.69195, 0.38745, 0.49696], [0.69702, 0.39406, 0.49438], [0.70199, 0.40072, 0.49182], [0.70687, 0.40741, 0.48926], [0.71165, 0.41415, 0.48675], [0.71634, 0.42093, 0.48424], [0.72093, 0.42778, 0.48177], [0.72544, 0.43466, 0.47931], [0.72984, 0.44158, 0.47686], [0.73415, 0.44855, 0.47445], [0.73836, 0.45556, 0.47205], [0.74249, 0.4626, 0.46967], [0.74651, 0.46971, 0.46731], [0.75044, 0.47683, 0.46496], [0.75427, 0.48399, 0.46264], [0.758, 0.49121, 0.46034], ] b_cyclic_mybm_20_100_c48 = bokeh_palette('cyclic_mybm_20_100_c48',cyclic_mybm_20_100_c48) m_cyclic_mybm_20_100_c48 = mpl_cm('cyclic_mybm_20_100_c48',cyclic_mybm_20_100_c48) m_cyclic_mybm_20_100_c48_r = mpl_cm('cyclic_mybm_20_100_c48_r',list(reversed(cyclic_mybm_20_100_c48))) CET_C9 = b_cyclic_mybm_20_100_c48 m_CET_C9 = m_cyclic_mybm_20_100_c48 m_CET_C9_r = m_cyclic_mybm_20_100_c48_r palette['CET_C9'] = b_cyclic_mybm_20_100_c48 cm['CET_C9'] = m_cyclic_mybm_20_100_c48 cm['CET_C9_r'] = m_cyclic_mybm_20_100_c48_r register_cmap('cet_CET_C9',m_cyclic_mybm_20_100_c48) register_cmap('cet_CET_C9_r',m_cyclic_mybm_20_100_c48_r) linear_kbgoy_20_95_c57 = [ # cmap_def [0.18934, 0.18939, 0.18938], [0.19313, 0.19071, 0.1994], [0.19684, 0.19204, 0.20948], [0.20035, 0.19338, 0.2195], [0.20385, 0.19473, 0.22951], [0.20717, 0.19606, 0.23951], [0.21038, 0.1974, 0.2495], [0.21349, 0.19874, 0.25947], [0.21652, 0.2001, 0.26943], [0.2194, 0.20147, 0.27936], [0.22219, 0.20287, 0.28928], [0.22486, 0.20429, 0.29917], [0.22748, 0.20567, 0.30906], [0.22994, 0.2071, 0.31889], [0.23236, 0.20852, 0.32873], [0.23466, 0.20996, 0.33853], [0.23685, 0.21143, 0.34832], [0.23893, 0.21289, 0.35807], [0.24093, 0.21439, 0.36779], [0.24283, 0.21591, 0.37748], [0.24465, 0.21743, 0.38715], [0.24638, 0.21898, 0.39676], [0.24804, 0.22056, 0.40637], [0.24955, 0.22213, 0.4159], [0.25103, 0.22374, 0.42543], [0.25238, 0.22538, 0.43487], [0.25366, 0.22705, 0.44431], [0.25486, 0.22874, 0.45365], [0.25594, 0.23043, 0.46297], [0.25697, 0.23219, 0.47224], [0.25788, 0.23394, 0.48144], [0.25875, 0.23575, 0.49061], [0.25952, 0.23758, 0.49967], [0.26019, 0.23942, 0.50874], [0.26079, 0.24131, 0.51767], [0.26131, 0.24321, 0.52658], [0.26175, 0.24516, 0.53538], [0.26211, 0.24716, 0.54413], [0.26239, 0.24918, 0.5528], [0.2626, 0.25126, 0.56138], [0.26273, 0.25333, 0.5699], [0.26278, 0.25547, 0.5783], [0.26276, 0.25763, 0.58663], [0.26266, 0.25986, 0.59487], [0.26249, 0.2621, 0.60299], [0.26225, 0.26439, 0.61106], [0.26193, 0.26673, 0.61897], [0.26155, 0.26913, 0.62678], [0.2611, 0.27152, 0.63451], [0.26058, 0.27401, 0.64208], [0.26, 0.27653, 0.64957], [0.25936, 0.27909, 0.65692], [0.25863, 0.2817, 0.66412], [0.25784, 0.28435, 0.67122], [0.25702, 0.28706, 0.67816], [0.2561, 0.28983, 0.68494], [0.25517, 0.29264, 0.69161], [0.25415, 0.29551, 0.6981], [0.25307, 0.29844, 0.70442], [0.25195, 0.30141, 0.71059], [0.25077, 0.30445, 0.7166], [0.24953, 0.30754, 0.72239], [0.24827, 0.31072, 0.72801], [0.24693, 0.31391, 0.73347], [0.24554, 0.31719, 0.7387], [0.24411, 0.32054, 0.7437], [0.24265, 0.32392, 0.7485], [0.24115, 0.32738, 0.7531], [0.2396, 0.33091, 0.75744], [0.23801, 0.33454, 0.76152], [0.23638, 0.3382, 0.76536], [0.23471, 0.34194, 0.76894], [0.23296, 0.34574, 0.77226], [0.23122, 0.34964, 0.77525], [0.2294, 0.35361, 0.77794], [0.22757, 0.35767, 0.78031], [0.22568, 0.36179, 0.78236], [0.22373, 0.366, 0.78407], [0.22174, 0.37027, 0.78542], [0.2197, 0.37466, 0.78639], [0.21759, 0.37912, 0.78693], [0.2154, 0.38369, 0.78703], [0.21312, 0.38835, 0.78669], [0.21078, 0.39311, 0.78586], [0.20831, 0.39798, 0.78454], [0.20572, 0.40294, 0.78268], [0.20296, 0.40802, 0.78026], [0.20001, 0.41321, 0.77724], [0.19691, 0.41851, 0.77356], [0.19349, 0.42395, 0.76918], [0.18976, 0.42953, 0.76402], [0.18568, 0.43525, 0.75805], [0.18106, 0.4411, 0.75122], [0.1759, 0.44712, 0.74345], [0.17032, 0.45321, 0.73494], [0.16477, 0.45925, 0.72618], [0.15956, 0.46512, 0.71747], [0.1547, 0.47088, 0.7088], [0.15023, 0.47651, 0.70018], [0.14621, 0.48202, 0.69161], [0.1427, 0.4874, 0.6831], [0.13962, 0.49267, 0.67463], [0.13713, 0.49786, 0.6662], [0.13522, 0.50291, 0.65784], [0.13395, 0.50789, 0.64951], [0.13324, 0.51276, 0.64122], [0.13315, 0.51756, 0.63299], [0.13376, 0.52225, 0.6248], [0.13503, 0.52688, 0.61666], [0.13687, 0.53141, 0.60856], [0.13929, 0.53587, 0.60048], [0.14241, 0.54025, 0.59247], [0.1461, 0.54456, 0.58448], [0.15027, 0.5488, 0.57654], [0.15491, 0.55295, 0.56863], [0.16006, 0.55705, 0.56076], [0.16569, 0.56107, 0.55293], [0.17171, 0.56502, 0.54513], [0.1781, 0.56892, 0.53737], [0.18481, 0.57276, 0.52964], [0.19187, 0.57652, 0.52193], [0.19921, 0.58021, 0.51428], [0.20684, 0.58385, 0.50662], [0.2147, 0.58742, 0.49902], [0.22286, 0.59093, 0.49145], [0.2312, 0.59438, 0.48387], [0.23972, 0.59777, 0.47634], [0.2485, 0.60109, 0.46883], [0.25745, 0.60436, 0.46134], [0.26657, 0.60756, 0.45387], [0.27587, 0.61069, 0.44641], [0.28531, 0.61376, 0.43897], [0.29496, 0.61678, 0.43156], [0.30475, 0.61972, 0.42414], [0.31466, 0.6226, 0.41675], [0.32476, 0.62541, 0.40936], [0.33503, 0.62816, 0.40197], [0.3454, 0.63084, 0.3946], [0.35591, 0.63345, 0.38722], [0.36658, 0.63599, 0.37985], [0.3774, 0.63846, 0.37248], [0.38835, 0.64085, 0.3651], [0.39942, 0.64318, 0.35772], [0.41067, 0.64542, 0.35032], [0.42203, 0.64759, 0.34291], [0.43344, 0.6497, 0.33549], [0.44472, 0.65177, 0.32806], [0.45578, 0.65383, 0.32069], [0.46667, 0.65587, 0.31331], [0.47738, 0.6579, 0.30596], [0.48795, 0.65991, 0.2986], [0.49838, 0.6619, 0.29128], [0.50869, 0.66387, 0.28395], [0.51889, 0.66582, 0.27666], [0.52899, 0.66775, 0.26937], [0.53901, 0.66966, 0.26207], [0.54896, 0.67154, 0.25481], [0.55883, 0.67341, 0.24753], [0.56866, 0.67524, 0.24024], [0.57844, 0.67706, 0.23298], [0.58818, 0.67884, 0.22575], [0.59789, 0.68059, 0.21849], [0.60758, 0.68232, 0.21124], [0.61725, 0.68402, 0.20401], [0.6269, 0.68569, 0.19677], [0.63656, 0.68732, 0.18952], [0.6462, 0.68893, 0.18228], [0.65587, 0.69048, 0.1751], [0.66554, 0.69202, 0.16788], [0.67522, 0.6935, 0.16071], [0.68493, 0.69494, 0.15356], [0.69467, 0.69635, 0.14646], [0.70444, 0.69771, 0.13939], [0.71425, 0.69902, 0.13246], [0.72411, 0.70029, 0.12558], [0.73401, 0.70151, 0.11883], [0.74396, 0.70268, 0.11222], [0.75397, 0.70378, 0.1058], [0.76404, 0.70483, 0.099637], [0.77418, 0.70583, 0.093802], [0.7844, 0.70676, 0.088385], [0.79468, 0.70761, 0.083462], [0.80505, 0.70841, 0.079113], [0.81551, 0.70913, 0.075535], [0.82606, 0.70977, 0.07286], [0.83671, 0.71033, 0.071189], [0.84745, 0.71081, 0.070548], [0.85824, 0.71123, 0.071057], [0.86861, 0.71177, 0.07205], [0.87811, 0.71261, 0.073094], [0.88682, 0.71374, 0.073971], [0.89485, 0.71512, 0.074707], [0.90229, 0.71674, 0.075383], [0.90918, 0.71856, 0.075978], [0.91561, 0.72056, 0.076505], [0.92162, 0.72274, 0.076968], [0.92722, 0.7251, 0.077371], [0.93249, 0.72757, 0.07772], [0.93743, 0.7302, 0.078016], [0.94205, 0.73296, 0.078259], [0.9464, 0.73583, 0.078457], [0.95049, 0.73882, 0.078611], [0.95435, 0.7419, 0.078722], [0.95798, 0.74508, 0.078793], [0.96139, 0.74836, 0.078824], [0.9646, 0.75173, 0.078816], [0.96761, 0.75518, 0.078772], [0.97044, 0.75871, 0.078692], [0.9731, 0.7623, 0.078579], [0.97559, 0.76598, 0.078434], [0.97793, 0.76971, 0.078256], [0.98013, 0.77351, 0.078048], [0.98217, 0.77737, 0.077809], [0.98406, 0.78129, 0.077541], [0.98582, 0.78526, 0.077244], [0.98746, 0.78929, 0.076919], [0.98897, 0.79336, 0.076568], [0.99036, 0.79748, 0.076191], [0.99164, 0.80164, 0.075789], [0.99281, 0.80585, 0.075362], [0.99386, 0.81009, 0.074907], [0.9948, 0.81438, 0.074429], [0.99563, 0.8187, 0.073943], [0.99636, 0.82307, 0.073414], [0.997, 0.82746, 0.072791], [0.99755, 0.83189, 0.072165], [0.998, 0.83635, 0.071588], [0.99834, 0.84084, 0.070913], [0.9986, 0.84536, 0.070203], [0.99878, 0.8499, 0.069562], [0.99887, 0.85447, 0.068822], [0.99886, 0.85907, 0.068012], [0.99877, 0.8637, 0.0672], [0.9986, 0.86834, 0.066361], [0.99835, 0.873, 0.065502], [0.998, 0.8777, 0.064618], [0.99759, 0.8824, 0.06371], [0.9971, 0.88713, 0.062807], [0.99652, 0.89189, 0.061722], [0.99587, 0.89666, 0.060732], [0.99514, 0.90144, 0.059763], [0.99434, 0.90624, 0.058599], [0.99346, 0.91106, 0.057436], [0.99251, 0.91589, 0.056362], [0.99149, 0.92073, 0.055104], [0.99038, 0.92561, 0.053841], [0.98921, 0.93048, 0.052556], [0.98796, 0.93537, 0.051252], [0.98664, 0.94028, 0.049917], [0.98525, 0.94519, 0.048509], [0.98379, 0.95012, 0.047046], [0.98225, 0.95506, 0.045473], [0.98065, 0.96001, 0.043886], [0.97897, 0.96497, 0.042319], [0.97722, 0.96994, 0.04062], [0.97542, 0.97491, 0.03886], ] b_linear_kbgoy_20_95_c57 = bokeh_palette('linear_kbgoy_20_95_c57',linear_kbgoy_20_95_c57) m_linear_kbgoy_20_95_c57 = mpl_cm('linear_kbgoy_20_95_c57',linear_kbgoy_20_95_c57) m_linear_kbgoy_20_95_c57_r = mpl_cm('linear_kbgoy_20_95_c57_r',list(reversed(linear_kbgoy_20_95_c57))) gouldian = b_linear_kbgoy_20_95_c57 m_gouldian = m_linear_kbgoy_20_95_c57 m_gouldian_r = m_linear_kbgoy_20_95_c57_r palette['gouldian'] = b_linear_kbgoy_20_95_c57 palette_n['gouldian'] = b_linear_kbgoy_20_95_c57 cm['gouldian'] = m_linear_kbgoy_20_95_c57 cm['gouldian_r'] = m_linear_kbgoy_20_95_c57_r cm_n['gouldian'] = mpl_cm('gouldian',linear_kbgoy_20_95_c57) cm_n['gouldian_r'] = mpl_cm('gouldian_r',list(reversed(linear_kbgoy_20_95_c57))) CET_L20 = b_linear_kbgoy_20_95_c57 m_CET_L20 = m_linear_kbgoy_20_95_c57 m_CET_L20_r = m_linear_kbgoy_20_95_c57_r palette['CET_L20'] = b_linear_kbgoy_20_95_c57 cm['CET_L20'] = m_linear_kbgoy_20_95_c57 cm['CET_L20_r'] = m_linear_kbgoy_20_95_c57_r register_cmap('cet_CET_L20',m_linear_kbgoy_20_95_c57) register_cmap('cet_CET_L20_r',m_linear_kbgoy_20_95_c57_r) cyclic_rygcbmr_50_90_c64_s25 = [ # cmap_def [0.68404, 0.63055, 1], [0.70098, 0.6395, 1], [0.7177, 0.64845, 1], [0.73421, 0.65739, 1], [0.75055, 0.66627, 1], [0.76671, 0.67509, 1], [0.78273, 0.68379, 1], [0.7986, 0.69233, 1], [0.81433, 0.70062, 1], [0.8299, 0.70861, 1], [0.8453, 0.7162, 1], [0.86052, 0.72328, 1], [0.8755, 0.72977, 1], [0.89021, 0.73553, 0.99966], [0.90458, 0.74046, 0.99387], [0.91855, 0.74442, 0.987], [0.93205, 0.74732, 0.97894], [0.94498, 0.74904, 0.96964], [0.95728, 0.74952, 0.95905], [0.96886, 0.74869, 0.94717], [0.97965, 0.74653, 0.93399], [0.9896, 0.74302, 0.91958], [0.99865, 0.73818, 0.90399], [1, 0.73207, 0.88731], [1, 0.72474, 0.86966], [1, 0.7163, 0.85114], [1, 0.70684, 0.83189], [1, 0.69646, 0.81201], [1, 0.68529, 0.79164], [1, 0.67343, 0.77088], [1, 0.66099, 0.74982], [1, 0.64806, 0.72855], [1, 0.63473, 0.70715], [1, 0.62107, 0.68567], [1, 0.60713, 0.66415], [1, 0.59297, 0.64264], [1, 0.5786, 0.62116], [1, 0.56409, 0.59973], [1, 0.54941, 0.57836], [1, 0.53459, 0.55708], [1, 0.51964, 0.53586], [1, 0.50455, 0.51475], [1, 0.48929, 0.49372], [1, 0.47391, 0.4728], [1, 0.45838, 0.452], [1, 0.4427, 0.4313], [1, 0.42686, 0.41072], [1, 0.41086, 0.39028], [1, 0.39472, 0.37], [1, 0.37845, 0.34992], [1, 0.36209, 0.33004], [1, 0.34568, 0.31042], [1, 0.32933, 0.29109], [0.99872, 0.31308, 0.2721], [0.99487, 0.29714, 0.25356], [0.99105, 0.28163, 0.23549], [0.98733, 0.26683, 0.21793], [0.98375, 0.25301, 0.20097], [0.98037, 0.24049, 0.18472], [0.97725, 0.22969, 0.16917], [0.97445, 0.22104, 0.15432], [0.97202, 0.21483, 0.14028], [0.96999, 0.21152, 0.127], [0.9684, 0.21123, 0.11451], [0.96726, 0.21404, 0.10285], [0.96657, 0.21983, 0.0919], [0.96633, 0.22834, 0.081637], [0.96652, 0.23917, 0.071996], [0.9671, 0.25198, 0.063086], [0.96804, 0.26633, 0.054632], [0.96927, 0.28187, 0.046867], [0.97077, 0.29827, 0.039573], [0.97247, 0.31531, 0.032902], [0.97433, 0.33274, 0.027416], [0.9763, 0.35036, 0.022767], [0.97835, 0.36807, 0.018802], [0.98044, 0.38577, 0.015391], [0.98254, 0.40339, 0.012442], [0.98463, 0.42085, 0.009625], [0.98667, 0.43815, 0.007288], [0.98867, 0.45524, 0.005171], [0.99061, 0.47213, 0.003222], [0.99248, 0.4888, 0.001403], [0.99427, 0.50528, 0], [0.99598, 0.52156, 0], [0.99761, 0.53767, 0], [0.99914, 0.55359, 0], [1, 0.56934, 0], [1, 0.58494, 0], [1, 0.60037, 0], [1, 0.61565, 0], [1, 0.63077, 0], [1, 0.64572, 0], [1, 0.66048, 0], [1, 0.67504, 0], [1, 0.68935, 0], [1, 0.70336, 0], [1, 0.71701, 0], [1, 0.73023, 0], [1, 0.74293, 0], [0.99701, 0.75501, 0], [0.99313, 0.76637, 0], [0.98833, 0.77691, 0], [0.98256, 0.78651, 0], [0.97574, 0.79507, 0], [0.96785, 0.80251, 0], [0.95886, 0.80875, 0], [0.94877, 0.81373, 0], [0.93761, 0.81743, 0], [0.92543, 0.81985, 0], [0.91229, 0.821, 0], [0.89826, 0.82095, 0], [0.88344, 0.81974, 0], [0.86793, 0.8175, 0], [0.8518, 0.8143, 0], [0.83517, 0.81025, 0], [0.81812, 0.80549, 0], [0.80073, 0.8001, 0], [0.78306, 0.7942, 0], [0.76518, 0.78786, 0], [0.74713, 0.7812, 0], [0.72895, 0.77426, 0], [0.71067, 0.76712, 0], [0.69231, 0.75982, 0], [0.67387, 0.7524, 0], [0.65537, 0.74489, 0], [0.63682, 0.73731, 0], [0.61821, 0.72968, 0], [0.59952, 0.722, 0], [0.58077, 0.7143, 8.8e-05], [0.56197, 0.7066, 0.001364], [0.54309, 0.69889, 0.002744], [0.52413, 0.69121, 0.004275], [0.50511, 0.68355, 0.006019], [0.48603, 0.67593, 0.008055], [0.46689, 0.66839, 0.010459], [0.4477, 0.66094, 0.013625], [0.42851, 0.65363, 0.017232], [0.40933, 0.6465, 0.021673], [0.39021, 0.63962, 0.027147], [0.37122, 0.63303, 0.033854], [0.35244, 0.62683, 0.042288], [0.33395, 0.62109, 0.05131], [0.31583, 0.61589, 0.06103], [0.29817, 0.61133, 0.071492], [0.28114, 0.60749, 0.082491], [0.26486, 0.60444, 0.094141], [0.24945, 0.60226, 0.10646], [0.23509, 0.60102, 0.11935], [0.22182, 0.60075, 0.13293], [0.20988, 0.60148, 0.14712], [0.19934, 0.60321, 0.16196], [0.19034, 0.60592, 0.17737], [0.18291, 0.60959, 0.19335], [0.17711, 0.61414, 0.20988], [0.17287, 0.61953, 0.22692], [0.17015, 0.62567, 0.24439], [0.16879, 0.63248, 0.2623], [0.16861, 0.63987, 0.28053], [0.16945, 0.64776, 0.2991], [0.17103, 0.65608, 0.31789], [0.17321, 0.66474, 0.3369], [0.17578, 0.67369, 0.35607], [0.17862, 0.68287, 0.37537], [0.18147, 0.69224, 0.39479], [0.18433, 0.70173, 0.4143], [0.18705, 0.71136, 0.43387], [0.18954, 0.72106, 0.45351], [0.19176, 0.73084, 0.4732], [0.19369, 0.74067, 0.49294], [0.19522, 0.75056, 0.51274], [0.19644, 0.76048, 0.53259], [0.1972, 0.77042, 0.55248], [0.19751, 0.78036, 0.5724], [0.19739, 0.7903, 0.59236], [0.19681, 0.80022, 0.61235], [0.19573, 0.81009, 0.63237], [0.19423, 0.81989, 0.65241], [0.1922, 0.82959, 0.67244], [0.18974, 0.83913, 0.69245], [0.18683, 0.84847, 0.71238], [0.1835, 0.85752, 0.73222], [0.1798, 0.86622, 0.75189], [0.17577, 0.87446, 0.77133], [0.17154, 0.88215, 0.79046], [0.1672, 0.88917, 0.8092], [0.16285, 0.89541, 0.82742], [0.15866, 0.90075, 0.84505], [0.15479, 0.90508, 0.86196], [0.15145, 0.9083, 0.87804], [0.1488, 0.91033, 0.89319], [0.147, 0.9111, 0.90734], [0.14614, 0.91058, 0.9204], [0.14627, 0.90875, 0.93232], [0.1474, 0.90562, 0.94309], [0.14944, 0.90123, 0.9527], [0.15222, 0.89566, 0.96117], [0.15567, 0.88898, 0.96855], [0.15952, 0.8813, 0.97492], [0.16369, 0.87272, 0.98035], [0.16789, 0.86336, 0.98494], [0.17206, 0.85333, 0.9888], [0.17603, 0.84276, 0.99201], [0.17975, 0.83174, 0.99468], [0.18308, 0.82034, 