From f51834514df264da13d52f0a594ce0e8df4a5228 Mon Sep 17 00:00:00 2001
From: Phillip Chlap <phillip.chlap@unsw.edu.au>
Date: Wed, 26 May 2021 06:13:56 +0000
Subject: [PATCH] Work on docs

---
 .vscode/settings.json                         |      2 +-
 .vscode/tasks.json                            |      1 +
 Dockerfile                                    |      2 +-
 .../_examples/visualise.ipynb                 |     21 +-
 docs/cli.rst                                  |      8 +-
 docs/conf.py                                  |     44 +-
 docs/examples.rst                             |      3 +
 docs/gen/platipy.cli.rst                      |      8 -
 docs/gen/platipy.dicom.io.rst                 |     46 +
 docs/gen/platipy.dicom.rst                    |      5 +-
 docs/gen/platipy.dicom.tests.rst              |     12 +-
 docs/gen/platipy.imaging.generation.rst       |     46 +
 docs/gen/platipy.imaging.label.rst            |     36 +-
 docs/gen/platipy.imaging.projects.cardiac.rst |      8 -
 docs/gen/platipy.imaging.registration.rst     |     22 +-
 docs/gen/platipy.imaging.rst                  |      4 +-
 docs/gen/platipy.imaging.tests.rst            |     14 +-
 docs/gen/platipy.imaging.utils.rst            |     28 +-
 docs/gen/platipy.imaging.visualisation.rst    |     38 +-
 docs/getting_started.rst                      |     44 +
 docs/index.rst                                |     77 +-
 docs/registration.rst                         |      3 +
 docs/site/.buildinfo                          |      2 +-
 .../.doctrees/_examples/visualise.doctree     |    Bin 0 -> 38556 bytes
 docs/site/.doctrees/cli.doctree               |    Bin 54961 -> 53899 bytes
 docs/site/.doctrees/environment.pickle        |    Bin 173947 -> 256363 bytes
 docs/site/.doctrees/examples.doctree          |    Bin 0 -> 2273 bytes
 docs/site/.doctrees/gen/modules.doctree       |    Bin 2573 -> 2624 bytes
 .../.doctrees/gen/platipy.backend.doctree     |    Bin 219387 -> 223194 bytes
 .../gen/platipy.backend.sample.doctree        |    Bin 5894 -> 3607 bytes
 docs/site/.doctrees/gen/platipy.cli.doctree   |    Bin 10407 -> 9821 bytes
 .../gen/platipy.dicom.communication.doctree   |    Bin 30192 -> 30836 bytes
 ...tipy.dicom.dicom_directory_crawler.doctree |    Bin 35039 -> 3872 bytes
 docs/site/.doctrees/gen/platipy.dicom.doctree |    Bin 3743 -> 3646 bytes
 .../gen/platipy.dicom.download.doctree        |    Bin 30160 -> 31161 bytes
 .../.doctrees/gen/platipy.dicom.io.doctree    |    Bin 0 -> 87199 bytes
 .../platipy.dicom.nifti_to_rtstruct.doctree   |    Bin 15173 -> 4658 bytes
 .../gen/platipy.dicom.nifti_to_series.doctree |    Bin 11649 -> 3705 bytes
 .../platipy.dicom.rtstruct_to_nifti.doctree   |    Bin 13763 -> 3735 bytes
 .../.doctrees/gen/platipy.dicom.tests.doctree |    Bin 7433 -> 19806 bytes
 docs/site/.doctrees/gen/platipy.doctree       |    Bin 3493 -> 3544 bytes
 .../gen/platipy.imaging.atlas.doctree         |    Bin 30092 -> 3679 bytes
 .../gen/platipy.imaging.augment.doctree       |    Bin 22745 -> 3182 bytes
 ...platipy.imaging.deformation_fields.doctree |    Bin 80070 -> 3491 bytes
 .../.doctrees/gen/platipy.imaging.doctree     |    Bin 3817 -> 3792 bytes
 .../gen/platipy.imaging.generation.doctree    |    Bin 0 -> 117507 bytes
 .../gen/platipy.imaging.label.doctree         |    Bin 22902 -> 84829 bytes
 .../platipy.imaging.projects.bronchus.doctree |    Bin 31821 -> 32442 bytes
 .../platipy.imaging.projects.cardiac.doctree  |    Bin 52933 -> 20389 bytes
 .../gen/platipy.imaging.projects.doctree      |    Bin 3684 -> 3735 bytes
 .../gen/platipy.imaging.registration.doctree  |    Bin 81015 -> 171724 bytes
 .../gen/platipy.imaging.tests.doctree         |    Bin 39513 -> 34318 bytes
 .../gen/platipy.imaging.utils.doctree         |    Bin 32692 -> 61298 bytes
 .../gen/platipy.imaging.visualisation.doctree |    Bin 141699 -> 155736 bytes
 docs/site/.doctrees/getting_started.doctree   |    Bin 0 -> 9855 bytes
 docs/site/.doctrees/index.doctree             |    Bin 14744 -> 5150 bytes
 .../nbsphinx/_examples/visualise.ipynb        |    568 +
 .../nbsphinx/_examples_visualise_11_0.png     |    Bin 0 -> 94017 bytes
 .../nbsphinx/_examples_visualise_11_1.png     |    Bin 0 -> 94017 bytes
 .../nbsphinx/_examples_visualise_11_1.svg     |    353 +
 .../nbsphinx/_examples_visualise_13_0.png     |    Bin 0 -> 84013 bytes
 .../nbsphinx/_examples_visualise_13_0.svg     |   1277 +
 .../nbsphinx/_examples_visualise_17_0.png     |    Bin 0 -> 177903 bytes
 .../nbsphinx/_examples_visualise_17_0.svg     | 168557 ++++++++++++++
 .../nbsphinx/_examples_visualise_19_0.png     |    Bin 0 -> 117221 bytes
 .../nbsphinx/_examples_visualise_19_0.svg     |     63 +
 .../nbsphinx/_examples_visualise_21_1.png     |    Bin 0 -> 261146 bytes
 .../nbsphinx/_examples_visualise_21_1.svg     | 169690 +++++++++++++++
 .../nbsphinx/_examples_visualise_7_1.png      |    Bin 0 -> 178915 bytes
 .../nbsphinx/_examples_visualise_7_1.svg      |   1953 +
 .../nbsphinx/_examples_visualise_9_0.png      |    Bin 0 -> 157424 bytes
 .../nbsphinx/_examples_visualise_9_0.svg      |     63 +
 docs/site/.doctrees/registration.doctree      |    Bin 0 -> 2293 bytes
 docs/site/.doctrees/visualiser.doctree        |    Bin 0 -> 60735 bytes
 docs/site/_examples/visualise.html            |    827 +
 docs/site/_examples/visualise.ipynb           |    568 +
 .../site/_images/_examples_visualise_11_0.png |    Bin 0 -> 94017 bytes
 .../site/_images/_examples_visualise_11_1.svg |    353 +
 .../site/_images/_examples_visualise_13_0.png |    Bin 0 -> 84013 bytes
 .../site/_images/_examples_visualise_13_0.svg |   1277 +
 .../site/_images/_examples_visualise_17_0.png |    Bin 0 -> 177903 bytes
 .../site/_images/_examples_visualise_17_0.svg | 168557 ++++++++++++++
 .../site/_images/_examples_visualise_19_0.png |    Bin 0 -> 117221 bytes
 .../site/_images/_examples_visualise_19_0.svg |     63 +
 .../site/_images/_examples_visualise_21_1.png |    Bin 0 -> 261146 bytes
 .../site/_images/_examples_visualise_21_1.svg | 169690 +++++++++++++++
 docs/site/_images/_examples_visualise_7_1.png |    Bin 0 -> 178915 bytes
 docs/site/_images/_examples_visualise_7_1.svg |   1953 +
 docs/site/_images/_examples_visualise_9_0.png |    Bin 0 -> 157424 bytes
 docs/site/_images/_examples_visualise_9_0.svg |     63 +
 .../_sources/_examples/visualise.ipynb.txt    |    379 +
 docs/site/_sources/cli.rst.txt                |      8 +-
 docs/site/_sources/examples.rst.txt           |      3 +
 docs/site/_sources/gen/platipy.cli.rst.txt    |      8 -
 .../_sources/gen/platipy.dicom.io.rst.txt     |     46 +
 docs/site/_sources/gen/platipy.dicom.rst.txt  |      5 +-
 .../_sources/gen/platipy.dicom.tests.rst.txt  |     12 +-
 .../gen/platipy.imaging.generation.rst.txt    |     46 +
 .../gen/platipy.imaging.label.rst.txt         |     36 +-
 .../platipy.imaging.projects.cardiac.rst.txt  |      8 -
 .../gen/platipy.imaging.registration.rst.txt  |     22 +-
 .../site/_sources/gen/platipy.imaging.rst.txt |      4 +-
 .../gen/platipy.imaging.tests.rst.txt         |     14 +-
 .../gen/platipy.imaging.utils.rst.txt         |     28 +-
 .../gen/platipy.imaging.visualisation.rst.txt |     38 +-
 docs/site/_sources/getting_started.rst.txt    |     44 +
 docs/site/_sources/index.rst.txt              |     77 +-
 docs/site/_sources/registration.rst.txt       |      3 +
 docs/site/_sources/visualiser.rst.txt         |      7 +
 docs/site/_static/pygments.css                |     75 +-
 docs/site/_static/pygments_dark.css           |     83 +
 docs/site/_static/scripts/main.js             |      2 +
 docs/site/_static/scripts/main.js.map         |      1 +
 docs/site/_static/styles/furo-extensions.css  |      2 +
 .../_static/styles/furo-extensions.css.map    |      1 +
 docs/site/_static/styles/furo.css             |      2 +
 docs/site/_static/styles/furo.css.map         |      1 +
 docs/site/cli.html                            |    504 +-
 docs/site/examples.html                       |    177 +
 docs/site/gen/modules.html                    |    349 +-
 docs/site/gen/platipy.backend.html            |    558 +-
 docs/site/gen/platipy.backend.sample.html     |    383 +-
 docs/site/gen/platipy.cli.html                |    413 +-
 .../site/gen/platipy.dicom.communication.html |    391 +-
 ...platipy.dicom.dicom_directory_crawler.html |    456 +-
 docs/site/gen/platipy.dicom.download.html     |    382 +-
 docs/site/gen/platipy.dicom.html              |    406 +-
 docs/site/gen/platipy.dicom.io.html           |    437 +
 .../gen/platipy.dicom.nifti_to_rtstruct.html  |    417 +-
 .../gen/platipy.dicom.nifti_to_series.html    |    394 +-
 .../gen/platipy.dicom.rtstruct_to_nifti.html  |    403 +-
 docs/site/gen/platipy.dicom.tests.html        |    455 +-
 docs/site/gen/platipy.html                    |    461 +-
 docs/site/gen/platipy.imaging.atlas.html      |    440 +-
 docs/site/gen/platipy.imaging.augment.html    |    432 +-
 .../platipy.imaging.deformation_fields.html   |    554 +-
 docs/site/gen/platipy.imaging.generation.html |    505 +
 docs/site/gen/platipy.imaging.html            |    426 +-
 docs/site/gen/platipy.imaging.label.html      |    654 +-
 .../platipy.imaging.projects.bronchus.html    |    394 +-
 .../gen/platipy.imaging.projects.cardiac.html |    501 +-
 docs/site/gen/platipy.imaging.projects.html   |    374 +-
 .../gen/platipy.imaging.registration.html     |    837 +-
 docs/site/gen/platipy.imaging.tests.html      |    507 +-
 docs/site/gen/platipy.imaging.utils.html      |    581 +-
 .../gen/platipy.imaging.visualisation.html    |    939 +-
 docs/site/genindex.html                       |   2703 +-
 docs/site/getting_started.html                |    254 +
 docs/site/index.html                          |    425 +-
 docs/site/objects.inv                         |    Bin 4299 -> 12026 bytes
 docs/site/py-modindex.html                    |   1135 +-
 docs/site/registration.html                   |    195 +
 docs/site/search.html                         |    356 +-
 docs/site/searchindex.js                      |      2 +-
 docs/site/visualiser.html                     |    341 +
 docs/visualiser.rst                           |      7 +
 .../README.md                                 |      4 +
 examples/animation.gif                        |    Bin 0 -> 3575173 bytes
 examples/animations/generate_animations.ipynb |    335 -
 .../bronchus_segmentation.ipynb               |      0
 .../bronchus.ipynb => bronchus_service.ipynb} |      0
 .../cardiac_segmentation.ipynb                |      0
 .../cardiac.ipynb => cardiac_service.ipynb}   |      0
 examples/download/README.md                   |      3 -
 examples/generate_animations.ipynb            |    316 +
 .../generate_animations.ipynb                 |    405 -
 ...rate_synthetic_head_neck_deformation.ipynb |     47 +-
 ...enerate_synthetic_lung_deformations.ipynb} |      0
 examples/sample/1_convert_data.ipynb          |    129 -
 .../sample/2_inter_observer_variability.ipynb |    192 -
 examples/sample/3_registration.ipynb          |    258 -
 examples/{download => }/tcia.ipynb            |      0
 examples/visualise.ipynb                      |    379 +
 platipy/cli/nifti_to_rtstruct.py              |     16 +-
 platipy/cli/nifti_to_series.py                |      2 +-
 platipy/cli/rtstruct_to_nifti.py              |      9 +-
 platipy/dicom/download/tcia.py                |      4 +-
 platipy/dicom/tests/test_crawl.py             |    148 +
 platipy/imaging/tests/test_visualiser.py      |     66 +-
 platipy/imaging/visualisation/animation.py    |    120 +-
 platipy/imaging/visualisation/utils.py        |     93 +
 platipy/imaging/visualisation/visualiser.py   |    329 +-
 requirements-dev.txt                          |      1 +
 183 files changed, 698336 insertions(+), 10972 deletions(-)
 rename examples/visualise/visualise_segmentation.ipynb => docs/_examples/visualise.ipynb (97%)
 create mode 100644 docs/examples.rst
 create mode 100644 docs/gen/platipy.dicom.io.rst
 create mode 100644 docs/gen/platipy.imaging.generation.rst
 create mode 100644 docs/getting_started.rst
 create mode 100644 docs/registration.rst
 create mode 100644 docs/site/.doctrees/_examples/visualise.doctree
 create mode 100644 docs/site/.doctrees/examples.doctree
 create mode 100644 docs/site/.doctrees/gen/platipy.dicom.io.doctree
 create mode 100644 docs/site/.doctrees/gen/platipy.imaging.generation.doctree
 create mode 100644 docs/site/.doctrees/getting_started.doctree
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples/visualise.ipynb
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_11_0.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_11_1.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_11_1.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_13_0.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_13_0.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_17_0.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_17_0.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_19_0.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_19_0.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_21_1.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_21_1.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_7_1.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_7_1.svg
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_9_0.png
 create mode 100644 docs/site/.doctrees/nbsphinx/_examples_visualise_9_0.svg
 create mode 100644 docs/site/.doctrees/registration.doctree
 create mode 100644 docs/site/.doctrees/visualiser.doctree
 create mode 100644 docs/site/_examples/visualise.html
 create mode 100644 docs/site/_examples/visualise.ipynb
 create mode 100644 docs/site/_images/_examples_visualise_11_0.png
 create mode 100644 docs/site/_images/_examples_visualise_11_1.svg
 create mode 100644 docs/site/_images/_examples_visualise_13_0.png
 create mode 100644 docs/site/_images/_examples_visualise_13_0.svg
 create mode 100644 docs/site/_images/_examples_visualise_17_0.png
 create mode 100644 docs/site/_images/_examples_visualise_17_0.svg
 create mode 100644 docs/site/_images/_examples_visualise_19_0.png
 create mode 100644 docs/site/_images/_examples_visualise_19_0.svg
 create mode 100644 docs/site/_images/_examples_visualise_21_1.png
 create mode 100644 docs/site/_images/_examples_visualise_21_1.svg
 create mode 100644 docs/site/_images/_examples_visualise_7_1.png
 create mode 100644 docs/site/_images/_examples_visualise_7_1.svg
 create mode 100644 docs/site/_images/_examples_visualise_9_0.png
 create mode 100644 docs/site/_images/_examples_visualise_9_0.svg
 create mode 100644 docs/site/_sources/_examples/visualise.ipynb.txt
 create mode 100644 docs/site/_sources/examples.rst.txt
 create mode 100644 docs/site/_sources/gen/platipy.dicom.io.rst.txt
 create mode 100644 docs/site/_sources/gen/platipy.imaging.generation.rst.txt
 create mode 100644 docs/site/_sources/getting_started.rst.txt
 create mode 100644 docs/site/_sources/registration.rst.txt
 create mode 100644 docs/site/_sources/visualiser.rst.txt
 create mode 100644 docs/site/_static/pygments_dark.css
 create mode 100644 docs/site/_static/scripts/main.js
 create mode 100644 docs/site/_static/scripts/main.js.map
 create mode 100644 docs/site/_static/styles/furo-extensions.css
 create mode 100644 docs/site/_static/styles/furo-extensions.css.map
 create mode 100644 docs/site/_static/styles/furo.css
 create mode 100644 docs/site/_static/styles/furo.css.map
 create mode 100644 docs/site/examples.html
 create mode 100644 docs/site/gen/platipy.dicom.io.html
 create mode 100644 docs/site/gen/platipy.imaging.generation.html
 create mode 100644 docs/site/getting_started.html
 create mode 100644 docs/site/registration.html
 create mode 100644 docs/site/visualiser.html
 create mode 100644 docs/visualiser.rst
 rename examples/{generate_synthetic_deformations => }/README.md (58%)
 create mode 100644 examples/animation.gif
 delete mode 100644 examples/animations/generate_animations.ipynb
 rename examples/{bronchus_segmentation => }/bronchus_segmentation.ipynb (100%)
 rename examples/{service/bronchus.ipynb => bronchus_service.ipynb} (100%)
 rename examples/{cardiac_atlas_segmentation => }/cardiac_segmentation.ipynb (100%)
 rename examples/{service/cardiac.ipynb => cardiac_service.ipynb} (100%)
 delete mode 100644 examples/download/README.md
 create mode 100644 examples/generate_animations.ipynb
 delete mode 100644 examples/generate_synthetic_deformations/generate_animations.ipynb
 rename examples/{generate_synthetic_deformations => }/generate_synthetic_head_neck_deformation.ipynb (90%)
 rename examples/{generate_synthetic_deformations/generate_synthetic_deformations.ipynb => generate_synthetic_lung_deformations.ipynb} (100%)
 delete mode 100644 examples/sample/1_convert_data.ipynb
 delete mode 100644 examples/sample/2_inter_observer_variability.ipynb
 delete mode 100644 examples/sample/3_registration.ipynb
 rename examples/{download => }/tcia.ipynb (100%)
 create mode 100644 examples/visualise.ipynb
 create mode 100644 platipy/dicom/tests/test_crawl.py

diff --git a/.vscode/settings.json b/.vscode/settings.json
index 7a28e90c..ca789f2d 100644
--- a/.vscode/settings.json
+++ b/.vscode/settings.json
@@ -28,5 +28,5 @@
     "python.testing.unittestEnabled": false,
     "python.testing.nosetestsEnabled": false,
     "python.testing.pytestEnabled": true,
-    "python.pythonPath": "/home/robbie/.pyenv/versions/3.8.8/envs/platipy/bin/python"
+    "python.pythonPath": "/usr/bin/python"
 }
\ No newline at end of file
diff --git a/.vscode/tasks.json b/.vscode/tasks.json
index d64b5a81..5c753ea8 100644
--- a/.vscode/tasks.json
+++ b/.vscode/tasks.json
@@ -94,6 +94,7 @@
             "args": [
                 "-b",
                 "html",
+                "-a",
                 "docs",
                 "docs/site"
             ],
diff --git a/Dockerfile b/Dockerfile
index 76bf654f..6c751fa4 100644
--- a/Dockerfile
+++ b/Dockerfile
@@ -1,6 +1,6 @@
 FROM ubuntu:20.04
 
-RUN apt-get update; DEBIAN_FRONTEND="noninteractive" apt-get install -y redis-server git python3-pip libgl1-mesa-glx libsm6 libxext6 libxrender-dev libglib2.0-0
+RUN apt-get update; DEBIAN_FRONTEND="noninteractive" apt-get install -y redis-server git python3-pip libgl1-mesa-glx libsm6 libxext6 libxrender-dev libglib2.0-0 pandoc
 
 RUN ln -s /usr/bin/python3 /usr/bin/python
 RUN ln -s /usr/bin/pip3 /usr/bin/pip
diff --git a/examples/visualise/visualise_segmentation.ipynb b/docs/_examples/visualise.ipynb
similarity index 97%
rename from examples/visualise/visualise_segmentation.ipynb
rename to docs/_examples/visualise.ipynb
index a6128487..1bdd986e 100644
--- a/examples/visualise/visualise_segmentation.ipynb
+++ b/docs/_examples/visualise.ipynb
@@ -4,7 +4,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "# Visualise Image Example\n",
+    "# Visualise Images\n",
     "\n",
     "This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.\n",
     "\n",
@@ -19,10 +19,6 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "%load_ext autoreload\n",
-    "%autoreload 2\n",
-    "%matplotlib inline\n",
-    "\n",
     "# Check if platipy is installed, if not install it.\n",
     "try:\n",
     "    import platipy\n",
@@ -45,7 +41,7 @@
     "# Some utilities we use for generating interesting data\n",
     "from platipy.imaging.registration.utils import convert_mask_to_reg_structure, apply_transform\n",
     "from platipy.imaging.registration.deformable import fast_symmetric_forces_demons_registration\n",
-    "from platipy.imaging.generation.dvf import generate_field_expand\n",
+    "from platipy.imaging.generation.dvf import generate_field_asymmetric_extend\n",
     "from platipy.imaging.label.utils import get_com\n",
     "from platipy.imaging.utils.crop import label_to_roi"
    ]
@@ -213,6 +209,13 @@
     "fig = image_visualiser.show()"
    ]
   },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
   {
    "cell_type": "markdown",
    "metadata": {},
@@ -228,7 +231,7 @@
    "metadata": {},
    "outputs": [],
    "source": [
-    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_expand(contours[\"HEART\"], expand=20)"
+    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_asymmetric_extend(contours[\"HEART\"])"
    ]
   },
   {
@@ -368,9 +371,9 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "2.7.16"
+   "version": "3.6.9"
   }
  },
  "nbformat": 4,
  "nbformat_minor": 2
-}
+}
\ No newline at end of file
diff --git a/docs/cli.rst b/docs/cli.rst
index 6a53fb2d..b28c23f8 100644
--- a/docs/cli.rst
+++ b/docs/cli.rst
@@ -1,10 +1,6 @@
-
+#####################
 Command Line Tools
-==================
-
-.. contents::
-    :local:
-    :backlinks: entry
+#####################
 
 .. click:: platipy.cli.dicom_crawler:click_command
    :prog: dicom_crawler
diff --git a/docs/conf.py b/docs/conf.py
index 41c13be8..d02ebba5 100644
--- a/docs/conf.py
+++ b/docs/conf.py
@@ -12,15 +12,17 @@
 #
 import os
 import sys
-sys.path.insert(0, os.path.abspath('platipy'))
+import shutil
 
-html_theme = 'alabaster'
+sys.path.insert(0, os.path.abspath("platipy"))
+
+html_theme = "furo"
 
 # -- Project information -----------------------------------------------------
 
-project = 'PlatiPy'
-copyright = '2020, Phillip Chlap & Rob Finnegan'
-author = 'Phillip Chlap & Rob Finnegan'
+project = "PlatiPy"
+copyright = "2021, Phillip Chlap & Rob Finnegan"
+author = "Phillip Chlap & Rob Finnegan"
 
 
 # -- General configuration ---------------------------------------------------
@@ -28,22 +30,40 @@
 # Add any Sphinx extension module names here, as strings. They can be
 # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom
 # ones.
-extensions = ['sphinx.ext.autodoc', 'sphinx.ext.coverage', 'sphinx.ext.napoleon', 'sphinx_click']
+extensions = [
+    "sphinx.ext.autodoc",
+    "sphinx.ext.coverage",
+    "sphinx.ext.napoleon",
+    "sphinx_click",
+    "nbsphinx",
+]
 
 # Add any paths that contain templates here, relative to this directory.
-templates_path = ['_templates']
+templates_path = ["_templates"]
 
 # List of patterns, relative to source directory, that match files and
 # directories to ignore when looking for source files.
 # This pattern also affects html_static_path and html_extra_path.
-exclude_patterns = ['_build', 'Thumbs.db', '.DS_Store', 'site']
+exclude_patterns = ["_build", "Thumbs.db", ".DS_Store", "site"]
 
 # Add any paths that contain custom static files (such as style sheets) here,
 # relative to this directory. They are copied after the builtin static files,
 # so a file named "default.css" will overwrite the builtin "default.css".
-html_static_path = ['_static']
+html_static_path = ["_static"]
 
 html_show_sphinx = False
-html_theme = 'neo_rtd_theme'
-import sphinx_theme
-html_theme_path = [sphinx_theme.get_html_theme_path()]
+
+print("Copy example notebooks into docs/_examples")
+
+
+def all_but_ipynb(directory, contents):
+    result = []
+    for c in contents:
+        if os.path.isfile(os.path.join(directory, c)) and (not c.endswith(".ipynb")):
+            result += [c]
+    return result
+
+
+shutil.rmtree("_examples", ignore_errors=True)
+os.mkdir("_examples")
+shutil.copy("../examples/visualise.ipynb", "_examples/visualise.ipynb")
diff --git a/docs/examples.rst b/docs/examples.rst
new file mode 100644
index 00000000..84ecd428
--- /dev/null
+++ b/docs/examples.rst
@@ -0,0 +1,3 @@
+#####################
+Examples
+#####################
diff --git a/docs/gen/platipy.cli.rst b/docs/gen/platipy.cli.rst
index a3d032ba..0acb2d02 100644
--- a/docs/gen/platipy.cli.rst
+++ b/docs/gen/platipy.cli.rst
@@ -52,14 +52,6 @@ platipy.cli.segmentation module
    :undoc-members:
    :show-inheritance:
 
-platipy.cli.sort\_dicom\_from\_directory module
------------------------------------------------
-
-.. automodule:: platipy.cli.sort_dicom_from_directory
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
 platipy.cli.tcia\_download module
 ---------------------------------
 
diff --git a/docs/gen/platipy.dicom.io.rst b/docs/gen/platipy.dicom.io.rst
new file mode 100644
index 00000000..20566e98
--- /dev/null
+++ b/docs/gen/platipy.dicom.io.rst
@@ -0,0 +1,46 @@
+platipy.dicom.io package
+========================
+
+Submodules
+----------
+
+platipy.dicom.io.crawl module
+-----------------------------
+
+.. automodule:: platipy.dicom.io.crawl
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.nifti\_to\_rtstruct module
+-------------------------------------------
+
+.. automodule:: platipy.dicom.io.nifti_to_rtstruct
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.nifti\_to\_series module
+-----------------------------------------
+
+.. automodule:: platipy.dicom.io.nifti_to_series
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.rtstruct\_to\_nifti module
+-------------------------------------------
+
+.. automodule:: platipy.dicom.io.rtstruct_to_nifti
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+
+Module contents
+---------------
+
+.. automodule:: platipy.dicom.io
+   :members:
+   :undoc-members:
+   :show-inheritance:
diff --git a/docs/gen/platipy.dicom.rst b/docs/gen/platipy.dicom.rst
index 2165fd13..2023e293 100644
--- a/docs/gen/platipy.dicom.rst
+++ b/docs/gen/platipy.dicom.rst
@@ -8,11 +8,8 @@ Subpackages
    :maxdepth: 4
 
    platipy.dicom.communication
-   platipy.dicom.dicom_directory_crawler
    platipy.dicom.download
-   platipy.dicom.nifti_to_rtstruct
-   platipy.dicom.nifti_to_series
-   platipy.dicom.rtstruct_to_nifti
+   platipy.dicom.io
    platipy.dicom.tests
 
 Module contents
diff --git a/docs/gen/platipy.dicom.tests.rst b/docs/gen/platipy.dicom.tests.rst
index 639aa9a0..4580dc97 100644
--- a/docs/gen/platipy.dicom.tests.rst
+++ b/docs/gen/platipy.dicom.tests.rst
@@ -4,18 +4,18 @@ platipy.dicom.tests package
 Submodules
 ----------
 
-platipy.dicom.tests.test\_convert\_nifti module
------------------------------------------------
+platipy.dicom.tests.test\_convert module
+----------------------------------------
 
-.. automodule:: platipy.dicom.tests.test_convert_nifti
+.. automodule:: platipy.dicom.tests.test_convert
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.dicom.tests.test\_convert\_rtstruct module
---------------------------------------------------
+platipy.dicom.tests.test\_crawl module
+--------------------------------------
 
-.. automodule:: platipy.dicom.tests.test_convert_rtstruct
+.. automodule:: platipy.dicom.tests.test_crawl
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/gen/platipy.imaging.generation.rst b/docs/gen/platipy.imaging.generation.rst
new file mode 100644
index 00000000..0670e19e
--- /dev/null
+++ b/docs/gen/platipy.imaging.generation.rst
@@ -0,0 +1,46 @@
+platipy.imaging.generation package
+==================================
+
+Submodules
+----------
+
+platipy.imaging.generation.augment module
+-----------------------------------------
+
+.. automodule:: platipy.imaging.generation.augment
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.dvf module
+-------------------------------------
+
+.. automodule:: platipy.imaging.generation.dvf
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.image module
+---------------------------------------
+
+.. automodule:: platipy.imaging.generation.image
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.mask module
+--------------------------------------
+
+.. automodule:: platipy.imaging.generation.mask
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+
+Module contents
+---------------
+
+.. automodule:: platipy.imaging.generation
+   :members:
+   :undoc-members:
+   :show-inheritance:
diff --git a/docs/gen/platipy.imaging.label.rst b/docs/gen/platipy.imaging.label.rst
index 229a5c81..3cce268d 100644
--- a/docs/gen/platipy.imaging.label.rst
+++ b/docs/gen/platipy.imaging.label.rst
@@ -4,18 +4,42 @@ platipy.imaging.label package
 Submodules
 ----------
 
-platipy.imaging.label.label\_comparison module
-----------------------------------------------
+platipy.imaging.label.comparison module
+---------------------------------------
 
-.. automodule:: platipy.imaging.label.label_comparison
+.. automodule:: platipy.imaging.label.comparison
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.label.label\_operations module
-----------------------------------------------
+platipy.imaging.label.fusion module
+-----------------------------------
 
-.. automodule:: platipy.imaging.label.label_operations
+.. automodule:: platipy.imaging.label.fusion
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.iar module
+--------------------------------
+
+.. automodule:: platipy.imaging.label.iar
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.projection module
+---------------------------------------
+
+.. automodule:: platipy.imaging.label.projection
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.utils module
+----------------------------------
+
+.. automodule:: platipy.imaging.label.utils
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/gen/platipy.imaging.projects.cardiac.rst b/docs/gen/platipy.imaging.projects.cardiac.rst
index c848b01a..79deac08 100644
--- a/docs/gen/platipy.imaging.projects.cardiac.rst
+++ b/docs/gen/platipy.imaging.projects.cardiac.rst
@@ -20,14 +20,6 @@ platipy.imaging.projects.cardiac.service module
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.projects.cardiac.utils module
----------------------------------------------
-
-.. automodule:: platipy.imaging.projects.cardiac.utils
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
 
 Module contents
 ---------------
diff --git a/docs/gen/platipy.imaging.registration.rst b/docs/gen/platipy.imaging.registration.rst
index e8dd8636..aa12582a 100644
--- a/docs/gen/platipy.imaging.registration.rst
+++ b/docs/gen/platipy.imaging.registration.rst
@@ -4,10 +4,26 @@ platipy.imaging.registration package
 Submodules
 ----------
 
-platipy.imaging.registration.registration module
-------------------------------------------------
+platipy.imaging.registration.deformable module
+----------------------------------------------
 
-.. automodule:: platipy.imaging.registration.registration
+.. automodule:: platipy.imaging.registration.deformable
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.registration.linear module
+------------------------------------------
+
+.. automodule:: platipy.imaging.registration.linear
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.registration.utils module
+-----------------------------------------
+
+.. automodule:: platipy.imaging.registration.utils
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/gen/platipy.imaging.rst b/docs/gen/platipy.imaging.rst
index 643afe89..03c08b7c 100644
--- a/docs/gen/platipy.imaging.rst
+++ b/docs/gen/platipy.imaging.rst
@@ -7,9 +7,7 @@ Subpackages
 .. toctree::
    :maxdepth: 4
 
-   platipy.imaging.atlas
-   platipy.imaging.augment
-   platipy.imaging.deformation_fields
+   platipy.imaging.generation
    platipy.imaging.label
    platipy.imaging.projects
    platipy.imaging.registration
diff --git a/docs/gen/platipy.imaging.tests.rst b/docs/gen/platipy.imaging.tests.rst
index cd5cadae..738c7d60 100644
--- a/docs/gen/platipy.imaging.tests.rst
+++ b/docs/gen/platipy.imaging.tests.rst
@@ -4,10 +4,10 @@ platipy.imaging.tests package
 Submodules
 ----------
 
-platipy.imaging.tests.pull\_data module
----------------------------------------
+platipy.imaging.tests.data module
+---------------------------------
 
-.. automodule:: platipy.imaging.tests.pull_data
+.. automodule:: platipy.imaging.tests.data
    :members:
    :undoc-members:
    :show-inheritance:
@@ -28,6 +28,14 @@ platipy.imaging.tests.test\_cardiac module
    :undoc-members:
    :show-inheritance:
 
+platipy.imaging.tests.test\_visualiser module
+---------------------------------------------
+
+.. automodule:: platipy.imaging.tests.test_visualiser
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
 
 Module contents
 ---------------
diff --git a/docs/gen/platipy.imaging.utils.rst b/docs/gen/platipy.imaging.utils.rst
index e6d7aad0..fda4ea1a 100644
--- a/docs/gen/platipy.imaging.utils.rst
+++ b/docs/gen/platipy.imaging.utils.rst
@@ -4,10 +4,34 @@ platipy.imaging.utils package
 Submodules
 ----------
 
-platipy.imaging.utils.tools module
+platipy.imaging.utils.crop module
+---------------------------------
+
+.. automodule:: platipy.imaging.utils.crop
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.lung module
+---------------------------------
+
+.. automodule:: platipy.imaging.utils.lung
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.valve module
 ----------------------------------
 
-.. automodule:: platipy.imaging.utils.tools
+.. automodule:: platipy.imaging.utils.valve
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.vessel module
+-----------------------------------
+
+.. automodule:: platipy.imaging.utils.vessel
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/gen/platipy.imaging.visualisation.rst b/docs/gen/platipy.imaging.visualisation.rst
index f1834a6b..eaf0c589 100644
--- a/docs/gen/platipy.imaging.visualisation.rst
+++ b/docs/gen/platipy.imaging.visualisation.rst
@@ -4,50 +4,26 @@ platipy.imaging.visualisation package
 Submodules
 ----------
 
-platipy.imaging.visualisation.Python3DMesh module
--------------------------------------------------
+platipy.imaging.visualisation.animation module
+----------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.Python3DMesh
+.. automodule:: platipy.imaging.visualisation.animation
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.visualisation.VesselSurfaces\-Auto module
----------------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.VesselSurfaces-Auto
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.crosshairs module
------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.crosshairs
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.surface\_operations module
---------------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.surface_operations
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.tools module
+platipy.imaging.visualisation.utils module
 ------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.tools
+.. automodule:: platipy.imaging.visualisation.utils
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.visualisation.vis\_tools module
+platipy.imaging.visualisation.visualiser module
 -----------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.vis_tools
+.. automodule:: platipy.imaging.visualisation.visualiser
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/getting_started.rst b/docs/getting_started.rst
new file mode 100644
index 00000000..e1e0540c
--- /dev/null
+++ b/docs/getting_started.rst
@@ -0,0 +1,44 @@
+#####################
+Getting Started
+#####################
+
+************
+Installation
+************
+
+Currently this repository is not available in the official Python repositories. However, you can
+install it with pip using the following command:
+
+``pip install git+git://github.com/pyplati/platipy``
+
+If you have already installed the library, you can install the latest updates using:
+
+``pip install --upgrade git+git://github.com/pyplati/platipy``
+
+***************
+Getting Started
+***************
+
+Command Line Interface (CLI)
+============================
+
+Once you have installed PlatiPy, the ``platipy`` command should be available in your environment.
+Try the following command to check that is is working:
+
+``platipy --help``
+
+This lists the different tools which are available via the command line interface. Learn more about
+these tools and how to use them here: :doc:`here <cli>`.
+
+Python
+======
+
+Jupyter Notebooks
+-----------------
+
+The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
+functionality from your Python code:
+
+* `Nifti to RTStruct <https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb>`_
+* `RTStruct to Nifti <https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb>`_
+* `Visualise Segmentation <https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb>`_
diff --git a/docs/index.rst b/docs/index.rst
index 83258c8d..4c527f06 100644
--- a/docs/index.rst
+++ b/docs/index.rst
@@ -1,19 +1,7 @@
-.. PlatiPy documentation master file, created by
-   sphinx-quickstart on Thu Nov 19 00:32:10 2020.
-   You can adapt this file completely to your liking, but it should at least
-   contain the root `toctree` directive.
-
 #####################
 PlatiPy documentation
 #####################
 
-
-.. toctree::
-   :maxdepth: 3
-   :caption: Contents:
-
-   index
-
 PlatiPy is a **P**\ rocessing **L**\ ibrary and **A**\ nalysis **T**\ oolkit for Medical 
 **I**\ maging in **Py**\ thon. It contains a collections of tools and scripts useful for processing
 and analysis of medical images.
@@ -22,56 +10,25 @@ Generally these tools are accesible via a Command Line Interface or by calling t
 script directly. Examples are provided in Jupyter Notebooks to demonstrate how to use them from
 within Python code.
 
-************
-Installation
-************
-
-Currently this repository is not available in the official Python repositories. However, you can
-install it with pip using the following command:
-
-``pip install git+git://github.com/pyplati/platipy``
-
-If you have already installed the library, you can install the latest updates using:
-
-``pip install --upgrade git+git://github.com/pyplati/platipy``
-
-***************
-Getting Started
-***************
-
-Command Line Interface (CLI)
-============================
-
-Once you have installed PlatiPy, the ``platipy`` command should be available in your environment.
-Try the following command to check that is is working:
-
-``platipy --help``
-
-This lists the different tools which are available via the command line interface. Learn more about
-these tools and how to use them here: :doc:`here <cli>`.
-
-Python
-======
-
-Jupyter Notebooks
------------------
-
-The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
-functionality from your Python code:
+.. toctree::
+    :caption: Introduction
+    :maxdepth: 2
+    :hidden:
 
-* `Nifti to RTStruct <https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb>`_
-* `RTStruct to Nifti <https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb>`_
-* `Visualise Segmentation <https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb>`_
+    getting_started
 
-Module Reference
-----------------
+.. toctree::
+    :caption: Features
+    :maxdepth: 2
+    :hidden:
 
-You can find more detailed documentation on how to use the different classes and functions found in
-PlatiPy :doc:`here <gen/modules>`.
+    visualiser
+    registration
+    cli
 
-*****
-Links
-*****
+.. toctree::
+    :caption: Examples
+    :maxdepth: 2
+    :hidden:
 