0.99691], [0.18603, 0.80867, 0.99878], [0.18848, 0.79679, 1], [0.19041, 0.78475, 1], [0.19184, 0.7726, 1], [0.19274, 0.76037, 1], [0.1931, 0.74809, 1], [0.1929, 0.73578, 1], [0.19214, 0.72346, 1], [0.19086, 0.71113, 1], [0.18909, 0.6988, 1], [0.18679, 0.68652, 1], [0.18401, 0.67427, 1], [0.18079, 0.66207, 1], [0.17723, 0.64994, 1], [0.17333, 0.63789, 1], [0.16932, 0.62596, 1], [0.16523, 0.61417, 1], [0.16146, 0.60259, 1], [0.15814, 0.59124, 1], [0.1557, 0.58022, 1], [0.1545, 0.56956, 1], [0.15501, 0.55939, 1], [0.15757, 0.54976, 1], [0.16255, 0.54079, 1], [0.17005, 0.53257, 1], [0.18013, 0.52519, 1], [0.19269, 0.51875, 1], [0.20747, 0.51331, 1], [0.22414, 0.50895, 1], [0.24245, 0.50571, 1], [0.26202, 0.50364, 1], [0.28258, 0.50272, 1], [0.30381, 0.50294, 1], [0.32553, 0.50429, 1], [0.34755, 0.50666, 1], [0.36963, 0.51003, 1], [0.39169, 0.51429, 1], [0.41358, 0.51935, 1], [0.43525, 0.52511, 1], [0.45659, 0.53148, 1], [0.4776, 0.53838, 1], [0.49823, 0.5457, 1], [0.51845, 0.55337, 1], [0.53827, 0.56134, 1], [0.5577, 0.56954, 1], [0.57675, 0.57793, 1], [0.59542, 0.58647, 1], [0.61374, 0.59512, 1], [0.63175, 0.60388, 1], [0.64945, 0.61271, 1], [0.66687, 0.6216, 1], ] b_cyclic_rygcbmr_50_90_c64_s25 = bokeh_palette('cyclic_rygcbmr_50_90_c64_s25',cyclic_rygcbmr_50_90_c64_s25) m_cyclic_rygcbmr_50_90_c64_s25 = mpl_cm('cyclic_rygcbmr_50_90_c64_s25',cyclic_rygcbmr_50_90_c64_s25) m_cyclic_rygcbmr_50_90_c64_s25_r = mpl_cm('cyclic_rygcbmr_50_90_c64_s25_r',list(reversed(cyclic_rygcbmr_50_90_c64_s25))) CET_C6s = b_cyclic_rygcbmr_50_90_c64_s25 m_CET_C6s = m_cyclic_rygcbmr_50_90_c64_s25 m_CET_C6s_r = m_cyclic_rygcbmr_50_90_c64_s25_r palette['CET_C6s'] = b_cyclic_rygcbmr_50_90_c64_s25 cm['CET_C6s'] = m_cyclic_rygcbmr_50_90_c64_s25 cm['CET_C6s_r'] = m_cyclic_rygcbmr_50_90_c64_s25_r register_cmap('cet_CET_C6s',m_cyclic_rygcbmr_50_90_c64_s25) register_cmap('cet_CET_C6s_r',m_cyclic_rygcbmr_50_90_c64_s25_r) diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 = [ # cmap_def [0.018344, 0.53654, 0.99004], [0.062847, 0.5377, 0.98783], [0.092838, 0.53887, 0.98562], [0.11618, 0.54003, 0.98341], [0.13563, 0.5412, 0.9812], [0.15266, 0.54238, 0.97899], [0.16791, 0.54355, 0.97678], [0.1818, 0.54473, 0.97457], [0.19466, 0.54592, 0.97236], [0.20661, 0.5471, 0.97015], [0.21782, 0.54829, 0.96794], [0.22842, 0.54948, 0.96572], [0.23846, 0.55067, 0.96351], [0.24807, 0.55187, 0.9613], [0.25722, 0.55306, 0.95908], [0.26603, 0.55427, 0.95687], [0.27448, 0.55546, 0.95466], [0.28265, 0.55668, 0.95244], [0.29052, 0.55788, 0.95023], [0.29815, 0.55909, 0.94801], [0.30557, 0.56031, 0.9458], [0.31273, 0.56152, 0.94358], [0.31973, 0.56275, 0.94137], [0.32652, 0.56397, 0.93915], [0.33317, 0.56518, 0.93693], [0.33963, 0.56641, 0.93471], [0.34593, 0.56764, 0.93249], [0.3521, 0.56886, 0.93028], [0.35815, 0.57009, 0.92806], [0.36405, 0.57133, 0.92584], [0.36984, 0.57257, 0.92362], [0.37551, 0.57381, 0.9214], [0.38109, 0.57505, 0.91918], [0.38653, 0.5763, 0.91696], [0.39191, 0.57754, 0.91474], [0.39717, 0.57879, 0.91251], [0.40235, 0.58005, 0.91029], [0.40744, 0.58129, 0.90807], [0.41246, 0.58255, 0.90585], [0.41739, 0.58381, 0.90362], [0.42223, 0.58507, 0.90139], [0.42703, 0.58633, 0.89917], [0.43174, 0.58759, 0.89694], [0.43638, 0.58885, 0.89472], [0.44095, 0.59013, 0.89249], [0.44546, 0.5914, 0.89026], [0.44992, 0.59268, 0.88803], [0.45432, 0.59395, 0.8858], [0.45865, 0.59522, 0.88357], [0.46293, 0.59651, 0.88134], [0.46717, 0.59778, 0.8791], [0.47135, 0.59907, 0.87687], [0.47548, 0.60035, 0.87464], [0.47955, 0.60164, 0.8724], [0.48357, 0.60293, 0.87016], [0.48757, 0.60423, 0.86793], [0.49151, 0.60551, 0.86569], [0.4954, 0.60682, 0.86346], [0.49925, 0.60811, 0.86122], [0.50306, 0.60941, 0.85898], [0.50684, 0.61071, 0.85674], [0.51058, 0.61201, 0.8545], [0.51428, 0.61332, 0.85226], [0.51794, 0.61462, 0.85001], [0.52156, 0.61594, 0.84777], [0.52515, 0.61725, 0.84552], [0.52871, 0.61857, 0.84328], [0.53223, 0.61988, 0.84103], [0.53571, 0.62119, 0.83878], [0.53917, 0.62251, 0.83654], [0.5426, 0.62384, 0.83429], [0.546, 0.62516, 0.83204], [0.54936, 0.62648, 0.82979], [0.55269, 0.62781, 0.82753], [0.55599, 0.62913, 0.82528], [0.55927, 0.63047, 0.82303], [0.56253, 0.6318, 0.82077], [0.56574, 0.63313, 0.81851], [0.56894, 0.63447, 0.81626], [0.57212, 0.6358, 0.81399], [0.57526, 0.63714, 0.81173], [0.57838, 0.63848, 0.80947], [0.58148, 0.63983, 0.80721], [0.58456, 0.64116, 0.80494], [0.5876, 0.64252, 0.80268], [0.59063, 0.64386, 0.80041], [0.59364, 0.64521, 0.79814], [0.59662, 0.64656, 0.79587], [0.59958, 0.64791, 0.79361], [0.60252, 0.64927, 0.79133], [0.60543, 0.65063, 0.78906], [0.60834, 0.65199, 0.78679], [0.61121, 0.65334, 0.78451], [0.61406, 0.6547, 0.78223], [0.61691, 0.65607, 0.77995], [0.61973, 0.65743, 0.77767], [0.62252, 0.65879, 0.77538], [0.6253, 0.66016, 0.7731], [0.62806, 0.66153, 0.77082], [0.63081, 0.66291, 0.76853], [0.63353, 0.66427, 0.76624], [0.63624, 0.66565, 0.76395], [0.63893, 0.66702, 0.76166], [0.6416, 0.66841, 0.75936], [0.64426, 0.66978, 0.75707], [0.64691, 0.67116, 0.75478], [0.64953, 0.67255, 0.75247], [0.65214, 0.67392, 0.75017], [0.65473, 0.67531, 0.74788], [0.65732, 0.6767, 0.74557], [0.65988, 0.67809, 0.74326], [0.66243, 0.67947, 0.74095], [0.66495, 0.68086, 0.73864], [0.66748, 0.68225, 0.73633], [0.66998, 0.68365, 0.73402], [0.67247, 0.68505, 0.7317], [0.67494, 0.68644, 0.72938], [0.67741, 0.68784, 0.72706], [0.67985, 0.68924, 0.72474], [0.68228, 0.69063, 0.72241], [0.68471, 0.69205, 0.72009], [0.68712, 0.69345, 0.71776], [0.68951, 0.69485, 0.71544], [0.6919, 0.69626, 0.7131], [0.69426, 0.69766, 0.71076], [0.69662, 0.69907, 0.70843], [0.69896, 0.70049, 0.70609], [0.7013, 0.70189, 0.70374], [0.70391, 0.70323, 0.70137], [0.70681, 0.70447, 0.69897], [0.70969, 0.70572, 0.69657], [0.71256, 0.70697, 0.69416], [0.71542, 0.70821, 0.69176], [0.71825, 0.70947, 0.68935], [0.72107, 0.71072, 0.68694], [0.72389, 0.71197, 0.68452], [0.72669, 0.71322, 0.6821], [0.72947, 0.71447, 0.67968], [0.73225, 0.71574, 0.67727], [0.73501, 0.717, 0.67484], [0.73775, 0.71825, 0.67241], [0.74048, 0.71952, 0.66998], [0.74321, 0.72077, 0.66755], [0.74591, 0.72203, 0.6651], [0.74861, 0.7233, 0.66267], [0.7513, 0.72457, 0.66022], [0.75397, 0.72584, 0.65778], [0.75663, 0.7271, 0.65533], [0.75928, 0.72837, 0.65287], [0.76192, 0.72965, 0.65042], [0.76456, 0.73092, 0.64795], [0.76717, 0.7322, 0.64549], [0.76978, 0.73347, 0.64303], [0.77238, 0.73474, 0.64056], [0.77496, 0.73601, 0.63809], [0.77754, 0.7373, 0.63561], [0.7801, 0.73858, 0.63313], [0.78266, 0.73986, 0.63065], [0.78521, 0.74114, 0.62816], [0.78774, 0.74243, 0.62566], [0.79027, 0.74371, 0.62317], [0.79279, 0.74499, 0.62067], [0.79529, 0.74628, 0.61816], [0.79779, 0.74757, 0.61565], [0.80028, 0.74886, 0.61314], [0.80276, 0.75015, 0.61063], [0.80523, 0.75145, 0.60811], [0.80769, 0.75273, 0.60558], [0.81014, 0.75403, 0.60305], [0.81259, 0.75533, 0.60052], [0.81502, 0.75662, 0.59798], [0.81745, 0.75792, 0.59543], [0.81987, 0.75921, 0.59289], [0.82228, 0.76052, 0.59033], [0.82468, 0.76181, 0.58777], [0.82708, 0.76311, 0.58522], [0.82947, 0.76442, 0.58264], [0.83184, 0.76573, 0.58008], [0.83422, 0.76703, 0.57749], [0.83657, 0.76833, 0.5749], [0.83893, 0.76964, 0.57232], [0.84128, 0.77096, 0.56972], [0.84361, 0.77226, 0.56713], [0.84595, 0.77357, 0.56452], [0.84827, 0.77488, 0.56191], [0.85059, 0.7762, 0.55929], [0.85291, 0.77752, 0.55666], [0.85521, 0.77883, 0.55403], [0.8575, 0.78014, 0.5514], [0.8598, 0.78146, 0.54876], [0.86208, 0.78278, 0.54611], [0.86436, 0.7841, 0.54345], [0.86662, 0.78542, 0.54078], [0.86889, 0.78675, 0.53812], [0.87115, 0.78806, 0.53543], [0.8734, 0.78939, 0.53276], [0.87564, 0.79071, 0.53007], [0.87788, 0.79204, 0.52737], [0.88011, 0.79337, 0.52466], [0.88233, 0.79469, 0.52194], [0.88455, 0.79602, 0.51923], [0.88677, 0.79735, 0.51649], [0.88898, 0.79868, 0.51376], [0.89118, 0.80001, 0.51101], [0.89337, 0.80134, 0.50827], [0.89556, 0.80268, 0.50549], [0.89774, 0.80401, 0.50272], [0.89992, 0.80534, 0.49994], [0.90209, 0.80669, 0.49716], [0.90426, 0.80802, 0.49436], [0.90642, 0.80936, 0.49156], [0.90858, 0.8107, 0.48873], [0.91073, 0.81204, 0.4859], [0.91287, 0.81338, 0.48306], [0.91501, 0.81472, 0.48022], [0.91715, 0.81607, 0.47735], [0.91927, 0.81741, 0.47449], [0.9214, 0.81875, 0.47161], [0.92352, 0.8201, 0.46871], [0.92563, 0.82145, 0.4658], [0.92774, 0.8228, 0.46289], [0.92984, 0.82414, 0.45996], [0.93194, 0.82549, 0.45703], [0.93403, 0.82685, 0.45408], [0.93613, 0.8282, 0.45111], [0.93821, 0.82955, 0.44813], [0.94029, 0.83091, 0.44514], [0.94237, 0.83226, 0.44215], [0.94444, 0.83362, 0.43911], [0.9465, 0.83497, 0.43609], [0.94856, 0.83633, 0.43304], [0.95062, 0.83769, 0.42998], [0.95267, 0.83904, 0.4269], [0.95472, 0.84041, 0.4238], [0.95676, 0.84177, 0.42069], [0.95881, 0.84313, 0.41757], [0.96084, 0.84449, 0.41442], [0.96287, 0.84585, 0.41126], [0.9649, 0.84721, 0.40808], [0.96692, 0.84858, 0.40488], [0.96894, 0.84995, 0.40166], [0.97095, 0.85131, 0.39843], [0.97297, 0.85268, 0.39517], [0.97497, 0.85405, 0.39189], [0.97697, 0.85542, 0.3886], [0.97897, 0.85679, 0.38527], [0.98097, 0.85816, 0.38193], [0.98296, 0.85953, 0.37857], [0.98495, 0.8609, 0.37518], [0.98693, 0.86228, 0.37176], [0.98891, 0.86366, 0.36833], [0.99088, 0.86502, 0.36486], [0.99286, 0.8664, 0.36137], [0.99482, 0.86778, 0.35786], [0.99679, 0.86916, 0.35431], [0.99875, 0.87053, 0.35074], ] b_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 = bokeh_palette('diverging_linear_protanopic_deuteranopic_bjy_57_89_c34',diverging_linear_protanopic_deuteranopic_bjy_57_89_c34) m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 = mpl_cm('diverging_linear_protanopic_deuteranopic_bjy_57_89_c34',diverging_linear_protanopic_deuteranopic_bjy_57_89_c34) m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34_r = mpl_cm('diverging_linear_protanopic_deuteranopic_bjy_57_89_c34_r',list(reversed(diverging_linear_protanopic_deuteranopic_bjy_57_89_c34))) CET_CBD2 = b_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 m_CET_CBD2 = m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 m_CET_CBD2_r = m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34_r palette['CET_CBD2'] = b_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 cm['CET_CBD2'] = m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34 cm['CET_CBD2_r'] = m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34_r register_cmap('cet_CET_CBD2',m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34) register_cmap('cet_CET_CBD2_r',m_diverging_linear_protanopic_deuteranopic_bjy_57_89_c34_r) cyclic_mybm_20_100_c48_s25 = [ # cmap_def [0.27982, 0.21379, 0.65524], [0.29335, 0.20977, 0.6514], [0.30684, 0.20625, 0.64745], [0.32019, 0.20318, 0.64344], [0.33337, 0.20063, 0.63939], [0.34632, 0.19866, 0.63531], [0.35904, 0.19726, 0.63122], [0.37149, 0.19643, 0.62714], [0.38367, 0.19613, 0.62309], [0.39552, 0.1964, 0.61908], [0.40706, 0.19719, 0.6151], [0.41827, 0.19847, 0.61119], [0.42918, 0.20024, 0.60734], [0.43978, 0.20246, 0.60355], [0.45006, 0.20508, 0.59983], [0.46005, 0.20806, 0.59617], [0.46977, 0.21138, 0.59259], [0.4792, 0.21495, 0.58904], [0.4884, 0.21883, 0.58558], [0.49735, 0.22292, 0.58215], [0.50606, 0.22721, 0.57879], [0.51459, 0.2317, 0.57548], [0.5229, 0.23634, 0.5722], [0.53103, 0.24111, 0.56896], [0.53898, 0.24602, 0.56577], [0.54677, 0.25107, 0.56262], [0.5544, 0.2562, 0.55948], [0.56188, 0.26145, 0.55638], [0.56921, 0.26678, 0.55331], [0.57643, 0.27219, 0.55028], [0.58349, 0.27771, 0.54727], [0.59044, 0.28328, 0.54428], [0.59728, 0.28893, 0.54131], [0.60399, 0.29463, 0.53838], [0.61059, 0.30042, 0.53545], [0.61707, 0.30629, 0.53257], [0.62345, 0.31217, 0.5297], [0.62971, 0.31816, 0.52685], [0.63588, 0.32419, 0.52402], [0.64194, 0.33028, 0.52121], [0.64789, 0.33642, 0.51844], [0.65375, 0.34263, 0.51566], [0.6595, 0.34888, 0.51293], [0.66515, 0.35519, 0.51021], [0.67071, 0.36154, 0.50752], [0.67617, 0.36794, 0.50485], [0.68152, 0.37441, 0.5022], [0.68678, 0.38091, 0.49956], [0.69195, 0.38745, 0.49696], [0.69702, 0.39406, 0.49438], [0.70199, 0.40072, 0.49182], [0.70687, 0.40741, 0.48926], [0.71165, 0.41415, 0.48675], [0.71634, 0.42093, 0.48424], [0.72093, 0.42778, 0.48177], [0.72544, 0.43466, 0.47931], [0.72984, 0.44158, 0.47686], [0.73415, 0.44855, 0.47445], [0.73836, 0.45556, 0.47205], [0.74249, 0.4626, 0.46967], [0.74651, 0.46971, 0.46731], [0.75044, 0.47683, 0.46496], [0.75427, 0.48399, 0.46264], [0.758, 0.49121, 0.46034], [0.76163, 0.49843, 0.45807], [0.76517, 0.50567, 0.45582], [0.76859, 0.51296, 0.45358], [0.77192, 0.52026, 0.45138], [0.77514, 0.52758, 0.4492], [0.77826, 0.53492, 0.44703], [0.78127, 0.54228, 0.4449], [0.78417, 0.54965, 0.44279], [0.78697, 0.55704, 0.4407], [0.78966, 0.56444, 0.43864], [0.79225, 0.57185, 0.43661], [0.79473, 0.57927, 0.4346], [0.79709, 0.58671, 0.43262], [0.79937, 0.59415, 0.43065], [0.80152, 0.60161, 0.42871], [0.80357, 0.60909, 0.42679], [0.80551, 0.61656, 0.4249], [0.80736, 0.62405, 0.42303], [0.80909, 0.63155, 0.42118], [0.81071, 0.63905, 0.41937], [0.81223, 0.64657, 0.41758], [0.81363, 0.65409, 0.4158], [0.81493, 0.66163, 0.41405], [0.81613, 0.66916, 0.41233], [0.8172, 0.6767, 0.41063], [0.81817, 0.68424, 0.40895], [0.81903, 0.69179, 0.4073], [0.81978, 0.69934, 0.40568], [0.82042, 0.7069, 0.40407], [0.82094, 0.71445, 0.40249], [0.82135, 0.722, 0.40096], [0.82165, 0.72956, 0.39942], [0.82183, 0.73712, 0.39794], [0.82189, 0.74467, 0.39647], [0.82183, 0.75221, 0.39504], [0.82165, 0.75976, 0.39364], [0.82134, 0.7673, 0.39227], [0.8209, 0.77483, 0.39095], [0.82033, 0.78236, 0.38966], [0.81961, 0.78988, 0.38842], [0.81876, 0.79738, 0.38722], [0.81775, 0.80488, 0.38609], [0.81657, 0.81235, 0.38502], [0.81522, 0.81981, 0.38404], [0.81368, 0.82724, 0.38313], [0.81194, 0.83464, 0.38231], [0.80998, 0.84199, 0.38162], [0.80779, 0.84929, 0.38105], [0.80534, 0.85652, 0.38063], [0.80261, 0.86368, 0.38038], [0.79959, 0.87072, 0.38032], [0.79623, 0.87765, 0.38048], [0.79253, 0.88443, 0.38089], [0.78846, 0.89103, 0.38157], [0.78399, 0.89742, 0.38254], [0.7791, 0.90355, 0.38386], [0.77378, 0.90939, 0.38552], [0.76801, 0.91491, 0.38757], [0.76179, 0.92004, 0.39002], [0.75513, 0.92476, 0.39287], [0.74801, 0.92901, 0.39614], [0.74046, 0.93277, 0.3998], [0.73251, 0.936, 0.40388], [0.72418, 0.93865, 0.40833], [0.71551, 0.94073, 0.41314], [0.70655, 0.94221, 0.41825], [0.69733, 0.94309, 0.42366], [0.68793, 0.94337, 0.42931], [0.67838, 0.94306, 0.43516], [0.66874, 0.94219, 0.44114], [0.65905, 0.94078, 0.44724], [0.64938, 0.93886, 0.45341], [0.63973, 0.93647, 0.45961], [0.63016, 0.93363, 0.4658], [0.62069, 0.93042, 0.47197], [0.61133, 0.92685, 0.47807], [0.60211, 0.92297, 0.48409], [0.59303, 0.9188, 0.49003], [0.58409, 0.91441, 0.49587], [0.5753, 0.9098, 0.50161], [0.56666, 0.90501, 0.50723], [0.55813, 0.90007, 0.51273], [0.54973, 0.89499, 0.51813], [0.54144, 0.8898, 0.52341], [0.53327, 0.88451, 0.52859], [0.52518, 0.87914, 0.53365], [0.51718, 0.8737, 0.53862], [0.50924, 0.8682, 0.54348], [0.50137, 