-* :doc:`cli`
-* :doc:`PlatiPy Modules <gen/modules>`
+    _examples/visualise
diff --git a/docs/registration.rst b/docs/registration.rst
new file mode 100644
index 00000000..2ecc770d
--- /dev/null
+++ b/docs/registration.rst
@@ -0,0 +1,3 @@
+#####################
+Registration
+#####################
diff --git a/docs/site/.buildinfo b/docs/site/.buildinfo
index b0ffe85d..a1994dc0 100644
--- a/docs/site/.buildinfo
+++ b/docs/site/.buildinfo
@@ -1,4 +1,4 @@
 # Sphinx build info version 1
 # This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done.
-config: bc938bb4b8ae01756fa0a4f47203b7e4
+config: 7a7b7ef19bc3491fef0c8699d0801f79
 tags: 645f666f9bcd5a90fca523b33c5a78b7
diff --git a/docs/site/.doctrees/_examples/visualise.doctree b/docs/site/.doctrees/_examples/visualise.doctree
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diff --git a/docs/site/.doctrees/cli.doctree b/docs/site/.doctrees/cli.doctree
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diff --git a/docs/site/.doctrees/gen/modules.doctree b/docs/site/.doctrees/gen/modules.doctree
index 004a78292a075c6280ec599be4d90a384fcf8fd3..bdcca08a316c245046e9ce95cd20fdf37b12ea65 100644
GIT binary patch
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delta 349
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diff --git a/docs/site/.doctrees/gen/platipy.backend.doctree b/docs/site/.doctrees/gen/platipy.backend.doctree
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GIT binary patch
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diff --git a/docs/site/.doctrees/gen/platipy.backend.sample.doctree b/docs/site/.doctrees/gen/platipy.backend.sample.doctree
index 124e04d4024bcbed63e672eac852784e8eabcb80..3f2f77418ca68a39db19f0e5399164b297a7e6ec 100644
GIT binary patch
delta 853
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diff --git a/docs/site/.doctrees/gen/platipy.cli.doctree b/docs/site/.doctrees/gen/platipy.cli.doctree
index a82b82315c716b017e7d3988f4f699dc52e0b44b..63a2ed75e5cbd447c86f1e9fc9e641cac76743bb 100644
GIT binary patch
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.communication.doctree b/docs/site/.doctrees/gen/platipy.dicom.communication.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.dicom_directory_crawler.doctree b/docs/site/.doctrees/gen/platipy.dicom.dicom_directory_crawler.doctree
index 9ba5b47a6582dd3ff43f5238c117ee9906976760..e79ffc7deb4de7770bdc2de481ce41f64adb2616 100644
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.doctree b/docs/site/.doctrees/gen/platipy.dicom.doctree
index 7a1be064b4fb1a2e269831706e1803ea4c11cce1..54b609d8fd5e4c2e4a9e9d70c495194d11ce6b8d 100644
GIT binary patch
delta 878
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.download.doctree b/docs/site/.doctrees/gen/platipy.dicom.download.doctree
index 24f30c841d8bb78ccae7ac0d88001ee4a79e03f1..3f154094e2861d8862498d2b22eccc5291d63ac7 100644
GIT binary patch
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.nifti_to_rtstruct.doctree b/docs/site/.doctrees/gen/platipy.dicom.nifti_to_rtstruct.doctree
index a2cb8db5e43d617acfe9017743efda825116d74d..698f0c941bd125af31914ef58f0769373489ac81 100644
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.nifti_to_series.doctree b/docs/site/.doctrees/gen/platipy.dicom.nifti_to_series.doctree
index 877f9712851c0efe51e008db36564687ec27cf89..7b0f28f31e87e4152a23bb9b434d0456cba0ef80 100644
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.rtstruct_to_nifti.doctree b/docs/site/.doctrees/gen/platipy.dicom.rtstruct_to_nifti.doctree
index 6e64964eedc5a3ae268e7a618437c93ef77611d2..72e649473ef5403b1329b608a3db992641646871 100644
GIT binary patch
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diff --git a/docs/site/.doctrees/gen/platipy.dicom.tests.doctree b/docs/site/.doctrees/gen/platipy.dicom.tests.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.imaging.augment.doctree b/docs/site/.doctrees/gen/platipy.imaging.augment.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.imaging.deformation_fields.doctree b/docs/site/.doctrees/gen/platipy.imaging.deformation_fields.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.imaging.projects.bronchus.doctree b/docs/site/.doctrees/gen/platipy.imaging.projects.bronchus.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.imaging.projects.cardiac.doctree b/docs/site/.doctrees/gen/platipy.imaging.projects.cardiac.doctree
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diff --git a/docs/site/.doctrees/gen/platipy.imaging.utils.doctree b/docs/site/.doctrees/gen/platipy.imaging.utils.doctree
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diff --git a/docs/site/.doctrees/index.doctree b/docs/site/.doctrees/index.doctree
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diff --git a/docs/site/.doctrees/nbsphinx/_examples/visualise.ipynb b/docs/site/.doctrees/nbsphinx/_examples/visualise.ipynb
new file mode 100644
index 00000000..f0ffc0ec
--- /dev/null
+++ b/docs/site/.doctrees/nbsphinx/_examples/visualise.ipynb
@@ -0,0 +1,568 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Visualise Images\n",
+    "\n",
+    "This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.\n",
+    "\n",
+    "## Import Modules\n",
+    "\n",
+    "The following cell imports the modules needed for this example. This 'ImageVisualiser' class does most of the heavy lifting regarding visualisation. It has a number of helpful functions, and makes adding additional information to an image (relatively) pain-free."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T06:57:41.006736Z",
+     "iopub.status.busy": "2021-05-25T06:57:41.004634Z",
+     "iopub.status.idle": "2021-05-25T06:57:41.793452Z",
+     "shell.execute_reply": "2021-05-25T06:57:41.793000Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Check if platipy is installed, if not install it.\n",
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
+    "# The ImageVisualiser clas\n",
+    "from platipy.imaging import ImageVisualiser\n",
+    "\n",
+    "# Function to grab some test data\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "# Usual suspects\n",
+    "import numpy as np\n",
+    "import SimpleITK as sitk\n",
+    "from pathlib import Path\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "# Some utilities we use for generating interesting data\n",
+    "from platipy.imaging.registration.utils import convert_mask_to_reg_structure, apply_transform\n",
+    "from platipy.imaging.registration.deformable import fast_symmetric_forces_demons_registration\n",
+    "from platipy.imaging.generation.dvf import generate_field_asymmetric_extend\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "from platipy.imaging.utils.crop import label_to_roi"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Download Test Data\n",
+    "\n",
+    "Some Lung test data from LCTSC is fetched here for use in this example notebook."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T06:57:41.798008Z",
+     "iopub.status.busy": "2021-05-25T06:57:41.797353Z",
+     "iopub.status.idle": "2021-05-25T07:01:00.520697Z",
+     "shell.execute_reply": "2021-05-25T07:01:00.522078Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "input_directory = get_lung_nifti()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Read in the data\n",
+    "\n",
+    "- ct_image: the x-ray computed tomography scan (3D)\n",
+    "- contours: a dictionary of binary masks"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:00.534917Z",
+     "iopub.status.busy": "2021-05-25T07:01:00.533821Z",
+     "iopub.status.idle": "2021-05-25T07:01:02.720289Z",
+     "shell.execute_reply": "2021-05-25T07:01:02.720858Z"
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "pat_directory = input_directory.joinpath(\"LCTSC-Test-S1-101\")\n",
+    "\n",
+    "# Read in the CT image\n",
+    "ct_filename = next(pat_directory.glob(\"**/IMAGES/*.nii.gz\"))\n",
+    "ct_image = sitk.ReadImage(ct_filename.as_posix())\n",
+    "\n",
+    "# Read in the RTStruct contours as binary masks\n",
+    "contour_filename_list = list(pat_directory.glob(\"**/STRUCTURES/*.nii.gz\"))\n",
+    "\n",
+    "contours = {}\n",
+    "for contour_filename in contour_filename_list:\n",
+    "    _name = contour_filename.name.split(\".nii.gz\")[0].split(\"RTSTRUCT_\")[-1]\n",
+    "    \n",
+    "    contours[_name] = sitk.ReadImage(contour_filename.as_posix())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image with Contours\n",
+    "\n",
+    "Here we define 'cut', the location of orthogonal slices\n",
+    "\n",
+    "- cut: (\n",
+    "        transaxial slice location *or* first axis,\n",
+    "        coronal slice location *or* second axis,\n",
+    "        saggital slice location *or* third axis,\n",
+    "        )\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:02.725625Z",
+     "iopub.status.busy": "2021-05-25T07:01:02.724872Z",
+     "iopub.status.idle": "2021-05-25T07:01:08.000917Z",
+     "shell.execute_reply": "2021-05-25T07:01:08.001504Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1006: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n",
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1015: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n",
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1022: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x640.8 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=(50,256,256))\n",
+    "image_visualiser.add_contour(contours)\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image without Contours\n",
+    "\n",
+    "Here we change the intensity windowing, for example to better visualise lung tissue\n",
+    "\n",
+    "- window: (\n",
+    "        minimum intensity,\n",
+    "        range in intensity\n",
+    "        )\n",
+    "        \n",
+    "It is also possible to use difference colormaps to display the image.\n",
+    "\n",
+    "We can also change the field of view, for example using to the lung volumes.\n",
+    "\n",
+    "We also don't need to set 'cut', in which case the middle of the image volume is displayed.\n",
+    "\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:08.019511Z",
+     "iopub.status.busy": "2021-05-25T07:01:08.018527Z",
+     "iopub.status.idle": "2021-05-25T07:01:10.259050Z",
+     "shell.execute_reply": "2021-05-25T07:01:10.258462Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x373.732 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, window=(-900, 1100), colormap=plt.cm.get_cmap(\"terrain\"), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"LUNG_L\"] + contours[\"LUNG_R\"])\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image using Projection\n",
+    "\n",
+    "Another way to visualise a 3D image volume is using a projection. Here we demonstrate a mean intensity projection."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:10.277667Z",
+     "iopub.status.busy": "2021-05-25T07:01:10.276988Z",
+     "iopub.status.idle": "2021-05-25T07:01:15.388464Z",
+     "shell.execute_reply": "2021-05-25T07:01:15.388924Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x640.8 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, projection=True, window=(0.3,0.8))\n",
+    "\n",
+    "image_visualiser.add_bounding_box(label_to_roi(contours[\"HEART\"], return_as_list=True), name=\"HEART BOUNDING BOX\")\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Scalar Field on Image\n",
+    "\n",
+    "There are also tools to visualise scalar fields. Here is an example using a normalised distance map, which we compute for the heart volume."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:15.398219Z",
+     "iopub.status.busy": "2021-05-25T07:01:15.397402Z",
+     "iopub.status.idle": "2021-05-25T07:01:24.568262Z",
+     "shell.execute_reply": "2021-05-25T07:01:24.569168Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x355.131 with 5 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ndm_heart = convert_mask_to_reg_structure(contours[\"HEART\"], expansion=1)\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name=\"Heart\", show_legend=True)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART\"], expansion=30)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Overlay Vector Fields on Image\n",
+    "\n",
+    "We can also display vector fields. Here we compute one, simulated by expanding the heart volume by 5mm (for this simulation, we also use some nice tools in platipy)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:24.618467Z",
+     "iopub.status.busy": "2021-05-25T07:01:24.617757Z",
+     "iopub.status.idle": "2021-05-25T07:01:45.738086Z",
+     "shell.execute_reply": "2021-05-25T07:01:45.737610Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_asymmetric_extend(contours[\"HEART\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:45.742239Z",
+     "iopub.status.busy": "2021-05-25T07:01:45.741589Z",
+     "iopub.status.idle": "2021-05-25T07:01:51.134483Z",
+     "shell.execute_reply": "2021-05-25T07:01:51.133985Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 504x422.663 with 5 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.75,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Compare two Images\n",
+    "\n",
+    "We can also visualise comparisons between images. This can be helpful for checking registration performance visually.\n",
+    "\n",
+    "In this example, we deform the ct_image using the transformation above (heart expansion).\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:51.140178Z",
+     "iopub.status.busy": "2021-05-25T07:01:51.139617Z",
+     "iopub.status.idle": "2021-05-25T07:02:12.982403Z",
+     "shell.execute_reply": "2021-05-25T07:02:12.982895Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 504x422.663 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ct_image_deformed = apply_transform(\n",
+    "    input_image=ct_image,\n",
+    "    reference_image=None,\n",
+    "    transform=tfm_expansion,\n",
+    "    default_value=-1000,\n",
+    "    interpolator=sitk.sitkBSpline,\n",
+    ")\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7, window=(-40, 200))\n",
+    "\n",
+    "image_visualiser.add_comparison_overlay(ct_image_deformed)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Combine Visualisations\n",
+    "\n",
+    "For experienced matplotlib users, it is also possible to customise the figure after it has been created. We can add test, more axes, etc. as usual..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:02:12.985939Z",
+     "iopub.status.busy": "2021-05-25T07:02:12.985381Z",
+     "iopub.status.idle": "2021-05-25T07:02:19.063512Z",
+     "shell.execute_reply": "2021-05-25T07:02:19.064054Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Text(0.5, 0, 'Results')"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 648x543.424 with 7 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=9)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.5,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()\n",
+    "\n",
+    "# Here we can add stuff to the figure\n",
+    "\n",
+    "fig.text(0.99, 0.99, \"TEST VISUALISATION\", va=\"top\", ha=\"right\", fontsize=14)\n",
+    "fig.text(0.99, 0.96, \"using platipy\", va=\"top\", ha=\"right\", fontsize=12, style=\"italic\", c=\"red\");\n",
+    "\n",
+    "test_axis = fig.add_axes( (0.85, 0.55, 0.1, 0.1) )\n",
+    "test_axis.hist(np.random.random(1000), histtype=\"stepfilled\", fc = \"#1144EE\", ec=None)\n",
+    "test_axis.set_xlabel(\"Results\")\n",
+    "\n",
+    "# Optionally, save the figure\n",
+    "# fig.savefig(\"./output.jpeg\", dpi=500)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.6.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/site/.doctrees/nbsphinx/_examples_visualise_11_0.png b/docs/site/.doctrees/nbsphinx/_examples_visualise_11_0.png