0.86264, 0.54826], [0.49355, 0.85703, 0.55293], [0.48578, 0.85138, 0.55753], [0.47806, 0.84569, 0.56204], [0.47037, 0.83998, 0.56645], [0.4627, 0.83423, 0.57079], [0.45508, 0.82844, 0.57505], [0.44746, 0.82264, 0.57924], [0.43989, 0.8168, 0.58334], [0.43233, 0.81094, 0.58737], [0.42477, 0.80506, 0.59133], [0.41724, 0.79915, 0.59521], [0.40973, 0.79323, 0.59903], [0.40222, 0.78727, 0.60276], [0.39474, 0.7813, 0.60643], [0.38727, 0.77531, 0.61003], [0.37983, 0.76929, 0.61355], [0.37239, 0.76326, 0.61702], [0.36497, 0.75722, 0.62041], [0.35758, 0.75115, 0.62373], [0.35019, 0.74506, 0.62697], [0.34283, 0.73896, 0.63015], [0.33548, 0.73284, 0.63326], [0.32813, 0.7267, 0.6363], [0.32083, 0.72054, 0.63927], [0.31353, 0.71437, 0.64217], [0.30626, 0.70819, 0.645], [0.29899, 0.70199, 0.64777], [0.29175, 0.69578, 0.65047], [0.28452, 0.68955, 0.65309], [0.27734, 0.68331, 0.65566], [0.27017, 0.67706, 0.65816], [0.26301, 0.6708, 0.66058], [0.25586, 0.66451, 0.66294], [0.24877, 0.65823, 0.66523], [0.24168, 0.65193, 0.66746], [0.23463, 0.64562, 0.66961], [0.22758, 0.6393, 0.6717], [0.22058, 0.63297, 0.67372], [0.21357, 0.62664, 0.67568], [0.20663, 0.6203, 0.67758], [0.19966, 0.61394, 0.67939], [0.19277, 0.60759, 0.68115], [0.18592, 0.60122, 0.68284], [0.17905, 0.59484, 0.68447], [0.17223, 0.58846, 0.68603], [0.16543, 0.58208, 0.68753], [0.15873, 0.5757, 0.68897], [0.15199, 0.5693, 0.69033], [0.14536, 0.56291, 0.69163], [0.1387, 0.5565, 0.69288], [0.13213, 0.5501, 0.69405], [0.1256, 0.54369, 0.69517], [0.1191, 0.53729, 0.69622], [0.1127, 0.53087, 0.6972], [0.10633, 0.52445, 0.69813], [0.099987, 0.51803, 0.699], [0.093771, 0.5116, 0.6998], [0.087677, 0.50518, 0.70055], [0.081652, 0.49876, 0.70123], [0.075664, 0.49233, 0.70186], [0.069923, 0.4859, 0.70242], [0.06427, 0.47947, 0.70294], [0.058824, 0.47302, 0.70338], [0.053521, 0.46659, 0.70377], [0.048609, 0.46015, 0.70411], [0.04384, 0.45371, 0.70439], [0.039571, 0.44726, 0.70461], [0.035783, 0.44081, 0.70477], [0.032406, 0.43436, 0.70488], [0.029883, 0.42791, 0.70493], [0.027994, 0.42144, 0.70493], [0.02673, 0.41498, 0.70488], [0.02609, 0.40851, 0.70477], [0.026078, 0.40202, 0.7046], [0.026701, 0.39555, 0.70438], [0.027974, 0.38905, 0.7041], [0.02992, 0.38254, 0.70376], [0.032576, 0.37603, 0.70337], [0.036166, 0.3695, 0.70292], [0.040364, 0.36296, 0.70239], [0.045202, 0.35642, 0.70181], [0.050548, 0.34985, 0.70115], [0.056478, 0.34327, 0.70042], [0.062852, 0.33666, 0.69961], [0.069668, 0.33006, 0.69871], [0.076852, 0.32343, 0.69773], [0.084667, 0.31679, 0.69664], [0.092813, 0.31016, 0.69544], [0.10151, 0.30349, 0.69412], [0.11069, 0.29685, 0.69269], [0.12026, 0.2902, 0.6911], [0.1304, 0.28359, 0.68939], [0.14094, 0.27701, 0.6875], [0.1519, 0.27048, 0.68545], [0.16336, 0.26402, 0.68323], [0.17519, 0.25762, 0.68082], [0.18742, 0.25139, 0.67824], [0.19994, 0.24526, 0.67546], [0.21282, 0.23935, 0.67251], [0.22595, 0.23362, 0.66937], [0.23925, 0.2282, 0.66606], [0.25271, 0.22304, 0.6626], [0.26625, 0.21822, 0.65898], ] b_cyclic_mybm_20_100_c48_s25 = bokeh_palette('cyclic_mybm_20_100_c48_s25',cyclic_mybm_20_100_c48_s25) m_cyclic_mybm_20_100_c48_s25 = mpl_cm('cyclic_mybm_20_100_c48_s25',cyclic_mybm_20_100_c48_s25) m_cyclic_mybm_20_100_c48_s25_r = mpl_cm('cyclic_mybm_20_100_c48_s25_r',list(reversed(cyclic_mybm_20_100_c48_s25))) CET_C9s = b_cyclic_mybm_20_100_c48_s25 m_CET_C9s = m_cyclic_mybm_20_100_c48_s25 m_CET_C9s_r = m_cyclic_mybm_20_100_c48_s25_r palette['CET_C9s'] = b_cyclic_mybm_20_100_c48_s25 cm['CET_C9s'] = m_cyclic_mybm_20_100_c48_s25 cm['CET_C9s_r'] = m_cyclic_mybm_20_100_c48_s25_r register_cmap('cet_CET_C9s',m_cyclic_mybm_20_100_c48_s25) register_cmap('cet_CET_C9s_r',m_cyclic_mybm_20_100_c48_s25_r) linear_protanopic_deuteranopic_kyw_5_95_c49 = [ # cmap_def [0.066001, 0.066024, 0.066019], [0.071156, 0.069492, 0.065537], [0.075927, 0.072692, 0.065057], [0.080551, 0.075818, 0.064574], [0.084952, 0.078858, 0.064088], [0.089171, 0.08191, 0.063608], [0.093163, 0.084749, 0.063143], [0.097068, 0.08756, 0.062655], [0.10084, 0.09025, 0.0621], [0.10445, 0.092863, 0.061536], [0.10805, 0.095582, 0.061023], [0.11168, 0.098275, 0.060531], [0.11521, 0.10093, 0.060012], [0.11882, 0.10367, 0.059425], [0.12232, 0.1064, 0.058759], [0.12593, 0.10911, 0.058058], [0.12945, 0.11185, 0.05741], [0.133, 0.11453, 0.056801], [0.13652, 0.11731, 0.05608], [0.14006, 0.12008, 0.055301], [0.14362, 0.12284, 0.054519], [0.14715, 0.12568, 0.05371], [0.15068, 0.12846, 0.052879], [0.1542, 0.13128, 0.052025], [0.15774, 0.1341, 0.051151], [0.16131, 0.1369, 0.050244], [0.16481, 0.13971, 0.049351], [0.16835, 0.14259, 0.048275], [0.17188, 0.14547, 0.047257], [0.17543, 0.14828, 0.046115], [0.17898, 0.15116, 0.045077], [0.1825, 0.15403, 0.043837], [0.18608, 0.15693, 0.042637], [0.18961, 0.1598, 0.041469], [0.19317, 0.16275, 0.040124], [0.19674, 0.16562, 0.038766], [0.20025, 0.16857, 0.037386], [0.20385, 0.1715, 0.03599], [0.20741, 0.17445, 0.034389], [0.21097, 0.1774, 0.032923], [0.21453, 0.18033, 0.031457], [0.21811, 0.18329, 0.02999], [0.22167, 0.18628, 0.028517], [0.22524, 0.18925, 0.027043], [0.22884, 0.19223, 0.025575], [0.23241, 0.19523, 0.024119], [0.236, 0.19822, 0.022683], [0.23957, 0.20122, 0.021274], [0.24313, 0.20428, 0.019899], [0.24672, 0.20729, 0.018568], [0.25029, 0.21031, 0.017288], [0.2539, 0.21334, 0.016067], [0.25748, 0.21642, 0.014911], [0.26106, 0.21946, 0.01383], [0.26464, 0.22251, 0.012819], [0.26822, 0.22558, 0.011922], [0.2718, 0.22866, 0.01089], [0.27541, 0.23174, 0.010095], [0.279, 0.23483, 0.009458], [0.28259, 0.23791, 0.00887], [0.28615, 0.241, 0.008369], [0.28976, 0.24409, 0.007948], [0.29335, 0.24722, 0.007599], [0.29697, 0.25032, 0.007314], [0.30056, 0.25346, 0.007086], [0.30418, 0.25658, 0.006907], [0.30779, 0.25973, 0.006768], [0.31142, 0.26287, 0.006662], [0.31505, 0.26602, 0.006578], [0.31869, 0.26917, 0.006509], [0.32234, 0.2723, 0.006447], [0.32598, 0.27549, 0.006384], [0.32966, 0.27866, 0.006315], [0.33333, 0.28183, 0.006263], [0.337, 0.285, 0.006231], [0.34068, 0.28819, 0.006218], [0.34435, 0.2914, 0.006218], [0.34806, 0.29458, 0.006231], [0.35174, 0.29778, 0.006253], [0.35547, 0.30099, 0.006282], [0.35916, 0.30421, 0.006316], [0.36288, 0.30743, 0.006354], [0.36662, 0.31068, 0.006396], [0.37033, 0.3139, 0.006439], [0.37408, 0.31714, 0.006484], [0.37782, 0.32039, 0.006529], [0.38157, 0.32363, 0.006574], [0.38532, 0.32688, 0.006619], [0.3891, 0.33015, 0.006662], [0.39286, 0.33343, 0.006705], [0.39663, 0.33669, 0.006748], [0.40043, 0.33998, 0.00679], [0.40421, 0.34326, 0.006831], [0.408, 0.34654, 0.006871], [0.4118, 0.34984, 0.006911], [0.41561, 0.35314, 0.00695], [0.41943, 0.35644, 0.006988], [0.42324, 0.35975, 0.007026], [0.42708, 0.36306, 0.007063], [0.43091, 0.36639, 0.007099], [0.43474, 0.36971, 0.007134], [0.43858, 0.37304, 0.007169], [0.44244, 0.37639, 0.007203], [0.44629, 0.37972, 0.007235], [0.45016, 0.38307, 0.007268], [0.45402, 0.38641, 0.007299], [0.45789, 0.38977, 0.007329], [0.46178, 0.39313, 0.007359], [0.46565, 0.3965, 0.007388], [0.46956, 0.39987, 0.007416], [0.47344, 0.40326, 0.007443], [0.47735, 0.40664, 0.007469], [0.48126, 0.41003, 0.007494], [0.48517, 0.41342, 0.007518], [0.48909, 0.41681, 0.007541], [0.49301, 0.42021, 0.007563], [0.49695, 0.42361, 0.007585], [0.50089, 0.42704, 0.007605], [0.50483, 0.43045, 0.007625], [0.50878, 0.43386, 0.007643], [0.51273, 0.4373, 0.00766], [0.51669, 0.44072, 0.007677], [0.52065, 0.44417, 0.007692], [0.52463, 0.44759, 0.007706], [0.5286, 0.45105, 0.007719], [0.53258, 0.4545, 0.007731], [0.53657, 0.45795, 0.007742], [0.54056, 0.46141, 0.007752], [0.54456, 0.46488, 0.007761], [0.54856, 0.46834, 0.007769], [0.55257, 0.47182, 0.007775], [0.55658, 0.4753, 0.007781], [0.5606, 0.47877, 0.007785], [0.56462, 0.48226, 0.007788], [0.56864, 0.48575, 0.00779], [0.57269, 0.48924, 0.007791], [0.57673, 0.49274, 0.00779], [0.58076, 0.49625, 0.007788], [0.58482, 0.49976, 0.007785], [0.58886, 0.50327, 0.007781], [0.59293, 0.50679, 0.007776], [0.597, 0.51031, 0.007769], [0.60106, 0.51385, 0.007761], [0.60514, 0.51738, 0.007752], [0.60922, 0.52091, 0.007741], [0.6133, 0.52445, 0.007729], [0.61739, 0.52799, 0.007716], [0.62148, 0.53154, 0.007701], [0.62559, 0.53509, 0.007685], [0.62969, 0.53866, 0.007668], [0.6338, 0.54221, 0.007649], [0.63792, 0.54578, 0.007629], [0.64204, 0.54935, 0.007608], [0.64616, 0.55292, 0.007585], [0.65029, 0.5565, 0.00756], [0.65442, 0.56009, 0.007534], [0.65856, 0.56368, 0.007507], [0.66271, 0.56727, 0.007478], [0.66685, 0.57085, 0.007448], [0.67101, 0.57445, 0.007416], [0.67516, 0.57805, 0.007383], [0.67932, 0.58166, 0.007348], [0.68349, 0.58528, 0.007312], [0.68767, 0.58889, 0.007274], [0.69185, 0.59252, 0.007235], [0.69603, 0.59613, 0.007194], [0.70021, 0.59976, 0.007151], [0.7044, 0.6034, 0.007107], [0.7086, 0.60704, 0.007061], [0.71279, 0.61067, 0.007014], [0.71701, 0.61431, 0.006964], [0.72121, 0.61796, 0.006914], [0.72543, 0.62161, 0.006861], [0.72964, 0.62527, 0.006807], [0.73387, 0.62893, 0.006752], [0.73809, 0.63259, 0.006694], [0.74233, 0.63626, 0.006635], [0.74656, 0.63993, 0.006574], [0.75081, 0.6436, 0.006512], [0.75505, 0.64729, 0.006448], [0.7593, 0.65097, 0.006382], [0.76355, 0.65465, 0.006314], [0.76781, 0.65834, 0.006245], [0.77207, 0.66204, 0.006173], [0.77634, 0.66574, 0.0061], [0.78061, 0.66944, 0.006025], [0.78489, 0.67315, 0.005948], [0.78917, 0.67686, 0.00587], [0.79346, 0.68056, 0.005789], [0.79774, 0.68428, 0.005707], [0.80204, 0.68801, 0.005623], [0.80634, 0.69173, 0.005537], [0.81064, 0.69546, 0.005449], [0.81494, 0.69919, 0.005359], [0.81925, 0.70293, 0.005267], [0.82357, 0.70667, 0.005173], [0.82789, 0.71041, 0.005078], [0.83222, 0.71415, 0.00498], [0.83654, 0.71791, 0.00488], [0.84088, 0.72165, 0.004779], [0.84521, 0.72542, 0.004675], [0.84955, 0.72918, 0.004569], [0.85389, 0.73294, 0.004462], [0.85824, 0.73671, 0.004352], [0.8626, 0.74048, 0.00424], [0.86695, 0.74426, 0.004126], [0.87132, 0.74804, 0.004011], [0.87568, 0.75182, 0.003893], [0.88005, 0.75561, 0.003778], [0.88442, 0.75939, 0.003729], [0.8888, 0.76319, 0.003794], [0.89317, 0.76698, 0.004017], [0.89756, 0.77079, 0.004459], [0.90193, 0.77458, 0.005199], [0.90631, 0.77839, 0.006337], [0.91069, 0.78221, 0.008002], [0.91506, 0.78602, 0.010329], [0.91943, 0.78983, 0.013798], [0.9238, 0.79365, 0.018176], [0.92814, 0.79747, 0.023988], [0.93248, 0.80129, 0.031587], [0.9368, 0.80512, 0.041609], [0.94109, 0.80895, 0.052744], [0.94535, 0.81277, 0.065002], [0.94957, 0.8166, 0.078113], [0.95375, 0.82043, 0.092278], [0.95788, 0.82426, 0.10734], [0.96193, 0.82809, 0.12331], [0.96591, 0.83193, 0.14032], [0.96981, 0.83576, 0.15828], [0.97359, 0.83961, 0.17718], [0.97726, 0.84344, 0.19707], [0.98078, 0.84728, 0.21791], [0.98414, 0.85113, 0.23971], [0.98731, 0.855, 0.26248], [0.99027, 0.85886, 0.28619], [0.99299, 0.86274, 0.31086], [0.99544, 0.86663, 0.33641], [0.9976, 0.87054, 0.36287], [0.99943, 0.87447, 0.39018], [1, 0.87843, 0.41832], [1, 0.88241, 0.44725], [1, 0.88643, 0.47692], [1, 0.89047, 0.50728], [1, 0.89456, 0.53829], [1, 0.89868, 0.56985], [1, 0.90285, 0.60197], [0.9983, 0.90707, 0.63457], [0.99572, 0.91133, 0.66758], [0.99251, 0.91564, 0.70097], [0.98863, 0.92001, 0.7347], [0.98406, 0.92443, 0.76871], [0.97875, 0.9289, 0.80298], [0.97269, 0.93343, 0.83748], [0.96583, 0.93802, 0.87217], [0.95814, 0.94266, 0.90703], ] b_linear_protanopic_deuteranopic_kyw_5_95_c49 = bokeh_palette('linear_protanopic_deuteranopic_kyw_5_95_c49',linear_protanopic_deuteranopic_kyw_5_95_c49) m_linear_protanopic_deuteranopic_kyw_5_95_c49 = mpl_cm('linear_protanopic_deuteranopic_kyw_5_95_c49',linear_protanopic_deuteranopic_kyw_5_95_c49) m_linear_protanopic_deuteranopic_kyw_5_95_c49_r = mpl_cm('linear_protanopic_deuteranopic_kyw_5_95_c49_r',list(reversed(linear_protanopic_deuteranopic_kyw_5_95_c49))) CET_CBL4 = b_linear_protanopic_deuteranopic_kyw_5_95_c49 m_CET_CBL4 = m_linear_protanopic_deuteranopic_kyw_5_95_c49 m_CET_CBL4_r = m_linear_protanopic_deuteranopic_kyw_5_95_c49_r palette['CET_CBL4'] = b_linear_protanopic_deuteranopic_kyw_5_95_c49 cm['CET_CBL4'] = m_linear_protanopic_deuteranopic_kyw_5_95_c49 cm['CET_CBL4_r'] = m_linear_protanopic_deuteranopic_kyw_5_95_c49_r register_cmap('cet_CET_CBL4',m_linear_protanopic_deuteranopic_kyw_5_95_c49) register_cmap('cet_CET_CBL4_r',m_linear_protanopic_deuteranopic_kyw_5_95_c49_r) cyclic_bgrmb_35_70_c75 = [ # cmap_def [0.27965, 0.19184, 0.94712], [0.27896, 0.19798, 0.94102], [0.28028, 0.20489, 0.93432], [0.28345, 0.21245, 0.92705], [0.28818, 0.22063, 0.91923], [0.29417, 0.22927, 0.9109], [0.30112, 0.23836, 0.9021], [0.30875, 0.24782, 0.89288], [0.31674, 0.25752, 0.8833], [0.32491, 0.26742, 0.8734], [0.33309, 0.27749, 0.86325], [0.3411, 0.28761, 0.85287], [0.34885, 0.29779, 0.84232], [0.35627, 0.30796, 0.83163], [0.36329, 0.31812, 0.82083], [0.3699, 0.32822, 0.80995], [0.37608, 0.33826, 0.79901], [0.3818, 0.34824, 0.78801], [0.38708, 0.35813, 0.77699], [0.39193, 0.36793, 0.76593], [0.39635, 0.37766, 0.75486], [0.40035, 0.38731, 0.74376], [0.40393, 0.39688, 0.73265], [0.40712, 0.40639, 0.72152], [0.40992, 0.4158, 0.71039], [0.41234, 0.42516, 0.69924], [0.41438, 0.43445, 0.68808], [0.41607, 0.44369, 0.6769], [0.41741, 0.45287, 0.66569], [0.41838, 0.46199, 0.65446], [0.41902, 0.47107, 0.6432], [0.41932, 0.4801, 0.63192], [0.41927, 0.48908, 0.62061], [0.41888, 0.49805, 0.60925], [0.41815, 0.50695, 0.59785], [0.41709, 0.51582, 0.58642], [0.41568, 0.52468, 0.57493], [0.41392, 0.53349, 0.56339], [0.4118, 0.54228, 0.55179], [0.40934, 0.55104, 0.54012], [0.40651, 0.55977, 0.52839], [0.4033, 0.56847, 0.51658], [0.3997, 0.57715, 0.50468], [0.39574, 0.58582, 0.49266], [0.39136, 0.59445, 0.48055], [0.38657, 0.60305, 0.46831], [0.38139, 0.61161, 0.45594], [0.37578, 0.62013, 0.44344], [0.36976, 0.62857, 0.43077], [0.36334, 0.63694, 0.41792], [0.35653, 0.6452, 0.40489], [0.34935, 0.65334, 0.39167], [0.34186, 0.66131, 0.37823], [0.33413, 0.66906, 0.36458], [0.32623, 0.67654, 0.35072], [0.31833, 0.68369, 0.33663], [0.31058, 0.69043, 0.32235], [0.30313, 0.69669, 0.30787], [0.2963, 0.70239, 0.29327], [0.2903, 0.70744, 0.27858], [0.28545, 0.71177, 0.26385], [0.28203, 0.71529, 0.24913], [0.28024, 0.71794, 0.23456], [0.28032, 0.71968, 0.22018], [0.28239, 0.72046, 0.20611], [0.28637, 0.72027, 0.19243], [0.29226, 0.71911, 0.17929], [0.29984, 0.71701, 0.16677], [0.30887, 0.71399, 0.1549], [0.31906, 0.71013, 0.14384], [0.33015, 0.70547, 0.13357], [0.34187, 0.70011, 0.12411], [0.35397, 0.6941, 0.11555], [0.36627, 0.68756, 0.10776], [0.37856, 0.68054, 0.10074], [0.39074, 0.67313, 0.094469], [0.40269, 0.66539, 0.088741], [0.41435, 0.65739, 0.083562], [0.42567, 0.64917, 0.078779], [0.43662, 0.64077, 0.074448], [0.44718, 0.63224, 0.070334], [0.45735, 0.6236, 0.066462], [0.46716, 0.61486, 0.0628], [0.47658, 0.60606, 0.059179], [0.48564, 0.5972, 0.0556], [0.49438, 0.58826, 0.05209], [0.50277, 0.57928, 0.048789], [0.51086, 0.57025, 0.045323], [0.51866, 0.56117, 0.041976], [0.52617, 0.55206, 0.038511], [0.53341, 0.54288, 0.035214], [0.54041, 0.53365, 0.031867], [0.54716, 0.52436, 0.028877], [0.55369, 0.51501, 0.026036], [0.56001, 0.50559, 0.023343], [0.56611, 0.4961, 0.020796], [0.57202, 0.48654, 0.018393], [0.57773, 0.4769, 0.016132], [0.58327, 0.46717, 0.014011], [0.58864, 0.45733, 0.012051], [0.59384, 0.4474, 0.009965], [0.59888, 0.43738, 0.008255], [0.60376, 0.42723, 0.006667], [0.60849, 0.41694, 0.005204], [0.61307, 0.40652, 0.003866], [0.61752, 0.39596, 0.002651], [0.62182, 0.38521, 0.001556], [0.62601, 0.37431, 0.000601], [0.63008, 0.3632, 0], [0.63404, 0.35189, 0], [0.63787, 0.34038, 0], [0.64161, 0.32863, 0], [0.64526, 0.31662, 0], [0.64884, 0.30433, 0], [0.65235, 0.29178, 0], [0.65582, 0.27893, 0], [0.65925, 0.26576, 0.000716], [0.66268, 0.25228, 0.002273], [0.66612, 0.23847, 0.004328], [0.66962, 0.22433, 0.006956], [0.67318, 0.20991, 0.010213], [0.67685, 0.19515, 0.014464], [0.68065, 0.18008, 0.019341], [0.68462, 0.16474, 0.025185], [0.68878, 0.14912, 0.032125], [0.69315, 0.13324, 0.040511], [0.69773, 0.11711, 0.049454], [0.70256, 0.10078, 0.058636], [0.70762, 0.084326, 0.068259], [0.71291, 0.067632, 0.078128], [0.71843, 0.050818, 0.088512], [0.72414, 0.034099, 0.099205], [0.73004, 0.020769, 0.11034], [0.73608, 0.011276, 0.12174], [0.74226, 0.005477, 0.13361], [0.74853, 0.003229, 0.14578], [0.75487, 0.004142, 0.15823], [0.76125, 0.007923, 0.17094], [0.76766, 0.014473, 0.1839], [0.77407, 0.02311, 0.19709], [0.78047, 0.033735, 0.21042], [0.78684, 0.045986, 0.2239], [0.79318, 0.057778, 0.23755], [0.79947, 0.069155, 0.25126], [0.80571, 0.07976, 0.26505], [0.8119, 0.090028, 0.27896], [0.81803, 0.099812, 0.29291], [0.8241, 0.10928, 0.30694], [0.83011, 0.11837, 0.32103], [0.83606, 0.12712, 0.33519], [0.84195, 0.13567, 0.34937], [0.84776, 0.144, 0.36361], [0.85352, 0.15207, 0.37792], [0.85921, 0.15997, 0.39227], [0.86483, 0.16775, 0.40669], [0.87039, 0.17537, 0.42116], [0.87589, 0.18285, 0.4357], [0.88131, 0.19026, 0.45028], [0.88667, 0.19756, 0.46493], [0.89195, 0.20479, 0.47964], [0.89717, 0.21195, 0.4944], [0.90231, 0.21901, 0.50922], [0.90739, 0.22604, 0.5241], [0.91239, 0.23298, 0.53904], [0.91733, 0.2399, 0.55404], [0.92219, 0.24678, 0.5691], [0.92697, 0.25362, 0.58422], [0.93168, 0.26042, 0.59939], [0.93632, 0.26717, 0.61462], [0.94088, 0.27393, 0.62991], [0.94537, 0.28062, 0.64527], [0.94976, 0.28731, 0.66069], [0.95407, 0.29396, 0.67616], [0.95827, 0.30058, 0.69167], [0.96235, 0.30716, 0.70723], [0.96631, 0.31369, 0.72282], [0.97012, 0.32016, 0.73844], [0.97376, 0.32652, 0.75407], [0.9772, 0.33283, 0.76967], [0.98041, 0.33898, 0.78524], [0.98332, 0.34498, 0.80073], [0.98591, 0.35079, 0.81609], [0.9881, 0.35635, 0.83126], [0.98986, 0.36162, 0.84617], [0.9911, 0.36656, 0.86076], [0.99177, 0.37108, 0.87494], [0.99181, 0.37516, 0.88861], [0.99117, 0.37874, 0.90168], [0.98981, 0.38176, 0.91407], [0.98769, 0.38418, 0.92568], [0.98479, 0.38597, 0.93644], [0.98112, 0.38713, 0.94628], [0.97668, 0.38763, 0.95518], [0.9715, 0.38749, 0.9631], [0.96562, 0.38671, 0.97004], [0.9591, 0.38535, 0.97603], [0.95198, 0.38345, 0.98112], [0.94434, 0.38103, 0.98535], [0.93623, 0.37815, 0.98879], [0.92772, 0.37488, 0.99154], [0.91888, 0.37127, 0.99367], [0.90976, 0.36739, 0.99527], [0.90041, 0.36329, 0.99643], [0.89086, 0.35899, 0.99723], [0.88116, 0.35457, 0.99773], [0.87133, 0.35003, 0.998], [0.86139, 0.3454, 0.99808], [0.85136, 0.34074, 0.99803], [0.84126, 0.33602, 0.99788], [0.83108, 0.33129, 0.99765], [0.82084, 0.32655, 0.99736], [0.81054, 0.32182, 0.99704], [0.80018, 0.3171, 0.99669], [0.78976, 0.31236, 0.9963], [0.77928, 0.30766, 0.99592], [0.76874, 0.30297, 0.99553], [0.75814, 0.29831, 0.99513], [0.74746, 0.29366, 0.99474], [0.7367, 0.28905, 0.99433], [0.72588, 0.28443, 0.99393], [0.71496, 0.27985, 0.99352], [0.70396, 0.27529, 0.99311], [0.69288, 0.27076, 0.99269], [0.68168, 0.26623, 0.99226], [0.67041, 0.26173, 0.99183], [0.659, 0.25727, 0.9914], [0.64749, 0.25282, 0.99097], [0.63586, 0.24842, 0.99053], [0.6241, 0.244, 0.99009], [0.61219, 0.23965, 0.98964], [0.60014, 0.23533, 0.98919], [0.58793, 0.23102, 0.98874], [0.57556, 0.22675, 0.98828], [0.563, 0.2225, 0.98782], [0.55024, 0.2183, 0.98735], [0.53728, 0.21413, 0.98689], [0.5241, 0.21, 0.9864], [0.5107, 0.20596, 0.98591], [0.49707, 0.20195, 0.9854], [0.48321, 0.19806, 0.98486], [0.46912, 0.19431, 0.98429], [0.4548, 0.19064, 0.98367], [0.44027, 0.18719, 0.98299], [0.42558, 0.18393, 0.98222], [0.41078, 0.18095, 0.98134], [0.39592, 0.17835, 0.98032], [0.38113, 0.17608, 0.97912], [0.36652, 0.17438, 0.9777], [0.35226, 0.17319, 0.97601], [0.33858, 0.17267, 0.97401], [0.32567, 0.17287, 0.97165], [0.31386, 0.17387, 0.96886], [0.30335, 0.17569, 0.9656], [0.29447, 0.17844, 0.96183], [0.28745, 0.18201, 0.95752], [0.28249, 0.18651, 0.95262], ] b_cyclic_bgrmb_35_70_c75 = bokeh_palette('cyclic_bgrmb_35_70_c75',cyclic_bgrmb_35_70_c75) m_cyclic_bgrmb_35_70_c75 = mpl_cm('cyclic_bgrmb_35_70_c75',cyclic_bgrmb_35_70_c75) m_cyclic_bgrmb_35_70_c75_r = mpl_cm('cyclic_bgrmb_35_70_c75_r',list(reversed(cyclic_bgrmb_35_70_c75))) CET_C11 = b_cyclic_bgrmb_35_70_c75 m_CET_C11 = m_cyclic_bgrmb_35_70_c75 m_CET_C11_r = m_cyclic_bgrmb_35_70_c75_r palette['CET_C11'] = b_cyclic_bgrmb_35_70_c75 cm['CET_C11'] = m_cyclic_bgrmb_35_70_c75 cm['CET_C11_r'] = m_cyclic_bgrmb_35_70_c75_r register_cmap('cet_CET_C11',m_cyclic_bgrmb_35_70_c75) register_cmap('cet_CET_C11_r',m_cyclic_bgrmb_35_70_c75_r) rainbow_bgyr_10_90_c83 = [ # cmap_def [0.014954, 0.001872, 0.42514], [0.015287, 0.001815, 0.43669], [0.015613, 0.001749, 0.44829], [0.015931, 0.001675, 0.45994], [0.016241, 0.001592, 0.47166], [0.016542, 0.0015, 0.48341], [0.016834, 0.001401, 0.49523], [0.017118, 0.0013, 0.50708], [0.017394, 0.001201, 0.51898], [0.017665, 0.001114, 0.5309], [0.017934, 0.001055, 0.54286], [0.018205, 0.001046, 0.5548], [0.018487, 0.00112, 0.56674], [0.018789, 0.001324, 0.57862], [0.019126, 0.001716, 0.59042], [0.019516, 0.002372, 0.6021], [0.019978, 0.003382, 0.6136], [0.020536, 0.004846, 0.62487], [0.021211, 0.006869, 0.63587], [0.022024, 0.009561, 0.64653], [0.02299, 0.013186, 0.65685], [0.024118, 0.017469, 0.66677], [0.025409, 0.022632, 0.67632], [0.026855, 0.028707, 0.6855], [0.028441, 0.035905, 0.69432], [0.030147, 0.043546, 0.70284], [0.031948, 0.051388, 0.71108], [0.033796, 0.059154, 0.71911], [0.035956, 0.066658, 0.72697], [0.037895, 0.074065, 0.7347], [0.039858, 0.081258, 0.74234], [0.041831, 0.088282, 0.74992], [0.043551, 0.09517, 0.75747], [0.045404, 0.10183, 0.765], [0.047166, 0.10838, 0.77251], [0.048879, 0.11481, 0.78003], [0.050405, 0.12113, 0.78756], [0.051912, 0.12736, 0.7951], [0.053383, 0.1335, 0.80264], [0.05482, 0.1395, 0.8102], [0.056238, 0.14552, 0.81778], [0.057458, 0.15138, 0.82537], [0.058764, 0.15721, 0.83297], [0.060009, 0.16303, 0.84059], [0.061046, 0.16876, 0.84821], [0.062195, 0.17446, 0.85585], [0.063259, 0.1801, 0.8635], [0.064218, 0.18577, 0.87115], [0.06518, 0.19135, 0.87879], [0.066141, 0.19698, 0.8864], [0.067137, 0.20259, 0.89393], [0.068205, 0.20827, 0.90135], [0.069419, 0.21403, 0.90858], [0.07072, 0.21991, 0.91551], [0.072366, 0.22598, 0.92203], [0.074465, 0.2323, 0.92793], [0.077006, 0.23896, 0.93304], [0.080229, 0.24607, 0.93714], [0.084124, 0.2537, 0.93995], [0.088557, 0.2619, 0.94127], [0.093514, 0.27074, 0.94087], [0.098878, 0.28019, 0.9386], [0.10431, 0.29028, 0.93437], [0.10967, 0.30093, 0.92814], [0.11441, 0.31206, 0.91999], [0.11855, 0.32358, 0.91003], [0.12154, 0.33537, 0.89846], [0.12334, 0.3473, 0.8855], [0.12373, 0.35927, 0.87138], [0.12255, 0.37121, 0.85635], [0.11974, 0.38307, 0.8406], [0.11516, 0.39475, 0.82432], [0.10879, 0.40625, 0.80766], [0.10058, 0.41751, 0.7907], [0.090594, 0.42851, 0.7735], [0.078794, 0.43924, 0.75611], [0.065569, 0.44969, 0.7385], [0.051213, 0.45983, 0.72067], [0.03689, 0.46967, 0.70259], [0.025775, 0.47916, 0.68419], [0.020504, 0.48833, 0.66546], [0.021772, 0.49716, 0.64633], [0.030045, 0.50566, 0.62677], [0.045253, 0.51388, 0.60676], [0.063127, 0.52179, 0.58629], [0.081174, 0.52948, 0.56537], [0.098549, 0.53695, 0.54402], [0.11466, 0.54423, 0.52225], [0.12932, 0.55139, 0.50011], [0.14228, 0.55843, 0.47763], [0.15344, 0.56541, 0.45484], [0.16287, 0.57235, 0.43176], [0.17053, 0.57926, 0.40841], [0.17656, 0.58613, 0.38484], [0.18111, 0.59298, 0.36108], [0.18438, 0.5998, 0.33721], [0.18661, 0.60658, 0.31324], [0.18815, 0.61328, 0.28931], [0.18932, 0.61991, 0.26549], [0.19062, 0.62641, 0.24193], [0.19252, 0.63277, 0.21878], [0.19546, 0.63895, 0.19619], [0.19984, 0.64494, 0.17432], [0.206, 0.65073, 0.15334], [0.21396, 0.6563, 0.13348], [0.22373, 0.66165, 0.11484], [0.23514, 0.66678, 0.09774], [0.24786, 0.67173, 0.082245], [0.26161, 0.67651, 0.068538], [0.27612, 0.68112, 0.056756], [0.29104, 0.68563, 0.046981], [0.3062, 0.69003, 0.039197], [0.32139, 0.69434, 0.033329], [0.33652, 0.69861, 0.029483], [0.35149, 0.70283, 0.026897], [0.36627, 0.707, 0.025161], [0.38082, 0.71116, 0.023976], [0.39513, 0.71529, 0.023134], [0.40922, 0.71941, 0.022502], [0.42308, 0.7235, 0.021972], [0.43677, 0.72759, 0.021474], [0.45025, 0.73167, 0.020982], [0.46357, 0.73574, 0.020492], [0.47673, 0.73981, 0.020003], [0.48975, 0.74385, 0.019515], [0.50265, 0.74789, 0.01903], [0.51543, 0.75191, 0.018545], [0.52811, 0.75592, 0.018063], [0.54069, 0.75992, 0.017582], [0.55317, 0.76392, 0.017104], [0.56558, 0.7679, 0.016628], [0.57791, 0.77187, 0.016155], [0.59017, 0.77583, 0.015685], [0.60237, 0.77978, 0.015217], [0.6145, 0.78373, 0.014752], [0.62659, 0.78765, 0.014293], [0.63862, 0.79157, 0.013835], [0.65061, 0.79548, 0.013374], [0.66255, 0.79938, 0.012922], [0.67445, 0.80327, 0.012494], [0.68631, 0.80715, 0.012066], [0.69814, 0.81101, 0.011573], [0.70994, 0.81487, 0.01102], [0.7217, 0.81871, 0.010517], [0.73344, 0.82256, 0.010097], [0.74515, 0.82638, 0.0097], [0.75684, 0.8302, 0.009289], [0.7685, 0.834, 0.008873], [0.78016, 0.8378, 0.008466], [0.79181, 0.84158, 0.008072], [0.80344, 0.84533, 0.007691], [0.81506, 0.84905, 0.007325], [0.82666, 0.85271, 0.006983], [0.83824, 0.85628, 0.006675], [0.84979, 0.85973, 0.006419], [0.86127, 0.863, 0.006233], [0.87266, 0.86602, 0.006146], [0.8839, 0.8687, 0.006189], [0.89492, 0.87094, 0.0064], [0.90561, 0.87262, 0.006818], [0.91587, 0.87364, 0.007481], [0.9256, 0.8739, 0.008416], [0.93465, 0.8733, 0.00966], [0.94294, 0.8718, 0.011317], [0.95036, 0.86937, 0.013241], [0.95688, 0.86602, 0.015382], [0.96247, 0.8618, 0.01777], [0.96716, 0.8568, 0.020368], [0.97102, 0.85111, 0.023131], [0.97413, 0.84486, 0.026014], [0.9766, 0.83814, 0.028975], [0.97854, 0.83106, 0.031977], [0.98006, 0.82371, 0.035191], [0.98125, 0.81618, 0.038199], [0.9822, 0.8085, 0.041189], [0.98297, 0.80073, 0.04394], [0.9836, 0.7929, 0.046668], [0.98415, 0.78503, 0.049284], [0.98462, 0.77713, 0.051617], [0.98502, 0.76919, 0.053935], [0.98538, 0.76124, 0.056227], [0.98571, 0.75328, 0.058279], [0.98599, 0.7453, 0.060384], [0.98625, 0.73731, 0.062343], [0.98647, 0.7293, 0.064193], [0.98665, 0.72126, 0.065991], [0.98681, 0.71321, 0.067753], [0.98692, 0.70514, 0.06948], [0.98701, 0.69705, 0.071055], [0.98706, 0.68893, 0.072572], [0.98708, 0.68078, 0.074106], [0.98707, 0.67262, 0.075494], [0.98703, 0.66442, 0.076846], [0.98698, 0.65619, 0.078152], [0.9869, 0.64792, 0.079399], [0.98682, 0.63961, 0.08057], [0.98673, 0.63126, 0.081665], [0.98665, 0.62284, 0.082563], [0.9866, 0.61435, 0.08332], [0.98658, 0.6058, 0.083988], [0.98661, 0.59716, 0.084427], [0.98671, 0.58841, 0.084648], [0.98688, 0.57957, 0.084663], [0.98713, 0.57058, 0.084465], [0.98746, 0.56148, 0.08403], [0.98787, 0.55224, 0.083325], [0.98836, 0.54285, 0.082497], [0.98892, 0.5333, 0.081463], [0.98954, 0.52362, 0.080216], [0.99019, 0.51379, 0.078866], [0.99086, 0.5038, 0.077437], [0.99155, 0.49367, 0.075965], [0.99223, 0.48339, 0.07447], [0.99291, 0.47295, 0.072943], [0.99356, 0.46237, 0.071411], [0.99418, 0.45162, 0.06986], [0.99477, 0.44068, 0.068354], [0.99532, 0.42957, 0.066843], [0.99584, 0.41824, 0.065393], [0.99632, 0.40672, 0.064005], [0.99676, 0.39495, 0.062706], [0.99715, 0.38293, 0.06129], [0.99748, 0.37064, 0.060151], [0.99775, 0.35808, 0.05894], [0.99793, 0.34521, 0.057722], [0.99799, 0.33205, 0.056764], [0.99791, 0.31858, 0.055743], [0.99764, 0.30484, 0.054807], [0.99713, 0.29087, 0.05397], [0.99631, 0.27673, 0.053231], [0.99511, 0.2625, 0.052596], [0.99347, 0.24832, 0.052064], [0.99132, 0.23427, 0.051634], [0.9886, 0.22056, 0.051303], [0.98528, 0.20728, 0.051062], [0.98135, 0.19464, 0.050904], [0.9768, 0.18266, 0.050819], [0.97167, 0.17154, 0.050796], [0.96602, 0.16125, 0.050825], [0.9599, 0.15172, 0.050893], [0.95339, 0.14297, 0.050989], [0.94656, 0.13485, 0.051103], [0.93949, 0.12717, 0.051227], [0.93223, 0.11991, 0.051354], [0.92484, 0.11292, 0.051478], [0.91737, 0.10597, 0.051595], [0.90984, 0.099007, 0.051703], [0.90228, 0.092003, 0.051798], [0.89471, 0.08475, 0.051881], [0.88713, 0.077159, 0.051949], [0.87955, 0.069372, 0.052003], [0.87199, 0.060843, 0.052042], [0.86443, 0.051718, 0.052067], [0.85688, 0.041794, 0.052077], [0.84935, 0.0308, 0.052072], [0.84183, 0.020321, 0.052053], ] b_rainbow_bgyr_10_90_c83 = bokeh_palette('rainbow_bgyr_10_90_c83',rainbow_bgyr_10_90_c83) m_rainbow_bgyr_10_90_c83 = mpl_cm('rainbow_bgyr_10_90_c83',rainbow_bgyr_10_90_c83) m_rainbow_bgyr_10_90_c83_r = mpl_cm('rainbow_bgyr_10_90_c83_r',list(reversed(rainbow_bgyr_10_90_c83))) rainbow4 = b_rainbow_bgyr_10_90_c83 m_rainbow4 = m_rainbow_bgyr_10_90_c83 m_rainbow4_r = m_rainbow_bgyr_10_90_c83_r palette['rainbow4'] = b_rainbow_bgyr_10_90_c83 palette_n['rainbow4'] = b_rainbow_bgyr_10_90_c83 cm['rainbow4'] = m_rainbow_bgyr_10_90_c83 cm['rainbow4_r'] = m_rainbow_bgyr_10_90_c83_r cm_n['rainbow4'] = mpl_cm('rainbow4',rainbow_bgyr_10_90_c83) cm_n['rainbow4_r'] = mpl_cm('rainbow4_r',list(reversed(rainbow_bgyr_10_90_c83))) CET_R4 = b_rainbow_bgyr_10_90_c83 m_CET_R4 = m_rainbow_bgyr_10_90_c83 m_CET_R4_r = m_rainbow_bgyr_10_90_c83_r palette['CET_R4'] = b_rainbow_bgyr_10_90_c83 cm['CET_R4'] = m_rainbow_bgyr_10_90_c83 cm['CET_R4_r'] = m_rainbow_bgyr_10_90_c83_r register_cmap('cet_CET_R4',m_rainbow_bgyr_10_90_c83) register_cmap('cet_CET_R4_r',m_rainbow_bgyr_10_90_c83_r) cyclic_mygbm_50_90_c46_s25 = [ # cmap_def [0.39731, 0.48556, 0.90673], [0.41416, 0.48237, 0.90357], [0.43092, 0.47948, 0.90001], [0.44739, 0.47689, 0.89611], [0.46349, 0.47462, 0.89193], [0.47914, 0.47267, 0.88749], [0.49428, 0.47102, 0.88287], [0.50887, 0.46966, 0.87809], [0.52293, 0.46856, 0.87318], [0.53648, 0.46769, 0.86819], [0.54951, 0.46708, 0.86311], [0.56208, 0.46665, 0.85797], [0.57418, 0.46642, 0.85281], [0.58588, 0.46635, 0.8476], [0.59718, 0.46644, 0.84238], [0.60812, 0.46669, 0.83713], [0.61872, 0.46707, 0.83188], [0.62898, 0.46758, 0.82661], [0.63895, 0.46819, 0.82133], [0.64864, 0.46894, 0.81606], [0.65807, 0.46978, 0.81078], [0.66725, 0.47071, 0.8055], [0.6762, 0.47174, 0.80023], [0.68493, 0.47284, 0.79496], [0.69346, 0.47404, 0.78969], [0.70181, 0.47531, 0.78442], [0.70998, 0.47664, 0.77914], [0.71795, 0.47804, 0.77389], [0.72576, 0.47953, 0.76863], [0.73341, 0.48106, 0.76338], [0.74091, 0.48267, 0.75813], [0.74827, 0.48433, 0.75287], [0.75547, 0.48607, 0.74764], [0.76251, 0.4879, 0.7424], [0.76941, 0.48977, 0.73717], [0.77618, 0.49174, 0.73194], [0.7828, 0.49375, 0.72672], [0.78929, 0.49584, 0.72151], [0.79562, 0.49803, 0.71631], [0.80181, 0.50026, 0.71112], [0.80788, 0.50259, 0.70593], [0.8138, 0.50499, 0.70075], [0.81959, 0.50746, 0.69559], [0.82525, 0.51, 0.69043], [0.83078, 0.51262, 0.68529], [0.83616, 0.51531, 0.68015], [0.8414, 0.5181, 0.67504], [0.8465, 0.52095, 0.66994], [0.85148, 0.52388, 0.66485], [0.85633, 0.52689, 0.65978], [0.86104, 0.52996, 0.65472], [0.86562, 0.53311, 0.64969], [0.87006, 0.53633, 0.64466], [0.87436, 0.53962, 0.63966], [0.87853, 0.54301, 0.63468], [0.88255, 0.54646, 0.62972], [0.88645, 0.54997, 0.62478], [0.8902, 0.55355, 0.61987], [0.89382, 0.55722, 0.61497], [0.89731, 0.56093, 0.6101], [0.90066, 0.56471, 0.60525], [0.90387, 0.56856, 0.60043], [0.90695, 0.57248, 0.59564], [0.9099, 0.57645, 0.59087], [0.91298, 0.5809, 0.58565], [0.91561, 0.585, 0.58093], [0.91812, 0.58914, 0.57627], [0.92049, 0.59335, 0.57161], [0.92273, 0.59761, 0.567], [0.92482, 0.60191, 0.56242], [0.92679, 0.60626, 0.55785], [0.92862, 0.61066, 0.55333], [0.93032, 0.61509, 0.54885], [0.93188, 0.61957, 0.54438], [0.93331, 0.62409, 0.53995], [0.93459, 0.62864, 0.53556], [0.93575, 0.63323, 0.53121], [0.93678, 0.63785, 0.5269], [0.93767, 0.6425, 0.52261], [0.93843, 0.64718, 0.51836], [0.93907, 0.65188, 0.51414], [0.93959, 0.65661, 0.50995], [0.93997, 0.66135, 0.50579], [0.94023, 0.66612, 0.50168], [0.94036, 0.67091, 0.49761], [0.94036, 0.67571, 0.49356], [0.94024, 0.68052, 0.48955], [0.94, 0.68536, 0.48557], [0.93965, 0.69019, 0.48163], [0.93917, 0.69504, 0.47772], [0.93858, 0.69989, 0.47384], [0.93786, 0.70476, 0.47001], [0.93703, 0.70963, 0.4662], [0.93609, 0.71449, 0.46242], [0.93503, 0.71937, 0.45868], [0.93387, 0.72424, 0.45497], [0.93259, 0.72911, 0.45129], [0.93119, 0.73399, 0.44763], [0.92963, 0.73903, 0.4439], [0.9282, 0.74337, 0.44069], [0.92636, 0.74862, 0.43685], [0.92454, 0.75348, 0.4333], [0.92264, 0.75826, 0.42987], [0.9206, 0.76309, 0.4264], [0.91845, 0.76791, 0.42298], [0.91618, 0.77273, 0.41961], [0.91378, 0.77755, 0.41627], [0.91124, 0.78234, 0.413], [0.90856, 0.78713, 0.40979], [0.90573, 0.7919, 0.40665], [0.90272, 0.79665, 0.40361], [0.89953, 0.80139, 0.40066], [0.89616, 0.80611, 0.3978], [0.89258, 0.8108, 0.39508], [0.88877, 0.81546, 0.39251], [0.88473, 0.82009, 0.3901], [0.88043, 0.82467, 0.38788], [0.87587, 0.82922, 0.38586], [0.87101, 0.8337, 0.3841], [0.86581, 0.8381, 0.38262], [0.86026, 0.84242, 0.38148], [0.85434, 0.84662, 0.38068], [0.848, 0.85069, 0.38032], [0.84126, 0.85461, 0.38043], [0.83406, 0.85832, 0.38108], [0.82643, 0.8618, 0.38228], [0.81836, 0.86499, 0.38414], [0.80989, 0.86787, 0.38663], [0.80109, 0.8704, 0.38976], [0.792, 0.87253, 0.39354], [0.78272, 0.87425, 0.39789], [0.77333, 0.87559, 0.40273], [0.7639, 0.87653, 0.40802], [0.75448, 0.87712, 0.41364], [0.74512, 0.87737, 0.41956], [0.73584, 0.87733, 0.42568], [0.72669, 0.87701, 0.43197], [0.71765, 0.87645, 0.43837], [0.70871, 0.8757, 0.44485], [0.69988, 0.87475, 0.45137], [0.69117, 0.87363, 0.45793], [0.68257, 0.87237, 0.46452], [0.67405, 0.87097, 0.47109], [0.66562, 0.86947, 0.47765], [0.65726, 0.86786, 0.4842], [0.64895, 0.86615, 0.49075], [0.64069, 0.86436, 0.49724], [0.63248, 0.86249, 0.50372], [0.62431, 0.86055, 0.51016], [0.61616, 0.85854, 0.51657], [0.60804, 0.85649, 0.52295], [0.59991, 0.85438, 0.5293], [0.59178, 0.85222, 0.5356], [0.58365, 0.85001, 0.54188], [0.57552, 0.84776, 0.54813], [0.56737, 0.84547, 0.55433], [0.55917, 0.84316, 0.56049], [0.55093, 0.84081, 0.56663], [0.54268, 0.83842, 0.57274], [0.53439, 0.83599, 0.5788], [0.52607, 0.83354, 0.58484], [0.5177, 0.83105, 0.59084], [0.50929, 0.82852, 0.59682], [0.50086, 0.82596, 0.60275], [0.4924, 0.82336, 0.60866], [0.4839, 0.82073, 0.61452], [0.47537, 0.81807, 0.62037], [0.46679, 0.81537, 0.62616], [0.45816, 0.81263, 0.63193], [0.4495, 0.80987, 0.63766], [0.44083, 0.80707, 0.64335], [0.43213, 0.80422, 0.64901], [0.42337, 0.80135, 0.65462], [0.41458, 0.79844, 0.6602], [0.40576, 0.7955, 0.66575], [0.39688, 0.79253, 0.67125], [0.38797, 0.78953, 0.67671], [0.37903, 0.78649, 0.68212], [0.37008, 0.78341, 0.6875], [0.36108, 0.78031, 0.69284], [0.35206, 0.77717, 0.69812], [0.343, 0.774, 0.70336], [0.33389, 0.7708, 0.70856], [0.32473, 0.76757, 0.7137], [0.31557, 0.76431, 0.7188], [0.30635, 0.76103, 0.72385], [0.29709, 0.75771, 0.72886], [0.28781, 0.75437, 0.7338], [0.27853, 0.75099, 0.7387], [0.26922, 0.74759, 0.74354], [0.25985, 0.74416, 0.74832], [0.25044, 0.7407, 0.75305], [0.24101, 0.73723, 0.75773], [0.23156, 0.73372, 0.76235], [0.22204, 0.7302, 0.76691], [0.2125, 0.72665, 0.77142], [0.20291, 0.72307, 0.77586], [0.19332, 0.71949, 0.78024], [0.18372, 0.71587, 0.78456], [0.17411, 0.71223, 0.78882], [0.16448, 0.70858, 0.79302], [0.15477, 0.7049, 0.79715], [0.14509, 0.70121, 0.80123], [0.13531, 0.6975, 0.80524], [0.12553, 0.69378, 0.8092], [0.1157, 0.69004, 0.81308], [0.10584, 0.68628, 0.81691], [0.096034, 0.68251, 0.82066], [0.086314, 0.67872, 0.82435], [0.076594, 0.67492, 0.82798], [0.066987, 0.6711, 0.83156], [0.057363, 0.66727, 0.83506], [0.047913, 0.66344, 0.8385], [0.038783, 0.65958, 0.84189], [0.030423, 0.65572, 0.84521], [0.024144, 0.65184, 0.84846], [0.019383, 0.64794, 0.85165], [0.016091, 0.64404, 0.85478], [0.014241, 0.64014, 0.85785], [0.013802, 0.63622, 0.86086], [0.014758, 0.63229, 0.86382], [0.017308, 0.62835, 0.8667], [0.021411, 0.62439, 0.86953], [0.026822, 0.62043, 0.8723], [0.033498, 0.61646, 0.87502], [0.041669, 0.61247, 0.87768], [0.050034, 0.60848, 0.88028], [0.058959, 0.60447, 0.88282], [0.067796, 0.60045, 0.88532], [0.076491, 0.59643, 0.88775], [0.085201, 0.5924, 0.89013], [0.093901, 0.58834, 0.89246], [0.10275, 0.58429, 0.89473], [0.11172, 0.58022, 0.89692], [0.12071, 0.57613, 0.89905], [0.12993, 0.57203, 0.90111], [0.13919, 0.56791, 0.90309], [0.1487, 0.56378, 0.90498], [0.15846, 0.55963, 0.90678], [0.1684, 0.55546, 0.90848], [0.17864, 0.55128, 0.91008], [0.18914, 0.54708, 0.91155], [0.19994, 0.54287, 0.91289], [0.21112, 0.53864, 0.91409], [0.22262, 0.53439, 0.91514], [0.23456, 0.53013, 0.916], [0.24696, 0.52586, 0.91667], [0.2598, 0.52158, 0.91712], [0.27304, 0.51733, 0.91735], [0.28691, 0.51307, 0.91727], [0.30126, 0.50885, 0.91691], [0.31619, 0.50467, 0.91621], [0.33157, 0.50055, 0.91515], [0.34752, 0.49655, 0.91368], [0.36381, 0.49269, 0.9118], [0.38047, 0.48901, 0.90948], ] b_cyclic_mygbm_50_90_c46_s25 = bokeh_palette('cyclic_mygbm_50_90_c46_s25',cyclic_mygbm_50_90_c46_s25) m_cyclic_mygbm_50_90_c46_s25 = mpl_cm('cyclic_mygbm_50_90_c46_s25',cyclic_mygbm_50_90_c46_s25) m_cyclic_mygbm_50_90_c46_s25_r = mpl_cm('cyclic_mygbm_50_90_c46_s25_r',list(reversed(cyclic_mygbm_50_90_c46_s25))) CET_C8s = b_cyclic_mygbm_50_90_c46_s25 m_CET_C8s = m_cyclic_mygbm_50_90_c46_s25 m_CET_C8s_r = m_cyclic_mygbm_50_90_c46_s25_r palette['CET_C8s'] = b_cyclic_mygbm_50_90_c46_s25 cm['CET_C8s'] = m_cyclic_mygbm_50_90_c46_s25 cm['CET_C8s_r'] = m_cyclic_mygbm_50_90_c46_s25_r register_cmap('cet_CET_C8s',m_cyclic_mygbm_50_90_c46_s25) register_cmap('cet_CET_C8s_r',m_cyclic_mygbm_50_90_c46_s25_r) palette_n = AttrODict(sorted(palette_n.items())) cm_n = AttrODict(sorted(cm_n.items())) colorcet-3.1.0/colorcet/plotting.py000066400000000000000000000123221456771315700173710ustar00rootroot00000000000000""" This module is not required for colorcet - it contains functions to facilitate plotting of colormaps - and is mainly used in the documentation. """ import numpy as np import holoviews as hv from holoviews import opts from . import get_aliases, all_original_names, palette, cm from .sineramp import sineramp array = np.meshgrid(np.linspace(0, 1, 256), np.linspace(0, 1, 10))[0] def swatch(name, cmap=None, bounds=None, array=array, **kwargs): """Show a color swatch for a colormap using matplotlib or bokeh via holoviews. Colormaps can be selected by `name`, including those in Colorcet along with any standard Bokeh palette or named Matplotlib colormap. Custom colormaps can be visualized by passing an explicit list of colors (for Bokeh) or the colormap object (for Matplotlib) to `cmap`. HoloViews options for either backend can be passed in as kwargs, so that you can customize the width, height, etc. of the swatch. The `bounds` and `array` arguments allow you to customize the portion of the colormap to show and how many samples to take from it; see the source code and hv.Image documentation for details. """ title = name if cmap else get_aliases(name) if bounds is None: bounds = (0, 0, 256, 1) if type(cmap) is tuple: cmap = list(cmap) plot = hv.Image(array, bounds=bounds, group=title) backends = hv.Store.loaded_backends() if 'bokeh' in backends: width = kwargs.pop('width', 900) height = kwargs.pop('height', 100) plot.opts(opts.Image(backend='bokeh', width=width, height=height, toolbar='above', default_tools=['xwheel_zoom', 'xpan', 'save', 'reset'], cmap=cmap or palette[name])) if 'matplotlib' in backends: aspect = kwargs.pop('aspect', 15) fig_size = kwargs.pop('fig_size', 350) plot.opts(opts.Image(backend='matplotlib', aspect=aspect, fig_size=fig_size, cmap=cmap or cm[name])) return plot.opts(opts.Image(xaxis=None, yaxis=None), opts.Image(**kwargs)) def swatches(*args, group=None, not_group=None, only_aliased=False, cols=None, **kwargs): """Show swatches for given names or names in group""" args = args or all_original_names(group=group, not_group=not_group, only_aliased=only_aliased) if not cols: cols = 3 if len(args) >= 3 else 1 backends = hv.Store.loaded_backends() if 'matplotlib' in backends: if 'aspect' not in kwargs: kwargs['aspect'] = 12 // cols if 'fig_size' not in kwargs: kwargs['fig_size'] = 500 // cols if 'bokeh' in backends: if 'height' not in kwargs: kwargs['height'] = 100 if 'width' not in kwargs: kwargs['width'] = (9 * kwargs['height']) // cols images = [swatch(arg, **kwargs) if isinstance(arg, str) else swatch(*arg, **kwargs) for arg in args] plot = hv.Layout(images).opts(transpose=True).cols(int(np.ceil(len(images)*1.0/cols))) if 'matplotlib' in backends: plot.opts(opts.Layout(backend='matplotlib', sublabel_format=None, fig_size=kwargs.get('fig_size', 150))) return plot sine = sineramp() def sine_comb(name, cmap=None, **kwargs): """Show sine_comb using matplotlib or bokeh via holoviews""" title = name if cmap else get_aliases(name) plot = hv.Image(sine, group=title) backends = hv.Store.loaded_backends() if 'bokeh' in backends: plot.opts(opts.Image(backend='bokeh', width=400, height=150, toolbar='above', cmap=cmap or palette[name])) if 'matplotlib' in backends: plot.opts(opts.Image(backend='matplotlib', aspect=3, fig_size=200, cmap=cmap or cm[name])) return plot.opts(opts.Image(xaxis=None, yaxis=None), opts.Image(**kwargs)) def sine_combs(*args, group=None, not_group=None, only_aliased=False, cols=1, **kwargs): """Show sine_combs for given names or names in group""" args = args or all_original_names(group=group, not_group=not_group, only_aliased=only_aliased) images = [sine_comb(arg, **kwargs) if isinstance(arg, str) else sine_comb(*arg, **kwargs) for arg in args] plot = hv.Layout(images).opts(transpose=True).cols(int(np.ceil(len(images)*1.0/cols))) backends = hv.Store.loaded_backends() if 'matplotlib' in backends: plot.opts(opts.Layout(backend='matplotlib', sublabel_format=None, fig_size=kwargs.get('fig_size', 200))) return plot arr = np.arange(0, 100) np.random.shuffle(arr) zz = arr.reshape(10, 10) xx, yy = np.meshgrid(np.arange(0,10), np.arange(0,10)) data = np.array([xx, yy, zz]).transpose().reshape(100, 3) def candy_buttons(name, cmap=None, size=450, **kwargs): if cmap is None: cmap = palette[name][:100] name = get_aliases(name) options = opts.Points(color='color', size=size/13.0, tools=['hover'], yaxis=None, xaxis=None, height=size, width=size, cmap=cmap, **kwargs) return hv.Points(data, vdims='color').opts(options).relabel(name) colorcet-3.1.0/colorcet/sineramp.py000066400000000000000000000144411456771315700173530ustar00rootroot00000000000000""" Converted from the matlab function: https://www.peterkovesi.com/matlabfns/#colour SINERAMP - Generates sine on a ramp colour map test image The test image consists of a sine wave superimposed on a ramp function The amplitude of the sine wave is modulated from its full value at the top of the image to 0 at the bottom. The image is useful for evaluating the effectiveness of different colour maps. Ideally the sine wave pattern should be equally discernible over the full range of the colour map. In addition, across the bottom of the image, one should not see any identifiable features as the underlying signal is a smooth ramp. In practice many colour maps have uneven perceptual contrast over their range and often include 'flat spots' of no perceptual contrast that can hide significant features. Usage: im = sineramp(sze, amp, wavelen, p) im = sineramp; Arguments: sze - [rows cols] specifying size of test image. If a single value is supplied the image is square. Defaults to [256 512]; Note the number of columns is nominal and will be adjusted so that there are an integer number of sine wave cycles across the image. amp - Amplitude of sine wave. Defaults to 12.5 wavelen - Wavelength of sine wave in pixels. Defaults to 8. p - Power to which the linear attenuation of amplitude, from top to bottom, is raised. For no attenuation use p = 0. For linear attenuation use a value of 1. For contrast sensitivity experiments use larger values of p. The default value is 2. The ramp function that the sine wave is superimposed on is adjusted slightly for each row so that each row of the image spans the full data range of 0 to 255. Thus using a large sine wave amplitude will result in the ramp at the top of the test image being reduced relative to the slope of the ramp at the bottom of the image. However, the adjustment ensures that, at the lower edge of the image, the full colour map is displayed. To start with try >> im = sineramp; This is equivalent to >> im = sineramp((256, 512), 12.5, 8, 2); View it under 'gray' then try the 'jet', 'hsv', 'hot' etc colour maps. The results may cause you some concern! If you are wishing to evaluate a cyclic colour map, say hsv, it is suggested that you use the test image generated CIRCLESINERAMP. However you can use this function to perform a basic evaluation of a cyclic colour map by displaying two copies of the SINERAMP test image concatenated side-by-side. >> show([sineramp sineramp]), colormap(map_to_be_tested) However, note that despite there being an integer number of sine wave cycles across the image and that each row has been adjusted to span the full data range there will be a slight cyclic discontinuity at the top of the image, though this is progressively removed as you move down the test image. See source code comments for more details on the default wavelength and amplitude. See also: CIRCLESINERAMP, CHIRPLIN, CHIRPEXP, EQUALISECOLOURMAP, CMAP The Default Wavelength: The default wavelength is 8 pixels. On a computer monitor with a nominal pixel pitch of 0.25mm this corresponds to a wavelength of 2mm. With a monitor viewing distance of 600mm this corresponds to 0.19 degrees of viewing angle or approximately 5.2 cycles per degree. This falls within the range of spatial frequencies (3-7 cycles per degree ) at which most people have maximal contrast sensitivity to a sine wave grating (this varies with mean luminance). A wavelength of 8 pixels is also sufficient to provide a reasonable discrete representation of a sine wave. The aim is to present a stimulus that is well matched to the performance of the human visual system so that what we are primarily evaluating is the colour map's perceptual contrast and not the visual performance of the viewer. The Default Amplitude: This is set at 12.5 so that from peak to trough we have a local feature of magnitude 25. This is approximately 10of the 256 levels in a standard colour map. It is not uncommon for colour maps to have perceptual flat spots that can hide features of this magnitude. Copyright (c) 2013-2014 Peter Kovesi Centre for Exploration Targeting The University of Western Australia peter.kovesi at uwa edu au Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, subject to the following conditions: The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software. The Software is provided "as is", without warranty of any kind. July 2013 Original version. March 2014 Adjustments to make it better for evaluating cyclic colour maps. June 2014 Default wavelength changed from 10 to 8. """ import numpy as np def sineramp(size=(256, 512), amp=12.5, wavelen=8, p=2): if len(size) == 1: rows = cols = size elif len(size) == 2: rows, cols = size else: raise ValueError('size must be of length 1 or 2') # Adjust width of image so that we have an integer number of cycles of # the sinewave. This helps should one be using the test image to # evaluate a cyclic colour map. However you will still see a slight # cyclic discontinuity at the top of the image, though this will # disappear at the bottom of the test image cycles = int(cols / wavelen) cols = cycles * wavelen # Sine wave fx = amp * np.array([np.sin(1/wavelen * 2*np.pi*c) for c in range(cols)]) # Vertical modulating function A = (np.arange(rows, 0, -1)/(rows-1)) ** p im_0, im_1 = np.meshgrid(fx, A) im = im_0 * im_1 # Add ramp ramp_0, ramp_1 = np.meshgrid(range(cols), range(rows)) ramp = ramp_0/cols im = im + ramp * (255 - 2*amp) # Now normalise each row so that it spans the full data range from 0 to 255. # This ensures that, at the lower edge of the image, the full colour map is # displayed. It also helps with the evaluation of cyclic colour maps though # a small cyclic discontinuity will remain at the top of the test image. for r in range(rows): im[r, :] = (im[r, :])/im[r, :].max() return im * 255 colorcet-3.1.0/colorcet/tests/000077500000000000000000000000001456771315700163215ustar00rootroot00000000000000colorcet-3.1.0/colorcet/tests/README.md000066400000000000000000000006611456771315700176030ustar00rootroot00000000000000## Matplotlib tests These tests contain baseline images generated using [pytest-mpl](https://github.com/matplotlib/pytest-mpl). To run these tests with the fig checking enabled first install pytest-mpl: ```bash pip install pytest-mpl ``` To regenerate these figures from within this dir run: ```bash pytest --mpl-generate-path=baseline ``` To run the tests checking that the output is as expected run: ```bash pytest --mpl ``` colorcet-3.1.0/colorcet/tests/__init__.py000066400000000000000000000000001456771315700204200ustar00rootroot00000000000000colorcet-3.1.0/colorcet/tests/baseline/000077500000000000000000000000001456771315700201035ustar00rootroot00000000000000colorcet-3.1.0/colorcet/tests/baseline/test_matplotlib.png000066400000000000000000000300521456771315700240170ustar00rootroot00000000000000PNG  IHDR Xvp9tEXtSoftwareMatplotlib version3.8.2, https://matplotlib.org/ pHYsaa?i/IDATx{\e?OO$DHDk A*% 7kP@db%Z ( Epa v/xа$bBnL$7U`@g7SN믿>b|ӟ_. eY"'C=4ڸK""bÆ 1y}7M+hovy`(qVۆg}v?sv+Wx &N)K`_>.]Gyd;$d<3ѣڧM-j@x8S;wm)2Z2^z?~|Jۊ+n7qĈk1|6}m^Lh++Fa%ʕ=]WR[Vv|n\VR;m,׍]/#&~>Y5nW~j4ںj'+Unw_՟`_BBw[P+׼Ψb% 8d_> ֧}F*] 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Qyw/~}[> XE& S0g 'PV fwaW>c⒑#qɝ@['7y~%7~@eE?Wjq1<&d&LA .}vRֿߥU% $\BoyJ񲔻;F2ʀ)e3Q 1?Oy=TJ1R rO+xsG@͏׷֡\%0~ +9A<.Z)sBW5z/.Ƃa1%?_ġ]o=I%=[vWqu]m,Ea%O9yP lLsH4 <cB$gu K6ReWD:u@69c M= --Rn=*f`)?ygXNľ]!+k;ؘd)") K0SN$*|>ol;kk{`}bD$featVfe#?1iPP𡱧FVwWᘽV;نvg>ω3~^a5 zuk;ws{HdaDRpŎCj8$GF}7^Ȭh y|б> b"l " "2ɓ$Qf/PhpL sIB)RGKodG@S=/2@deCGeBD ZT^"4I4J4H4I4JuH8݀-rN7(۩&#abcbbO;-Q ?SD%;:PсOvta=i^Q`1a5!qq!qq%muONϵws`hAPryrGzq֡QGz]MH)H+ : ̆XDY ʚ(K'ښHK)ÜѸV {#h썐 ;S=aYz `,c M@wDgt6Bv4~&x\ur)`G~o/Y8/7$kJܮJ 0[>":HJ2 xdQD~r閱n/`&ш5F pFJ g/-Ng`hdox;;aY3 CA]߹>H?vBo !x/?q^jx]F['q0ZxLeBJaaa60 0 0 âaaaaQ0 0 0 ðdaaaXT2 0 0 0 Jaaa&?`)\IENDB`colorcet-3.1.0/doc/about.rst000066400000000000000000000025501456771315700157600ustar00rootroot00000000000000About ===== Colorcet is completely open source, available under a `Creative Commons Attribution `_ license freely for both commercial and non-commercial use. Colorcet was originally developed with the support of `Anaconda Inc. `_, and is now maintained by Anaconda developers and community contributors. Colorcet is part of the `HoloViz `_ family of tools. The `holoviz.org `_ website shows how to use Colorcet together with other libraries to solve complex problems, with detailed tutorials and examples. You can see a variety of projects using Colorcet at `examples.pyviz.org `_, and you can compare Colorcet to other available tools at `pyviz.org `_. If you are interested in contributing to Colorcet development to help address some of the `open issues `_, see our `developer instructions `_ to set up your development environment. If you like Colorcet and have built something you want to share, tweet a link or screenshot of your latest creation at @HoloViz_org, along with any other library you used (@HoloViews, @Datashader, @Panel_org, @BokehPlots, @Matplotlib, etc.). 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A Bokeh-style palette, i.e., a Python list of RGB colors as hex strings, like \['\#000000', ..., '\#ffffff'\] 2. A Matplotlib LinearSegmentedColormap using normalized magnitudes, like LinearSegmentedColormap.from\_list("fire",\[ \[0.0,0.0,0.0\], ..., \[1.0,1.0,1.0\] \], 256) Import colorcet and use the new colormaps anywhere you would use a regular colormap. **Matplotlib**:: import numpy as np import colorcet as cc import matplotlib.pyplot as plt xs, _ = np.meshgrid(np.linspace(0, 1, 80), np.linspace(0, 1, 10)) plt.imshow(xs, cmap=cc.cm.colorwheel); # use tab completion to choose **Bokeh**:: import numpy as np import colorcet as cc from bokeh.plotting import figure, show xs, _ = np.meshgrid(np.linspace(0, 1, 80), np.linspace(0, 1, 10)) p = figure(x_range=(0, 80), y_range=(0, 10), height=100, width=400) p.image(image=[xs], x=0, y=0, dw=80, dh=10, palette=cc.fire) # use tab completion to choose show(p) If you have any questions, please refer to the `User Guide <../user_guide/index>`_ and if that doesn't help, feel free to post an issue on GitHub, question on stackoverflow, or discuss on Gitter. Developer Instructions ---------------------- 1. Install Python and pip. 2. Clone the colorcet git repository if you do not already have it:: git clone git://github.com/pyviz/colorcet.git 3. Set up a new environment with all the required dependencies:: cd colorcet # pip install -e .[all] 4. Run the unit tests / run the examples tests / build the docs :: pytest colorcet pytest doc --nbval-lax -p no:python sphinx-build -b html doc builtdocs colorcet-3.1.0/doc/governance/000077500000000000000000000000001456771315700162415ustar00rootroot00000000000000colorcet-3.1.0/doc/governance/project-docs/000077500000000000000000000000001456771315700206355ustar00rootroot00000000000000colorcet-3.1.0/doc/governance/project-docs/CONTRIBUTING.md000066400000000000000000000005111456771315700230630ustar00rootroot00000000000000# Contributing For the contributing policy, see [HoloViz/HoloViz - CONTRIBUTING.md](https://github.com/holoviz/holoviz/blob/colorcet-gov/doc/governance/project-docs/CONTRIBUTING.md). The Colorcet Project’s equivalently named documents take precedence over any external materials referenced within this linked document above. colorcet-3.1.0/doc/governance/project-docs/GOVERNANCE.md000066400000000000000000000010661456771315700226110ustar00rootroot00000000000000# Governance Policy The "Project" is herein defined as the activities related to this specific GitHub repository [`Colorcet`](https://github.com/holoviz/colorcet), within the `HoloViz` GitHub Organization. This Project adopts the governance specified by all of the numbered sections of [HoloViz/HoloViz - GOVERNANCE.md](https://github.com/holoviz/holoviz/blob/colorcet-gov/doc/governance/project-docs/GOVERNANCE.md). The Colorcet Project’s equivalently named documents take precedence over any external materials referenced within this linked document above. colorcet-3.1.0/doc/governance/project-docs/LICENSE.md000066400000000000000000000001751456771315700222440ustar00rootroot00000000000000# License For the license, see [HoloViz/Colorcet - LICENSE.txt](https://github.com/holoviz/colorcet/blob/main/LICENSE.txt). colorcet-3.1.0/doc/governance/project-docs/MEMBERS.md000066400000000000000000000010561456771315700222530ustar00rootroot00000000000000# Maintainers For member policy, see the description at the top of [HoloViz/HoloViz - MEMBERS.md](https://github.com/holoviz/holoviz/blob/colorcet-gov/doc/governance/project-docs/MEMBERS.md). The Colorcet Project’s equivalently named documents take precedence over any external materials referenced within this linked document above. | **NAME** | **Role** | **GitHub Handle** | | --- | --- | --- | | James Bednar | Project Director | [jbednar](https://github.com/jbednar) | | Ian Thomas | Maintainer | [ianthomas23](https://github.com/ianthomas23) | colorcet-3.1.0/doc/index.ipynb000066400000000000000000000203441456771315700162670ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Collection of perceptually accurate colormaps\n", "\n", "[Colorcet](https://github.com/holoviz/colorcet) is a collection of \n", "perceptually accurate 256-color colormaps for use with Python plotting programs like\n", "[Bokeh](https://docs.bokeh.org),\n", "[Matplotlib](https://matplotlib.org),\n", "[HoloViews](https://holoviews.org), and\n", "[Datashader](https://datashader.org). \n", "\n", "There are two types of colormaps currently included: [continuous](./user_guide/Continuous.ipynb) and [categorical](./user_guide/Categorical.ipynb). The continuous colormaps are perceptually uniform, with each new color equally perceptually distinct from the previous and following colors. The continuous maps were constructed by [Peter Kovesi](http://peterkovesi.com/projects/colourmaps) at the Center for Exploration Targeting using the methods described in [Kovesi (2015)](https://arxiv.org/abs/1509.03700).\n", "\n", "The [categorical](user_guide/Categorical.ipynb) colormaps are perceptually distinct, but not uniform; each color is meant for a separate category and not as a position on a numerical scale. Here, categorical colormaps of arbitrary length are generated to cover a perceptual space with well-separated samples, using the method from \n", "[Glasbey, van der Heijden, Toh, & Gray (2007)](https://strathprints.strath.ac.uk/30312/1/colorpaper_2006.pdf).\n", "\n", "See [Getting Started](http://colorcet.holoviz.org/getting_started) for installation info, and the [User Guide](./user_guide/index.ipynb) for more info on what colormaps are available and how to use them.\n", "\n", "\n", "## Background\n", "\n", "Apart from the four [uniform colormaps now provided with\n", "matplotlib](http://matplotlib.org/users/colormaps.html), most\n", "continuous colormaps shipping with Python plotting programs are highly\n", "perceptually nonuniform. That is, small changes in data values\n", "result in large changes in the perceptual appearance of the\n", "corresponding colors, or vice versa. For instance, the popular matplotlib\n", "\"hot\" and \"jet\" colormaps have long stretches where the apparent\n", "colors change imperceptibly, such as the yellow region in \"hot\" and\n", "the cyan/green region in \"jet\":\n", "\n", "![hot](assets/images/hot.png) ![jet](assets/images/jet.png)\n", "\n", "When colormaps are used for visualizing scientific datasets, these\n", "perceptual nonlinearities can make interpretation of this data very\n", "difficult, because false boundaries appear in the data, and genuine\n", "boundaries and changes can be obscured.\n", "\n", "Matplotlib now offers a [tool to construct uniform\n", "colormaps](https://github.com/matplotlib/viscm), but it doesn't yet\n", "allow construction of colormaps like those above. To address this\n", "need, Peter Kovesi at the Center for Exploration\n", "Targeting created a set of colormaps that are sampled uniformly in a\n", "perceptual color space, using methods he describes in a [paper on\n", "arXiv](https://arxiv.org/abs/1509.03700). For instance, the\n", "perceptually uniform versions of the above colormaps are called \"fire\"\n", "and \"rainbow4\" in this package:\n", "\n", "![fire](assets/images/fire.png) ![rainbow4](assets/images/rainbow4.png)\n", "\n", "You should be able to see the differences right away, revealing more\n", "detail, more faithfully than if you use non-uniform maps. For\n", "instance, here is a population-density dataset (from\n", "[datashader](https://github.com/bokeh/datashader)) rendered with the\n", "original matplotlib \"hot\" colormap:\n", "\n", "![census_hot](assets/images/census_hot.png)\n", "\n", "and the same dataset rendered with colorcet's \"fire\" colormap:\n", "\n", "![census_fire](assets/images/census_fire.png)\n", "\n", "It should be obvious that the \"hot\" version completely washes out\n", "detail at the high end, as if the image is overexposed, while \"fire\"\n", "makes detail visible throughout the data range. Yet the qualitative\n", "effect is still roughly similar, allowing \"fire\" to be used in nearly\n", "any situation where the original \"hot\" was useful.\n", "\n", "Peter provides [versions of 94 perceptually uniform colormaps for a\n", "variety of different plotting programs](http://peterkovesi.com/projects/colourmaps), \n", "and this package provides those colormaps ready to use from within Python\n", "programs. The colormaps are all illustrated in the \n", "[user guide](./user_guide/index.ipynb) that describes the \n", "different types available and allows you to test how perceptually\n", "uniform they are on your particular display device.\n", "\n", "Peter's methods differ from those used in Matplotlib's\n", "uniform colormaps (as implemented in their [viscm\n", "tool](https://github.com/matplotlib/viscm)), which (apart from using a\n", "different color model) are designed to satisfy different constraints.\n", "For instance, mpl's colormaps are always perceptually uniform in their\n", "monochrome representation, not just their original color\n", "representation, and are safe for colorblind viewers, neither of which\n", "is necessarily true of these colormaps. On the other hand, colormaps\n", "like \"fire\" above, i.e., a usable perceptually equivalent version of\n", "matplotlib/matlab's \"hot\", are not obtainable using viscm in any\n", "straightforward way, limiting the range of useful colormaps that can be created.\n", "In any case, this package focuses on making a set of useful colormaps\n", "readily available from within Python programs, rather than providing\n", "tools for building novel colormaps, for which see the \n", "[viscm tool](https://github.com/matplotlib/viscm) and\n", "[Peter's original site](http://peterkovesi.com/projects/colourmaps). \n", "\n", "Colorcet also includes [categorical colormaps](user_guide/Categorical.ipynb)\n", "that provide large numbers of distinct colors sampled systematically from a\n", "perceptually uniform space. These maps are made with similar methods, but \n", "with a goal of having recognizable different colors rather than showing \n", "an ordering like the perceptually uniform maps above.\n", "\n", "\n", "## Learning more\n", "\n", "You can see all the details about the methods used to create these\n", "colormaps in [Peter Kovesi (2015)](https://arxiv.org/pdf/1509.03700v1.pdf) and [Glasbey et al. (2007)](https://strathprints.strath.ac.uk/30312/1/colorpaper_2006.pdf). Other useful\n", "background is available in a research paper from IBM\n", "[(Rogowitz & Treinish 1996)](https://www.researchgate.net/profile/Ahmed_Elhattab2/post/Please_suggest_some_good_3D_plot_tool_Software_for_surface_plot/attachment/5c05ba35cfe4a7645506948e/AS%3A699894335557644%401543879221725/download/Why+Should+Engineers+and+Scientists+Be+Worried+About+Color_.pdf).\n", "\n", "The Matplotlib project also has a number of relevant resources, including an excellent \n", "[2015 SciPy talk](https://www.youtube.com/watch?v=xAoljeRJ3lU), the\n", "[viscm tool for creating maps like the four in mpl](https://github.com/matplotlib/viscm), the\n", "[cmocean site](http://matplotlib.org/cmocean/) collecting a set of maps created by viscm, \n", "and the [discussion of how the mpl maps were created](https://bids.github.io/colormap/).\n", "\n", "## Samples\n", "\n", "![named](assets/images/named.png)\n", "\n", "The complete set of 100+ maps is shown in the [User Guide](./user_guide/index.ipynb)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{toctree}\n", ":hidden:\n", ":maxdepth: 2\n", "\n", "Introduction \n", "Getting Started \n", "User Guide \n", "About \n", "```" ] } ], "metadata": { "language_info": { "name": "python", "pygments_lexer": "ipython3" } }, "nbformat": 4, "nbformat_minor": 2 } colorcet-3.1.0/doc/user_guide/000077500000000000000000000000001456771315700162455ustar00rootroot00000000000000colorcet-3.1.0/doc/user_guide/Categorical.ipynb000066400000000000000000000323341456771315700215320ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Categorical\n", "\n", "## Glasbey colormaps for categorical data\n", "\n", "Colorcet primarily includes continuous colormaps, where each color is meant to be equally spaced in perceptual color space from the preceding and following colors. The resulting colors then convey numerical magnitude to the viewer. Categorical data can also be represented as numbers, but each number is then distinct, with the numerical value important only to distinguish from other values. When categorical data is plotted as colors, each category should have a color visibly distinct from all the other colors, _not_ nearby in color space, to make each category separately visible. \n", "\n", "There are [many sets of categorical colors available](https://graphicdesign.stackexchange.com/questions/3682), but these tend to be relatively small numbers of hand-chosen colors, typically under 10 and nearly always under 25. To support visualizing larger numbers of categories, it would be good if an arbitrarily large number of colors could be chosen in a principled way from an available color space. Glasbey et al. presented such a method in:\n", "\n", "> [Glasbey, Chris; van der Heijden, Gerie & Toh, Vivian F. K. et al. (2007)](https://strathprints.strath.ac.uk/30312/1/colorpaper_2006.pdf), \"Colour displays for categorical images\", Color Research & Application 32.4: 304-309.\n", "\n", "Given a starting palette (e.g. white, black), this approach selects each new color to be maximally perceptually dissimilar from all the preceding colors, out of an allowed color space. Glasbey colors are available in [ImageJ](http://imagej.net/Glasbey) and for [R](https://github.com/btupper/catecolors), and there is a [Python implementation](https://github.com/taketwo/glasbey) of the method. \n", "\n", "Generating the colors from Python is time consuming, so we have generated some specific large sets of Glasbey colors to distribute in colorcet, as outlined below. We'll use [Bokeh](http://bokeh.pydata.org) with [HoloViews](http://holoviews.org) for displaying these colormaps so that you can zoom in for a closer look." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from colorcet.plotting import swatch, swatches, candy_buttons\n", "\n", "import holoviews as hv\n", "hv.extension('bokeh')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Color space\n", "\n", "The results from the Glasbey algorithm depend on two factors: the initial starting set of colors, and the color space used. The default color space is the full [CIELAB](https://en.wikipedia.org/wiki/CIELAB_color_space) gamut, which results in colors of all the different available saturations, brightnesses, and hues:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatch(\"glasbey_bw\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you need *n* colors that are distinct from each other and you have no other criteria to apply, just take the first *n* colors from this palette. Note that these colors won't necessarily be the _most_ distinct that are possible in a set of that size, because they are chosen iteratively (each compared to those that come before it) using a greedy algorithm rather than being globally optimized for that specific size. The Glasbey algorithm can also be used to create such fully optimal sets, but it would not be practical to distribute all those sets and the color assignments would then vary each time a new data point was added, so this single set represents a good compromise.\n", "\n", "### Light/Dark\n", "What if you have additional constraints to consider? For instance, if you are making a scatter or line plot on a white or black background, some of the colors above will show up vividly in contrast, and others will fade into the background because they are very dark or very light:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "candy_buttons('glasbey_bw') + candy_buttons('glasbey_bw', bgcolor='black')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For this reason, the basic **glasbey_bw** set is generally useful only when the page background isn't visible between data points, such as for heatmaps with no missing values. To work well in the more common case when the background is visible, we also provide Glasbey colors selected from a subset of the full CIELAB space. First, let's consider sets created for light or dark backgrounds:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(\"glasbey_bw_minc_20_maxl_70\", \"glasbey_bw_minc_20_minl_30\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here we are using a naming scheme indicating the starting palette and any restrictions on the color space:\n", " \n", " glasbey_[_c_][_l_][_hue__]\n", " \n", "The **glasbey_dark** colors were generated by eliminating all colors with lightness above 70 (out of 100) in the [CIECAM02-JCh](https://colorspacious.readthedocs.io/en/latest/tutorial.html#tutorial-perception) color space, and similarly the **glasbey_light** colors eliminated those with lightness below 30. In both cases, shades of gray were also eliminated by removing colors with chromaticity below 20. After trimming the space, the same Glasbey procedure was followed as usual, making each subsequent color maximally distinct (from the remaining possible colors) from all those that precede it. These sets are intended to be useful on light and dark backgrounds, respectively, providing good contrast in each case. \n", "\n", "In order to test the viability of categorical color sets, we should display them on the color of background where they will be used. This helps us discern whether the colors are distinguishable between themselves and against the background. We'll make a candy-button-style plot to capture this property:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "candy_buttons('glasbey_dark') + candy_buttons('glasbey_light', bgcolor='black')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "E.g., notice how the dots on the black background above are all clearly visible, unlike the **glasbey_bw** example from the start. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cool/Warm\n", "What if you are working within a particular color palette or want to combine two relatively large sets of categories? For this case we created sets of warm and cool colors from a subset of the full CIELAB hue space:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(\"glasbey_bw_minc_20_hue_330_100\", \"glasbey_bw_minc_20_hue_150_280\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar to how the dark and light sets were created, these warm and cool sets were generated by first trimming the colorspace and then applying the Glasbey procedure to make the colors maximally distinct. The \"warm\" colors were generated by only including colors with hues between 330° and 100°, and similarly the \"cool\" colors only include those between 150° and 280°. These sets can be used by themselves or in conjunction. It is important to note that by reducing the color space, we are decreasing the number of meaningfully distinct colors. So these sets should only be used when there is a strong reason to do so. E.g. in the blue plot, you can probably notice colors that _nearly_ reappear in other locations, even though each of the 100 dots is in a separate category:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "candy_buttons('glasbey_warm') + candy_buttons('glasbey_cool')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### No gray\n", "\n", "We also generated a set where we eliminated gray values, i.e. those with chromaticity in the JCh color space below 20. These are useful if you truly need \"colors\", i.e. not grays: " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatch(\"glasbey_bw_minc_20\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You might have noticed that most of the colormaps mentioned above have more than one name. The short name is provided as an easy to remember alias for accessing the colormaps, while the long names indicate precisely how that set was created. In the case of the alias **glasbey**, we decided that the version with no gray would provide a better default than the regular glasbey set, called **glasbey_bw**. In the plot below you can see that the less-constrained **glasbey_bw** has several colors that are very dark and hard to distinguish, compared to the more distinguishable **glasbey** set on the right. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "candy_buttons('glasbey_bw') + candy_buttons('glasbey_bw_minc_20')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Starting colors\n", "\n", "For a given color space, the results also depend on the set of starting colors, which above was always [white, black]. We have removed those two colors from the final palettes, because white and black are generally already in use for plotting as the page background or for plot annotations. If you do need the colormap to include white and black, you can use the Bokeh palettes (those prefixed with `b_`, which are simply Python lists of RGB hex colors) and simply add `[\"white\",\"black\"]` to the front of the list.\n", "\n", "In some cases, you may already have an initial set of colors that you use regularly, and you just want to extend that set to allow additional colors that are distinct from the original set. In that case, the Glasbey algorithm can be initialized with the starting set, and then extended using a selected color space.\n", "\n", "Here, we've extended the Category10 colormap used in [bokeh](https://bokeh.pydata.org/en/latest/docs/reference/palettes.html#bokeh.palettes.d3) and originally from [D3](https://github.com/d3/d3-3.x-api-reference/blob/master/Ordinal-Scales.md#categorical-colors) to make a 256-color drop-in replacement that provides more colors for when they are needed, but the same first 10 colors to keep results the same for all cases previously covered by the palette:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatch(\"glasbey_category10\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To check how these compare with the original sets in Bokeh, we can render them side by side. Drag to the right or scroll out to see more of the Glasbey versions:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from bokeh.palettes import Category10_10\n", "\n", "(swatch(name='bokeh: Category10', cmap=Category10_10, bounds=(0, 0, 10, 1)) +\n", " swatch('glasbey_category10')).cols(1).redim.range(x=(0, 50))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We did the same for the default holoviews values:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(swatch(name='holoviews default', cmap=hv.Cycle().values, bounds=(0, 0, 12, 1)) +\n", " swatch('glasbey_hv')).cols(1).redim.range(x=(0, 50))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that as you include more and more colors, it will be more and more difficult for people to perceive their differences, but this approach is still better than the highly misleading alternative of having to cycle through the same colors again as one would do when only 10 colors are available:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "candy_buttons('bokeh: Category10', cmap=Category10_10) + candy_buttons('glasbey_category10')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Complete list, for reference\n", "\n", "The colormaps with relatively short names above are expected to be the most useful in practice. The complete list of categorical colormaps provided is:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group='glasbey', cols=1)" ] } ], "metadata": { "language_info": { "name": "python", "pygments_lexer": "ipython3" } }, "nbformat": 4, "nbformat_minor": 2 } colorcet-3.1.0/doc/user_guide/Continuous.ipynb000066400000000000000000000175431456771315700214700ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Continuous\n", "\n", "## Perceptually uniform continuous colormaps from CET\n", "\n", "Peter Kovesi at the Center for Exploration Targeting created a very useful set of [perceptually uniform continuous colormaps](https://arxiv.org/abs/1509.03700), many of which can replace the highly non-uniform colormaps provided with Python plotting programs. Here we will show how to use them via a Python package named [colorcet](https://github.com/holoviz/colorcet), listing all the ones available and allowing you to evaluate how perceptually uniform they are for you, your particular monitor, etc. Download and installation instructions are at the [github site](https://github.com/holoviz/colorcet).\n", "\n", "We will plot them using [Matplotlib](https://matplotlib.org) via [Holoviews](https://holoviews.org), but identical [Bokeh](https://docs.bokeh.org) palettes are also provided, and both Bokeh palettes and Matplotlib colormaps are usable in [Datashader](https://datashader.org). Thus these colormaps can be used in any of those Python packages, as well as any other package that accepts a Python list of normalized RGB tuples or hex colors. See \n", "[Peter's site](https://colorcet.com/) to download versions for other non-Python packages." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import holoviews as hv\n", "from colorcet.plotting import swatches, sine_combs\n", "\n", "hv.notebook_extension(\"matplotlib\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Named colormaps\n", "\n", "The full list of colormaps included will be shown below, but a useful subset of these maps that cover the various types have been given more convenient names, and we will focus on those first." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(only_aliased=True, not_group='glasbey')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## All colormaps\n", "\n", "Each colormap has a name in the form:\n", "\n", "`{category}_{huesequence}_{lightnessrange}_c{meanchroma}[_s{colorshift}[_r]]`\n", "\n", "It is helpful to think of them by which category best suits your use case. \n", "\n", "### Linear (sequential) colormaps, for plotting magnitudes:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group=\"linear\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Diverging colormaps, for plotting magnitudes increasing or decreasing from a central point:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group='diverging')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Colorblind-safe colormaps (usable by people with various types of colorblindness)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group='nopic')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cyclic colormaps:\n", "\n", "For cyclic quantities like orientation or phase (where the highest and lowest values need the same color)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group=['circle','cyclic'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Misc colormaps:\n", "\n", "* rainbow: to highlight local differences in sequential data\n", "* isoluminant: to highlight low spatial-frequency information" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group='rainbow')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches(group='isoluminant')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Testing perceptual uniformity\n", "\n", "Peter Kovesi created a [test image with a sine grating modulation of intensity](http://peterkovesi.com/projects/colourmaps/colourmaptestimage.html), where modulation gain decreases from top to bottom, which helps evaluate perceptual uniformity of a colormap at a glance. The matplotlib maintainers use different definitions of perceptually uniform (uniformity in a different color space), but the new matplotlib perceptually uniform colormaps do well at Peter's test image:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sine_combs((\"viridis\", \"viridis\"), (\"inferno\", \"inferno\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Here the sine grating for a uniform colormap should be visible as a fine-toothed comb with teeth that gradually become less visible from top to bottom. The further down the comb these teeth are visible, the higher the discriminability of magnitudes at that location in the colormap. Thus a perceptually uniform colormap, like the two above, should have teeth that visible at the same length for all colors. \n", "\n", "You can also use these images to evaluate the overall level of discriminability provided by a given colormap -- the longer the visible area of teeth, the better this colormap allows you to discriminate fine differences in magnitude. Here the `inferno` map seems to have better discriminability than the `viridis` map, despite both being perceptually uniform.\n", "\n", "The default colormaps that have traditionally been used with Matlab, Matplotlib, and HoloViews are clearly not perceptually uniform -- all the green and yellow areas are nearly indistinguishable:" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sine_combs((\"hot\", \"hot\"),(\"jet\", \"jet\"), cols=2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Thus those colormaps should be avoided if at all possible, to avoid generating misleading visualizations. Compare these two to the perceptually uniform versions provided by this package: " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sine_combs(\"fire\", \"rainbow4\", cols=2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can see the results for all the `colorcet` colormaps below, which can be summarized as:\n", "\n", "* \"linear\" colormaps all work well by this criterion\n", "* \"diverging\" colormaps typically have discontinuities in perceptual discriminability around the central value\n", "* \"cyclic\" colormaps with repeating colors tend to have discontinuities at 1/4 and 3/4 of the way through the cycle, or at other locations if shifted.\n", "* \"isoluminant\" colormaps typically show no visible modulation, because without luminance cues humans can only discriminate low spatial-frequency modulations (i.e., much wider teeth would be needed for evaluating such colormaps)\n", "* Some of the \"rainbow\" colormaps appear to have a perceptual discontinuity around the colors red and yellow, the reasons for which are not yet clear." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sine_combs(not_group='glasbey', cols=2)" ] } ], "metadata": { "language_info": { "name": "python", "pygments_lexer": "ipython3" } }, "nbformat": 4, "nbformat_minor": 2 } colorcet-3.1.0/doc/user_guide/index.ipynb000066400000000000000000000157431456771315700204310ustar00rootroot00000000000000{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# User Guide\n", "\n", "## Accessing the colormaps\n", "\n", "After importing `colorcet` as `cc`, all the colormaps shown in this notebook will be available for use in different forms. It's a bit difficult to describe, but the idea is that colorcet should have at least one such form convenient for any particular application. There are three distinct versions for each colormap, each of which consists of 256 distinct colors: \n", "\n", "1. An ordered list of normalized RGB triples of numerical magnitudes. I.e., each color is represented as a tuple of three numbers, each between 0 and 1.0, such as `[1, 0.54028, 0.0002582]`\n", "2. A Bokeh-style palette, i.e., a Python list of RGB colors as hex strings, like ``['#000000', ..., '#ffffff']``\n", "3. If matplotlib is installed and importable, a Matplotlib ``LinearSegmentedColormap`` (for continuous maps) or ``ListedColormap`` (for categorical maps), using normalized magnitudes, like ``LinearSegmentedColormap.from_list(\"fire\",[ [0.0,0.0,0.0], ..., [1.0,1.0,1.0] ], 256)``\n", "\n", "The numerical lists are the original format, useful if you want to access the underlying numerical values. These are available as attributes in the ``colorcet`` namespace as full names with no prefix, e.g. ``cc.linear_kryw_0_100_c71`` or ``cc.glasbey_bw``.\n", "\n", "The Bokeh-compatible hex-string palettes are provided as attributes in the ``colorcet`` namespace as long names prefixed with ``b_``. E.g. ``linear_kryw_0_100_c71`` can be accessed as ``cc.b_linear_kryw_0_100_c71``. The same Bokeh palette is also sometimes available with a shorter name like ``cc.fire``, which is the same object as ``cc.b_linear_kryw_0_100_c71``. These names should tab complete once ``cc`` has been imported. Because Bokeh palettes are just Python lists, you can always reverse them using normal Python syntax, e.g. ``list(reversed(cc.fire))``, or use subsets of them with slice notation, e.g. ``cc.fire[25:]``. If you want to access the Bokeh palettes by string name, they are also collected into a dictionary named ``palette``, so you can use ``cc.palette[\"linear_kryw_0_100_c71\"]`` or ``cc.palette[\"fire\"]`` or ``cc.palette.fire``; whichever is more convenient. Finally, the subset of colormaps that have short, readable names are available separately, accessible as ``cc.palette_n.fire`` or ``cc.palette_n[\"fire\"]``, e.g. for use in GUI widgets selecting a colormap by readable name.\n", "\n", "The Matplotlib colormaps are also provided as tab-completable attributes, but consistently with a prefix ``m_``, e.g. ``cc.m_linear_kryw_0_100_c71`` or ``cc.m_fire``. Already reversed versions are also available, as ``cc.m_linear_kryw_0_100_c71_r`` or ``cc.m_fire_r``. The same colormaps are also registered with matplotlib's string-based dictionary with the prefix ``cet_``, making them available by name within various matplotlib functions (e.g. ``cet_linear_kryw_0_100_c71``, ``cet_linear_kryw_0_100_c71_r``, ``cet_fire``, or ``cet_fire_r``). Finally, if you want to access the Matplotlib colormaps by string name without using Matplotlib's registry, they are also stored in the ``cc.cm`` dictionary, e.g. ``cc.cm[\"linear_kryw_0_100_c71\"]``, ``cc.cm[\"linear_kryw_0_100_c71_r\"]``, ``cc.cm[\"fire\"]``, ``cc.cm.fire``, ``cc.cm[\"fire_r\"]``, or ``cc.cm.fire_r``.\n", "\n", "In each case, the colormap names used are the shortest ones that are expected to be unique in that context, and in practice you are only likely to need one of these forms for any particular application." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Example\n", "\n", "Here we show importing fire and printing the first 5 colors in the set. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "import colorcet as cc\n", "\n", "cc.fire[:5]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotting\n", "\n", "For ease of use, we also provide minimal plotting commands for use with colorcet. These depend on holoviews, which needs to be installed before they can be used. Once set up, these commands provide easy viewing capability of the colormaps." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Example\n", "\n", "Import `swatch` or `swatches` from `colorcet.plotting` and load your desired backend into holoviews. Then call `swatch` with the name of a colormap. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from colorcet.plotting import swatch, swatches\n", "import holoviews as hv\n", "hv.extension('matplotlib')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatch('fire')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Using `colorcet` via `matplotlib.cm.get_cmap`\n", "\n", "The `colorcet` colormaps are all available through `matplotlip.cm.get_cmap` by prepending `cet_`to the colormap name. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "from matplotlib.cm import get_cmap\n", "\n", "get_cmap(\"cet_fire\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Using `colorcet` to visualize custom colormaps using `swatch`" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "color_list = ['#000000', '#380000', '#560000', '#760100', '#980300', '#bb0600', '#df0d00', '#f93500', '#fe6800', '#ff9100', '#ffb402', '#ffd407', '#fff324']\n", "\n", "swatch(name='custom', cmap=color_list)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Complete list\n", "\n", "The `swatches` command accepts the optional key word argument `group` to show just the colormaps whose names match the given string - try 'glasbey', 'cyclic', or 'diverging'. When no arguments are provided, `swatches` returns all of the colorcet colormaps." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "swatches()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For more explanation of the various options see [categorical](Categorical.ipynb) and [continuous](Continuous.ipynb)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{toctree}\n", ":titlesonly:\n", ":hidden:\n", ":maxdepth: 2\n", "\n", "Accessing the colormaps \n", "Continuous \n", "Categorical \n", "```" ] } ], "metadata": { "language_info": { "name": "python", "pygments_lexer": "ipython3" } }, "nbformat": 4, "nbformat_minor": 2 } colorcet-3.1.0/pyproject.toml000066400000000000000000000037451456771315700162720ustar00rootroot00000000000000[build-system] requires = [ "setuptools >=30.3.0", "setuptools_scm >=6", ] build-backend = "setuptools.build_meta" [project] name = "colorcet" dynamic = ["version"] description = "Collection of perceptually uniform colormaps" readme = "README.md" license = { text = "CC-BY License" } requires-python = ">=3.7" authors = [ { name = "James A. Bednar", email = "jbednar@anaconda.com" }, ] maintainers = [ { name = "James A. Bednar", email = "jbednar@anaconda.com" }, ] classifiers = [ "License :: OSI Approved", "Operating System :: OS Independent", "Programming Language :: Python", "Programming Language :: Python :: 3.7", "Programming Language :: Python :: 3.8", "Programming Language :: Python :: 3.9", "Programming Language :: Python :: 3.10", "Programming Language :: Python :: 3.11", "Programming Language :: Python :: 3.12", "Development Status :: 5 - Production/Stable", ] dependencies = [] [project.urls] Homepage = "https://colorcet.holoviz.org" Source = "http://github.com/holoviz/colorcet" HoloViz = "https://holoviz.org/" [project.optional-dependencies] tests = [ "pre-commit", "pytest >=2.8.5", "pytest-cov", "packaging", ] tests_extra = [ "colorcet[tests]", "pytest-mpl", # only available on pip and conda-forge ] examples = [ "numpy", "holoviews", "matplotlib", "bokeh", ] tests_examples = [ "colorcet[examples]", "nbval", ] doc = [ "colorcet[examples]", "nbsite >=0.8.4", "sphinx-copybutton", ] all = [ "colorcet[tests]", "colorcet[tests_extra]", "colorcet[examples]", "colorcet[doc]", ] [tool.setuptools] # To exclude PNG files in colorcet/tests/baseline include-package-data = false [tool.setuptools.packages.find] include = ["colorcet"] [tool.setuptools_scm] # Replace with version_file when Python 3.7 is dropped. write_to = "colorcet/_version.py" [tool.pytest.ini_options] addopts = "-v --pyargs" norecursedirs = "doc .git dist build _build .ipynb_checkpoints"