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rXnnlld0z1Q2do6Mj2rbd9f3z+ZzNZsNgMODmrZsMBgOSJKHX7REnCXmWkWeyFZtOp4xGI46Oj4jjGMM06HV7nJ6ecufOHSzL4urqirqpUTWVV155hYuLC27fvs2jR4/+yIn8hw1ts9lQ1RWuI1HYOI558OABr776KpZt8eorr/KZz3yG0+endDodxuMxTdOwWCzI85yqqlgul0RRxGQy4datW+R5saMQdENnf3+f/f19bt68yTbcMugP6HQ6VHXFYrHg8PBQ9py9LqZhMhqNCIIA27bRDX3XU73++usMh0POz8+xbZsbN24wmUw4PT3F9+WufX52xt7eWKKLs5n8fL2hyAscx2E0HPHuu+9ydnpGWZY79LquaxzHwXVdev0eWZ7x+NFjttaWqqy4ffs2QhE8e/oMx3F2O+3Z2RlFUbBaroijiL3xGNMy6ff7u/J+OBxyfHzM48ePcV0XXdclUNfv8fFPfBzTMknTlPFozHA0ZLPe0Ak6XL92fVdFRHFEr9tjvVnz+PHjXWnquC6aprJerVGEwuHhIZ7ncffuXbbbLcfHx2y3W0zTxLIsiqLgc5/73O+Ler6M0WjEvXv32D/Y58GDBziOw5uf+hRt23Dz5k2urq4oC7mwKIrC9Rs3MEyDd995V+6gWYqiKGy32x1AOBgOWC1X37DT9Pt9yrKgLEq22y29Xg/f97lz5w5ZLtusl3SfbuhcXV5R1zVHR0cApGlK3dQ0TUPbtsRxzPXr17lz9w5hGLJZb3BcB9/zubi44M033+RXf/VXEYpA13Wqqt5VA03T8P5776GospS+fecOt2/d4unTp6RpymQy4fDokO12S93UCCFkayXYVVoA//GP/cf4vv9NCdzr9STL8scc2tnZGZ4nqaLhaMhkMqGsSlzP5drgGt1ulw/e/2AHJmUvdqTxeExZljx7LnvPmzdvkqYpaZpi2zadQCbocrmkKAqJTtc1lmmRJInkCi0T13WpKpnIWZ5x69YthBBUdcXDhw/ZbDa7FTRJEk5PT9lutxwcHpDnOZqmkRc5R0dHaJq2A6s26w1t2+I4DlEUcXxyLNuEMMQwDN555x1u3brFybUTLi4v6PV6WJYlOXBdQ9d1ibZfXXJ6esobb7xBt9fdLR5BENDpdBgMBlRVteOJ4zjm4vwCy7a42bv54uUzqOoKRVHodDpsw+2uZ9zb2yOKIpIk4bXXXmMwGPD8+XNs2+bk2glXl1dEcSTL0BdAT1M3bMMtZVUyFOwom5eAnmma3Lp9i69//esAHB0d7RbfoiwYDAYAvPvuu/zrf/2vAdmD6bq+K4vDMJQceF5weHDID/3QD/Ho8SPMFyDT1dUVeZGzWq34nd/5HfIs2/2Ot995m85ehzAMqetaUnWmSUvL2dkZhmFQ1zXTqexRX6LRBwcHeJ4nMYU0Yz6fk6Ypy+WSTqdD3TQ8f/581570+30EAtu2sSyLKI64vLrk7t27zGdzPvzwQ4qikFzyi0qhbVtMw0QRCsvFgrqWFdxLoOrlvTk+PiIIgh3SrGkamiq1EYv5Ak3T8H1fvm/zxY6NsSyLpmm+KdG+E8kLoN28dRNN1cjyHN/zGQ6H/PAP/zCO4zIcDmnqhi9/+cu71TsIAnxPIrTzxRzf93dii+FwSBAEaJrGZrshjmMA4iRmvV4jhEAogtl0huvJxK2qSr6MRYlpmfi+z3ojS6TpZEpVVXS7Xe7cucP5+TlxHKPruqQQigLbsjk6klTR3nhvt6NOsgnXrl0jThJu3rzJcDTk/ffeZzKZcPPmTTRN486dO9RNzSc/8UlUVZXXst1yeXlJv98n6AVcTa52DyBNU3q93g4jEEIwGAx2yWtZltxtBgOmsymKUGjbliSJmc9nqIpKXhS7nxWGIZdXl6iKSt3UPH/+HEVVmM1mJEmC7dgv2hi50DV1g+M6BEGwwyratsX3ffb39rl16xYtLR9++CFBELC/vw9IIGk+mzOfz/EDn3uv3EMIwY0bN7h+4zqPHj7alZgvk+rJ4ydcXFyQZzmKovDmm28yHo+5/8F9irLk4vyC1XKFZVqyTXkB3F1dXRGFEWmQ8slPfpKryRXLxZLNZrMr633fZxtuybMc13F33LDruuR5zoMHD5jNZmRZJhOibQjDkEG/T1PXvPPOOxwcHPDGG29Iak6X718n6HD6/BRd03co8/7+PgeHB2Rpxmw24969e5iWiWXLXvzi4oKHjx7y5htvcnJyghCCspLVxfPnz7EsC6EIVEXdXUscxXS6nZ3Io65rLMtiNB7x9MnTnf7g4uLijwwwftsJPB6PcR2XR48e7frFo0PZO9y+fZvnz09pmoYkSajrWiJ1ccx4PMb3fFarNYZhUJblrge5uLzk/v37TKdTPM9DEQpJkhAEAZZhMRgM2G63RHGEaZgEXsDxPalEKYqC4+Njirwg3MpdwDANTo5PeOutt1gul/J3+z6WKekh13XRVI1ltGQ4GtLr9V6Udte5upS0jeu6jPfGKIrCzZs3Aej2uhR5QeAHzOfzXU/U7XXlzqnr9Lo9fM/HdV15LYbxgr81ePb0KZ7nSaL+BXKfF7lcDMpqJzxYLBYAKKrC5eUFjx89JggCPv/5z1PXNQeHBxi6VIC99957zGdzLMvi3Xff5cnjJ9y9K3vsqqp2/bTruliWheM4WJbFcrnknXfe2SW9EILj42N07d8vNqvVavcsDVMi7zdv3sQ0TExTIrNPnz7FcRzOL8756le+yvVr13e77LXr117QfhpN25CmslTOi5zADwDJnWqaRq/XkwtRLAGkFrnQ3Lp1i0ePHmHbNsvlkqurKzzXw/O9HRB1dXW1qwpNy2RyNaHX65Hnsj8FdovoS9pqOBzuqkJVVRGKXFxf7qhJmjCfzen1ekRRhCIEWZ7Jfr7fR9M0ur0uURgxm8042D+QnHZZ7kRFuq5LpZemo+s6s9mMKIy4cfMGSZqgqRrr9ZqHDx/uADX7xUJx//7970gya+E2ZDqZ8vTpU8bjMZ4vAZI4iqUKKU1xPZckSbB0C92QYMtwOGQwHGDNpsRRRBAE1HVNkiayPy5yer0e2YvSajgcsl6vWSwXcsfPMppagjdBEBAEAdvtlmvXrrHdyr6z0+lgWRYnJyfYls1oNMK27V2/XOQFaZqiaRpxkrDdytL06PAITddZLpe73vilQkgosnfxPI84jlkuljsqTAiBoip4rkcSJ5LU11TKosQwDJ6fPuf0+Sm2bXPt+jWyPKOqKvYP9vnw/odsNhs83+f07JSnTyVviRBcXF7Svli566bm8uKS0XjEwwcPXwhCJI2kKArPnsve6fhILmK6oaOoCpqmya8tfYf+Z1mGbuiIXLC/v08cxWiqxuuvvc4HH3zAfDHn9u3b7JV7rFdrriYSlKyqCtM0KcqCo0MJ0ty4cYMHH0pK7OTaCW+88Qaj4YiTkxMePnzIxcXFbld0HId+r892s+Xo+Ignj5+w2Wzo9/t0u10cx8F2bN577z3Ozs64eesmjuMwHskEa5oGx3HodrtMJhO5I1oWURTR7crF0zQljlDVFUdHR9i2TRRFsj99gUeEYUjbtozHYxzH2YGRq9WKlpayLKmqijCU73gYSopvs9ns2p2XXPjp6Sm04PkeylRWTrom5ZUgpbdRHLOcL9nb38P3/Z1iD6DIpXw0y7Ldwua67q5ie1mh/HHFS9pJe/DgwU4lc3l5yTX9GiDRyKvLK6qq2u123W4XVVPp9/tcXV1JqZxtg4AgCHj/g/cluV8U+L5PJ+iw2W6YTqY72me5XKJqKkEQsNlsMEy58zx48IBurysR8eWSpmlQVYlkTq6k8OEHfuAHdjc9DCNcx2E0HtHtdKnqitdfe50HDx5gmbLU2aw3aJpGp9NhtV59A994cXGB4zqs12teAnm6puN6sqQrioIojthsNlycX+D53m4Fvn///o5y01SNOI757d/+bWzb5tatWxRFzmaz4Vd+5VcYDoc7tZfneZxcO9lRZm+88QabzUZiAZ4rOeRW0O116XQ7OI7LeDSWookkxTAllTF7seD6vk+e55RNybXb17l54yZXkyu5Q9YNumOgKiqnT0+lTLbIuLq6wvVc2roBRTCbzQijkPPLcyzL4uDogNHeCN/16Q/6mJbJsD9kPp0xWUzpdDtkaUbbtuwf7KPruizRl3NaRUpqZ7MZRVXguxI8un33DjSyDamrmrZtJW7QyF15MByQJimXF5c7GW+n09kBP27g0u/32Ww2bLfbb0iGxWJBVVXYjs3Tp09RFIXnz5/LpHkBVrmuy2AwkHJP36fT7cgKMIqwLIvtdit7Y9PED/xdudy2LQcHBzx9+nS3k5ovtPJhGDIYDDAti9lsJgHgJOZLX/wSWZbt2sf/UL/8xxGDwWBX1WnbcMvx0TG2bbPZbHaJq+s6dVNL3hbJ6768WYZpsFwuCfwA78h7sdPAcrFEURSyPCMMQ3RNx7ZsCSptN4TbUErSel18zyfcSnJeURQuLy/JcgkYDAdDyd25DrTywTdtQ7fTRdd1mZybNUWRs7+3T5ZnFLlEM5MkwTCM3e4YxzGWZXF2dsZoONqV+0maSIGEL6mcZ8+fsd1u8T2ffr/PgwcPWK/X3Lp1S3LiszmKqmDbNvP5fPeyvPrqq/R6PQ4PD7n3yj0s05KCg2vXefLkCZoqZXyWY3Hjxo2d4OWNz7xBkRQ8fPCQiorR4Qjf9snTHKEL2a6oGmnesr5cSXrHFKzjDVVVk2xiNpM1TsfF9zx+J/kdVEvDzkwunp5zODqgoeXJe48RCC7nl+RGSbyMEIogKVLiTYTpWdRFjd136F8bYAidZJbizl1MDKrTUkpWD24gNhCbCdWmpKplhXT66BR37DHqDAlFTKykOF2X6XJK4Pl85o3P0BkF6LnO46ePqY4q5ldzqqJiu9mSpRkf3v+Q4WiI58uqqNfvSUbCNOWC/YJ2SpJEbhjIEnq5XO4WY1WTlNvLsvUlxTmbznYshmmaHB0dcXLtGovFgr29Pcqy3LUBF5cXZGnGyckJeZ7j+7I6evn7PM9juVp+w+/f398nSRPefeddptPpN9Fy34l4mbwAmq4bdLtdZnO5itRVvaNfer3e7oKEIiRv2+/voP22ael0OxKsebGabsMtTd3QNi1XkyvGozGu6+7EGIdHh1imBHu63S5BIFU3y+WSuql35dJisaAKJYDleR5PnzzdIYmqInvMSqu4vLyk0+mQJFJIoOs6WZ6x3W7JcwnANE3DeDTm6OiI+Vwm4kvAan9/nzRLpT7XtHj76TskL9Q9g8Fg17e4rovt2Oia7MEeP37M4dEhb3z6Tfqe7J3uvnaPcLHF7wdQtOiKxmg4puMFlN2Ggd0jnsb4ez7CVxnQZym6bPOQTbKlb/YY9AfkbUGcxziFg75Q6SoddMMgKVMmc0nhLDZLRAndpst0NWXf38MamTy7eobe6HhjH61UKeYZfjegG8jFb3W1pFBKirzg/Ok5J7euQdtiZBr1ouQ8nLBYLdETWf2cn57T7XQJ7ABl2TK4O8K2TERPRTiKxDD6HWzFxGh0Lp0Zm8UGS1ikacq9e/fQxwbJJObIPUARGn2/R55ljJ0hpm5wObmkpGR8MObq/IokTSgnJWmaYugGURjxwQcfoCgKx8fHkrvt9zg/O2cwHNA0DUqjsFqudnTh4eEhQRDw9NlT5rP57lm3bcvp6XMW8wX7exKjeHlCabFYcHl5SV3XqKrK0dERqqqyXq93lGNZljthyEsO+uu/+3UuLy+/44n7+4Xm+x5hGO56yeVyyfVr15kv5jt0cTAYIBDcvXuXfr/P6dkpT5484dOf+jQA09lUIniKoMgL2Uf6HvPZnNl8JsGUF6UMyBLgZeks+2xZcvR6PabT6Q6Wl0KKXEL1y8VOJvkyUXVdJ0kSSbG8OCmlaRqLxYIojBiPx+zt7XF2fkYQBLsV3TCNHSq6XC45PT3l8uKSo+MjZlOJfL/UXSdJQhSGKJoUpSiBXBA+9eanODg8oAXSLMNvXKIwJKegqJaMij77o336vQHjewPK/YbT2RlKpWAoBtZcR80VRsaQYTDEr32KTsX1znXytmB1uiTKImbM2Loh+SqHHHRFR280bjs38HyPLChIVjFnyQW9qy6bUCZPf9HFdEz6hz2atuYymqAVKo7lYJvQ2+/iaS6WazMw+hiNzunqHK1UMROdQdvDKWzaZc1yOWfFglKruXatJm0Thgy51hxjKybNZQNWyybb0PlYQKkUtFpLo8U8nj3hyD5iuV7Q6i1u4zD0ByyiJXWn5ahzgtAUrK4NGuwN94iikOVGIteWYSEQfP3rX+f2nTus12uapiFLM/yOv1PI1U2NEztsNhvCMCQIAm7fuSNbp6Zlf3+fqqqwLIv3338fz/N2qLfjOgxHwx3t+HJDWC6X1HW9O131UlK7Wq344he+yOHRIW+99da3PCL43QgtCAKZBKqG53o7pFMIIcvO0Yg0S2nqRu6YnYDqaSV3Vs+lbeSZ3bZtJXn+4mic53o7yV+30+Xg4GC3O+qGJL7TNKUsS3nzHYe8yAkXEZqm0u/1sS0pn3Mch0FfrrTn5+fcunUL27F3iGOe5zs6Z7ORfe/Z2RnPnj/jlVde5e2vfx3btqXuVVEYDAbESUwYhjx69AiA8f4Yz/O4efMmlm0xHo9RECyuFtRNQy0aFpMFVVaStwXaUMdrffyVy1V6SalXJM9i7I5NphVMkxlWa/F8fUpUxVRRQ00Nbctxdcj8fEbnqEc8lj2soZlEyxizNXB6DpGm4bh9+nkXS7VIioQ0TymqklIraURD3hRcZhO8wMPKbZbJmr3jfUQMTxfPyaMc1dPZ641xTYcyL9kQUlQlV9EU0zMpwwr/ToAQCl7hU2QFwaDDPJ4Tl3NaT5AlGaqtkWYp5C1mbfLs9DmPmkfYrc0snFOXFQejA7JZztAf0B/00RQdVzisni+xHBvVVEhERsoct+tiBza5XtDpdVglK3Sh02owOhpzgCa5/KYh8CVA+nJjoIEsyxiPxjtRjBBiB3K+5GHPz85YLBY71DjPc7bbLa7jYts2k8lE7raKymAwpK7qHc0VxRHPnz0niiVwFoYh6/WaZ0+f7fraR48ffTRZixSM/Mav/wbaoC9315f8ZafT4fzinKZudqdOXsrnttstpmXysVc/xtHhEdtwS5qlOK6DZco+82V5Wrygd0gkD6wIqV81DRNaePvtt+VD2NsjecHZlUWJrmk7qur4+BjbsVmv1ui6jmmaCCHYP9gnS2WPGwQBV1dXO6R5sVgQRiEPHjzg/v37/PZv/TaKovDaa6/x6NEjfN/fraibzQZN1xiORnS7HZq2xev4uL7D+NoexVVGtNli6ga5XpJVEjmv1RrWsDHXzJMZy4sF5timEBGbyzX1WUPVVPT2+nSGHaq8wjBM9vwx5Szn9OFz1tsNJ+tjBmWPRLTohyrZJGZaXlE/qTEGFk7rAC1ZlZGECZVdkyc5mq0TpiHDYMCb199ge7XhKp+gdBScPQ/lWYN5YNKKVh6NcySPqW91TExyRy4wddXQ6QQ8mzwnGHfwXY+2ahEF2KZDVqUcHx6T1Am12SBqqI0a3dZh1VCqFULLGHh9qqIkL3KarOLB6iGDZEBbN5RVyfrpiru371JbNUogWGYbunQwc511s6XJK7p2V2IZTckyWrHf28PWLHzFY1VvGI6GZGWGO/QoLjNmqxlJmrC/t8+TJ0+wbItOp0MQSDrrpUKwLEoODw5ZrVeYpslytaRFyiun06k0jmilxLNpGsmxTyd8eP9DHj58iG3bO0DqyZMn33Fe99uJv/23/zZ/7+/9PeAFD/yyz62qaocEZ3m2Q5R1TcexHcqqlMf67t6gLEq+8pWv0B/0aZsWy7bpdXtSi6sotK1EElVNxbZsriaS79N1XWqnXywMpmHIfujFdbxEgIEXAvKAKIzodDq0bYuiSk45z+RqWlc1/+7f/Tvef//9HcXkuR6z+UzyfS9435e0RbcnqwjTMtlutni+h6artKKlqWo20YbGbng+fY7IBJmaEWYholDo6AEBHoPRAdEyZD1ZUykVwlZQTZWqKQmJKcIcS5iItGUbbdmmIQ41j6MnlOuC9WZJFqUstktSkbJZb5i1C54/f45maHiKh9vxUBOBm7istA25KGjUFrNrYeomIoI8LgidhKasMDUTxVCJygjHsNA1nazOaIwWgUKZlpSU+J6Ha3vYgc0q3VBsC/p1l2FvzCpcUYoKipa4iRGA2TGp4grLtJjWc/I2wsPFsR3u3XmFaTKn3pa4qkOjt6gbQdeJWayXOJ6D0qhUes0XH3yJ126+xr1r94imMRfLS+qmZnA4pEgydHRaAdf2TmhEw2K6oCpKdFvn2D/kw+whlm5xnl7y2cNPYWomz5enEpl3PKIsIQxDVEWeTFqv13Q6HYqi4Pmz58RJLOlKP4BWvlsPHjxgMpnw7NmznTjmS1/6EmEY7pLlZfIC3xPJC+ySF0ALo5Cqrnbc63gsdcRCCOhCWZUvErLl6PAIVVG5vLiUPG7b7LhYy5IrYJqmBEGwK8VfAmO0kruybZvFcoGqqrseuN/vc3h4yNXkSn6WpDsOr4ojLFuCXldXVzx9+pQkSXZSv8vLy53c7SVKaTs2hweHvPLqK7uDB5qmcf36dTo9iVJ2gy6OsGl1MEyDTMnpmB1Ghjy4HYYhuqVjX3dZxAuKqkQtFJbrFWcXlxi6ga949O0e23bLs8lzjv1DDvYOSJwEUUKtNCgRDOwe60Jeqy50jm8f0kYNXs8ja3KysqAKNwSeBL8MVaeNGlq7ZWGsqNMKXdHxNA+aFtO2UE9UrMhANwxCPyQuYlRNY5uH5FpOq7aYmkVJSVjHjOwBQpf0y8Drs2439MZ9im1OlVW0omXQHVAGFbqvYBU2YRkx0Ab4qkehl9wb3uPJ9hlKqjA6GlNrDR03IFMyrMbCdE0SLWHP93E1d6fQO+wccLm8ZLaeY04srvnHfLC8L210loKe3WW+WTAI+myzENdyqV8sSpNqRljHDIYDkqsIa+PwIH+E3qp4qiuFJYpGU9WcPzvncfmYsixI04yyKr/pmJ5lWbiO7H2jWPa02+12d6Ty5eGR79X4+Z//+d3/n56eIn7x//WLbVVVgPS3ikKpyxVCcoSWbTEejeXxOdPC9VzyLMcwDcJtyGw2o2kb7t27hyIkB/dS87tarVAUSb28PIamqBItVDUVRShcv36dw8NDuWgogvsf3AckVO667q6cfqnCOjs7+5ZnL4+Pjzk+PpZKKU1nNB5RFiV5ltPU0iLIdm0M08DQDUzFQDOkqsgJXEQhqESFaqm005omgNCP0UuNtmhZrJZESUin1+Ggf4BZGayTNbqmU9QFTdEQeAFN0ZBmKZqp0VRS+VTpNeUyp9QqEjWljRuGByO0UmW2nXPkH5BHOZOrCY7t0B/2qU0pMazCkrKuMGyDYpnTtQPME4e6qKmqEpEJtvEW4atYhkkSxqQip2t3iJKIpbXhQB1jKza1LRkCqha1q1O3NXVY4Vketd8QLyJ83WdRL2UbpNr0rR4Pzx9T6zXBsMP8ao6pGghPoSxKRu6QntIlFRlRHXO+ueBAHdMzu4RmAlnLYfeAs+05QeIRk2B5NqVaMr2csok30tJGKLz13lfwNBc3cBn1R2RtTk90UGsVkbVssxDP9qQ8d7VmcjlBVVUJwM6WKEIhTEM24UfvRfadiKOjI77wxS/wT//pP+Vjr34MrSzKnU8QrVyNXu6ez58/59btWzt5YVM36JrOg+cP0A2dsiiZTCbs7e8RhdFOLdM0zY6L24ZbRsMRo9GIxWLBar3i5o2bux34pfrINEw63Q4XlxeEYcQH77+PYRgIITnRL37xi9/0jxkNRxRlQVmW/NAP/RC2bZNlGWVe0FQNQTdg2BuQb3O2Fxum0ZQskVpkt+th6xZ1XKOoKllT0Bt0cXWXmpq0XxNVEQk5mGAWGkHXZzgaoGgKcZGwiBZEdYyt2xwZB2iuyiSeoQmVw8EB5bogd0uKtqDIS6IsRngKmq0TpSHTbI6Z6TRuizcMqNIltu+Qiox1vSGPC0QuGHgDebKr1tmqG05XIbe9W2RtKpOhNVG7GlEVUxoVGC2GYpBVOa0KPb1LEzdstVCCOW2Br3kc2vtE64jlZoEmVMJOTKO1+J6PZumkYUpcJ2R6QV1VGKrJdeuYZtiwjbYElkdMjKgFrdrSmq2sTAqPpmhQuxqGb5JOE7ZWhG8H2LGFECoLc0Uv6KEUKn/m+mc4yy8QtsKt0V0OGDPTlmRthVYbiEwlzXLcay56YzN0x9STCTdu9Hj15qvkImdRrviP/P+ISTxFhFAuch5ePebZ+bPvuE3RdzPOz885OT4B5JFPbRtud04IvV4PwzB20q/j4+OdZ1EcxbiedBzcbrc0TUO/38d1XVRFHp63bZtut7srSWQJI0GtpmlomgbLtNjb39vJ4C4uL/jSF79EUchEnE6nO4H4t4p+v8/JyQnHx8cEQbBTOeV5zt7eHvOrOUVbcLWeUCgllC1Wz8SvAnQ1RykUwiaiLEos1WK+mpPMUoytSUcEmK6F2bcIdI9rnRG5UZCR4uOh2io0ILYtecdlLEYs4iWX9YSxNWRsj5hWM2IlRfNVLNvCUEycwsFUDaImQXgKuqJTFzWqqmB2LbbZlrCJ8Ps+SqGgtRq+7VHq9QtVmoZu67SuoClbNukW4UiJpaKrGJZJkVRs4g1qquA4Dpt8g6VY+JlLkqaUaoWKQtcOAEE2T0k2MXVaERUhvufSqA1GomFqAdWyQFgwX87QS42R3ic/z7AsgyZ1OOjsUSsV5JBlKY5tU9cNejKmzRuaZU0n8VBnLXamMy3m1G2B09oMD/sspiuuuyesLpccmmNCJeGOewsfBzVS2SZbenoXx3TIlZykSNDRMEqdO8d32GzXaB2dOm/p5z2UQMPWPEQGR5xwK7nD6ZNTNg+XXFZTzi7PdlTQn4Q4PT1F/J3/x99pVVVFUyX6CxKiVzUVVVF353pfakwtyyIMQ5I0od/rS+CpbXb9briVcLthGDuvLWCnPdV1fef/9NJl8g9Dgvd6Pd544w06nQ5+4NPvSVsUwzRIYln6N1WDZmvEYUxJhaapmJ5FV+9QLUvMgcV5cskm2mCrFlqrsVFCbNMiLwpSPUUTOiJu8fc6dA46WJWJGRsoQtCxOgSJizrUKYqCZB2TmhkKKvWkoNQrDM+kthvUQkFpFQzTJCojkiyh0VoCfJQatnlE1W9QNpBmKYfBAZP1VLpOlALTMMmKDM3SyPWCkopu6pMmKXqjUxoVTtfFsWw22w1t05KV8oSOqBWybYIudFzLpWxKTM9CLZWd0iiuE+JFhNIKgr0uhqZjqRb6yOTB797HHrikWYreanREgC50FFcBQEkFuqFjORaJK9Hc7dM1ohb4rkdpViRFQruR2mfTtyjDgrzM6Z8MWIo1TdGgXLaggOt5qIGKMBXabYNqqSw2S6hA0RSKPOfA2udifcm2DvEcl+PhMUmWMJ/PsTSLatBwJPZRUFhmK8LplifPnuKl8v4s2zWLfEmYhqy26z/2pPpOx/Xr13e2x9PpFC3P5JlaDGmF6bruTrCOArZlS8MyIciLAv+FJtjJpW1MluWYhoFu6PieTxAEHJ8cI4RCUeQUecF7773HYrFguVxyfn7OarX6I5U1r7322jeorgzLoKGRAv26grZls9pi2Aat1spyWqkwG5MmTOjud2UfSYFz7FJMSjbbDZZiYo9tmrBBN3X6BwOUHJ5Hpzx/+JRO2MXuOtwNbjMQfaqopBIVRmpQKRVRkNBve4RXW/JNTkVFUzbYOFC1bOcbDKEjfBVhCkzdQJ8q1G2NCATtukbNdEzdxHZsmmlN7hTQtCiJwPAMhK0gslIeJ/S61Oc1jnCYNwtW0YoizFE1FTSBrhjYhk14tiHPc4JD2UM2TUO5LcjVBrVWyZKMuq7QFJU8K6iainZTo1gKKrL81XIFr3Iku2Ao6JqG3/qkTsbkTJoV2GOXthFsoi16omJ2LChaFCFQUfF6Uq560hygjjVmmzliJrh2eESspqgWVFTEsxiPHt3DLnEbkVzGBKbkfT3VZZ2vqZKCI2UfP3WgEegjDS9zUJuRPAaYCiqtws1tvNblJN/jY4M7rI0tjy4f006gZ3UxLJ1tL2ReLomKiIv5R6Ok+sOE7/s7gDjPc0bDEVr04iTRSwFG0zTM5/PdofWXYov1ek1VVTuvqZdm8JPJRJ6BnM++K/+IzWaD53m7vr1tWmzdZr1dk5YZooF4G9OIhlZp2euMMVSDq2LC+1f3UWuFPj2sroPnejiGzb67h2brLJErM/MG4WoM3D5FlpMvcoq65DQ/w+3YNGlNmRVUVUVkJCyaFVZuUMYFqqbSahDPI5RSUNcNVVZRzFKUoYa5Z+MJh3yTkLQpjSnIpimGp1EUBRMxRQiBr3nkfg6ZQDcNiSCHLUZqgAnCVtB7Bn4RkFcFVVThOz5Zk6HUCqZuslZqNEfH9EySNEWpBQaGPFfsOxLrMDVas8W0C4QhEKrKOl1TbCoOj49oNzVCVVAySJoU23com4rpdkZmF4RmzLT5EHOroxcazshB7WnE6xjN0dEjDf3ApEwLKrWlHbbURUO1LWkTQWVUKAONYluROjmmlqGTSjoLMB2Tuq1JipSmB+lFhjY08PsdtFRFQWUjNjgjh47RZbVesVY3pGqGpqvcdx5Tn5eM3RE3jm4wn8wRraAQJSYGh/o+mZ7j6A5REXG1mHxX3uM/SoRhyMOHD3eKsv39fQTwR3PT+i7HyckJR0dH8oxur4fru+zv72OrNmVaktc5s80M0zIhb9F8nW0UsgyXNEqDbTrYuoUqFOJSujlqL06sWKaJjU2lViRFiiqkbDKZxSQkiErsvJWGZp8iK+ibPfr7A7ZZSFWVqKmCYqqYtikR7yRHc3SSOMZxXfRIoXAkFqAUgmKdYx45lFpJvs3odLvUZU1SJ8RGyqGzT2O0bMMtWqqSixyRCYJBgOVanE3OEYaC73roQicvcyxV7nxpm+KbPuEmJC1S3K5Hq7SIWqBoCmoq0NEp65LaaXEVhyzNQIe8yVkv14yOxuyN9siWqWyFVJ1FvkR1NKpE+j5HRYxveeTDCiPWEAg8HFRbI67lPe6mASvWdEUHv+cT1TFZmNHENa7vMomnIAReKxPItTwKpaBrd/Fsl2geUhUVwhBsmxAlU+h3erTGC7FGssIQOrbpYLoG6SqlbEsarcVrHSYfXnF2cU5ZlBztH3L67JS0SLGESdpmcvoHGotiSdfoMEvnnM3OP+rX/feNl2aFlmVhGAaHB4doH/VFfbvxn/zMf8JquUIIgaqqOLZDsk0oFKnXbmjRhY7ZsbCESbiVksxuv4tnehRVgYaGY9vYrYNSKVR1Ra4VxE1CpdWojTyVogiFwPHZhEtyt0AzNNqkocxLlkKR5neHYxRfpakabNvBPrCJl5E02dMMxFChMVoa0VLpFd5RB7IcTZHWONvVFt/uUrU1tmETeD5VUqG1Kn4/wCoteUhEacABQxgojkKt1KRtJs/KthWZmqOqGg0tYRMy9kdEq5hWbwm8AFErCF/BFy61aDhbniME7Otj6rKhNWR/qQiVQhTUccOeP8b3OiRVQipS0jCh6cJVM0XdKohayOONviH78KjG8V3CJGSTh+iuZA+aoqHRWqzSpK4rHp8/IdVyDvQ9kiKmjmuyNCMVGbVSIRRBWqZkIpPIeqNIjYFj0+otNS0REaqm01Q1pVKRNZnECBQdKpgkU+qmRhMaZVmwWqxYLhZkdc52u0EVKgoKJRVxJTETSzFRhUre5PSsLkknZblZftSv/DfF8fExjx49klWnbUvs6aO+qG83bNdms95gOdIKlLolyRKEIqQrhiY5UwsTS7dI6gTX8dgzXXJRULQVZmZS1CWbTBrFtXVD40BbtpROhYEuueFGlTtWR6XUazTXoNMJyNOcQinRhE5l1izWC2abOUbPpGN0afSSeBOj6Tp5U5AkCelClq6+7xN0AzzdI8tSwjqC50Cg4Poeld2QblLSJmNkjNgut5iOSdTEskd3HLbZliZrSKKE4XiIrhiswg2KrrBs1hiJBjpSkhiW6K2cdKA2UBgleq2hVAJXdcibAmFLYY2CSqO3bNKQqigYD0Zss5B2Lkttva+xZEXf6NEzusRtzOnmFDu3yNoMxVNwaxvRtDRuQ6FVeKHUtjdew9iRlj7b1RbhKbCtqbISUzXpmh2MVjqOGqpBmZc4noPaSEVVrTdovgYKaJ5BfR6hqApdLWBdb3E9h8npFbqhseeOiETIRXyJJ1wuHp0xnU2lVa/mYWJSUKKhYWKQqRmWYpE1ObZmk9YpUGK88An/Xov1ei3dXupqxxZ93yTwdDplOBrCi5I3DVM0oaGrOrqqU4kapaOgtSrhZEsaJnT8HskiprUgsD2yKpOWp7VEeHVhYhsuhqLT0FA2JZ7toTcalm5LswB6BJaP09ooHYVNs6XqVNRGw2Q1p0pLClGiuCpJFLPermhVMHWTyXqCgYGrOkyvpqRGRtjEUDaIjsI63NK1OiRpIgG0ViMqY1gJVEWhqVq2ZUje5NR6Q9wmWJgkm4QkkKWiKKCtGlRN9r1CU/ACj6RKSVKJQKtGg6s7WKnBsX1I4PmEZUxm5BiqQZzG5FqBoeg4pkWSJYRmiJUbiI6gNGu8xsOsDFAFlmHhHbsUaUEsUjp+B5EK1FaRPHCrozQCx7YRqkKdV2iKhtfxpD2wUPE8H9MwMSwDr/DAEdhYrBYrahpszaJRW6ImJlFSht0hqmVQODme5qApGlVUotoK7sDD8R3yvMBWLE5GxxBD0aa4uiPnIgkVvdWpqWlpcFoLS7FQUTGEhi4MHkwfSl/s8tvz1P5ux+4Qv6ahqtKX+/smgX/5f/1l/uu/+V/j2T4tDW3RUqsVju5QNw2oJY7jUC4K6qTC1myMXEPRIFyHmImJ23OwVFOenMpCDKQcEgOquiavczxVct1t0eCWNtkypdP1KLUK3dMJhI9iKKyVLZ7pQtUSZzHVVYGnuaiOoNArbMOiQgIxh8EBq/kKu7FxK4taaSmsHEu3cAyHqq0pNwWmJydJZFmGazoUeY5eaRiWgaZojK0hURWhKIIyKqhFg4KCqZl0hIKj27i6g+NZbKuIMNuitgoqOlZporQKfaOHa7hUaYXveVC1TJIJhmJwu3OTvMkow4Kh08foG0R5jKPZHA4PeHz6hCIrGah9NFsFQ9Bo0NEDLMUkVmME0kG0UAr2OntEaUQcJvTGPQIRUKsN1aIgF6XUd7846eWpHqQtHb9DpVY4rUOkxNS6LMPrvMbCwNUdyrai1Gpsx0aYAs/xKduKMInwvYCuFXBWneMe+myLkCLPaTWoygoTg5SMTBTy/9uUqm145+pr5EWxM5X4XotXX3mVwXDA3bt3+exnP8vJyQndXvf7J4HDrTxh9AOf/UHaWvoAK7pK3TaoukJr6Si1glKA47kIR6HMCjAEnYOu1MRaoKWaFKEYfdqypS1arK5NOQ9h1aBooCGPKJqJQR3VxCImqRJ8vUNDQ5s0GLpKUHgohhRT6K2GZ/go7oBoHdEJutwMbhDmEX7gQQ1t3aAWKrqtYtg6ruGQRSmtAXlRoJUpAoHhmWi5FPfbioWt2nilQ1XXUICtO+iFRsdxSJUMQ+gYioGRa7TTGk1RcUyLtq1QSwVV6Jhrg9wu2GRbjEYnXSSYqYU7dBl7I5qwpjovaHvQZA2mbRAMOsTzGEMxcGObqq5JSDAzkyiJSNQUo2tS5xWtruPvBWixwrPZKYaqo5kaaZyhuAqlU9NVAnRFZ57MSDcZmqexDtd4qkdZlTSVgu3YaIU8AHEaXxCHEcF+hyIpmBYzWqDRGizNQtdVKlXOparykk255XCwT9fr8WH4iHW5QTM1nAMHzdVYPlxQU1O2JbWoySnI25L3zt//fa1gv1fi/2hqw/dNAgP88v/3lwm3Ebfu3MJSTSxh0RQ1qqZgmSZOaWN0A2IzIUWKUfIkQ7gKeqPhmz5xEpHWGbZnk1YJtdJA0aK2CkotaKsWDGhoMB0TDZWSirKqyNOcuqwk5xxJ3zC/4xMoHmbHosgKNFOCL23W0NbgYGHoBgO1R9KktGoLLXR0H10zCJWIqqnQTR1TmLSK9C0WCbRai6d6NG1DnuVcXFxIz6xhF6VRaC5LrKGBqquYmkkeSRPCpq1J1RzLtUi2CSYtnuYgTIXHkyfUdklbtWxWa4yeSb/oss23xJsIVdNI8gSnUoiLGLYtcRux3t/QNQO2aSjR6FSgGSq9toOu6CyiFUbXwnEsLNNEi1XyNKdjBGBDXTY8TZ4xCAZouo7dmNiKg3DB0AzqtsYKTAq1xEAn1hOowcWjYwaYpc4m3WIaOp7p4RgOq2qFWivYmkVUVlieRabK00frD5c8/PoDxtqAmIiaGhU5ddATHjk5CgoPZ48kM/DCueU/jD/qzKI/rvi9v/u999/jl37pl+h0OvzN/+ZvAt9nCVzXNZ//zd/G7TjcPr6NoiqUSknblIhMoVALHNdGCQXCBtu20FCp9AYSaaQmSoHRaOiaTuNYlLn0d1IdHdNViJQUXdNRFBVqwFVwMdF0jaRMEQ00BhiqTqEUkq4wPSq1IWtzwk2E49psyi000Hd75HGOZuo4liBpEtRSxWwMyrJCU1V0NEzVREkEuqZjJjpZnNKaUn6qezpplJDmGZZmUsc1jdWwWa6xCgun57I6X6K28h5kaUZJSdfssdjMsRuHql+hX2q0m5rz9IKO28HEoNjm6K1CnuQIS6HJG8qmYjNfUzYuSiIoipyJNpGAXqYiLEHge6RZhlHpCAGB4lFvWzb1BpGDYiiUqwKlFjhjlyzJ8BWPTflCHilsbMVGWAKBoIpLClFgmCaqIjGIQ+0AXdOwUqkG7JodVEPF0zzpyWV1aJIarVBxM4d2WvPowYdMH1yRkOJrHjo6OfJ4akODjU1OLl0+Ju/sBEXfagf+Xknev/t3/y7/4B/8A46Pj/nxH//x3effVwmsqiqf+uyn2B/KubSNaMjzjCRO8QufQjVZhUtEITAOLMq4RFd0RNUSRzGKraAYArMw0QqVvAQrsGnCmrquUAcaSZhhNDqOsKEALKiLBkMzWIYrWtHi2i6mZVLYJa3SMlvOUSyVuIxJkxTREyzrNWZloMUKhVdRNTWObZMZBU1e41Y2hVkhTIHe6JBIztfom5SbgiqtqNSaMizo2X0sw2Jvb4xqSyS5okbv6KALGtGQkSFSCNMtrQNtC8W8ZJUvcdWCggKtlOBHYxbkZoHfeDRRzaydk2qZTN6ixBAG+SIjjCpszaI0a5pNjLAU6rhEFTqGbVAXFTTy5ddVnXwRowmVfJNi7Buk65RqWdBq0IoWp+ew2W4Jiw1VXtEUDSJvaSOpCU/KhHJbUGo5ylDDNV1cbKhairaAVBoUqKVg3UaYucH83QnRKuLs0SkCgdkaqCioQiXghbc0BiCoqaio2DYhv3v60Y4F/cNEnMT8/b//92mahh/8oR/kv/vv/7vdn33fJLAf+PzYT/wY9+7eo8plyWkIg6SJqeqKOI3RPJUwjdDRUBKV5XSJazpYik0dVmTbRCq4XJUwDinCnD3vgKxOKasWT/GxHJPlxZKUhJ7To2kKkijB6TjYlk1ZFKiGCp5Aa3SqsGI1XzA4GtACmtCI84SyLXFdh3Irx4TQQC10VEVhW24R/h5pkqI5Oq0KVVtLj2dHwW5shCpYijWe7dDqLWqj0en1UF7skrZhUQ77hHlI3+qhj0z0SOXyvQuSWhoOhklIUZQEukKd1ghbYFk2vqmhKRpRFlNGObPtHKvnoOgKSZHQVTqYlkFapLQC0EAzHEgbLNuiqEqKUo7GUQyFMq0o01KOca0lej6fzKX/s26RxRmFUVJu1iSbhCxJMXWTZB2ThSlWY6G7OlVSsok3WLpJYHWxM4t2W7MtQi6vLpieTrFNC0/zKN2KR7/7CAcLFanNVluVUlS0yN20oJS0YmtyKabEdcJ7Z+9/dC/xHzFcx+UX/p+/gBCCn/+///w3/Nn3jRJrNB7zsz/3F6UXcpHT6XYotgWVqKiVmjKSo1kavYEMdCGlnkopCGwfVVdJooRGNDh7nhzlUhtYwiQp0xfjUTRKKvJKTlcgb6XlqmXTiIa4SFBMFd3XMWyTuE1Qt4I8zDC7Fnma04qWNEupqgrX80CToJCj2WRpCqo0j3crmyiL8fZ96rSmTiq6fhdcgVoq1GrDJt/g4lAUBZvZhsGdIb7rU4QFpmMQbSMyJadv9ygoKZKCzbMVs+WMOE6wHQut0PAtT0oTVej3eqQvfMnyUs42Wk9XWJaNERgUTUmdVty4dROalrRIyfNiZ+qgDXWaqsEzXPTAoKVFzRREDWmRUUzlvVjnG1q15XB8hFIJltkK27Vp65ZwFSKqF21IXaI1Kk3bUGYVp0+e01Q1BgYWJg0NW0KatsUXLgKFhoaCAhMTHU1a5CAoKalpEEjjgoqaZ+kpZ9NvPcjtezm+nfL9+2YHtmyTo5NjfNejaisUVSUhJimlIqi2KrZRiHAVbMNCyaF32JNuDasay7doLNjWW5bVmq4bYJoWVVrR5i1VVSN8hTKraGgxA50iLtANA/daQHQVEk1DnIGHWZsYhUap6rSiwRl6FLUcboUqqI0WO4YiL0mT7IXxn8r80YxluEJogr7Rw2pN2rqlyArapEEZCOpFTWU2iBLIWxK3pdgWROsQc25Rr0q0ViNJYtbLNZZisrU3RHFE1ubojUaRFISbLdvJBhOdrbrGMA3ypkDJBJWo0QOdKIyINhF6o5NsE9bLFYqmkhUZ+VI6rsSVlES2dSu5crVC1LA/2ke1pNiCAvxBQKXVJNMIZaESJzG1qCGFpqzZliHDgxFKLnj83kPyNEdDI28LBHLBDYRHRYVAUL9I3Kqtd5+1QNiG2MLCxGDVrtGFjoFBS8O8XJLXOc8mzz/it/WPJ4QQvP766/zUn/8p/tbf+lu72WUAv/ALv8DnPve5748d+L/97/9b3vjkG1iGRVu2rJYrzi7OKNoSp+egCAW90uSQNFHhVy6u6TCbyjm7lmdLP6+2pNRrVKHgBA5N28rFoJYvdV4X1FlFozUElY/m6FC0tG1D40GYR3jCwfYdfNOjrmoulpeYqoFm6dhYLM0NSiJQZ7CuNzR1Q5iFdM0u2lIwKWZkRkHf6GKWUhjRu9ZHNVREI8iKjGfzU46GhxyODojSiF7QI1xuKdoSJRe4wiVqI7I4o+t2yKKMy7NLVpsVjmazWC5J8gQbCwOdkoqGhsHREEM15K6lg9AE0SwkXG7JKeHFTlZT0+oy8Yq2xPFcyrigaEr8oU8WZeitJiV9ri39tzUF+8DFdzzaBkRfoRUtge2TrTPOnp6xmi5RK4WmbXn52pVNhakaWIoEHIu2wBIWi2pFXkuZrCY08jqnaVuSIma5WX2k4NJ3Kz75yU8yn8935+Nt26bf7/PjP/HjckRN/X0ipfzkxz9JEeUkSoLX8SibEv9WB4qWYpNLR41VipnpqKZKJjJcz2PojsnajCZsyC5SvGsBuZHTeNCsW+qsIo/kDmLaBm7fIddzwiJG8VVsxSIRKUVWUqW1tI5tM3y7QyNa6m2N7hukTokf63i+T3QZoXY03Gsu+ZMcIzBRdBXbtenf7lPPBVsRolkmIlGlGdweNEpDPs2ouw2e6RF0O7R1ixFY5E6Jqdu0kSDVUvoji1I0HOhHbNQtndAh3sTSHtjVUVYKJgYGOrpmoDk6J29cl8Z0l1P6/QFaqZK1OXVWodsG4XJLlZYvytNS6phpWBcblosVhmpQ1AWrixVNK03rAdzWpcgLqrainJcYqoEiFIq6JK+yF26kKsqLcShVU6Mg0FWduEio6oqXk1K2cfg970n13Yzbt2/vhtSDnIf87NkzOfSgrEB8H/TA/+l//lf4yR//Cdl3eR5X0ysenD9itDfEDk1yq4RljRXY1FaLWirSXF4oKB2VuIixWhPDNCiTkrTMJCIrNDRLQy1V1Eqh1EsUoULRsgyX9IZ9KlFxeXrJ9eE1Whdp7arLUZJmZaC0gswupCorcnBKi/WlHKw1fnWfVbUm32RotYqhGzRWS5VUGKpOlMfUZY3dc2jKBke3ycucKmiwcwnMKImQXLSqkTYZs6sZoqdIlw8M0qcRrQoibFFR+eDDD0jjFNuw8GxPjsXpKPhHAZqtUcaltKO1B+SLjG0e4nY9crXg6W89ItnEVKLeUSrPwlNmK3lMVNd1yZcKhbKSftzfyjVF1/TdLOk/jT9adLtdRqMRDx484Ed/9Eep63o3QfTw8JC9vT05WvWjvtA/KB4/eMSN4+uEmxBv6KFZOsIURJch6C2KUKhpUCyVbbZB1AJHt1FqhTCNiLOEtEgwLAMzkHOY6rDCsz3SOiOsIqq8RFU1/MZDqQSdURcdDS1VOekdUxUVdVWTVzmGa+JqDl7gUWcVVVRhCQO1Vrh6/4JGb+kfD0BAlw7uwaE8CjfZoKgKWytCbVTuHd2VR/9UeSyvaRsMy8RUBEfDQ5I24Xl9ilkYUIPnefRGPZbZijqr8QIX9UAhXcSUnQrbt/jM3p+RuuYsx70lBRR5nNMAqq4hhMLYsGmKhnW8ofYaJlcTlBwUT0G0CsvtgqeXT6krOV7kZbzcGWtk0ta1HDbuWi7raC2Vay+Ou5VVuZuxC1K7G7iBNKYvi+8Ze9bv5fB9n5eDB09PT5nP5+i6zuHhIYPBgPl8Lgcw8D2+A3/ms3+Gz376z0iEuW2wPQfbtciSXB62bwrSNME2bNyuR1VKGxdPcwm8DhhgCZNtHqIpKlqs0hqwStagg6EaBMInrVLSMsXXfTRdIyTCax0MRbqNzOdz8qbA7brsDfcI1yHbOsRRbfRSI61S1tkGpZGIbP/aAGUlEIFCXMvRG45io7SCq3DKhpADZYwlLCItxrVdOrlP1VacN1eU/RoRgR4pWKaNMARxErOs1wS6T0eV+mPFVIkXoUS6Ry6tK1BXgixOEb7CZTYhnG6xE5PBcEA9q3j63hOm0UxOCKRFUzSeRs+5mF18W8/k9sEtunpHGt7VGXVTM9vOPxLzuL3r+/zEn/sJ6rTm/MEZv/07v/1dv4bvdHieRxRFXL9+HYDXX3+d0WjE5eXl934C/5X//D/j9Vdek9MTFxummymNDa7pYAc20dMQvWugehoiaVFQ0B2DoixQCoGpytmzyTqmqArqvKbyajzbo9PrMJvMOH3nOW3W8NoPv07erdBiBR0do5CcbqGXxFGMN/DoJR0SI2X2YErP6WJ0TaIsptoU2B2HFEnRlE2JZui0LmSblKtqilkb3Lt9D1MzWFZrtFKlb/RYJiuiOmJY9mnblqW5xh91ULcC0zIp25J4HeP1PWlgYFeQtiyLNYmSMCoG9L0eKLBIl6zeWZCfpey/ckBtNGi6xvTphGyeyv8aORfRJet8S5InKEJBVRQ0VcM1XDzNpWhK2rbFUHRaWuq2YZktWW6X5N+FCXx/Gr9//Jf/1X8JLdiOzXQy/d5O4CAI+C/+q/+CH/jMD3D+/IyLi0sKCsI4wrFtxv0xWZxRixrTNtFrDbVV2dRbojrGqk10Q6eJa8qmQtM1VKHSKA1t08gjbK1NU9XM0yXjzohZMqfOa456h2iFyrpeE5YR/WBAoPk8Wz5Dtw2MXKcsClxLOlU+e/oUf6/DiXNEWmZc1JeYioWHQ5zHHOwfMJ1P0WuN/fEBZm1wqU1JowRbtxCOpG/2yiFu4LJqNxiJRtmr6YiArtpBaIJFuSKsQyzVYqD2SJuMZ9PnuLGNnZmUZsX7/793IG9BERiWzrresqiXPImfyYrD8FnlG9bxejeGFXhRkgk8x0VVNZIsIUk/usFd/1cMIQS//hu/zmaz4S/8hb+ArumsN2v++T//5/wPf+d/4MbNGwyGA1RF2jJ/zyZwp9Ph1q1b/Nkf/bOMR2NmUzkLJ8szBEI6KXg2bd5QNzVBN6BKS1oNVEcjCiO0QkEIBVWXIJJmSg10WmXMohkDq4+hGqyXK7peDxwo6oIkTTEdEyPWsD2HtHmhQVYaRCMolhn+XsDZ6hzP9Rg6A6I0RhWKdMZ4vEazdUY3x2ySDWVdoekqVVkjSjntPZ3K+cS4AsM0JH1T1FiehakZlKsC1dYQphTZ52WOLnS8rkdT1mR5jmkbXLx9RnQV8Wx9ytXmiiKXBvNhEbKO10RJ/Aff7D+N74n4D6mxOIlxHfcbPvsr/9lf4fzsnPF4TBiG37sg1mazkdaqQuH9999nMp3Q7XZxHZcszSjKAhQBTUurwHazpeN05IR6W2N8MMY0TaJFRKVW0nLVBvIWx3O46d0gV3L0gcG+ss92u8UbBnSaDlpXI15H5F6BYqr06g5VU6G2La7jcr4KWRVrrp9cp9jmRCJGV6WKy/It9DtDMiWn9hs81Ufk0NnrYgmT9XzF1ovpen3iNCawPRRTwTZsZucz0ibFrR3smw66oRNebKnMhl7QI0ojNtqWgTPg6neu+MLvfIH3nr7HJt5+VwZL/2l85+L3Ju9P/dRP8Su/8isIIfiH//Af8jf+xt/Y/dndu3fxPR/Xdbm6uvreTWCAt956i7feeouTkxNee/01Bv0B682auqlp25ZoG2KaJnVTs4xipkL6KRutwcMPHjIYDnBdl9VsRVEWHHaOsDxTDnJOLlFVlU7dIatygnFAuki42JwzGo/I8kxOmtiGeL5P29ZyULbX5ez8lGpbMo+m6JbJ0B+yDlc4gUsT17RKy6gzpON2iJuYuI65enpJWqb0Rn0+cfA60TYirws5+O30gslkQmfYpet3cGyboizpeT1CK0RvdJ48fsL+yT771j7/y//nf+F/+7X/7aN+PH8af0zxe5P3q1/7Kj/90z9Nnuf8zM/8zDckL8B8Nufw8JB+v/9CQvo9WkL/fvHn/8Kf59bNW3KcSlEShiHdblcK7IuCtmlxPRda5IDwoqDb61LkBUIRdIIOVVWhGwar5ZKrqytG4xGe69Htdlmv1wCYlinnKb2YJtHpdtispe3ucDQkTVIWywUnJyeYhiknV7wckfpiKJsQgqIoGA6HchDci3EziqJgmiar1Qrd0Ol1e0wmE1ktRJH04xaSd6WVA9uCIEBRFX75X/4yX/3KV79rFr5/Gt+d+L0J/I//8T/mL/2lv/Tvxx39nvjFX/xFFEUBIe11FvPF91cCv4y/9tf+GsfHx1xeXnJ4eIjv+1xdXdHtdtlsNrshakVegADHdqQBmK7x/Jkcvtbr9YjjmPF4DAKWyyXr1Vryrb0evu9jWiabzYayKCmKgjzP8TyPspQTG8NQVgDD4RDDNGmamvPzcx4+eEi/3+f09JTXX3+dg4MDoijCD3yePXuG53pcu3YN3ZDTKuIoxvPlcPUiL9A0DcuySNOU2XzGdrvl4vyCL3/5y8xmf5q8fxLjH/2jf8Rf/at/9Zs+X66X/E+/8D9xeXnJq6++yqNHj7h+/fq/n3XNH0MC/4+/8D+yt7fHr/3qr/Ev/sW/+D/7476t+Omf/mk+/elPk6QJw8GQKIoIoxCBYDAYUFYl4Tbk4ECeHQ6CAMu2eeedt5nP5riuS6fToT/oy7lOlo2ma0wmE2zL5u7du5xfnBNHchxMXuS4jstkMqGqpCvgyckJi+VCTkDMcxxHTqu4uLzg+OiY+/fv8/jx452rw+HhIZvNhmvXrnH37l1JjW02rNZS2yudBg2iF/Npv/a1r/HVr351Z7r/p/F/jfiRH/kROp3Obo72m2++Sa/XIwgCprMphm5w+/Zt3n333e/PHfj3xk/+5E/uJhOuVits22b/YJ/FYiE1unWFoRv0+/3dsOaqlrRJ27Q0rRwBMhqNpKFcnrFcLDk8PCR/MRqmLEvOzs7wfZ80TanrGt/3cRwHoQjKssS2bJI0YT6boyjKbihcVVV8/vOfJ89zBoMBnufJA/C6Tr/f5+zsjPPzc9q2pSgK4jjeTb94ObP2T3K88cYbBEHAb/7mb/6B33t8fMzZ2ffn0cA/KA4ODnYzwn7gB36Aoih49OgRr7/+Ovfu3UPTNPb29ri6umIwGGAYBsvV8vs/gUHONf7Zn/1Z3njjDTn/p5SDneumlgJ/VZNg1mpFHMf4vs9gMEDTNYq8YDqbMugPpHdzR05q36zlzFpd1/E8j/VmzeWlHOz90hk/z3MJqDUthmkQhRHT6ZTBQP4s13XRNDky5Z/8k3/CbDbj5OSEZ8+esVlvyIvvTfvS70T85E/+JB/72Md47733iOKIXrfHj/7oj+L5Pu+88zb/8//7f/6oL/EjC8MwdixCr9cjTVO63S6+7/Pxj3+coigIgoD9fbkx9ft9qqpis9n8yUhgkCXy3bt3efPNN7l79y5FIc/nvpzttFgs5GiU4ZAgCFiv19K+1XXp9XoIRbBcruQcXNPAtmx0Q+fBgwf4no/v+1RVhWmZ1FXNdDbl6PCI4XC4Gzj+7PkzKU9sWxzbkUPLhWBvf49HD6V52qNHj/jc5z73Ed+tby9+7ud+jl/6pV/6qC/jT3R8/OMf55133gFk8mqaxmw2YzQa8YM/9IO4jsvjx49pmoZPfvKT1HXNeDzm8vKS1Wr1JyOBPc/boc4Ae3t7vPrqq3zmM5/Z3ZT79+9z7do1NE1jsVjQ6/XwPE+6dihy3GZe5HiuR6fTIegEbNYbzs7OKMuSw8NDFssFqqIyHA05Ozuj0+lSVxWz2Yx+v4/neSyXS5qmkeV2lhJHEp3WNA0hBIqi8G/+zb/hrbfe+ojv2p/GRx3Hx8eEYbjDOCzLIssyfN+nLEt+9md/ltFoxBe+8AVGoxEnJyesViuCToBlWvzGb/zGn4wE/lbheR63b9/mB3/wB+n1ezR1QxAE0p0iy+l0OgBcXF5AC6qm4jouqqYihGC5WOIH/m6caRIn+L6Pruu7BH85l/jlSZy2bUnTlL29PaI4oiorFEVhOByyXC4ZDORJpf/9N/53/tW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"/>
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Wmkgmk/a5Njc37bX5XLHY7nlvkA08ChCcTCZj1211ddW8DRAAyhPpdFrRaFQbGxtKp9PKZDKam5tTJBLRb/7mb+rcuXMv4QoIeKkQCEBAQMA1iZ/5mZ/R6173Om1tbaler2ttbU2XLl1So9GwoLyxsWHBU5KSyaQFrmazqWg0am121Pt9e93m5qYFUV+HRyb3wZrMndq9b6uDMLTb7b5BPBj5IBzI8dJunX1oaEipVMr+3bfp8V7xCaRSqb4zBSAYkI52u21qhicXEJfNzU3zGPghRplMxq4R5AEiANHwg4sSiYSkXVIxMTGhqakpXbx4Ub/+67++D6si4MVEIAAB1wRisZjGxsaUy+VULBY1PDxsx6bigl5dXVWz2bTNvVKpqFarqdFohONRbxDccccdevvb365Dhw5paGhICwsLunTpkkqlkjqdjhqNhkn5Q0NDfXV+RvTu7Oyo2WxqZ2dH8Xjcfp8sHUmfQE2A9619nU5HqVRKkvr+DUMhQZB1ymwAMuRcLqdGo2EZvyTrBojH49azzyx/Zgf4iYH4ArxpUJKRGj9emD83m03F43G1220jK2T+KCG+REDXQS6Xs2u4tbX1HDWBMwh4LchUIpHQ5OSkpqen1Wq19Lu/+7s6ffr0vq6ZgK8dgQAEvOS47bbbdPfdd2tubk65XE6ZTEbpdNp6rGlD2traUjqd1vb2tur1umVDyKkYrTBGedlXUp8Tms2Lc9UlqV6va3l5WWtra2o2mzp//rwef/zxQB6uAbz5zW/WW97yFk1OTqpcLuvcuXOqVqtaX19Xo9HQxsaGBblEImGBrNlsmrzuB+qgDHgDHySAdeV78/1Jen7kriST5P04YLJ1Sgdk+bFYzDL1SqUiSX0Sv9Tr15dkhwbxZ0gN3QL83Lf7+WOEIQCSLNP35wcQ4Ov1uhEPXtO3PaIkML4YJWN7e1sbGxs2S4BrzevyWdLptNLptG699Vb9zd/8jX7nd37npVkoAS8qAgEIeNEwOzurb/7mb9btt9+ubDZrQV6SZW8YjchQqtWqbbBIkq1Wy2ai+/or9VHvtiZDInNJp9O24RIU2ExzuZy2trbU6XRUKBSUTqefM4GtXC6rVCrp6tWrOn36tB5++GGVSqX9vpQDg3/9r/+1/u7f/buKxWKq1Wo6ffq0lpeXrbYvqc+Y5/vomdznh+h4F7s/PMc7+smeh4aGrEwgSbVazeRwgqM/mpfnxBvge+z5N2ruBFhJJrtLsg4DOgfi8biq1WrfACIfXFOplGq1Wt+AIEgH8GcI4OxHTYA08HuUCfASoGr4QUgYEv2QoVgsZkTbzxfg8clkUiMjI8pms5qcnFS73dYv/MIvvMirJeDFRiAAAV8zvumbvkmvf/3r9bKXvcx+1m637fS0er3e1y/d6XRMwmfzoB5JLbTb7arRaDxnI2RDorUKsMH7DZaAgCTsNzHOW49Go5qamrJggeu6UCgoGo0qm80qk8nYhjs/P69araZTp07p05/+dDg85evA0NCQ3vWud+mVr3ylut2u5ufndfLkSdVqNZXLZctaCaoEKB/kCbbtdrtvQp83u/mWO+R07wcgE8Y30G63zXQHKWVtEPRQl3gMJJSWPH9YD+8lmUw+Jyh7+b1arZqhz7ch0vYHWYaoxONxG1zkxw8TpH3m7yf+dTodtVot+5y0DRLAITlcIwyVqHP8zubmphF7TkREUYlGo5qcnNTMzIy2t7f1a7/2a1paWjqwtRbw5REIQMBXhX/0j/6R7r//fk1NTWlra0uVSsVk2LW1NTsGFfgxqWzStD2RfUu9DNwPLCFT2TsEhc2U55XUV+skQ0OSxRTmlQYmn9H6BUnwtd3R0VGdOHFCxWJRCwsL6na7Gh8fVy6XM5Jz+fJl/dmf/Vk4WvUFIJ1O613vepfuvvtutdttXbp0SefPn9f6+rpl+wRmr/L40bgEQoK0VwT2Bju+bwIqvwfpYx0QeL3Tn2BKIJdk7wtJnPXFYzKZjL1XMnx+xumAqVRKrVZLlUrFPAOsRUpcKB6tVsvOHoDo4IfBcIhR0Y/99aQakuLLCNwTGxsbfd8PXgdeL51O28wBrqE3BEKqUB/4LsbHx02JSyaT+sxnPqM//uM/fmkWVcDXhUAAAr4sstms3v72t+vYsWO2ITSbTa2urmpxcdEyen+cqZ9/LvXc1pL6hrJIvd5ofu5JAb/DxsTm6vulJfWNSWWzwg/gSQEbM5u3Ly14lzOKRTKZ1G233abt7W1dvnxZpVJJQ0NDKhaLyufzmpqa0uTkpEnE5XJZ58+f11/91V/p4x//+L59R9c6otGofuu3fkv33HOPWq2WLly4oEuXLmltbc1q+z5Ll3aDH5K4JAt0fPf+++I1vNJDqYfjeTc3N00RIvATIFOplAVD1hJyNz9Ddp+cnLR1igqRy+UkyUxy1M3T6bQ9zs8VGBkZ0erqqtbW1tRqtSwrx5hI7Z3SBUF5Y2PDJH7uE698jYyMWIkD8FjuCWr7Gxsb5ldAdeP3/XAj3pNX7Lh/IBWocpTsOJAIpeLEiRM6deqU3vOe97x4iyrgRUEgAAHPi7e+9a267bbbdOTIEVWrVc3Pz2t9fd02xo2NDW1sbPTJ73vHo/qsy5uSfMD1GZ+v9foDWJAffU0VMtButy3jl2SbnS8V+ElvbGY+K/LkgozGkwWej/dPjTQWi9kBKhMTEyoWixodHdXMzIxarZbOnj2rRx99VH/wB3/QZ9YaFKTTab3zne/UXXfdpZ2dHT377LO6evWqdW544uiNfAToeDzeN2qXALO3ru0NfH6yH4Y21o20K58TPJPJpM2/r9VqRgb4N0gsqlA6ndbExISkXuDtdDomo6fTaXP9o0DE43HzqEAIWOftdtsMjhCenZ0dlctlM+bVajUjLZVKRd1ut2/EMSSJmr7vdIAIoIKQ9XtCkEgk7F7m9yEgqAg81pcx/HWH3HBv8TjujfHxcWUyGZ08eVK/+7u/+5Ktt4CvHoEABBiOHj2qH/3RH9X09LRqtZq55SuVip0zTnAmoJEFsbkQzJ+vXksg3Ws2knoz2n0NlOycDd+bl8jUkPqRH72hCWnSt3H5FiYew2bI35nn7t+fl5H9xke2yLnsDFfJZDIaGxvTTTfdpFQqpVKppC984Qv6yEc+okcffXSfvtGDQSKR0Dvf+U69/OUv19DQkC5cuKBnnnlG6+vr5jD35j2pV/ohCPlsnnVFux1Bllq7J3dMzCPz53snoKMkbG9vK5VK2dG5rKGJiQmNjIxY+6DP/iF9KAqQWjpWCoWCrTEICY/DoIpxMZ/PW7bthwlBBgi0rOFWq2UBf2trS2tra0Za1tbWrEMBcuE7ICgZsL5Zr+1220g8hCkSiSiZTNp3RLD3igklGMppe9U8/hyPx+07i0QidrDQr/zKr+zTSgz4SggEIEA/9EM/pNe97nWKRqOq1WpaXFzUwsLCczYzmD6B2E9AY2Nic/WuZkkWYNkwvDPbB2KpFwwk9W3s3uCHlEnLFZsYWQjBwXsOfA15r1kQMsH78GTGBxr/Pnwrl2/B4vXT6bRmZ2c1Pj6uWCymubk5O5L285//vN7//vffUN6BaDSqd77znbrvvvu0ubmpxcVFLS4uamlpyWrdfF/1er0v4GPM9EZNSRYwcayjFPmBOayRTqdjnR35fF4bGxs26pbvLZPJ2OCdsbExjY2NSep9h5S5IA6QVkoIZMQERNY6hEHqlbxYO6zvWCymRqOhXC5nrXmsleHhYTO/IuX7x0FqIQGbm5umokDU2+22FhcXrQOBNepnIcTjcaVSKcViMVWrVTWbTSMJlAX2tk76I4l5Pyhv/lpxf3kyTUmC3z98+LCGhoZCh8A1gkAABhg/8RM/oVe/+tWSpKtXr6pUKpnUuLGx0ZclS71NEkMSm8re3/EkgI2SdjykdzYxSfa73oDlywRMTCOLgTg8n/zoW6l4L9SDfSuV1Mvq2SwxLkk9tYHPxO97Mxqf3ZME3j+PS6fTikR256yn02lls1kdPnxY09PTFojOnj2rT33qU9etUWp4eFi/9Eu/pPvvv187OztaWlrSlStXtLy8bOoR0+kSiUSfic8HWUxmkC2CUKfTUTabNaJG5k0A4jukewPpuV6v69ixY8pms1pbW9POzo6mp6dtTUxMTPStVUgFJQjc7fwMcytrj+wYksx/6XRa+XzeDgtqNBp97YOZTEatVsvaS2k1RGJnXfiaui9dUF/nvbTbbdXrdSsLNBoNzc/PG8ni83L9/b3oOwzoTvC+A0iD1DP9Sf0qGN8hxCyZTJoiEY/HNTk5qU6no3K5rFwup5tuukmRSET/8l/+y/1eqgF7EAjAAOJnfuZn9MADD2htbc1OT6ONCbDheUcxAdn3WBP89/YLs7H6zRLCsJcQYNzzGzqKAgGdzdfX73lvkuy9s9H6XmWvDkj99Vs2tL2PZVPzWRyP53mRoqn1SuojJc9noNre3h3hyhyCubk5zc7OKpfLKRqNanl5WX/zN3+j3//937dBMtcq7rjjDv2Tf/JPdOutt6pUKmlpaUmtVksLCwt9wZKA4lUfv578NcNlz3hevodMJmNtoPycGjan1eVyOWWzWVs/tVpNs7Oz1kvP6NxGo9GX9aIyoCisra2p0Wgom80qn8+bFI+bv1Qq2esS+OLxuObm5nTs2DHzDHS7XS0sLNj8i9XVVVMZMN3F43Gbbij11iAKmpftG42GrTPIbq1Ws8DuycPly5dVqVS0tLRk3QYM3YIIQyr23mcYA+v1upLJpL22Vwei0ahdM+YpsLY5bZFy3czMjCKRiJaWlux1jx8/rng8rp/92Z/dp9Ua8HwIBGCA8Iu/+Iv61m/9VlUqFZ05c8akw9XV1b7WvL3SJZsfLXPezMfGLqlP/tsbmMnyAO1TbDxs/ARJWpzIgqSeORBi4ie4sfEQZLwR0EuyfDY2fTItpGgCjvcV7C0dINsSkLgOtI15EsP1I2CRifEciURCo6OjkqTR0VEdPnxYc3NzknZVmSeffFIf+tCH9MUvfvElXRtfDb7v+75Pr3rVq3T48GFtbGxoZWVFFy5csBq/JLv23i/i+/m9bEymzc+9EsAaYL140yXXHONeNps1wxzrwMvYkuxcAb4rTuxbXV3V8PCw1tbWTLWamppSNpvV7OysJicnbS6EJ3TxeLyv7ONJ9M7OjlZWVuwI3U984hNaXFy0rJvPxnuIx+M2UW97e1vZbNYCMOsvFoupXC6rXC6rXq/bNWfwFgGessXa2prOnTunSqVi18QfSOS7KvgzsxC8kgZ58CZZb2xttVp2b/m5HfwdwsDaT6VSuvnmmxWLxfSv/tW/2q+lG7AHgQAMAH7kR35E3/It32Ib1rPPPqtLly6p2Wz21Qq97IdJT+odIuINdV6eJWvhZ2TYbBT8h8S417wlqS94emmY1/PTybwiwXsle2STk3qzBYD3GPgpgygUvIaXTSEbngzxfvkclDK8ysHv+7/zZ68KcD18Rjs9Pa10Oq2hoSEbqrK0tKRz587ps5/9rD74wQ++lMvlefGqV71Kb3jDG3T33Xer2+1qaWnJ/CIcygPJggjy3ULwvITvCRIqAQEb9UfaJUWZTMZGSOdyOVOPeG6IKT4BWguTyaRqtVofoeX7xoDX7XaVSCSsdY2Z+7yX8fFx3XrrrZqamvq6r+H58+f15JNP6uTJk/b+Wq2Wff5EIqF8Pq9UKqV0Om399HRHeCKAx2J7e1vNZtMy/EajYWULiO3Zs2d19epV8800m80+JYQ1T+bPfUh3A/e99+ag0DDfwCtn3K97O3m8csfnv/nmm9VqtfTLv/zLX/f1DfjqEQjADYyHHnpIb3nLWyRJ6+vrKpfL6na7KpVKqlarzwmUtLqR0fiJffyOdyejGJCB+YNPCNRs1j7LIEPxhj0vB0uyTR0ZkeAMYfGDYPx7JEPx2bt3+ZMN+k4FP0Bmr3HRvyc2YF8KkHqth1Kv/s/jvMHRzyLwXQ++hj0yMtKXaSaTSR06dMhqt9PT0xoaGtKVK1f0zDPP6FOf+pQefvjhF3HV7GJmZkavetWrdPPNN+vw4cM264BT+VZWVvrMYQQXvstUKmXXzV8vPCSpVErxeNy8FiMjIxodHbVDaVKplGW2ZP1+7j7XhyAeiUTsjADG3abTaWuRk2S16Xq9bt/P8PCwJicn7fv1Lavdblejo6M6cuSIisXii3Jdz5w5o2effdam/xEYIVCpVMrITrFYVLFYfI7BMJ/P2zplol+j0dDa2pquXLmilZWVvnsDv8HVq1e1sbGher1u/hx/Bkc2m1W9XjdS6ltfeX3ve0Cp86ofCgKeBkguJlDfYdHpdFQsFnXs2DFVKhW9853vfFGuccALRyAANyDS6bR+8Rd/UTfddJMWFxet1r+1tWVOYzZTn9HD9iX1Zb1sJNTMfV0yFov1jSWl7u979pFvqQt61/xeo6HP/P2/sTnvHefrTYk+y/YGPu9Q9tmlD8R8bv7ve5ohB3xeptZJvVZB/xpeneA9ekJE0EcR4Tr4z+AJF+2FkjQ2NqZjx47ZSYlspkwlZKN/5plndOXKFV28ePF510g2m9X09LS2trZsdsGxY8c0NTVl/gTeNzJ/uVxWo9EwedhPV8SNz3fD/IS9nRJ8dkgO63ViYsIOiSKDxDCIy551xol3fDesOYhirVbT8PCw8vm8BViexxNc6vyFQsHIHW1/GALHxsb6But8vSiXyzp9+rSWlpYs2LIeIbX5fF65XE6FQsHKAqw1MnVKA55wSrvrdnV1VZcuXdKTTz5pg7qk3bMOSqWSfY+0QHIP4QmAsHvC5pUbSaYUemItycgfih4lO98uiKKAMXZ8fFxTU1NaWVnRb/zGb7xo1zrgKyMQgBsMP/3TP60HH3xQq6urWl1d1cLCgjY3N23mOYyfG98HYm5+n7VykycSCbuheSwuXzIZ/kwfPUGbx7AZk/WzgXvysNdlL8mybhzJvJ5/nr1GRU9sfEsTgRzzFoGK3/VytX9tqd8kyP/5M7Lr3npqNBq1YEWbFUGTz+SNigQB6rBsuF6ZwGSWSCSsThyPx5XP5/uyRUxivDbudjA5OWkKCTVc3xvOe2o2m5bxo/L40ga93j5L9XVy3+Pf7XbtuFyy21wup/HxcZOHPemT1CcdQ2Lp80feZ5AO3o699Xr/vXkywPvKZDLa3t5WsVhUNps10sF72Tv292vBzs6O3ZNMQvReGMpQrKF0Oq1CoaBUKmV+EcoVlDuSyaSVi/ZifX1dp0+f1pkzZ6w9sFarGaGLxXanGLJOuH+4PoxJ5juHxBLcPQmTZP/mhydhJvRdEyhmPAfnKtxzzz165pln9B//43/8mq9xwFeH2Ff+lYDrAXfffbf++T//50qlUnrmmWdUKpXsRDUyWLJMblypJ2P7LJwNHjevD85STwonCEg9k5+X9anF7n0tH/DZPHzg8i19EBBfGiAr9rVT71+g15tNhrMKCAbZbFYTExN9JELaPS6YYINBkE2RQOolTzwAXmb2gZP37a+hv07elOgf46+XJzT8n6yOKXJcVwIF5jLIDSUQSaY6xONxZbNZxWIxLSws6MqVK3YQz8bGRp/JEwLJRDu+fzJIvi/eH99Ru91WNpu132XITi6Xs9en9dK7y7kWSMY+m+S9e8MqKhSki6BGacGrQB6+o4Dn52Q+gh3PieoBqbjpppssyL1QdDodUycymYyZDb36w3fOv2GEJEh6Pw01/3q9bvMOKBVJu/6JBx98UHfffbeeeOIJPfHEE3b/soYwC0I8OHwIIuCvg7/PWRfsJ/yb3ydINBKJhKrVqt2vdF5ACGlHfOaZZ3Ts2DHdfffdevLJJ7+qaxvwtSEoADcAfvZnf1b33XefVlZWTAL2WTOZrm9b8y5pgpck21jZAHw2Srbi5VwfeHleAoWfMubrhj7TJ+Dyb4xOpYbIeyHIkxFhBkO1yOfzkmS1aGqN7XZbzWZTzWbTNlKfbRHMeJ8Eup2d3X52CEilUrENGVKBHN1uty1w8DuYKH3rIXMC+Jk3SrFZ+nqrL09APghsnjD4cgKfHfmc10M25j0kEgmNj48rEolofn7eyjNe8cCQR4AkC/SlDUgO3pBIJGJZdLPZNGf+2NiYUqmUstmsBXS+C9Yfraj4AriGlF2Y5udJLJKzLz8x9Im1C8GS+sdV+2vPsJrt7W0zw0EACY7UsaldHzp0SMPDw8pms1/y3lxZWdGVK1cs+y2Xy9rY2FC1WrVrTXeEJ7OQ0mh0d3gOr0UXA1k16xCVDqWAMoLH6uqqPvGJT+ipp54yz0G1WrW2S98BBIH3Hhnf+sf64Br7UoZXiLiXGEHM94364lWeZDKp8fFxHTp0SO9617u0urr6Ve6EAV8tAgG4jlEsFvXOd75T8Xhc58+fV6lUUqvV6pOa/dxvZFpfu5P6z/f2EiSbKWYtf7AKGTpBAXhTmM+SCe7+dwkiSNjSbj04k8lYhk+QyWQyFpCKxaJt4D7zI1DiyvfZs3eY+7o0AcXX9b1c6TNHNsKdnV6bIF4EP9Od2er+9yFgXD8On/GKAP8RkPheCGgoFnyvXF8MkwQz34XhvQS5XM6uidRTciBNnqDx3Fxbr9r4LI/rGYvFlM/njVjkcjkLSARJAgPvx68/1oM3emKKJAgx5Q9C02w2Tcb2WbSXnzHJUfpgbfi1670LvKZvD+X61mq1vqwX0hCJRGwmQLPZ1NjYmHK5nKrVqs6fP28te9Iu6bt69arW19ctW+92u6ZKkSFnMhkjX6lUSsePH9fc3Jyi0ajq9brK5bIqlYrW19ftOyVgQ2AKhYIOHz5s0w65Fz796U/r9OnTunr1qs6fP983PtubURktzL3m73XuO1/m4d/5GQSVCYjsAexJvA4qANf7ZS97maLRqH7+53/+hW2EAV8zAgG4TvHDP/zDeu1rX6vNzU1dvHhRS0tLtlH6AR3cpFJvo/XTzcg8pd6hPVJ/dkp2QEmAAOOlUjZzNnE2UAI3oG5JMCALpZ4NyYCE8F693MvjeT2el03cZ85I0V5CR3Jmg4U40NJEpk29lSBMpkXG7bNtTGV7Xf1kpZubmzZpMRKJqFKpqFQq9WXVZEqVSqVveA4KiS/X8N1B5rzS4mV5fjcajZqZzL+eN3v5NeKvq88AKUGgojCAp1AoaGJiQjMzM1aT9uTPrwt8EbyG9z6wzjxxIeCn02kL4HQZeBc8RAuySwZP5uoNlt4XwCE6KAoQF34PEuKVHt4z90u9Xtfm5qaVPbrdrp32BzGA3NTrdZt5weAeOh0gkJgYx8bG1Gq1VCwWdd999+n48eN2L62trenChQuq1WrqdDpaWFiw9UAJIZvN6tChQ7rtttv6FIGFhQX96Z/+qU6fPm1BfWVlxZQySjeeWPoA7+9Br+Jxn9LzD4Fi7DFkypcVfakhEolodHRUc3Nz2tjY0K/92q991XtjwAtHIADXId7xjnfoyJEjmp+fV7Va1crKiqReDY5NVuq17ZGpsPER7L3kzKZKYPTGOW7Wer3el5FubW1ZxgXRgMlzxjnDTfzvky0iw/vad6lUsiDBJkQw4Yx1skSpd86AP1rWB3ykWwI8p5OxiUMqvAOa1+J3pN70NUnPeZ2RkRGrx/v6NJsbwY8MUuqNlCUgI+nW63WT5KvVqj2G98f36132fId+M/YbNGUVApY3UvpZDryGb31Eko9EIubGz2QyGh0d1djYmCYmJkzu9SSDAM218xMf+blvFfQz8CF/KBGoF6zHve8V9QTvh2+rGxoa6iMt/D5rjKyU6Xx+GA9SdafTUaVS6buPAAdn8VnonKDtlu+etejPlajVajp16pQeeeSRvlMOAWt1bm5O9913n773e79Xr33ta/t+5+LFi1peXtbS0pLa7bbK5bKtATLriYkJ3XLLLTpx4oQ9rlqt6iMf+Yjm5+dtrkOj0VA+n1c0Gu2b7udH+/LdoID4oV3cw7VazchTPB43AsB68ioT3z9mYYyBc3NzevTRR/WRj3zkOdcl4MVBIADXGd797ncrk8no7NmzVkdk1rivvXlznjftwbIxErHJsqmyiXrm77M/H3TIhMbGxvqk9Ww2q/HxcWupIsvid0ZGRmxqWSQSsaBHECSLoQSBkuFP6aOeL/UCqQ8aZBj8uycAzGrnM1FmYNQqWRk1aV/fZFPlPXoJnEwPkuB9E558ST2zHJsgZ8KzEaIw4M6mf5trRUBGFWGDRfEhwFFzJTMmCEvqC1g8ptPpmArD9dzZ2R3Fm0wmNTk5qXw+r5tuusnqt15i9+2DBAN+BwXFlzuQ1Zlv7yfp4cznu2Zd82cO+/FkL5lM9mXcBCUOCuLz8v1xjbzcTeDCr9But7W+vq56vd5XpmH2PuSBWnokErFaPwRrc3PTBvZA7N7//vd/TXvA93//9+u3fuu3ND093ffzWq2mkydP6tlnn7XrCDGJRnfPSZibm9MrX/lKu3cgARcvXtTa2pq9Zz4j5kjuJ0ZWozDg84FMQVC5/pQkWJ+pVMrmNLAuuAe8t2hnZ0ejo6M6evSo3vGOd1zzY7GvVwQCcJ3g+PHj+oVf+AWtrq6qXC5rYWHBbkKfDZN1csP6TdifF440zqYLy5dkWRKbP/Iqz99qtczNTa8yEm06nVYymbSNQpJtEqgL/r2OjIyo0WioVqtZthuLxTQ6OmpyYb1e19LSkjmXGRpDMKHmziYCwcBLsHekMNeCjQf/AQoCgdnXvn3G7EkWQQ3FhJ7nZDLZp0iQSfqaPVkQvguyNf+9bWxsmNt+Z2dH1WpV5XJZpVLJgk8ymTQ3OJs9mSebNSSH18DjIamP4Hh5l8+eyWR0/PhxjY2NaXZ2to8Y8Dp8nlwu1+cT2KvUsO4qlYo2NzdVqVT6nPEQxeHhYWsThAAgxfv6NGTVf0de8ud9Ukrx35nPxCEwkEVeh2sCoYFE1ut1NRoNexyBFqNlpVIxYtXpdCy4nj59+kUb6/xjP/Zj+g//4T885+erq6taXFzU/Py8rly5YsQSYjw1NaW/+3f/rgqFgqTdkdOf+cxntLq6qmeeecZaQlkDGxsbFtzxstTr9ecMzYJAcU9DZDH0cl/ghwD8O/cd1z+RSNi44HB64EuDQACuA7zlLW/R61//ei0uLqparaper9tZ4IDs7/lG8/oaHkx9b8ueJDPpkP3xnH5GAJv72NiYpqambHTpxMSEZVw8jtej1OAHDXmJEVPcysqK/S6TyRqNhmXHHDCDrOszSMoIeAmOHz9u41v3zvWnTZDsjk3cm9AAGRCBy/fB+6yW90CwIdukbdD30AMc3KgcPKc3V/HeCcpkk96MSL2WrIvgS3BttVqWkSLN8n179cLLsWTI4+PjuuOOOzQ3N2clAN8euXf2gvdroJ7w/XrpnBMnUTrGxsaMEDGYByMcaxTfBt+L1BvcxO/wXVGP97V8/15RQ5C0CZIY6VAS/Ex8/m14eFhXrlxRo9Gw7wOlhjVC2WllZUWXL19WtVrVuXPnvt6t4Hnxz/7ZP9O/+3f/rk89kaTl5WWdO3dO8/PzfQOcpN0ZEG984xutg+HUqVN66qmndPLkSSspoiJ5MyxzAcrlspW6WBeMISbIk1Awm4Egzx4l9cygqITsC9IuMSgUCjp06JAWFhb0m7/5my/J9RtkBAJwjeOtb32r7r33Xp09e1alUknDw8N9sps3WPk6uqS+7JSava+/Sr2NlPqbl023t7ctoyVAjYyMaHx8XDfddJNNI8vn81YrJ5uFdEg9xzVlBTZqglKr1VKz2TSZj4ycjYNMzpvH+GzI+YcPH7axsYVCQaOjo9rZ2dHly5e1srJimb5/Lp5HkpEAL6ETLPyAFJ8t+5YyMiYf6Nns+G4YwgTB8h0R3h3Nc1IeabVaSqfTlgFLPcIXjUZN3ue9cdgNBBBJvFwu68qVK1pYWFC9XrfvyNdjk8mkfc8TExM6ceKEZmZm+jwHBFa+VwgRn5vSCeupVqupXq/bCGrWJK2JtPc1Gg2rd3vjKAGGtcl14vW9jEzw8ATYE1zvUmc9Qqq9agKpg1Thuh8ZGbETAVutlpaXl3XmzBldunRJ6+vrL8o9/7Xie77ne/R7v/d7ltmDZrNpUyJLpZJ9prvvvlvHjh2z7+Pxxx/X6dOn9fTTT9s9ybWig4c1gF9ibylqZ2e3QwJyz4Am9hB///i9wk8ZJNng+52bm9Px48f1+7//+3r00Uf39Zre6AiDgK5h/Ot//a81NzenhYUFO/ZT6j+fnk2OjZybBvbu67F+40OuJGvwxjSf9XBjkllPTU1pbm7OZrbzOIxiPjj7nnXeiySrLxI4qelSpyT78qSFQEO5IhqNWuCfnJw0yd9n2FtbW33O/EKh0Of8hohsbW1ZZusza69k+MDrgyWB3DueMbyRKVMrxnfxfBPlkEW9Kx8zpTd2enNiJBKxfv9ms2mP8TMAfKCEUPnatf98w8PD1qs/PT2tiYkJ5XI5y+rZvFlTrB0MnpjIJJk8zhChSqXSV35gnr0kIxQ40JvNppFZr4TweL4/3r9fb77c4RUrSkkQXer27Xbb3jNGUrJl2u3q9bqefvppXb16VVevXn3R7u8XG+9///v1/ve/Xw8++KDe85736P7775e0q5jdcsstarVaWllZ0dLSkhH8lZUVTU5OKhaLaXZ21lSNp556qk858WUS1hSlQLwCrDnvsfDTLL0K4306/rvmd7x/haOm3/rWtwYC8CIjEIBrFL/xG7+hXC6n06dPa3V1tU9iJrj7TXiv0Y8NkcBL3zngpiWY+nonIKMfHx9XsVjU3NycRkdH+4IbQVSSvb7UGyJDvZZghXnL921Ts+eMdQiKrwWyiUciEc3OziqXy1lduNFoWOD18MY6PAtcCzJVSI7/3AQQ/3xsTLwPNsGtrS0zojEkhs0LtWN8fLyPCLXbbRuHW6lUjARJsoNyICYY+CjN8H3x/XkJlU2UwOrNmrRC8p75DJR9GMebTqftNEJ63710Ho3uDqYZHx+3Y4zBlStXrK0MRWd7e9vq5XSkcM19+cWvjXK5rHw+31ev5/AqBsuwNll73BfeqMrnxviIwpRMJjU/P6/NzU2tr69rfX3dpmYuLCzo/PnzWlhY+Cru1msLn/nMZ/TAAw/owQcf1G/+5m/qm77pm+z+m5mZUSqVMg/G5uamVldXTVnjjImxsbG+2Rj+PADfzcE9geIi9TqPKOPwvfg5JN5jQcD3HUf8HMK6tLSkTCajn/7pn9Zv/dZv7f9FvUERCMA1iH//7/+9IpGIzpw502cmIpthY/Qubnre9/Zd7w20ZJf5fN7+zuZJkIBEpNNpOws9Ho/bhk9ALRQK5g6nLshG4mv+3p3uA61vQ4xGoxYoIBHMLc/n83YyWiKRMP9BNpu1gMGkPiYC1ut1Xbp0SZKsbLKwsGCf2UvJvh3OB02um9TrVfdOZzZCPhOtdrRFoaag0tAzXy6XrXRC0JN2g+v09LSmp6dtbnutVjMS47saMMqhjkAEeb/8Lj4POhtoe4O0MDY3l8splUoZ+UD+RR3J5/OanJzUiRMnjGDsxdzcnBYXF/X444+rXC7b66XTaQvG1IFpHYUo4e/g715+5/spFApGeiC/kGFUK9QE1jEKULPZ1Pnz502Wvnz5sk6ePKmLFy9qcXHx67hbr1185jOf0YMPPqg77rhDP/ETP6H77rvPTnbkPqVktLq6amtnZGREY2Nj2tjY0Orqap+yh6nPtzQStNmHUBwxb9Zqtb5OE743v0bZ11jHfJeQhnq9roWFBR0/flx33HGHnn766QO7rjcSAgG4xvArv/IrkqSTJ09aH7FvJZNk0pk38MG6yQj9IBRPHLysRxYGKfDSfCqV0pEjR3TixIm+EbLUaMfGxvr8Ba1WS/l83m5Yfz4543N9/XVv7ZpMn9YijIDepIbyIO3KzvF43DIExv4uLi6auY7AilLB2esElb2mKe9853rw2gRxXp/rzCYm9UbZsrHiiCbLZVoeU+P8IBv/eJQOjoUtlUra2tod8ETt/qabbtLc3JyNXW40GlpaWtL6+nrfZ9zbvy3JSJIkG8fLZ+K7QhUYHR3VN3zDN5hC8ZUQjUbtHApKB1LP18HrUdZIJBLa3Nw0A1mn01G1WrWje70j30+Tk3bnRRCIaCNl6mChULB2vHa7rTNnzljWjyHv7NmzL+gzXe94+umn9RM/8RP29x/5kR/RG97wBp04ccIUNxQBSZYgNJtNVatVKz2RIHjlj/tob0fM3gQF9UrqqYO0X6JcjYzsHsrEfcr9iWIFqfvRH/1R/fRP//Q+X8UbE8EEeA3hV37lVzQ8PKyVlRWtra311eD9TVOr1STJNlAfVLkRuaF8kPK1ZwIiLT9elstms7rppps0OztrASaXy2lqakozMzMWuGHoBGzqs1tbW1pdXdXa2poWFxet/ce/H553r9/Akx0IgK8v0hUwMTGhO+64Q4cPH7bn2dra0uXLl+15wN5NCnnbO9k92MggTXtd7f5aQmp4HD/3ZjTeG54BZH4UDkoivO7U1JRd4263a8ENyfqee+7RnXfe+SXX0ebmps6dO6fl5WU1Gg2tr6/bNaVfHQc+5R+G+4yNjekbvuEbdOTIkS+7VpHTkeBRhy5evKj3v//9Wltb6+vMYMLd6OhonzEylUrZe4nFYioUCuZxwADJ+RDDw8N2lj2fEz9DMpk0VQuSsby8rPn5eV24cEF/9Vd/pcuXLysa3Z2IWC6Xv+znGwT8g3/wD/SjP/qjyufzWl5etnIPwb5erxuhJihvbGyYlwaDJ/cQahH3ma/rMy0TkoEpsFar2RAuTLq0GPoBZgwImpiY0OjoqM6dO6ff+Z3fOeAreP0jKADXCN797ndre3vbDmYhEyX7hE37LNUHXGRWSZZB+mEsyLtMKePmpNbtN+BDhw5ZECoWi5qZmdGhQ4fM+Ecw8v3tyPjDw8NaX19XuVzW2tqaZXYEOSa1bW5umsEM2Z+snffG5oLK4LseCAoY/+r1ui5fvqxGo2EBm0mDlCH8/HfvYPcmJf7P58LVzOfzBMt3BnDN+RmbGj4LMlVvNEN+JRBvb29rdXVVpVJJs7Ozlg2hcnDw0F7CshcjIyO67bbbdNttt0nazZRPnz6ttbU1DQ0NKZPJ2NCa+++/38opXw47Ozu6dOmSzp49qytXrqhYLGpiYkKZTEaTk5OqVCpKpVKSZHPwyRj5/phz7+dXUJKgF5z1jYeFYN7pdLS6umoDZSh7DA0NqVgs6vDhw31m2Gq1qqefflqPPfaYnnjiCTNZ0n0SIL33ve/Vxz/+cb3jHe/Q4cOHjfBijKT/n/VNmVHq98RAzn1bKfsD+5c/Y4TviVKZ/ztJDnsSyQJlAIjhAw88oEceecROOAz42hAIwDWAX/qlX1IymdSZM2dMvga+Vx/XPkHfy3EEZTZFqecNwJSGE5pSgCSbCRCLxZTNZpXNZpXJZFQsFnX06FHdfPPNtrFLvaNTmfVNDZbsvl6va3l5WQsLCzbTnhYiMgvUh5WVFVUqFS0uLmppaUmVSkXLy8s2TW9qakrpdNqGDE1NTenEiROanp7WsWPHNDo6ahnh1atXbZrZ0NCQHT6DLMxn5vp5lcAbJ30N3ZMwSSZHe8LkPQW+TOHbA3kcGyTXkJkEHENMJouCQucHQZHfeeKJJ3Trrbc+x/T4pVAsFvWKV7ziq16XtVpN58+f11NPPaVLly5ZQGeUs9RrI/WT8ZD+uW71et1UAKnXFurHRVNSIZiwZkulkrWKVioVI61jY2MaHR01X4gkGyi1tLSkpaUlPfPMM3rmmWeeM3gmoIdyuayf/umf1rve9S4dPnzYPBMYUCHCdAGgYjEfg7ZRSCxqXKPRsDMh6vW62u22qTgQPToIYrGY3fMQBAiibxXkfm02m1pfX9db3/pW/dRP/dQBX8HrG4EAHDB+7ud+TslkUhcvXjTZ2GeiBHMCCoycQO5Nad5oR52VTMrLaRyqQm2am3F7e1uZTEa33nqrXv7ylz/H5U0W6hUK70xn4hmDT8iE+RyYry5duqSTJ0/qscce+7LX5uTJk31/HxkZ0Zve9Ca96lWvUi6X08zMjGq1mpaXl3Xp0iUrRfC5arWanTvPBkJAJah6Q5mkvgC0V95nY+TsdWrsyKHRaFSZTMYUCEoqfF9MKyTbQfb0LZOUVSBLkDPUAHrQq9Wq8vm8SqWS1tfX+2rlnMb3lZSCvVheXrZ592tra/bcEE3gVSRk/kgkYiNz19fX1Ww2+/wp3kMyOjra93wcMEVnByUKDHtce84eSCaTmpqassC0ublpZTMMbfPz84rFYrrpppvsbIWAL42f+7mf0+/93u/1leDo5c9msxoZGdHS0pLV8fGdkAAw+Irg71Uz9gb+jzfJT3T0xNsrn159oN10c3NTly9f1m233aY3velN+tjHPnZg1+16RyAAB4gf+7Ef06FDh/T0009bQPBtfmSWkvoka4IPWepeuQ0CgIS9dwANdXdYNu1VY2NjesMb3qAHHnjgOe91fX1dq6urZsQqFAoaGRmxYS6SLEtj8+d9VioVPfbYY1/z7HOwubmpD33oQ/rQhz6kb/u2b9ODDz5op+cR4IvFohkEk8mkHZlKOQDCxAbl2yd9rdGXHVAN2LBQYPzgGLJ///1IssCISdP3+Uu9Tgi+L4ied0gDRugiYyeTSTWbTSuVlEqlPnl7e3tbU1NTmp6eVjabtU3al1nW19fVaDRsjgAlB9Yipka6CCAE1PK9sXNjY8OmznGdGTfNhg+BZWMn4Euy91cul7W+vq5IJGJtadKugdAfOMRgm7Nnz1rXASWXZrNpRrIXqpQMOn77t39bP/MzP2MZPVP9mOUvyTxDtABubGz0yfuoYqxlMnxIuSRbU15BYD3yGO4B/AMolZhaS6WSFhcX9S3f8i2BAHwdCATggPDmN79Zr3rVq/TEE08Yk/YteD5D5Wair50Ay5x0JGTqyNxEBH1+5ut13MCZTMbO4H7LW97Sd2SotHtYCK5uBqdwQ+ZyOaXTaTOXLS4u6sKFC3bC3+XLl/WHf/iHOnPmzIt+/T760Y/qox/9aN/PRkZGdNNNN+nee+9VsVi0bFPaDR5jY2N97UeSLPNmo8Go5mVpMhLIGPPq2ZTY8PA5QBogAclk0loG+U44WpYSAQSA7IjWSmqqkA42Uoas0OJHG5f3KGxv744HXlxctGE3KysrevbZZ/sIEicsshlTl/fGRAYwjY6Oamtry0oAzP5n6A9yPZ+Tz8+x0LQfrq2tqVKpWCsn13FjY8PMi5LsmkAS/KjrlZUVVavVPjLmB1tRDkB9CPjyeOKJJ/SpT31Kr3nNa/oO24rH46pWq5J2VTUSFD9Om7VHCYs9zJf92J9Q3CCOvmMANVLqGQW9IZdOEeY65PP5MBvg60AgAAeEhx56SBcuXFCpVOobx+tb/fwAFly1PsuBqUu9k/nIXrnZ6D8nu/PZbjQa1ejoqF796lfrDW94Q9/7q1areuaZZ+zwE0jFzs6Ojdr13oCVlRVdvHjR2qw+/OEP69Of/vR+XErD5uamzp4929feNTw8rNnZWc3Nzenw4cM28IZuh0wmY9IkbnTc0FKvvTIajVqvPN8R5Kxer1v/PP9GsPcmSTJTCAL91N1u1yRqAl88HrdzDjB50gpIWyZrgbUh7ZKg5eVlG3yE+3pnZ8fOkPCHuHS7Xaut40GQZAY8iABEI5vN2rXJZDJKp9OmMKFGRCIRu7Y4+vGgMNVtfX1d3e7uWQ6sVebr+75xJu8RRDyxhcTunejIdWDNQnoDvjL+4A/+QHfeeaeOHz/ety/5oIw6QLD2ShByPaUZXwbAx+IVMBQ1yLRX0Pw9wtr0rb2NRkOlUkm33nqrZmZmruvhTQeFQAAOAO9+97u1uLio5eVlY75I/ACWzWa7t6VG6tVOfZCXZJse2S0SNVkc/ecTExP61m/9Vv2dv/N3+t7f6dOndenSJRtYg1mLmfRTU1N9wb9Wq+n06dO6fPmyPvjBD+qTn/zkS3n5vip0Oh1dvHhRFy9e1MMPP9z3b2NjY7rnnnt05MgRTUxMaHx83FrJCCDUo5mK5z0VkqydkUArybKiWCxmbW5MraOtjffmpVW+F4yEZFm08lWrVXU6HZsjQFvcysqKrSO6PTAYIsNvb2+rXC7bBoxnJJFIGJnwMws8cYEwtFot67NnU4eUUJ6oVqs29c8P6KE0RGbuuzIINHgbGo2GEQepN2ESkuvvDd/tArElG43H4zp06JC2tra0tLQkSWZwLZVKwRz4JfCLv/iL+v3f/31J/cf1+hMuUZhoQ2YEMyQMQgDxheiiEjCcyRNsSaZa+RkA/ud4jlCGrl69qmQyqR/7sR/TL/3SLx3MBbuOEQjAPuMXfuEXNDQ0pEuXLvW17Uk9177Um+jm62FIYNSkveTrW9CknpmNjZYAg/R75MgRPfTQQ7rrrrvsvW1vb+vkyZNWlojH4zZ9jelgJ06c6BskI0kf+MAH9Bu/8RvXXUvO2tqa/vzP/7zvZ7FYTK94xSt055136ujRozaMx3sGyLiZ0of8TbujdzDfeuutphKwiVHHJ/P1Hg6pl70SBEdGRlQuly07IiCTUXkFAcMd79MP1+HnSP0+M0Zmp+bL5kztXlJf0M9kMnb4UqPRULVa1fz8vI3VzWQyNpSo2+1ad0sul1OxWOwzQvpzJLynwps2fXslh80QmPCxoJjR7TE+Pq7x8XGbu7C+vq58Pq98Pq8TJ07o4sWLX/MJfTfffPMNO0io0Wjov//3/64f/MEftKDf7Xat/MM5CpAAykZ0AZG9+/HWzN1gLfmJn51Ox5IaVEs/jIu9zyuXqA20h95yyy16xSteoUceeeRgLtp1ikAA9hFvfvObNTY2Zo51skact75NjAxv7/Q8L3cyRY1MX5Jl+NxIZKv+36empvTt3/7t1icu7Wagjz32WN/RodJuYCgUCpqZmdEdd9zR93mazabe/va36w/+4A/26Qq+9Nja2tKnP/1pK19kMhl98zd/s172spdpZmbGTkGUZDPV2+22zZInS+l2u0aeMCp6wxOtUb4VCn8HZrnh4WGVy2UzzPnpgihDjB72hC+VSpnZbmVlxXqoWQt4FfgdMnuyMQglQTubzVrJh2ltlFGQ7Cn9oCpQ60V94PN46RfjJOTFExw/MMZPS6QcgQdDkpVw8MH4dtidnR0dOXJEjUbD1J1YLKaxsTHt7Owol8tpZWXFuiu+HKLRqKampnTbbbdpdHT0hiUAkvShD31Id911l+69915ba8lkUrOzs6pWq7ZupN6URxRJ1Eq+R4I/+xxlH38IkKQ+Age5gLSyViUZAaYkVCqVtLKyou/6ru8KBOCrRCAA+4ShoSG97nWv0/nz522jJAPypr29U//8gS/cIN5BDWmAIRP4URXIXKXdYHH06FG98pWv7Av+y8vLOnnypJ555hn7GTfo+Pi47r///ucMivkf/+N/6Ad+4Af24codLOr1uj7ykY/Y348ePaof//Ef19TUlAUhsh2m3TWbTdXrdU1NTdmZ9r5UwxRApG58Gz6rl3rqDdk/qsHOzk5fm1wqlVK1WlUkEumb846U6qV41hoZvp/jQGcHxlBp15l/5MiR55hDJWl1dVVf+MIXdOnSJZv9QOui7/dmxLMnP3xG1C1ez3fDUDqhPuyJDkQZxYXrxf/9oUPJZFLdbte+M18mYZ7Azs6OVlZWzCchSRMTE2q32yoUChbQbr/9dhWLRV28ePGlWG7XFH7t135N73nPe3TTTTfZoCbaAoeGhqwjBBMoCg3B2Sc3BHUSFkppmJsxv7K+ud4oYHhW2Pv8+mk2m1peXtaRI0f0gz/4g/pv/+2/HeRlu64QCMA+4Vd/9VdVqVTscB8v9ZP50F/u3ef+P9/6J/V8At5s5rN9X6tLpVKanp7Wgw8+2DcU5tSpUzp9+rRKpZIqlYp5CUZHR/WKV7xCx48f7/scOzs7uueee/Tkk0/u05W7tnDhwgX93M/9nKTdjOjBBx/U7bffrqmpKZPsObzIHz8cjUZtcmE6nbbrDZA6kVH9nAZ6/Nn4NjY2VCqVNDExIUk24RGJHt+BXzPMUs9mszp69KjNg2BmAKWOLwfc+2fOnNGpU6e0urqqSqViWTwklIBP2YlefsgJ2b+X+n05Q+q5wScnJ21apPe+kBGiftGZ4U2Y3oTGcdYbGxsW/OmkoJMBIsA1GxsbsxHOqDUQIVoRb3T8x//4H/Vv/s2/UT6ftxZTWmpp8ZVk/hV/tocfNe2nkkL68H/4NeC9IZ5YeFXTe6VQxjg861u+5VsCAfgqEAjAPuD/+//+P42OjurkyZN2c3gnOQsdZy2sGMmLjRWp9vnkMz+NDtkUuZPgf8899+jBBx+093Xu3Dn99V//tWVJ+XxeQ0NDmpubs2E7Hj//8z+vd73rXft01a59bGxs6C/+4i/0F3/xF/aze+65Ry972cv08pe/3OYk+PY91BkmGNJWiY+AIEiW7uV/ykKpVMpGNpfLZS0sLFhdXZIFsnQ6rUwmYyOcv1pUKhU9++yzOnPmjC5evGhlDg54knr1W0yhfma/pL5NnM8IvNERH0Mul7M1TddGs9k0Q2O1WlUmk9Hw8LBNHvST4lAFfClD6pFh1JpOp2NjqVOplAV4fserKZL6DtoiUx0EfPGLX9TnPvc5vfzlL7fP3mq1rE2QyZt+8BQ+gHQ6bbMxIKh7DYGe8Ek9z5OkvvkYrG0SHRIbf/jW8vKypqen9ZM/+ZN6z3vecwBX6/pDIAAvMe655x7dcsst+sxnPqOFhQVziEu9NjLkSqk3BVBSXwnAj/VFMWAzhTGT7fjAz9jUXC6n++67z577ypUr+vznP6+1tTWTocfGxnTvvfc+J+v/8Ic/rO/4ju94qS/VDYEnnnhCTzzxhP74j/9Yx44d0xve8AYdP35chUJB2WxWrVZLV65cMel+e3t3bj2dBkwzJNj4Ug4O6pmZGR0+fNhGQ09PT39NAb5arapcLqvVaqlUKml+fl5Xr17VwsKCdR1Isk4BMvBut6tUKqVMJmNZeDKZVDKZVDabNQ8JpGBnZ8fmKhA8Wcd0S7BuvekyHo9bXR+/hX+uVqvVN58+nU7bNE26V3wLmifZvD4lBN9lQM0ZvwX3K5+x3W7r/PnzX99CuY7w7ne/W7/+67+umZmZvlMBWXt+cBRrln2t0WiY2oQK5SecEuS99wMCDNnlMZAwDKDeC0BXwblz5/rKmwFfHoEAvMT4Z//sn+nq1at2kMno6Ki1jpH9763XI49yU/g53D4o4BWQerPruQmRUBmZe8stt5jEW6/XderUKa2vryuXy6lQKOj48eO69dZbVSgU7L2fPHnyOca/gBeO8+fP63d/93ft79/+7d+uBx54oO97g3wxtIbaPv4CP0yFTQ/CyO950J1AEL58+bLK5bJWVlYk9Wqo5XJZW1tbOn/+vJGPRqNhLX5kVgRLPAJ+Kt/ExIStNb+hk8lPTU3Za/oecD9LQZKtb2ry/C7yMMOB6DGnnRBFTJJdIzJIMkuCv5+oiFeG+4P70A+JovOFDprh4WFTVFZXVwdutPBHPvIR/cAP/IAZP+ndj8fjWltb65tvwWwIP8QKRQYZ35cESGZ4DPue1JuNQhnBJz3sdcwEiEQiqlararVaevvb367f/u3fPrDrdb0gEICXED/5kz+poaEhXb58WZLMGS31zpOX1Of0p5Yp9WQx3zLG3zHKSOqThmmdouaZzWY1PT3dl/1zw8ZiMU1OTuq2227TLbfcYv++srKi+++/X/Pz8y/xFRosfOQjHzFD4ete9zrdeeedmpqasmA0OTlpI3eZHMiawZGfSqV06tQpFQoFFQoFbWxs6Itf/KIajYbW1tYUi8Vs+p0fH82EPr8Jkw0TaLvd3dMYOVmS41ez2awpGKw5MjTaB8nmO51O3zkAzJFn8BKvTfbOmkYqjsViWltbe465j/Xuj7D2HS8EEX98tn9eHr+9vW3XgnkIvvZMZksNmlPxeM/5fF7Dw8M6fvy4FhYWbFDRjY5PfvKTevDBB/Wyl73MSBXfA4QtGo2qWCz2la1o0ZRk7aX8jD0NkuWVL643p31isGWGgJ+fAnGAnK6ururo0aO65557rrvW5P1GIAAvIe6//36dOXNGq6urxoLZWHwfNovem7V8O6Dv82dD99PckERpT2s2m3bEajab1bFjx+w9caPNzc3p2LFjmpqaMjOZJP3UT/1UYM77gE9+8pM2MOmbvumbdM8996hQKNh3jwS9vb1tQ2uY94/USbcBpQHqstTFfW893gKO46UWjulzaGhIY2NjfWQkk8lobm7ODulpt9v2XjBxbW3tnlwYjUbt+Fjc4FKvtS+bzdqceOrvBHAkdrJwzqbwa517gVnwGA1RCsgwua8gAkjD1PK3trasjY0BSAQeHsOwJcgAg7DwDOTzed18883qdrs6efLkcw6tulHxrne9S//23/5bm/3AWuU7oFuDdceoakkWxFmfEAZJ9j34MwIkWYcNBIzvBMLKninJRpIzFyCZTOp7v/d7AwH4CggE4CXCL//yL6tardrUM59hkJ34GeVebpV6Q4FY4HsnBvr/vGKA+WtiYkKJRELHjx83KbZSqRjjzufz1qYmSY8++ujXdGRswNePRx99VI8++qjGxsb0zd/8zSaTj4yMmJxPS125XLbpa97I5js+PFn0RirIHxsrkiq1Ver6kENas1qtlpaWllSr1eyIYgIuxMO/l8nJSeXzeY2Pj1tAJoCTsdPWSKsiTnyGDEn9ylcikTDPgg/mfq58q9VSIpGwe4Tg70Hm76c1ck9gWOx2u0qn06rX68pms/ZZJZkvIJlManp6WltbW1pbW9Py8vL+LpoDwM7Ojj772c/qNa95jSlITIGEbKEy0f7KACr/vUuy4M13BXGkXAMJpssAoyZkjbVOOY3ng+RevHhRDzzwgF796lfv+0jy6wmBALwEuOuuuzQ5OamzZ8/aABYC+cbGhrnrkchY/DDqvQvcy/3I/2yWqVSqr/7a7XaVz+ct6xofH7djZKll+lPztre39eu//uv6+Z//+YO5WAGGtbU1feADH9Dc3Jxe/epXm0Gw0Wgok8moUChYJoVqxGl7vrZKScnPWJf6zaJS77wCDk2anp5WJpPR1NSUPb7RaGhhYcFUBak3qRDpl5/jHzh69KgdFtVut9VqtYwgEAgI1IDM0SsDkBIGx8TjcTvKmqN/MfpBBHxtGJ/N3sONJPVdB3wEftQtr8fxzpQDfLdBoVBQqVTS3NzcQBAASfpv/+2/6a677rJyDoBQosag4OBxYXJgNLp7dDAnePrHIv3T2klyg2KAzE+HlFdHvZrQaDRsfsZ3f/d3BwLwZRAIwEuAH//xH9fq6qpKpVLfwkY6A2w8sF02Jy/9kz0xKMWXDwgCkAPaxra2ttRoNDQ7Oytpd1Y/NVdaeIaGhlSpVPSjP/qjeu9737uflyfgK+DKlSs6d+6cDh8+rM3Nzb6MFzma7NXXsRmYQrDjd3wLW6vVUr1eVz6ft0zdDw/a3t7WpUuX7Ohjzndn6JRXFjhngCOhZ2dnNT4+boONqM0i67M50yaYTqdtA+dkSyR4VBDG/uLMJ5hQTiiXy9ZaBrHY3t4dr5zJZOz56U/PZDJmGKQeTU9/t9vtOyMhn88rnU5reXnZ7jFOcJR279NsNqupqSnNzs4OlB/gO7/zO20SKdcXwhWLxZROp627ApWAEs5enxPnUKAQcH0J/igMiURCiURC9Xq973v15IOW5uHhYS0vL+vYsWN66KGH9PGPf/wgL9k1i0AAXmT88A//sNLptJ599tk++ZOsiRuGAE+d18u4vqWGzAgjlb9Z2LTJfpDl/MaP7Fuv162tKpfL6dSpU/qhH/ohffGLXzzoSxbwPHjiiSc0NTVl5zHQxibJugOYqsa/0dOOKRQiSfYUi8U0MzOjVqulYrFoJlHq9wxUIdhh6iOj8wZAL81PT0/bbAI28K2trb7Dk7zCRcD3Byz5uRhMVfRqRjqdNokY8yoehqGhIfM2MH55e3vbAjtBaWVlxYL76Ohony8Cd3symVQ6nbaOB8ovUq+OzWfBRzE1NaU77rhD8XhcCwsLN3yHwMc+9jG98pWv1NzcnM19kHqtqv4gILqY8JpQz08mkzZPAg+LLxP40y5Z4xg4/dAh1AJmSvB6eD0qlYre+MY3BgLwJRAIwIuMN73pTbp48aIZpQjgvv7vNztq/1Kv5om72tdOvXSJPMpRtvybl1VnZma0vb2t1dVVDQ0NWa13Z2dHS0tL+hf/4l/o1KlTB3CFAl4IIIxk1F4NikR2j9tlsA7tagwYInOW1Ce7co4BdVpv1qL2jYOeDJ/N1P8+SlIsFtPRo0eVyWRsVCzEBDOh1JtnQbAgILTbbcsU2fwhN1wDShyNRsMUAibRYfyKxWJmSmNeACOEeU1fYmCuASSEUcvcK+Pj46ba0YJGO2Kz2TSVgT8Xi0Ub+pTP57WysmLHHfvBRzcSHn/8cU1OTvadZwHJJOHIZrNKpVJKp9Oq1Woql8tWNvKjqH0ShK/JH0u9vb1t641pmqgDdDOlUqk+AzWkbXV1VYVCQd/1Xd+lD37wgwd5ya5JBALwIuKf//N/rkqlovPnz5tsxWbm+/S9bIbcRdbEJsrv+2lmvk2GzZW/QxxwMI+Ojpp8y5G29Ju/+93v1pkzZw7mIgW8IBw5ckT5fF6ZTMba7AhEkD5fQmLS3vr6ujY2NjQ3N6fJyUmNjIyoWCwql8tpdnbWgiWGPgK/JFOOcrmcZbl+aqX3n8TjcWWzWSshkMXx/qi9I6nz/tn0IS6sX0bu+o4F3g8E1hv2OJaYVkhJ9hwQY8hMJBJRo9HQxMSEHaXMBEY8OUjHZKh+QJEke094Djg1EfLFe2I+Am70p59+uq9WfqPggx/8oF7xilcYGeRaQwRQSLjemCej0d3DgCgTMDWQvQ5Jn+fyI7HpjIHMQRZYX6w19li6ZtbX1/Wt3/qtgQA8DwIBeBHx2te+VmfOnOlzvbKB+N5rP/lqb1cAjNg/xisAmLa8M5n6KC1LsOdGo2EEgEEd73vf+0Lwvw5w4sQJM3iSVRHwR0ZGrB/enxg5PDysiYkJDQ8Pa3Z2VrlcTqlUSrOzs33z2xOJhM3Tp4/fZ09+A2aN0bbFgBykcrJ/1jyyLdI87wv5V+rVfQnSlC7i8bgNQgJs+GR1BIhms2kjfSORiLVQQpLofuAacY+gxvF7HI9NKYASCkGHLJ+5A/7P1JxR3fg8ExMTKpVK6na7OnHihE6fPr2fS2ff8PDDD+sbv/EbbZ2QgOzs7Ni68P4UykiRSMTc/Xx/KAOscb5zvlOGoHE0MQmQbyf0JVTKEdFo1OYCfOd3fqc+9KEPHczFukYRCMCLhHe84x2q1+smJ1K38uMxkam87MWmyEYOQYAt+4yPjIxNytcht7e3Va/XVSwWLYORekdsVqtVPf744/rMZz5zkJcp4AXg9a9/vTnxyf591k+2ST0caZSsOJ/P24ltZFq0aEmyOqs/mY01C5mg7585/pSrKEUUi0Xl83mr9SPz+9Pg2Ki9kkBwp4OB94iHQZIFC99hwL0A/FRMPoM3g/k6vZ/dD1HGjEvQ8pkm13NtbU3b29t2SiLOdsY1d7tdM6ZRXvCvg/x96dKlG9IX8OEPf1gvf/nLbXgVUwBJNtijGCENcdrY2LCzIvyMB28c5d8grZAEr4qSUNG+yRwHSX3TKTF8vulNbwoEYA8CAXiRcMstt+jpp582xzAbotQbR8pGxML0NVY/sxw535u42EB9vQy3ayaTsSOGaV/y2U6tVtOpU6f04Q9/+CAvUcALwGtf+1rdcccdNhqXOjhBG8ke9YgNNpPJ6Pjx45qdnTXnPKUmryr5CW1s0r6NEKMp7asYAMvlspnleE1IqR9rnEgkVCqVFIlErM4P+WWIC+ve94EzWQ5Cg/JArR3jF4oCJTJaDakTEyC4NwhCHDLks0iUMlQQasvxeNzOSOB+8sEdH4Ev42G4pZvBn174spe97IY9PfPUqVO69dZblc/nNTo6ah4I1h5KCQQKsx9T++gYkXono/Jnulr8ACgf9Pk+/TRAviuyf+6RK1eu6Pjx4/q2b/s2ffSjHz2w63WtIRCAFwG/8iu/olqtplKpZFkVdS/YrO9RZiN7PmOgZ65kUL726+tgbOK0NUEi2AwxeF25ckXve9/7Duz6BLwwMGHOT4xkjZD9I7GT+eZyORWLRR0+fNiGP0myg4fwf7DpJpNJ1Wo1q5GmUimrZUs9H0AkErE2PamnJGGek3rDqyANUq+Vzgd1b3bdW8eHIPh1L8leh6mFEFreBxk8/gOy8GazqXQ63UcsfAkN3wGZP8Fkc3NTxWJRkqwkUigUlMvlrNsG8iT1DgZisBCdGlyLWq2mkZERjY+P23P/7d/+rSl+Nwo+8YlP6Pjx4+YxKRaLmpmZ0ZUrV7S2tmZ7lCd9kjQ1NWVz+/3a8Bm//26k3uFpKGIEeWY3ZLNZ+zfWDaWdCxcuaGRkRG9605sCAXAIBODrRCqV0s0336ynn37aBpZIvfn+nt1KvWEsz+eyZjPFFCX1TgckM2E4ih/CwgbP+FbIBW1dv/d7v3cAVybgq8Hw8LDe8IY39GW3KEheTcLnQenn+PHjmpmZsQCIUuDn8UMo/Jx1Skw+MDYaDQu0bMyQA4I+ATSdTlt25w2Je8f8khH7kbsY5wjkfs4BGSHqBDJ7q9WywO49At45TluZJwt8PmmXFPk2Mj4Lo48ZO8vnjkajmpiYMNLFZ0FR4D1Lss4MJg/SSSDt+jloLTx58uQN5cEplUqq1Wq65ZZbND4+rlwuZx0aZ8+etTHo7HmUYFBg/Chr1i97Xr1eN8UIMgd55P7wa1qSrQ3UJ3+88Nramubm5vTmN79ZH/jABw7mgl1jCATg68S73/1ubW1t2ax2nMW4l5vNpgV1apPUO/2s67310r3DgNjYMYaReZC5UZNFBeA1//qv/1q1Wu2Ar1LAV8Lf+3t/T4cOHTIjHdPOfP2aDGl0dNTazmZmZvqMpcCfMIkxCoMdfhHc9clkUrlczkoFlI44ntjX1XkPmOd4Hdr12IzpaMH4RY89mTd+AY6JJcun9MFnIIPjcf5kPt86SBktnU73kRGpV2prtVo2mlvaJTPVatXuKwI98+p5Hk4fpKSAIufLNJQiOp2OstmsZbGFQkHxeNwmLeZyOY2Ojur06dMqlUr7sLJeeiwtLSmXy2lsbMyIFd/12bNnrSzK3gaRYkIk7ayoXgyxIpunQ4r9ELVTkilJfqoq5KDb7ZrvqtVq2VTLV73qVYEA/D8EAvB14MiRI5qZmenr+/dyPhszWb/UUwaQ52G1ZHbeHe1nAdB6xEYtqc8oSD+1LzuUSiX99//+3w/m4gS8YDz00EM6cuSI1dLp9GBSXTQaVSaTUTabtRG7U1NTGhsb62u7YrOUZBmVJNsIGY5CcPJtdpJMWUIBiMfjfafp+fcGyd07zpXA7GvgKAZ7fTGSTOKl3utnZOB3oN5Oa6HvNiDLZ1ogn5nA4lvTIFV7f88bybyngRIFf/Y96v7oWt6n9/lw5DFeCH+mAO2Lf/u3f6v19fWXalntGz760Y/qR37kR6zcgbIyNTWlYrGoxx57TOVy2YiYH0nNuGlvHPSt0N6k6k1+qE9k+L6Nmn3TT69kHZRKJR0+fFivfe1r9alPfeqAr9zBIxCArwO//Mu/rFKppOXl5b6N0p9Q5rMyzFscoOKHiZBdwFzZMHBDE/zZ5FOplD0/JqnNzU2bmNZut/Unf/InB3dxAl4QbrnlFs3NzfUFEGR0avDDw8MqFAp2NG8+nzfJng2ScpBvV6OW7cf1kk2jOrGGyNDIvvzz+aza99fzu2R7BFipN8CFjJhNmg2ejB3lgM/PkbGeNHMP+Jou5ILuBroAUCwg4zwffgdKZnxWfDX8WZKZCQlmfA8oA0xLJMBA5HnPfjojBxuhBvD5yXiffPJJXblyZb+X3YsKvg9/0l82m1UikdChQ4dUKpX0uc99zspWjUbDSkgEekglCgveEdYdZM77nyDH+Dz8+QEQPJ9wtdtt1Wo1VSoVvelNbwoEQIEAfM247bbbNDU1pYcfflirq6tWx5JkLNUfoMLmXigU7Nx3JEBuGmqjBPihoSHL+mKxmNUwyWLIprrdrmq1mtUtI5GI5ufn9fDDDx/AlQl4oThy5Ii+8Ru/UaOjoxZ0fPbop95NTU3ZYB/c6gQfWt0I2gRAgrs3w2Wz2b7sWepJ7fyOn0TpJ6tR32VTxcntx1MzktdPL0TtgjzQwueNg2SNvuPB9/Lze3TESLJMHc+EJCMJfkiSJLsmUo/EECgo4UHE+RljklEBuDbee4M6AWnDz9Dtdq39kvfNCGI/6Y5S3/V+jgCdKN5wKe1+H8ePH9czzzzT15pMwsMRv5JsQFUikdD6+nrflErfFeCNqr510Bs/+Q79XAi6Pa5cuaI77rhDt91228BPQw0E4GvEz/zMz+jy5ct24I83/bHpUv/0g0X4N7IINhM24UgkYvVCNrh0Oq14PK5isajV1VVrlyqVSnaQiycgnU5Hf/7nf77v1+T2228fmLPRv14cPnxYr3zlK+2oZu+oZ+1IuxvozMyMxsbGLCCRrUsyc91ePwnz8dkEkfwl2bRIZvGzDv0YYabykdX5iXy+Hk87IPVXVAGCMJmZd3BjqPPdDmzQdAT4LJ7nBv7gGH6OArdXLSBY+HkafF7ul0gkomKxaEGdz+rvK8gJagfkheeiHBeLxVSpVCw4+eOSUTRQVKanp21a3fVOACBp+CrwQ0lSoVDQXXfdpc9//vM2OjgSiVj5g44T5pV49Yi14tunfauoL9mg2lAyg0RjBuSewQfy1re+Vf/qX/2r/b5U1xQCAfga8O3f/u3K5XL63Oc+ZzKs76X2LlfqqWQpzAj3oy49aRgeHtbY2Fjf5slrsMEUi0VtbW2pUqmYrMnN0G63deXKFX3yk5/c9+ty8uRJFYvFG8LchOLyUnyWmZkZfeM3fqMmJibMBOdH5JLRZ7NZTUxM2LkOZKMQBY7H3StDY9hjhgAZOWUDNklep1wuq91ua21tTZHI7vkDHBctyYgpswHS6XTf4TysPZzXTIDzHgHUAOAPxWIiIeUw36FAICD78z4Jsk0/JtirGpKMJPCZuU4QEElGqDGXMTMABQQQ0PxAJtoRfWeDnzI4NDSker3eF8AI/hgHZ2dnNTY2prW1tRd9re0XFhYWJKnvc3rceeedqtVqmp+ft3VYr9eVTCbtu4vH4xofH9fa2lpfSzPfDV0iyPuoOFJvIiC/7ydI8j1D6lqtlq5cuaKjR4/qyJEjunjx4j5dpWsP0a/8KwF78f3f//26ePGinQFO7Ql5kgzNy7QE6larpWq1qmazqWazaQsbFswJcM1m0+ZY0y/LRu1nDHDDebXhIPtcb4TgL+1Kx9Vq9UV/3tnZWd13332anZ1VNLo7Fx2JHVMTcvLExIRNofNZLIHI19zZ7DxRIAP1xlCMgJQcmGlPlu4DLP4Bb8xjc/UmOlQHjnrlnABIhzdqQTy2t7eN2JKVky37e8lPQpR6bX9e1UDy9SqanxwHQWB2gh9Iw2M2NzftM+FK9zPqyToZwcx7wfHu/Tt+iBfdQZQtaM/M5/NG7o4cOaIHHnhAhw8fftHX237h7NmzkmTfbbPZ7Jt+GI1Gdfz4cW1tbalcLmt7u3dYFN8xhFaSKVGsd+8H8OuBNS/JCKdveeV3hoeHbZ23Wi2trKwoEonoH/2jf7Q/F+gaRVAAvkp853d+p1KplObn581cxeYr9TZOSSbvE7C9NInJhdapRCKhqakpxWIxXb16VY1Gw4xgeADY8NmoyJZQFLa3t3X16lU9+uijB3Z9bhT4zO/Fwvj4uE6cOGGz+QkwDC2JxWLKZDJKp9MaGxvT7OysSeRkr0j6vgbKOiMoSrKWOknW1uc3y2az2TcTIJfLWZbv1zJB25eXPPFg8I7vBpDUl/1LvVMseQ68ACMjI6pUKn2TLqn77i1HIOfzH6+3d9Ih5QYCL9cqmUxaCcWbzDhbgPkKnoBQ7mDGgCT7LmhdlGTKRzQa7Tt6e2trq+/aQYDo+vHzAqLRqFZWVq7LYUHnzp2zP0Oeu91uH6mZmprqmwzoFSo/QCqTydg0Su/wZ22w1n23lFdRJVlixfVnf2TcOtMBp6en9/1aXUsICsBXiX/wD/6BlpeXLcOC2ZOFkPnHYjEbCsJxpv4wFBgyUi/O7lKppEqlYjcG2Qwbb7vdtk2a4See8Ya2v2sPtESR8RHQyICQiwuFgvL5vKampuzkPjJZnwFJstGoZE4cpENw9kTRZ8/eaIj5rVqt2uS7ubk5JZNJI51szNTn2+22KVHU0f20ykqlYlkyAQ9TGMHXO7b5P8F378Q+QC0ek54nTb4nn3uB1yJA4Lnx7X7eTc41JOgzowD1IJVK2X2997ughY3vBekfVYPfpU3SP5aZBrlcThMTEzp06NCLvv72A151ZN4C5REQiUR0yy239A2TokWSvRNyAKlFuYFw+lMaMblCpNkfpV6JCZKMx8RPG5yfn1c8HtcP/MAP7N+FusYQFICvAm95y1s0PDysCxcumJzIBuanVSFd+VYjFp+fc05rH4NIWq2WeQSYpubbi3zrC+D5I5GIVlZWbqgpY9c7jh49aof65HI53XTTTcrlcn2tTNStGfCDAiD13PG0sXkZ2g8/YUNkU0QVQO6u1+sma0M82Dhxbq+vr9uG64/4xc0u9RSt7e1tlctlG3HLUdMEXDbmaDRqhMRnZ36kMRs/c955Dp/BQzwwdqGCUF/3nQ8EX64NAYUDtKReBo/BzA+g8f3m3Gt+siCtlFxfPxoZ+b/T6aharZo6SDACGAhp4WS2w/j4uG6++Wa1221dunRp39bpiwE8ANKuMtloNEzdyefz9m/Hjh3T6dOn7dqihHAMM/ukJ77Mgni+teFnpdBOiDLgu1/YjyGLzWbTVLLXvOY1A5s4BQLwVeAtb3mLPv/5z9thJ8wCl3pmI6RLaqxIm34yILJmoVCwjWljY0Pr6+smUdHLvXemOSYlNncfTMJhP9cOXve612l2dlaNRkOtVkv5fN6kRz/Olpa+dDpt0xz9OGifXfuM3te7CWxk0qw9n9FiCozH4+ZtyOVydjbA1NRUX22bwJnL5SzY4S3gBDxJJoXzOVDCfFnKl8j8EBg+FxkZJMFL97xnAjXjYek+oHWv0WhYrzhlFRQK2mP5HTJDArsftiT15nXwf+8P4Ppj/CXo+y6ITqdjrnZJVmKAdPEzSEEkEtHMzIx9d81mU4uLi0YUrjekUildvHjR/EC33367kaRcLmcE1htZE4mEKZ8oSK1Wy5QXfzokZk1IoK/1s95YB6wxfAasbVAqlXTLLbdodHT0hhjK9NUiEIAXiB/+4R9WPB7X1atXbTH5uirtJmRAbAR+TCsjfBmu4uu6lAuQVGHHKAQcueprqdls1pjvuXPnQt//NYKHHnpIN998s5V8crlcnwxM8BkZGVGxWFQikTAJGDmUViUIJAFR6kn6ZD8QAQx5PL8f00u2zQAW1in/961bfnIaG/Xs7Kx2dna0urpqr+27Fngdyhm8J+4PPA9szJL6PhN/l9RnDCS78+2yzBHgWhIomYbJrAxOJ/T3DKNhIRS8J1QOaszc25Qa/Phfqb8VkWvBfz4ZiEaj9p3wHHT7QMQoBSUSCY2NjenQoUM6evSoTp8+/RXX2rFjx5RIJK6p9ttMJmNBvtFoaGlpqc8LMDY2plqtZh4oVBYOpjp//nyfk3+vlwTFDKKIGdSTYYib7yahpOSJ1+rqqiYnJ/W2t71N7373u/fxKl0bCATgBeL1r3+9Ll26ZOYgNiY/QIXFSB8wmQ4ZgJf+maO+d0wpDmX+nM1mrT+ZvmucrIVCwTbxEPyvDQwNDenEiROW/WL48j3oZI1sZtlsVjMzM+p2u9Ya5WfmI0+TKUMEyap9Pz2ZOxk178OboCCOEFDMdqxt1i0H42xubtosf1pQJfV1BPjXl2SDrCARvh679/94EJhu6QcTkeExqIcsnSy8VquZ0YtgzAaPCQxFBDLOeyFAY9JjlkA6nVa73TZ/jR8piwGNQM/3AbmHdPh7OpfLPaedkZZK38pICSOfz9vJhF8OxWJRd999d58B7yDxp3/6p/p7f+/vSdodckXgXl9f7yMA09PTKpVKliCh6GxsbNhRy8Vi0XxQ3vBJAkWngTdtoiR4xYnvyE8ERImTen6FO++8cz8v1TWDYAJ8AfjBH/xBbW1t9fWL+vq+pL7pV8h4yIs+Q2Djk2QbH5tJOp22me/FYlFTU1NGFrwj2s/HbrfbWllZ0V/8xV/s70UJeF7Q3uZd4wQJAggTIWdnZzUxMaG5uTkzru3NQKmNMuRHktXX/e8QvPAIkKmSeWJqgxTwnqhpI+0TwKTdTC6fz2t8fNzq/kjwkuz3M5mMlSrYXOv1uiqVSt9gH0gzMxZ8ps97hUgT/L10jHJBCYQsE/c9144SAL/PsKxut2vDkXCJQyho10MZ4DOiblDaoP4M4UHdw/DIZ9jc3FQmk7Fy3d6SBiUEAhKDmOr1uiKRiI4ePao77rjjy661RqOhJ554Ql/84hdftPX79eCXfumX7M933nmneQDq9XpfZ8Ntt91mHQCSzMAHMfOyvye7JDusD0pTSP2SrIQAScV/kk6n+2YOSL0x0pcuXdLw8LDuvffe/bpU1wwCAXgB+LZv+zY9++yzNqWKRYj0SB3Sy/1sxn6muiSTtahxkT1JMhNLNpvV6Oio8vl8n8vaDyJho0H+D7g2QO+3JJM0AYGKM+Zx/Uu9UbV7Dznx5joCDdKz1CsHENgpLSBRI9FjAiSg+fp0JpMx8xTDVnyrHfVx5rsT8HkvmAsxtOERwLtC9gwh5t5Boh0ZGVE2m+0zP3JPIZePjIyoXq+rXC6bLEwbLPMJ+GyUznZ2dqxjwQ+P8UOTut2ulVt8aYVOAAgNAd6/d1zukBXfkeAHFTUaDXt9SAr7BR0h0m4pgC6QmZmZr9iitrm5eU0NsXnsscfszxyjzPdNiVOS3RPdbrfvcCrWLK3P7KGSLKEi0Eu9+0nqkUe+V7J9zsDAp+HnOqDKNZtNra2t6Y1vfON+XKZrCoEAfAX8k3/yT5RKpVSpVFSpVPocxwR6Nilf+6d1iGDPYvNZAmSC35dkAyvIaGinYvNkkyWjaTabet/73nfAV2kw4N3MXwozMzPmB0EV8u1kY2Njmp6e1sTEhEZHR22CpCTLllutlgVVMhayVaaisblSv0Za5nmQk6XemfXMD8AVj0xN8EZu39rasgBMgJdkWZnU67/3ZldJJs96h7cP0H5Er9QLnpAP7iU2f79Jk+3zOOYFoIj4jJDXxGRLuQWSTnbZaDQsQ6RUA7hXKWNwv0IW8HbwGIIUx2+jepDtQ+YwW9JtgNIyNDRkAYsjhEdHR7+mtXrQIOj6wWUefn4CJ0ii1vg1srGxYWoanSJcRz84CjMhBDiXy9khVJRbCfzMg/AqwcrKiubm5vb9Oh00AgH4Cnjd616n8+fPm6y696Qy5Ck2QbIdJEOp1/bD5ojk6s1N8XhcY2NjdgP4ViZJVuP0/d2SND8/f93PEb9ecNNNN33F3xkbG+ubXe4n6rVaLatT4hLfGzAhe4zGpQQAUWCjZJ1BGghOm5ubfeY3no+Nz9dEk8mkSal+wA9tbpBeby4k4G1vbxtRRRHjcX7jZ7NlTXv1wkvttHf5WQFST4Lnd/y8AAyGBF4yQt8eSbaJvwCPAMEklUopl8tJ6nkG+DOfi9LbXp/F3nGzeAn8d0ynDmuAgMTnlGQqCEQA4jE1NaXjx4+/GEt33+CnZ+ZyOZXLZS0tLZl5FPjMndZNSpqlUqmvhEWpCULAnsj3CMHLZDK67bbbdMstt+jw4cNG2Fl/Um/AF3s09wMdANfzNMavBYEAfBm87W1vs4lRbAxs2t6FSrbBBkq24//MJiKpT/r0AZ8DSVjgbKh+oJAfw9rtdvVXf/VXB3BlBhPpdFp33XXXl/2dyclJ25AI5ASjXC5nQ1+KxaKViAg0BIVkMqlsNtt3utzGxoaazaYFfoIImybO90ajYeun2Wya2Wxra/fsCNYUGTRH3e49g4BAS9aN3O6nCRK8yboJzD5jhlhIMrWMUoc3SpLl83cGG1UqFVPcQL1et8+JosHPa7WavWfKFBCYZrNphAhlAWkfcgEJ2Ts5UVKfERCyxWeCCPh2M8oF/jvm9yER3O9I4JgW2TcgJ9cL/CFk4+Pj6nQ6Wltb08LCQl9boydXkCqCPfdIPp+3e4D5FhBIpqR6ojA8PGwjlkEmkzF1wJNJ79Xw5Pwtb3nLPlylaweBAHwZ/P2///e1uLiotbU1u+m5sX327lk99VNJfUwVqYrf2SthsvB5Tn9OAAYaNicGrMzPz+uRRx45sOszaHj22Wf7AsKXwt5WpUgkYptZPp+3I2H5PeRRAg+lIjZG3PlkrNSXCXy+zSmdTqtWq6larVp7IUHSD1Hxg344xIdgiEmOteqDNcY7wMZKwCST8zVdf6+Q+XliQPD35TFMiQRz7inIgx8RDMHhM6CcIMdzGBCKAFk5kjOBhTkHfrgXWT7ZuiST6yEI/jsiMFFeoB2Re5dARpkDA6fveUdlGR4e7gtm1wP+03/6T/ZnyCXH/HqjNB6TZDJpg64gQHx+b/iDHFAWQvFC7kc9W1hY0LPPPqvz58+b+XBpacnaR70iw/OyJhuNxnU7ifFrRWgD/BL48R//caXTaV2+fLlPwiezY1OktuenT3EaGnIsC59NwNd9vSOYzYe2QYxTbMa8B1zNfvpWwEuPtbW1r3hiGyY4PAAE2VwuZ8f6krXze1JvbaEkETQJBIyTZg2VSiUjDn7YFFI0JQTW1d56uC8jUatHjiUI+0wZL4AnKK1Wq08V4PfJ4v20P4KePzGQscIEelQxT3il3a6aer1unQOSjBgTpLe2tlQoFIwQbG5ummmX70TqHQyDJI9vByLgiQb3KNn+1taWlRIajYYpJJL6pgJCJlAGkaop+9B6yXXErOa9GviGyGz98JprGR/60Ifsz/l8XtPT01pfXzc1xp+LQAD2A6j4njB9sh8ykwE1yE8N5Dus1Wp2uBZmP35/Z2dH2WxWGxsbqtVqNjeAvXpjY0OlUkknTpzY/4t2gAgE4Evg9a9/vS5cuGBOfV/zZJY4bmskO9/7D5uVehsIm4V/jlgspkKhYBtHPp/vy+7ILiT1yYrxeFyf+MQnDubiBDwv7r33Xk1OTpqBCVkxm81qfHzcxgCzZiTZhLO9vel872ycBDI/JZDAh0mVIO9NdbFYTBsbG7ZWeS6CEs9L/dtPWZNkj+l2u2Yc3NraPVGQQ1v8wCs2X14DpYHXq1QqloVJ6usuICBS6iKjZzwxQXav18bP4OD6+M4J367H3715l+vpx3uTZfoWRvwE+Ae8X4HXQ+7nu+X643vwQc+/R28GZr/xfozrCZgwR0ZGdOLECa2srCiTyfSpZ5Q1WS+oJvF4XJVKxa4L64Y1CLnC58GMBsyorDf+821/e9tzuX9QfOr1urUDfu5zn9v/C3cACCWA58H3f//3KxKJ6PLly7Y4fP3Sm6tgmmRrbBxIhhj8WIR+w5Jk9VWOfeU1qP2ysW1sbFgWsrW1e4jLhQsXDuT6BDwXx44d0/333y+p5+6md506JFIlBI8AJ8nqyAQasnKCg7S7gZXLZW1sbFjGzOOYE4ApCmxtbdk0SRQE1jAlCub6ozS0Wi3bKEulksrlsg0GwsCKPOsH+BAQCaxeQpdkm/GVK1d0+fJlm+NPx0u1WrXBPv6egozQdkfg9AftkMH7DhuCLhmenyYIgacUh6qHZO/nNvD+uW6+5VDqN7RxTRj8hRmSITa0WaI6eDI0NLQ7KrxardraKBQKL2go0LWEP/3TP7U/z83NmcrpCYDvAikUCn1DkejWwBcj9cyCfiYK3wHGQN+hAaFkrbDnJhIJa7H2fg+pd8DWAw88sF+X6sARCMDz4Lu+67u0uLioq1evWsbhN2Q2XT/gx7uz/aYOvIznjUQEB98/Tbbi+6Z9DTUWi2lpaelArk3A8+PVr361bSSoO5g9ae1i9r7U6wxJJBIWQAkEZNSZTMYyeqlnopN65wGw5iCMSMf+MWTk/J3MCJMiCgRBB2KwV2Yly2cjpjXRZ75+oBFtrH60NRI/RKLb7WptbU2rq6v2/I1GQ6urqxbQket5z2zkBAkyZ6R/7sdOp2MjZ7nPuKcgKxxag4cH5c63YTJ9k/sWox73pFcKIAF0QtA1xGfnWuxt0eQ7hTBw3xcKBY2Pj7+ka/fFhm9LHhsb08zMjDKZTB9pgoBRamJWwsbGhik9rDVJdv3pxsA74dUa/DXMk2AN+LXtz8lgvfrZLdVqdaCOCA4lgD1485vfrHg8rtXVVeu3Bt5s5eUj5EjPNFnA3PRsEDi2Y7GYisWiCoWCbT6MXvWy69rammq1mnZ2dsxw1el09Dd/8zcHeJUC9oI+ZR8MNjc3rZe7WCyq0Wj01etx7RPIqK/zeC9VY0pDZZJ2M2JfM907QpfMeXNz0w718d0GZL2MqvWSO1kUAY01S3AnoGHY89I69wceGMohrPWxsTHb0Hk9P+UNWRciNDQ0ZJI5WXutVjMyBbkhy/dSvc/iURX8nAY+E+oC9yqKAlk8dWgIDI9Faub+53fYG/gdvkM+tw921KFpZ6TuzaFifpjU9YA/+7M/sz9Ho1HNzs7aWRMgFouZ6RlCR9LD1MqZmRldvnzZSJYk+z78scvs0fiyWAe+BOSnRDYaDSvnQhYpNVSr1etOcfl6EBSAPfi+7/s+1Wo1ra6uGnuU1NeTDztnAbKQkJ/Y0JG+WITc/NKuQxamykbDn30GxUJmIxkZGVG5XB6YGtX1guXlZbVaLVWrVfvustmsxsbGVCwWzVxHcPFBmA3LBwfWgTdNEczY6PAUsF78qGjWIr/ve+9ZVxyew9+lnlJFbbzZbKrRaPSRWSYcUt/GVIXT2/fT8++bm5uq1+tmXqQtkratoaEhu3Z0O/DZpF6pjM9EZgjJIUh4ss1AHTJPAgXqnR8GhMcH+dnX97memBEh73w3dDDQzsh7zuVyNpFwbzmD9wIZ4Tnj8bipKu12W9Vq1V7nesHy8rJNw5R29zokd8Ce5/1QfjpjIpHQ+Pi4taNKMuWF8g/BHqWJf2Pf9SVV9leGCEFiIayQLD+UbRAwOJ/0BeDBBx9UsVjU+fPnJfWCsdSb/Y8k6VUAvwmxuPzcABYffcOpVErj4+NKpVImZ21tbZlLmKwwGo3a+QCcL7Czs2OTxgKuHZC9UqZhE0P6JGDRv07GiJGOTY4sXuodI+uDNUGWYIKhkM1sb986m1m1WrXHeHMeJNevY9YgG6MvaZBhM/OCTNXL336jHxoa0ujoqDqdjhYXF01up5XPG7J8xs1nobzAfUiQgCjhMeAgHv6N+4fA7A/b8Q59JPdsNmvXjImJEDkUCn+MLUeCQ+QhFX6fiEajfWcM8L11u13LMnG6891DQLi+vox4PeHy5cu67bbb7O+sT2mXFKIc4V3he2ItQpi9odZ7rPhO6/W6rWtIG6qYJ9Jcf86+kGSlV9Ywa5NzOgZhwFpQABze9ra3qVqtqlqt2iKBISI7sZi8CYtJVd4k6E1dfhobizWXy2lqasrOf2fjwAhULpfV6XR04sQJ3XzzzTp06JDGxsbU7XavqaM/A3aBZI+BjkDBISR+Ljp1S0oBBDEye99njrOf56cFFGkcZaBer9tjyJQINpVKxQgG2TpyONK4N7CxGTP90gdcSUYOGLaDXC71BrL4GQIYuCYmJiyr8/Is3RJk7N7I5/0vkBvvSaDtkVYwsnZaxiAWkiwgI+FjpvQH9nDNCNyeWHGfU8Yh0PgA5U8r3NzctPn+GNTwWBCQGFLDXkES4P1CLxRve9vb9NBDD70Iq/nrx/z8vKTejAcydEnWseJnMbB2+f4wobIOCfR0zUiy0hMBnNeCcHMfeHUWYuUnYJKE0QoYjUavu/kLXysCAfh/mJyc1LFjx7S0tKQLFy7YqWdsAkhOXkolk2DjwaTE2dZkLf6c9Egkomw2a/IqGV4sFrPXJAs5dOiQ7r77bh05ckRHjx7VoUOHFI/H9fTTTx/kpQp4HoyOjvYZQqPRqIrFotLptAVl1gb1eWqOBFeCCEQTo5kfOuNbxvyEPeqnGJ+olScSCeXzeWUyGQuw3kwn9eZTYKSjq8CrX2SmrP+dnR0zYbG2/XNDOLxx0Y8FZiYAn02SkQaCA9k6JMLfe74llm4CVJb19XVTJ9j8vYfCfw4CMeUHjqDlelerVbu+fDbIGt83ZM6b9zAuSrJ7HFA6wdeAUZREw6sWjUaj7yS9L4XXvOY1esUrXqFSqfR1rOIXD4888ohqtZpKpZKWlpbMxyRJ5XLZhvIwO8EPm5J6ioEfAQyBQoki2+d5O53d8dVra2t2bgsdWN6sSfkK5Q0SSiluZGREx44dO7Brt58IJYD/h5/92Z/V4uKi5ufnTerzE8FwAvt2QII+UiqbpCRzNPsNlUWNuapSqdjN7vtkt7e3NTMzo9tvv11TU1Pa3Ny0+QDPPvvsNXOTB/TDZ23tdlv5fL7P5Ml6aTQalh0yQ2JvBkSAqtVqajablhli8AN+yA4BCW+Jb1XF5EaGzkbqs1FKVH5qIA5qauQ8fnt720pS/nd9zz33RbvdttMGJZkagumNwTp+s/ZTBLe3t1WpVDQ6OtpXM4fs+FJHq9VSJpPpu1/9pEGCNfcaygr3byqVMh8C9yV1asiXl+YJKpALyD6BhnKO76yAJHLd+X2UR44yTqVSqlarz5mj/3x48skn9Wd/9md69NFHv+51/GLgqaee0oULF2xtE8iHh4e1vLxsExpZlwwJogSAQTAej2tmZsbIIKqOpL41T1bP/cD35+c6eILBdcewyc85fGhmZuZgLtw+IxCA/4c777xTzz77rBmWvDsXmWivUYUNVOpNcoO5+4yAhdjtdq3WSAbEZurrULFYTEeOHNHhw4ctSPC4j3/84wd2jQK+ND7wgQ/ou7/7u5VKpazGiWRJUPObPZthKpUyExpEU+q1EtISRRbMiGg/a2JkZETVatVIph+aQkCr1+tGRFjfkoyQ+Boq65f3i0Tts1sey33Be+J392Zq/jHcD2T8lMn43N6d3+l0VK1W7T7AN8C18kHAl+e4Nr5zh9f15TsIj8/uMUryeIg89zQEwJMcftZsNi3DlGSB3p+14H0F7XbblD+Mi6gD/vp9JZTLZf3RH/3Ri7Wcv25cunRJ586dszMtPPH0MwAgoHw3nGkBCaRFdmxszIggBJvvCUXNT6b03Vf8GyZBPwcDkun3a1pHBwGBAGg3+08kEqpWqzbAg8zEG/fIPvwmwCKmPsrRk9zcGLjI7PxZAdRz2fTIkI4dO6aXvexlymazlnnsPRwm4NrDn/zJn+hNb3qTufMp7bCZsB78vAg2PrJhatB+dj0ZMqUCSKN3NyOV005GEKJ2Tf2aDbbdbpsjGrJCVktQ3djYsCzW+2DI9jHSsZnilEfpQNplcBUZPpstY7J5HqnnjvfZfz6ft/uJayLJ7pm918JndzwGog7IxD1ZJxD4Wj3XkNryXhLARDt+L51OW7BjTgLPS/CH9EA2IIJ720Dz+bzW19f7WpGvFywtLenixYtKJpMaHR21rJ4uJr5fviOIWqfTsd9nSBCgbdJ3W1Eu4xpDMnhebyik/OZbZVGjAGWEqampA7hq+4/gAdBu/Wx5edl6/5HzvNGHjIMA79uDqDX5NiV+n2DgM5R8Pm+tPX5MKxvP5OSkLXzfiYDfIODaxcc+9jHrUWf4DN8/QY71QRAYGRlRoVAwgoeHxDuipZ4hFaMewQrTE33vBPatrS2Vy+W+jBwplOfydVLqoKw376qnHpvNZi3D3ttFwOcjUPrZACgMkGu/3v1QIFoM/dAYginvhcwNZQMzHddW2g3IpVKpr0xHoCDr9vc3QYHrnMvlzMfT6XSMrHvixnWnBIKqx0wPX3eGVHGv014JESP7JbPlGvga9/WE7e1tLSws6OrVq7p69apWV1dVr9e1tLRk9XkIpW+BZSQwQbxYLGpsbMy6JXypyXeBSOorfdEa6Ls/JNnfKZuxlzOMiO+a57rRMfAE4Oabb9bIyIjOnz9vB0mA7e1ta1lio+Pv9Kf62q2vL/EfUi4bNpIX9Ugew6YzMzOjI0eO2HvwxkNJA7Mwr2d89KMfteyZgEGmifENWdx3lvAzMlYCHpsfmQyH+uzNoPx0QUCdmQ2OzNyXm1iHuOmr1WqfcxrDlCe63h0P8UAKpzbv+7t9rZ7gXq/X7V7iNQicPouvVqtGmtjYfR2e2rB/HT+UiWxR6pUEfM2YkoknNty7Um/QEMECjwRGTF6D50elgbj4YOfHEqdSKfMYNJtNOzCI77RUKuns2bNf8QCqaxGxWEyVSkXNZlOlUklra2sql8taX1+3cov/3UwmY/cHqo20myDNzs6aisX340kXezAdOP475jEQSP4OSaNc5zu0aO8cBAx8CeCtb32rlpeXtbi42OfU3csyJfWdPsZNz2JjE2VjZpGyWTEX3g+EkaRsNmtHYm5tbWl2drbvDHA2NHC9DQUZVPyP//E/9C3f8i0WSKldQwIJAmTXZDw4+QmobFy0KhHsCD4oBZFIRJlMxmZKEJDIPsmqGo2GydQYUb0XhSBPlotUSl3aO/H9qYOsy0QiYb9H2YCMHyMc94efEe9VN4iMn6PP52+32za50Nf8IQAEeurC3rjrx8aiIjDYx5/ayRx5SUYkeL9cD4gd343UO6wLpUHqzQ9hHXAvZ7PZPhWE3+10OjY+eH19/bo98Gtubk6NRsNa+Oj39+UbZmT44Uj+ekAS4vG4CoWCFhYWTO3xHR08tlAo2L6MEpZOp62FkMSLWn+9Xre1TynAT/QcBAy8AnDnnXf2SYUEdd+H7PukmTzFjew3cd/bzM3O5hOJREzW9+1OsGFIxuzsrL032pCq1ar9LHgArh888cQTff3/BDECrTft+azT+0v2tveRAWO4k3q18OHhYTtZT5Jl9KwzMn+m9lWrVZOsJfUFalQvgl06nVahULBsn406Go3aYUO+lg75jUajyufzfYfesAlDMPae0gap8WN3aaXj31AYeK/eN+HvVa9I+EAr9aRiyAA947jPPdnyZQ2CA2qIV/R4/3w23xpI4KLmjyGzXq9rcXHR9pZsNqtOp6Onnnrqui35RSIRrays2PXd2NjQ8vKyJJmKAoFkjoL3Uvk5FXxvfL/++4Zc5fN5zc7OWos1pJKkjbILJRb2dD/wyXeI+D33RsZAE4B//I//saLRqElsfrP0piK/USA5+XohP2fzY8GS+cH0qQlLsnoiisDQ0O5oV38QxdbWllZWVvrGal6vG8Ig4g//8A+1vr5uBI91g7SMp4Of0bdfq9XMTEdWiHrgW9Qgqdlstk+N4hwC6v1+noDPWNkEfVvV5uamdcKgCnhVgeDr+/B5ftoC6XxAyWg0Gn1yPeTHm/Z4PUg3ffl+2BDTECEeGBQpEXhjIoHDDxPivTM/YWhoyNSQnZ0dy0h5r7jBCdw8H+U9CAHEX9q9P1E9eF7miPjslGvW6XS0trZmJRjez/nz5/Xwww/v32J9kZFIJFQsFjU9PW3DkSiF0NOPB8KXlrrdrl0rulPwWvj5/V5ZyWazNlCtUCj0zWbAi+UHuXnPAfcK6hHrZ1D22cHQOb4EHnroIS0vL9sRq9Ku7EidH9mQG5lNkM0XJYCNnEW51zjIxjU6OqpMJmPSJpkEi5obBVAHHB0dtZ9dj47gQUW5XLaskgNIGOtMkIFYsgbIVnDJEzAbjYYNF4IIsDn6mieBOZ/PS+pNqUOa9yeoSb2TB/1hP5lMpu9gGp6fYEbGhOLARD1q9D5YYprFRe/7tMnG9s5BYJYBwTqfz5vC4NsRIRKRSMRIlc/+COi0SEJ0KB/web0Rz7cBoppAwij9Qeh8kuAJiDfrUhKgvsz7hyzRDsrEwFarpdXV1ev+rI+bb77ZCA/kS1IfESXw+mDM71YqFY2MjJg3oFAoqFar9ZFhvhv2XiR/XtOrNSRqvI7vIPEeHEk2RXAQMLAE4Pbbb1c+n9f58+ft2E5vbPLSPXUmv6i8uYjNF8mQwzx4vqGhIav5EeS945VFyaYN6vW6yuVyHwHwLSsB1z5WVlY0MTFhGz/rhCyIoOQNZWxmPpCiShFsCRzUMpH2aRsls0qn0+YdIAPiz9Re2ZTb7bZJqJzI54kFI4C9PL65uWmjilutlmq1Wt+6pu5LqYPPtb29bW2LZMVIvlKvTMBnp+xBcPaTOSFKEAkIhiQjO3zWSCRiI475LpgLgHkQtz6GMeRpEgGIB98Xn9XXpAl4kAGfLEByfEmEa4Hx7+LFi/u3SF9kfNu3fZuOHj2qhYUFS6xQNlA6CMhcS+R81hl1f9bf0aNHFYlEtLS01FfS2djYUDqd1uHDh5XNZvuUM14TxUdSn9QP4QMoA4zyHgQMbAngrW99q7lSJdnNmM1mzakMw2ejZhNgAXFyFzIlixVJkBudrMqTAT8KE8KxlwCgTng2WqlU9u8iBXzdWFpaMgfz89Wkh4aGVK/XLUv3nSQEfbJR5GU2qHq9rmaz2WfMYwKepL5Rq/yfccB0AWQyGZPLCVZ+aIovfwGyYLJqPAHIqAQ8Mq693QDNZtPkYN6zJ8tkYtxn3shXrVYtqPsOBwy2Xv7nve5t9/LzFzCe7S2F4AlA9YAgMVGQ50MNpDOA54eEeGMgwcWbiTlboFaraWVlRZVKRa1WS+Vyeb+W6IuOe++9V+Pj4+aPSCaT9h9KDXupJFs7EDw6Xlg7Uu872djYUKFQsMPU2Kt9myYEFNl/eHjYuizYv/kOIWJ8R5BCbwi/kTGwBODEiRM6d+6cHfvLZivJNl0WAz/zrXvRaNQyCV8fJXNiE4pEIn3Hp7IZohAQCHZ2dvrO/aY2iGQLlpaW9vdCBXxdYIwra4WNhayn0+kok8lYi1IkErFee7J9zFG+vu1bVH12y3pD3uYxPqMh8CGFEqRwwpPxSrsbtc+seAwGQzZyghr1bj7T1tZW38hffBAYEDkrgc2Z94lCQEscZYft7W27TxqNRp/D3rf0QWTwV5CJQha8MZM/8x1RjuG98HsY0AhcPI8v5xBQvM/Cdx3wHnxppdFoqF6v27Cv633UdyQSMdOmn2nhfRLVarWvrCKpj/wxHAtjZKfT0fj4uHV94O7HH+WPwSbxotTqW0op56ASeLU3Fts9krlQKPT5rm5kDGQJ4Hu+53u0ublpZ7iz2Ui986DZMCAGbALcxDi4JZnbmVGebB6UDGCX/khQnpfNmHoqoHeWwAAuX768X5cp4EXAxz/+cb3mNa/R1NSUrRdIoB9ZiyyPrO+DDJI+PyOjZyqezzibzWZfHZpgRtCkXkpG6+vhkqxE5QMvdXzkf2ruXsJHqod0QF6oo7PReze81Lt3MMf6wCv1HybEaxIoUBIgEbxHXgP3OdK8/+wQBl9WoMuAzJ7PB2njupOhEsh5Pv85KelsbW0pl8v1zWnwrZbsJ+Pj4xobG9PFixf1f//v/30pluK+4fLly5YAoXRS8vQzUugQYQ17cuvXJftvsVg0wsRezPeEr2JkZMQmCUIGmQcgycyjvlTA2vWzXF7IAUw3AgZSAXjjG9+oK1eumLGKm5bNgI3MM0OfmXjJlEyMDWhra0u1Wk2SLKNjAIv3BbABSb1WQh/o/elkvvVvEM6ovpGwvLysK1eu2CZFWxvSpjfXSbLM1WfkUm9sNKNlqZnzHxm0N7rxOIIPAZ9zAfxIWgiAHzUMMOURXOn9Rz2TeoZXPzTIjzdGzmV0Ln/32R/3nzfd1mo1qxcTyAkUnHTI/cfn9koJAZoMkWvqT/vkfuf/fCbfBgxZ4xpK/YZcAhZKBc+BAx0joh8EtrW1pUqlYorNyZMn9X/+z/+57n0+Q0NDFqTr9brW1tbsurB24/G4crmcMpmMNjd3T8X03S88j6S+7y2RSKjZbGptbc1IF99Rp9NRPp/XzMyMkUrMoH7uAt8PCZqkPjVsa2vrBR3AdCNg4AjA0NCQbr75ZpXLZduMpJ7M5+t8ZECSTP73TmTYJQvUZxlsssViUYlEQtls1jZaTyi4ITgVC7BprK6u9mVEgyJN3UjAx4HZzNeH947VZdAJQR3CgHEKmdwrUNRGceD7kdRSb3OT+scJoxQQMH1WTd2d8hUZG+Y4jH28ju/n53V5Tt/2iC+AOQaQaEoFPJ57y4/YRkaGzBDkma/vN3lJFuQl2bX1BAUyDqHh2vIanM7HREepN4eDkh3Egg4I3+4IkaJNkdfjNVBUIFOPPfaYPvWpT+3HknxJwXyKSCSitbU1VatVI3corUw8ZO3vleqBN0zyPaOs4FPxrn6ULu8FQQ1AseF5JZkShmKVTqeVTCYHZp8dOALwkz/5k5adSL2+et9a5U9iY3EidbIBwm63trb6Nt+trS0VCgXbaDKZjAqFQp872M+jZkPe23aCGQjyAEIJ4PrD6dOntbS01JcdklX6wIwxzw8GIoiQydKbzmQ/5gdQZvK18EajYbVYgrAkax/0wUqSrXlvgIKEcC9gYkM+J/gB1jnEATmcte5fGxJNGY6AT983qgdub/w2eGsgH5AMZFtIAdfWd/FwXDCBnAmGKCG+L53P4c9zkHokAGMZ3x/7AcGJg8Uoq3jDGXMAUA4uX76sj370oy/CajtYoHhgWGWfZc+k5o7HhVkAqVRKiUTCTNXRaNSuH6Utf9ofagJEjQSKtYSHgN/Z2zYbjUb71DHWI+R2UPbZgSMAd9xxh86ePWs3uh/awSaHDJhMJu0UQODrnJL6HsfxwdS7uMF9rZRMz/sJyHY82PBSqVRfG+De3wu49vH444+r0+lYWxLBHPUHk5ifhZ9Op627ZGdn9zwADo5CSk4mk33KAqoRWTSBn6DujXC8D+83QI3wfdFsln5aGlk27XfI55j8fJlrZGTEMmjKAVtbW9b5QIkLRYLXgjBwjVA8/PAegj++AIKJJDMLMjfBEy4OiUF6HxoasszRl1S814D3QfLA/sBz1mo1C1ye7OCZYBIi3QUkAd1uV5VKRefOnbshOnzuuuuuPmKIzM93LfVMqLRR+jKRr8tDdNmnIVOMSudabmxsqF6vm9rC3olHBjIpye4J9nDuBdQj7sPrfQ7DC8VAmQATiYSmp6f1t3/7tzZvm0Em9OEzfYqFxWEdZOpIUNQi2Ty56dmIvRyJTMhiRv7yktTeut/w8LAKhYJJvwHXL9bX13X58mUzg5FBEjhRBHzWyjry9Wy/IUq9Y2+RMwk0DP+h1o0Pxbe5tdvtPs8JwZ1/xzjIJhuJ7A5jYWQvdWxA1huN7o4GpowGgUFiRQr3I4g9YcD74AcGVSoV5fP5PqMkzwtZJ/uW1Fdmg2z7CX6SNDk52afsQdaR9imTkP2T6XPfohjw/Mje1Pp5PT82mASAsotX/x5//PEXe9kdCO644w5r+UPVoS00k8mY4oIqJPWmonJktB/pzDRIX6qivLK3gyUajRoBQC3gu8Mzg7pD2UzqtZvufd+DgIEiAG9729sk7d6kftOkdo8pCZMKGRkblDcJsmn7iWrlctmkwk6no2KxKGl3toC/Gcjo/GbgT5/qdDpaWFjQ8PBwX/YfcH2i0+no2Wef1eTkpMbHx/ukejJEgkomkzFi6E/6I3tkE/PBfGhoSIVCwQItj/GDq4aHh7W6uqrl5WUdO3ZMsVjMJux5IxTZF6QTsstrEdioXXsljM+FSkE2zRCfTqdjJ25S//flCjZgSX1lh0QiYTVZ3ivvj/sKskDmzut5d3e1WrVzC/D30JqLuuLvb4yHtKz5cxJQDiEynlx4d7/3HEBYeD/RaFS1Wk1nz57VuXPnXvJ1uB/gOGs+fzqdtlq9P9qYjguMmihRBP2trS1LzjAGQqiy2azq9bpl+dls1gZY5XI51Wo1S8goCbBmUYN4jUwmY4pPoVBQsVjs84bd6BioEsAdd9yhq1evWiBmoRLgqcvRP0r2zabK5sIi8jKuN2lxlng6ndb4+HjfOdVsamyOEAJ/AiALdGNjI5z+d4PgkUcesdP7WDfevETAZA6/N8J5OZpMl/ozHhSmnXG4DJk6cjNy6Pb2tpaXl1Wr1WwuAYEfssDahiiTKXPUKkTDu+J3dnZsHjvk2Gf1bMAMGaLUQcstXQlk3gRJZH2vSvjX5zVQKcgEfZ8/8jN99gQUgn0ymdTo6KgRFwyBJAEoGRxb7Ccg+lKJtBvwx8fH7f0iN3P9UAyGh4fVaDR0/vz5677tzyMej2tjY0O1Ws38UpwGSGmJ60oXBOQR+T0Wi2lsbMzUE/bNdDpt3wcqEGcOpFIpOxMgGo32HYpFWYq1zD3niUq329XY2JjS6fQNQ8ZeCAZKARgfH9eTTz6parWqVqtlk8PIbNgYMIf4Pn82Rj+uleDMBsoC9lJtJpOxzVXqSYhsUBALL/OPjIwol8s9ZwJbwPULJkGSJScSCTsuda8zmUAEEYWwsi452YyAR7udd+izSZK9Ug9nrdMjj/kQORqC4s1tZL+QZbIqqeeJIehDFmq1msbGxjQyMmInqyGDszHTKeOHuNRqNesw4PPRXsgm7gkSgXdqakrxeNzGIXMvQnLS6bQNXyJIcb35fTJ/ghOBh/kd1PrJOrmGGxsbRl4gZJAoFMFIJKKpqSl1Oh1VKhW1222trq7qr//6r3Xq1Kn9W4gvMXymTqLEuifbR23B/8J1Y20x5pk/J5NJ1Wo1lUqlPuKHd6RQKJhpcHh4WOPj430t1BgC/XRL39Iq7a5NTq08ffr0AV/F/cPAEIDv+q7vUrfb1dLSki2AarVqhiIYKAtR6vUUe5MUAZ5NCLMfmySbG2wTc5LUq/l6IP36edWRSMQCxsTEhP3c/07A9YWFhQWdP39e09PTKhQKajabJomyaY6OjpqkjSzNJDVUITZNAjkKEuY6jFcEQp8hYyr0pjmG6DQaDStZ4UXw7X9+NDYzDain+h5/78yvVqtmZCVQ44iv1+u2+ROsG42GSeq+jz4Wi1lHAxm7H3ks9Y6Pxf9A1u1d/Djz6TLgPoYAlctlJRIJC0BcUwIHf4eU8XyQIIxl/owA4Nsd+axXrlzR+fPn92sJ7gsgbz6z5nryd+b8c60YzczaYr2gBNXrdZVKJVOTUFBInugwGBoaUj6f1+LiorWkenOh95BQ+iFZKxaLGhkZUalU0oc+9KGDvIT7ioEhAK9//euN/SHD+VnpbFrU7JjLjqOfTdHXtqrVqi3sTqdjM/59LyssVVIf+5Vk7uZMJtM3+5tNO5PJ9J0QyHnaAdcf1tbW9Dd/8zc6fPiwnVhG4GBtsQGWy2ULUtFo1DJl5E8fdDDzQQak3ohc73NhDaJUIYdztoB3vxPoCWC0bvGfz2yl3omC0WhUKysrz9nEUbIgsGTbuVzOjFgQ61QqZUNhKKtRNqAtkIyR+4x7dmdnx9z40u496odtQY7o1uG9IUn7YUSUZMhCvQpDMK9Wq30GQLJJf66BN21ubGyo2WxaNnv+/HmdPHnypV14+wiyaq4PxJD+eox4frQ1air7KevcD/eBCEv9CirfD4RPUl+5KBqNKplMmgLlO7QoXXEvQGQvXLhwUJfvQDAwBODIkSOqVComo2IyYiMhw2Ih0S8M+0cCJcPJ5XJ9Dn7v2u92uyoWi2ZA4v8oCWQ+SFDDw8N95wBIMrnQO7UXFxf36WoFvBT4/Oc/rze84Q19piZ/0AyBG1VIko2I9sfGEpg5uhqfAKUqPyOATRAZdHNzU7lczsiB967gS/AtUpL61q8vnUGA2XDL5bKWlpaUTCY1MzNjzwu5od4/NLR7IBYB0h/4QmBOp9Mm6UOGAb4FWgMrlYqZuPisyPYEeG92bDQafYNgKG1QBozFYtZ2mc/n+1QC362B4uePXPbKAkoBnx+SBSlYXl6293Ej4OjRo6YKQVSR6OPxuOr1ep/hFMPf3sFIPujj1eL6JZNJVSoVU8lQo1BodnZ2rJMLZUnqqa+oEZAyXhuC8tRTTx3Y9TsIDAwBiEQiWlxctIzDjxb17N+7iTFc0baHXOVNgKgK+XxeU1NTtoGT3SOzIvMz1IJ/g1D4DU6SuVG9zHmjyYWDCD9Eh0DizzD3pwJSV5dkUrqXoaXeiX88Jy57PAFkvGykdLUgbcfjcY2OjvaVGKjb8jySbJod2fPKyooFwUqlYgbGSCRicirKA8djIwd7cyMBAYJAYOCUQuq43j9BUGVz9/cv5Tvqzdy3m5ubymazJtWjWvgBXf6e5joRHHhOP1QGfw+fi/fH69ERwXUlc93a2tKlS5f08MMP79/C2wfce++9ZubEQ+Gvn+8i8cOpisWi7btcP1pFGavOc7E2arWaGfl8kuRLsfV63VQiEjFIntQ7tCiTyahYLKrb7eqRRx7Z56t2sBgIAvD3//7fV6fT0fr6um18bAhI+LBHAjxMEYMfdaa9rU+YATF1If1RYiCLIevn33wbGMYnNiBpNzNj6hrg6OKA6xfz8/M6evSoRkdHLVPH0OcNcl7SpKMEwsBGGIlEVCqVLGiSybbbbavnk40RsFAR8Ld4PwBrk8Caz+fN0Iak65ULTHG8BkYqTFj4GVj3dAjUajXV63Uj4ZKsNU+SZXd0LqBu+CN30+m0HfSTyWSsrOazfD/RkOdHvSBjBN6s5mcV+EFIkAIIGgTGjwrmGtH667NTyjmnTp3S//7f//uGazfzXSCY9Gq1mnk7MJ96lQllijIA31sikVC1WjX1BJIlqe+MDEo7+C6Q9CHT/gTAeDxu6g+EIpFIaHJy0ur/g1YCGIg2wPvvv98MO9zkZBu+Po9sxGbAWFIyERYdmyGbAW1J6+vrtiALhYJSqZRyuZz1DWNw8n3V/LnRaPRNAmPTZPNrt9sDM5/6RsaHPvQhLS0tmWMe2ZP1RyAnc8nlclafxMgkyTJRykq1Wq0v69ra2jJSSZnBt/nhZB8aGtLq6mpfdk9nAA563o8kuxdo4ZuZmdH09LSKxaJyuZy1s/IeONqYIMrnZMAWB/4A7k+ujS+d+aNfCSDeyIW7nuwwFouZ+kDwIRP3LnUyUq7fzs6OxsbGrDzSbDZNbmb6nx/mBGngveA9INBBqlZXV3X27Fk98sgjN2SrWSqVMpMjagcdLXSndLtd2wdZA+yDHPKzubmpcrmszc3dkyhpGeU6exU2n8/btEe8XLTJQgJ4rG/xJskbHx83r9X8/PxBX8J9x0AQgImJCS0vL9tIT18PZCOGrScSCZtTDTPFhUwdNhLZnfuN6xmJtV6va3V11TbrVqtlY1nZEHwLIJsqZQgy/O3tbVUqFWvhqlarWlxcDF0ANwje+973anFx0bJkzGWSLFB5TwgtVKxbygg472nng5TG43FTsMig2RD9XH4y2GKxaMGOA268iY3pfplMxmrzBD4GsCCLkwEisTNHA/8BgZ3n5qRMgiuBmwCLKsBYbq8ioCpIsloypIXnJ9jn83n7d9/dg6LBfQ4BarVaKpfLfc9HmxrPAVkjWPmWM6821Ot1u5+/+MUv6i/+4i/2ecXtDzipD3MkexxBl70VZYj13263VSqVtLi42HdE9ejoqJrNptbX142o+dkBqVRKJ06cMB8JAX99fV31et0SNknWecG6wITKiZLRaFSf/vSnD/DqHQwGogQwOTmpS5cu2cZHfdGbsajRM7+bYM1ipZbIdCpqmp48wHw5hQxDCzV/X/dF/vSbMgpAu93W+vq6zpw5o/HxcdtEggJwY2B+fl5f+MIXVCwWTVr2fer4QyCWEEU/E2DvxL5CoWCbLuSB+qbUIxHDw8NWXqLcxIYLOfVKgJfLyZJpt/IubNa3b7viPSO/p9NpW8u8Jvcjz99sNi2TJMj6gS703edyOft3WiZpQcMoSQCgbICHB1MZqh5KH8+RSqW0srKidrttveEY07x0HY1GrcU3n89LkpUBOWdgaWnJgtrnPvc5vfe9792PJbbvYP16ozP7Gh4N9lK+GwK+JFO5OAwI3wAdMENDQyqVSmaiZK1CIlByW62W5ufnrXyDD4XODt6HL0mMjIxoZWVlYOb/ewwEAWBDow2PRUhtlJof2ZS/wZGd/CQ17yLl/8j8yKoYUVigUv9pYEiK3pCysrJih7mgJuAMJ/MLuDHwx3/8x5qentbs7GxfOyrZtR92gnLF5ifJBgjlcrm+0yIzmYxtvqzXeDxurU+SbN1DGFC2vGkOJ753qfsjU3kvBGiyYUl9Gy9Zux8Eg9mWjgQ6cjBDQkZ8AKHjgQ0bNcQPkEEB4T6BXDC2d2hoqG/WAfc9Rl6uB+cnoBKSJPDevVqAlN3pdMzljl+DjgZJeuyxx/S7v/u7L/GqOji88pWv7Cs9sU/ShVIoFGx9USagZMPaKBaLfVNTa7WaEb1KpWIjfpnmODk5aSqLpD7VASXGz3SQei2avA/W9400jOmrwQ1PAI4fPy5p93hdvmxvzmGT3dnZMZOJD9T8mYXt+5rJIoaGhuygCzYkMgmyLEm2gfh2IKRCxg2fPHlS2WxWzWbTNseTJ09au1PAjYMPfvCD+qEf+iHLzMmSyWCRkqPRqNbX181wxhorFAqS1DeV0g+pIkBDaikPbGxsWHBmUyZoQzZ9uxRqGCZCf1AWXS2SLDh2u11zyEME/BAhSUYypN3Nfnx8vI8csIlvb28b8SBzB9yLyLgEAMyCUq/lDzXDdxZwj/O6kGw8En7gEYEDFUbqn5LoPQJkpKiJjzzyiH7jN35jX9bUQWFqasrImlc6ac/0SoDPyNl/s9ms0um0yuWyrb9Go6FCoaCNjQ2trq72eTeGh4ftXIfNzU0jDtT8aef0w4PY//Gm+HV+IxzF/LXghvcA3H333RoZGbHDR5CoyDDYnFhcfnCHJFuwUq8VhcdTz4LpI0GyuKhLkdnxOG4MpEGyl3q9rscff1zLy8taWFhQq9VStVrVwsKCSZIBNw7m5+f18MMP28Em+Epo/9ve3tba2pplpKwb3we/vb1tU/UikYjW19ct+LOW8QtgxoNwkAER9Jmax1qFKHhzIQGZTdxn6t7Qx3PyGvgSqtWq9b/z/jkjgIzQe122t7fNl9BqtVQqlaw8AWkhkPu6MsY+1BR/BCwlEj/fn7q/JNsn/EhayoTpdNrIBiqBNw37jolyuaxHH31Uv/7rv77PK2v/MTExYSoQCgzzViiXYnjGEMh46rGxMY2NjZmSRYaPnL+0tGTkgUFKw8PDyufztp9Sbi2Xy32nUvJ98B68gXB4eFgTExO6cuXKDWnKfCG44QnA3NycotGopqam+o6V5Cb1GY6flubr/0zrQ56F+bOIGD7Bombzw/QkyQ5S8W1RkAPfH7y8vGxng1cqFZsFQG004MbCJz/5SZtUxnqjq8SbpHyvsz8xL5lM2sx9jE10nrCuGb3qW9m8qYp6PC557gMCJ9Pu+H0ULrLlveN9CfZehajVan1SP+/X14ZR0rhPcW2zYRNMJJmkj3eAbNsTCz4j7592SbJRXpfnT6fTVstGkWk0Gn3+BgzAzEXgHsfhzvttt9v6y7/8S/3qr/7qfi6nA4PvyGAfxAtBls7fpd01TAaPUVqSdWstLS2pVqtpeXnZCIVv0eb7pJ4PuVhcXLSf8z37vZh7YGNjw+6bj3/84wdz0a4B3PAlgEOHDlkdncWADElbIJsW8jwbCZsTwy3o400kEuYlQOpCFh0bG9PExIQRCrwAfp65P5ay2+0ql8vZe6jVarp69aoikYgNWKEVyfctB9w4eOKJJ3TzzTebAoDpFEMghiakVcb4SrJ6uDftSbtkAtLoRwL70+6oj/uaqR+EE4vFzJ8AwZVk6gHPRWkgn89bIMCpzePJylAXkPL5GWQFQBC8Cx9pH9Mhnx0CTZnDKyRcQ6mX2XvijvmX68aYZT8YCOWA4WCUPFAEKBWgtLRaLT355JN63/ve16cm3sjg+8QjwiyJVqul5eVlOyGRhIbyKvvo2tqarUU6ohjtjJKDSoWSxZ7N662srKhcLvcd5Y5Rm7kSe1WgpaUlfexjHzuw63bQuOEjyvj4uCqVik6fPt3Xx88Z0pABv8lIvT5mNlXOtfYHgKRSKTs8hI2uWq2a8YlMy58ORnbhDV9scrwur3Hp0iUtLi6q2+3aMJiAGw8PP/ywlpeXre65sLCgpaUlDQ3tnqHearXsSNVkMmkbIn+WZGUuiCa1fYI1GTPT0aTe0BxmTfjZ7AREnp+smk2abBh/DEQYwgpox+K+YvPm+djYeT+8Tx6Tz+dNYeN1UQ7Y3KVetwHXgudElodclMvl53RVeOUjHo/3TY7L5XJGOjhghgE19J03Gg2trKxY/fmJJ57Qf/gP/2FgRncfOXLE6vCHDx+2UdM+wEu9zgASKhTRjY0Nu6asd8oukux4dbpF+M6YkdFsNlUqlWyehR+Yhe8DFYeyDURlUKV/cMMTAGqma2trJiHSP+3dvNTgfU1T6o0ohTFiMpJ60wM9GaAPlVoo0iY1QTZWf4Y7vcX+UBZJtsGsrKxIUp+hMODGwrvf/W4zqiJ9+7HVnNoHgdzrW5F6pSuIK5k1Eql3Q/v1jPse85rvNvHeAD+4iHvA1+HJ+iAZGAczmYw5w30NFpkWwuI3eO93YCNntgbBnz+jKvhZB94ZTsmE2QQEJwICRCQej9tQGcxs3Jvdbtf2B8os/IzDmzY2NvTZz35Wv//7v6+FhYWXeslcMzh8+LBNgUwmkyoWi7YfYphmpkIikVAulzPFlMfl83lLcFKplMbHx5VOp8374T0nKFMQMkpmV65c6fNYcXSw93kwE2JyclLdblfve9/7DvjqHSxueALQbrft0BJvEvJjdv0JX8znJ2Ngg/VDQ5g/zSYHsSAro25F73GtVuubMij1TFLb29vmmKaOidEol8vZUBYYra8FB9xY+M//+T/bhoWhDwmUDZDsF3mdjJ8eekpWqE8ES06hhACTrXsDK5kRffF+ch7kk3PVu92utSfSPuvJMOoar02HA/cQRIPHRKO9Uw79gTq+jRbDHZP+/BkbzWbT7k0+P4+hhMG1wZSIogApkGQDvzhUCPWAvQIyQpbJ9apWq3rqqaf0R3/0RwM3TnZ0dFQTExMaGxvT9PS0brrpJh07dsy+W2m3C4trt76+rrNnz0pSnw+qUqlYksR3yP7HTAwmWOZyub7v4vz586bA+NHUkBAIyPb27kFu09PTprQNMm54D0A+n7fFxwZCNsKCQI4qFAqWlbPxICeS/fhsCWMfm0Sr1VI+nzczUKFQMPMVLmRJdlPQVkhpgKyDSXBTU1O2SWKQOnbs2A11hGhAD1evXtVf/uVf6qGHHrKgSZaLOQ3pnbZV1Cuf4W9vb1uQlGQBzhvnpJ6a5WvY3mSH0x1lwc/z9+e4p9NpG+7DPQOBZpwrhJcafbPZNNOdvxdHRkbM5c179qUyasAoD9wbmG8JEn7EMh0Q3gvghwD55yfAMLlweHhY5XLZjIQEHHwUkUhEq6urmp+f1x/+4R8O5JHdhw4d0u23366ZmRlTm8jAIXasm1KpZAN96P7I5XI2R4HzU3Z2dlQqlex7xKyJ2uSHMKHuosL4Dg1PCljvnNT6R3/0Rwd85Q4eN7wCgKvYm/p8liSpTxVg8fiRv0wvGxoa0szMjDKZjG0sOE6p80ciERUKBcviMBiR9fjMx5ueCoVC3+hUNn6mYiENHz58+KAuZcA+4LHHHtMXv/hFy/KRtcmGyFRHRkbMGNrtdlWtVq0Nb21tzcxWBPJsNmuP5eQzf8wtMjh1dV8a862CkIVEItE3559yGh4BNmx8BwR4SmyZTEajo6PmAvfz4L1JEQOkd3HvJTTe0IcpT5L9jOeBVDEUDKWB54dI8L5HRkbsXpVkpUGeMxKJaGlpSV/4whf0vve9byCDfzqd1l133aWZmRml02lls1lNT08rnU7bGqHdD2MqE/9QUDjBEgWUVj8ULNYZpj9/H0g9skqJiRZARlCj+MTjcY2Pj2tiYkJnzpzRmTNnDvDKXRu44RUASRbomfpXKpX6sht/WhUZECYkzFfI+5xz7kf44mr1E8f8+eFsfL7TwDu3qSuy6Vy6dEmXL1+2oI90G4lENDExcZCXMmAf8MEPflBvf/vbdejQIQuGZPhSr35PzT2Xy1lQgzTGYrG+8dOQVEpMrDtJVl+XesNtKpWKreNoNGqbNM/P+6EkgPTOqWxk+7wvyAXqAJIunTl+1sDMzIz5AKTe6YC8Px5HVsdkQog9v8t9iYLHaxP0vdrhy4Dc0/6wJWYxcD/GYjFdunRJTz75pD784Q9bNjpoePOb36xv/MZvtOmpxWJR+XzeTmikfMMeik8AouhPB6Ss5Ms7fJeQhlwup5mZGVsry8vLunLliiqVinWHUDbg/kApGh0dVS6X09bWlv7X//pfB3bNriUMBAHg+F9UAOpCyO0EaoIzp1Uh+zEWlQBOHymZAm0nbCBra2uWJSBDkmFh8PJtTigFZE7xeFyVSsVuDG+6Gh8fP+CrGbAfeOSRR3To0CGNjY3Z+pJkGRWGqnq9bl0nqAWcoEYAo2ca4oCi4KV/XPR+E6U0hitbkhEKZt/zfPzfZ2aUJjKZjGXvlLyk3qCYvcoGvgLuE8i3H6/LRMLx8fG+1kKIAJ8HhYESIIOF/NhYAgaZpPdbeMIh9Y4VrlQqOnXqlD74wQ8O9CFdP/zDP6zx8XGbi8CBTsj2eCcoj7JW+Y7wengliXZUVFUIwdGjR80oSGJVr9ftu2F/9vs964kTKPFoff7znz+oS3ZN4YYvASCPogIw8INe/KGhITtpjEydnmUMTV4uRFby89O9TA9jRfbELczmyJQrMjRJZjLCGevHaObzeY2OjkrqlSoCbnw8+uijevbZZzU5OalsNttnRCU7JsAylAqlCJLLWvTKFkEedzbSKOvbz8YggLJeMVX5IUO+do4Dm3ZY7gFe23fNUOOVZEGY9jGc3X6kL0YwMm3uOz9Jk/uT+xdlwStzGG7r9bo9F9kn3gjub4I9ewbliJWVFT399NP62Mc+9hWDPwrK8+F67+r5p//0n+qVr3ylqUrZbNZMyl7BYR350dY8hgSJa4G/YmlpSeVyWblczo78hXRSJvJnPrBfMwOCrpJIJGIjmqemplQoFPR//s//OYCrdW3ihlcAqKl7mdObiDDx0VPNRkbAZsNDaiTLp5WFgT0Yimg7Ghsbs2xkeHhY1WrVNl2kUW4Gz35hzlL/cA02u+3tbR05ckQXL148sGsasD+Yn5+3LhQMpyhNe0fYIsGOjIyoUqnYGmQQC4Y7pG82aFQpFDB/bC6BvVAoqFwuP6cTBaIK+WBDhuj6aZoQW/q3IQr+noJA+MBNC1+1WrXumO3tbZueiBRM2QPywutCXrjPfM2fwIzSQCbJa5JFZrNZm8WA5PzZz35Wq6urX/K7O3LkiA4fPqy1tTVduXKl73jaRCKh++67T7Ozs5qfn9eTTz5pw4VAJBLR7OysotHoNXtO/U/91E8pnU5by7NXhSCiKAKoSGNjY1ZukWSKK4QMAkq5gL06l8tJkpVt/aFPqFaoNyRXlBrwk0xPT+v06dP68z//832+UtcubngCQDCt1WrGBqmpkp34GiE1S7IbAno+n7eFtba2ZqNKeX5aqXZ2drSysqJsNqvJyUmVy+XnuJ2ZXMXrUHJg8Mj8/Lw2Nze1vLxsLVXZbNY6DO66665AAAYArIG5uTmbk47cjlzta6SQ3UajYcSB7JXgiJeETBvZlEyebJjMlmAIfBcBwZdgDyGghc5L/ZKMgEgyt32j0TB5308cJDCk02k7BMu/Xz/tjxIZsrAfFIQBks4buhV2dnbsftrY2DCCTc0fUs6BR5cvX9bnPvc5/eVf/qWRgS8FyhIoIOPj45qcnNShQ4eUSCQ0NjamYrFoh93k8/nnEABKPzs7OyoWi6aWXCu45557dM8990iSkVJGQksyssV1r1ar1qrJXspaq9frWllZsRMra7WaEomEDVnb3t62Uxwph+3s7Gh1dbXvnAAUVK8UsL9OTExoaGhIn/jEJ/b5Sl3buOEJQCKRULFYNCbpD4/A7MNgFTIrP4yFCVS0E7Ix+ElVZBx+pCgbtNQ7rY2BJxwywmPZqKrVqiYmJmwQxvLysg0i4eCLkZERHTt27GAuZsC+IZ/Pa2pqyrJT5G1pN+MpFoumQBHYCX7j4+NmXs1ms3ZQipff/XQ8MnpIBP4C1jUGODblWq1mJjzc+5jjJNnr+SFBqVSqr4XOjzKmns9zkM2hfLRaLTMustFD5An01WrV2mf5bBB27i0kf6TndruttbU1mxNSKBSMjEPIqSlfunRJn/zkJ7/i5Dhq3FtbWzpy5IgKhYKpipyhQDvc5cuX9fnPf17lcvk5z7O6uvplFYaDxnve8x77Mxm4L3XQl08pipkT5XJZq6ur1s7JwCr2N8hZsVi0c1yk3W4uJlZKPdnfd4dAYDEAUjKdmJjQoUOHVC6X9alPfWp/L9Q1jhueALCoYKNe3vcDf6inMvaXRdtoNGwTxbTHRofMiEeADdQ7mykzcH47G5skez/IuRhaOEaYRY9sy+P3ZmUBNxYeeOAB3X777Tp8+LB5S+ilp4UOsulbVMmKvRSOic2b88jcR0dHbYgOwZegSmBlA6b+jUzrp/Z50xz932TkfsaF1DuumMfQz40qx39kbv5MAoI/5QrKF1LvEJlkMqlsNmtKyPLysl0bnOBIzhCZVqulZDKpUqlk91Ymk1GhUFCtVtP//b//Vx//+Mct+KOgPB+mpqZ04sQJHTt2TPl83sYBozA0m02dPXtWjz/++PMG/usFf+fv/B1JsnHlc3Nzff9++fJlM5HWajVTR5nZz3hffFB0BUiyw368uRPFlG6AWq1mqi5mzr3mQhTeqakppVKpgZ75/6VwwxMAP/CDDY1NTurNA/enRzGMgp5TNi2Gply+fFmdTsdGgrbbbbuZqYligvKz/4eGhmwokbSb5eHi9gZBaVfupIYWj8eVy+VUrVZtcU9NTQ38FKsbEbfccovuvfdeW1vUOgnOlI8wAWKAo0ZfLBZNpqdVlfWH+sVQFlr4qLVDRKVerZXATrZFjRYlwLcdopr5IMvPIc2QY7J0DsvCb8A9gp8BAoA515Nu2nd5D5JsSBE+gVqtZoYzVISlpSVT8/xwLx4HAYpEIvrCF76gU6dO9QXrnZ0dHT58WIcOHVKpVNLy8rJisZhmZmZ05MgRHTt2zMyCKysrRmCWl5d15syZ635MsG+hu3TpUl+NHlSrVSWTSSvfcJYKx15vbGxoenra1K1YLKZaraZWq6VsNmvnqxD4KWXx3a+vr2tlZcUIL4ST/ZyZD0ePHtVNN92kRqOh//pf/+u+XqfrATc8AcDs5DdDygGeLZL9k/X7UZTIgrT8+cNKZmdnbfiKNz1hohoZGbFBJ9lstq/VhfGkuP1htMlk0l6f2ixdB8if9913nz760Y8e9OUNeBHx2te+1sylhw4dsvLQwsKCeUckmZSPeoXcXigULGtiQ2TYipf/Pen1g3P84VW03/m6undbM1GT98P7kHaVLVQF7puhoSGVSiVrP/QnFSK5MzEO6Z7WMtS17e1tGwrDPeFbazOZjE2fk3aDDvcYXT7Mj/dtkLT08hzUnc+cOaPPf/7zeuqpp/qMeGNjY7rpppuUSqV08803a3p62joNSqWSPvOZz2hxcVFXr161Vkyu5Y2A7/7u75YkK2nyHXvU63VTpOi8wKzK+HPKrY1GQ7VaTdVqVbFYzPwSfqIkxHRzc1Nra2t69tln7buGJLC3M/Y3k8notttuUzQa1Yc//OF9vUbXC254AsBBKgRSmOT/z96bh9l9V2ee76297r7WrV2lkqq0WJIt75ax8ZY23bYJCQRiMCEsoUNommxN0t3pp6czM5lOOkmbZpg0wSQNSQYynQlJaIJJG0OwjcGbLEvWvtW+3H2rW3vNHzWfo+/1guVFliXd8zx+rKVUde/v97vfc8573vc9QPUskkAywmFJJ05lC7sUiRFaZdy/YO+T8IGoUAMgEeTgdpdcSLJDl+4Mba3rUe6SFbu7u8/D1azHuYxoNKru7u4a+1s6T4x4+HMSO1I+OlbXMpUum7W/6K3p4Dk8Xca8K2+lYG5ra6txx4ShT0cGZ4ZnmFk7KBoyV1eWSDGMpIukD8Tr6vf5ORTydIaLi4tmeQxkz597vV7lcjkVCgUlk0nl83lbFYsFbTabte+/sLCgSCSiWCymUqmksbExzczM6Pvf//6LHP4ymYyeeeYZdXV1Gb8oHo9renpaDz744IsIe3AuLob49//+39uvjx07pnK5bLwlAmtk2PquLA/CHiRKn89nPAxWXXd1ddnYhuSONfPS0pJSqZTxUniWed4Z6bS2tqqvr0+hUEhTU1P62te+9qZfqwshLvoCoFgsGuwvnXH0CofDZs7D4flCUxTpzOyTWVM+n7cOoq2tTXNzcza7n5ubUzAYNN92yDF0KAsLC9bBuLppZqSgCpAO/X6/crmcisWienp6jKzY3Nys3t7e83lZL/lwnSTfqOjq6tI111xjbH4KR1cvzXPJOAsCFYUsunOeK6RRdPGMlJDRYbrioksEHbxbFFNEtLe324EryeB4TIpADtzPlN/vt9fkymcZ0Xm9XuXzeWUymZrXgUc8MLLL26HzBGGgm8/n8/bZ5z3CpwBqpoBaWlpSIBCQ3+9XpVLR9PS0ZmdnVSgUbBPnC6NarerkyZPKZrNqaWnRZZddpnK5/JZj67/R8b/8L/+L/dpdi+wuKfvBD35giZnRDagpAVekWCwql8vZiJbnam5uzlasYx4FWsPok88EiBRL2UCRsCT++7//+zft+lxocdEXADyALuM5n8+rWq2aFzndDfNJ5oB0C8DyXq9XMzMzBisCvULCAppkdssD7/f7zVrVZVjDRIYJy+jAJURxMFJISLLua3h4WEePHj1v1/ZSi56eHsXjcUuM1WrVJJuvN9rb2zUwMGCEUzYBkjAh1EGAc+V4hULBoH+gUA5Gd+GUJOuo8vm8vF6vHbh49VMosNqa5AlJCzY//4afBwO/WCwausDnCCSBMQIbOkkSuVzOoHyKDWR6OHbi6d7Y2FjjmJnL5WwUgBQRuJjCnVk/hT0FjNfrVaVSsW50ZGREY2NjWlhY0MzMjL773e++4n3L5/N67LHHdNlll+naa6/VzMyM/u7v/u51Pw9vxXj/+99vvx4bG7PCKRwO13zdvn377FmFXwKXhIZqfn7enhXX+8QtGiVZccHfQ85GacKz7S6bwrshmUyqWCzWu/8fExe9EyAEEUlmCBGNRrWwsKDZ2VmDGXkw6VxYakFHBUSZTCYNgqxWq8rn8wZR0RECcy0uLlqC4EFG8+wuV0Ef29zcbDvhXQ92ujsKCmDaG2644Xxe2ksqGhsblclktG/fPlu2c+LEideU/FtaWrRz504lk0n7s09/+tPatGmTHYZ0/miaSfbz8/PK5XL2zNAt4UPBDnXGXhQrwP0woxltoSSAo8JcnIRL8uTZdQl/JHlQAZ5zScbyJ/G7rpfsEvB4PMrlcrasB7Mjt8AqFotGnOVzDFEwm80aOfeFdsXNzc3q7OxULBaz0YMrU6NImJub08jIiJ555hk9++yzOnnypJ588smzSv7EqVOnFIvFFAqFLurP5Je//GX79eHDh43gh0ZfkunzSeI+n09er7fGaRLeB/yIxcVFa6qi0aji8bg5C1LYUfDBE3Dl03T9qERAeFtbW/X888+/6dfpQoqLHgFoaGhQT0+PTpw4Yd01DxYdDp2KpBoTIFzK5ufnFY1GDaIPhUI2h0IrzYgARjMsflc/zQjAndWCDhSLRfsgQZLp6+vTqVOnVK1W7WdB5GpoaFBnZ+f5vLSXVJBsJb1u9cXg4KAlsf7+ft13332WOEjQoFOYyfBcYmvtclok1bhOcrBSqPJsMnZiDOY6U7KGl07f1awz8oJd7SIEroKATpxkDaIG0Us6s5jLJf258kOUDu7P4Nd0fsz23WVcJBe/369IJGKKHq6DW4Csrq4qlUoZye/gwYOGrr3W+PznP6/W1taXHRlc6NHR0WFFkyR7Dnw+X40B0OnTp60Tx3iNjYo8x/BIuO88Y5s2bVJ3d3fNLhaei4aGBhWLRfN7ABHjNcEFYSlVb2+vGhsb9YUvfOFNv1YXUlz0BYAr7SF5ws4H2ndNJCD3sbyCeers7KwhB5LMRQyNNgmCP6tUKlbZRiKRmm1j6KVXVlZqZpt8cJjF+nw+s00l6buLV+qLgS7MOHz4sP36+uuv14033iifz6disSi/3y+v12sEN5jU8Egk2YKqcrlsCR3CaTgcVmdnp0KhUM3owFW+8H1g4TMmKxQKVhwXCgV5PB7z5+fZBdLn4A0EAgbbusTa1tZWVSoVFQoFBYNBNTU1qVgs2iIekAKg3WKxWDOX55Cnm+dzTLJobW21JOT6EMAzABrm9VarVSM6PvXUU/rmN7+pbDb7ht3Tffv2vWHf660YTz31lP16fHzcxlDRaLRGAfCd73zHGi332QI54tzlGVhaWlI2m1UwGNTAwIChOTRJnHsESo9isWhFL3wYyK44qj7zzDNmU1yPl45LogDgQUTP7JoDAVHSjbjGPVSw7e3tSqfTdljl83mDXJHu8SBSrfJ/DEnYDEgnROeGdSW/x/GNhx4DmHg8bnAmyMXKyor27NmjH/zgB+fhytbjjYiHHnpId9xxh4aHhxWLxYwhDUHO3RUhyZ7lcrls1qfZbFazs7PGG+jo6NDVV1+tZDJpHbCbJN3dAfBj+HsKzNbWVrPQJXny+eG10FWXy2Xb4Y51Lt7uzc3NqlQqRoJF/gfHBtQim81awubQZj+HpJo1vHx+QSWQLPJaXa8NxhBzc3OanJzU/v379Td/8zdv5i2+KKKvr89+PTExYfwo1/9fkp577jlTdUiq6eC5X67pGpA+my9pjiTZ/Ya/wT4JDJwIvDIoDLu6uiRJ3/72t8/1Zbng46IvALLZrHp7e+3hcR9ESTUGJDyooVBIgUBA5XJZPp/P5vulUskWTOAwBgGFA81dQ+r3+809jYLB6/Wapat0ZiUq3b1r/kP3gy9Bd3e3Jf/5+XmVSiUNDw/XC4ALOLLZrEZGRrRlyxYj0ZVKJTtAKSYXFhbMX35ubs6kbLlcTjMzMyoWizp48KCOHTumlpYWTU1N6c4777RxVSgUMpOcUqmkSqVingN00rFYzEh0dFow+AOBgMG27jgEFMLlEMALACmYm5szTT/FRCAQMO6AJJsXp1Ipzc/PK5FIKBaLaXl5WZlMRqVSST09PWaWRUEAMsH3QFKGzhwb4AcffLC+Be41xgMPPGC/JnlHIhHruokHH3zQ1k5TIJCokZtSmOH+yFg0kUiYuRRmUsz5GefkcrkaK3dJ9oxCjA6FQorFYspms3riiSfexKt0YcZFXwAAowIPwTAGXgSqorPhMGFxSaFQULlcNlLW8vKywuGwxsbGaqxS6WaQvkBmchcMkfhJ7Mww3V3oQL7SemWbSCRUrVaVy+VMGkjXR2ETjUbfUDizHq89PB6PrrvuOnV2dp51pzk6OqrJyUlJMiIcy2Hc/fYUkjynsKxPnTqldDptDnOLi4v667/+a83Nzek973mPrd6F3c73OnnypJqbm9XV1WWfA5jVFKSMoBhZ4c/vmgyFQiErpL1er+bm5ozExXuCwIUJVjabNR0+Y49SqWQFB9pu9N8kEz7LrhQRRA50jIU/S0tLmpmZ0d/8zd/Y9X214W4JvFTjox/9qP0a22Tc/1z9/yOPPGLdOiY+FJeubbR0BhloaWlRLBbTxo0brZhzR0qoCeAUuFscOWMhqkqy7a2PPvrom3iFLty46AuATCZjS0tciNNdJAHUCMnIhfA5gJljAcEiI5KkXC4nj8ejbDarcDhcc/DxkJ4+fVpbt2416JUDHvkUfgIckMxWm5qazMu6s7PTYLOVlRV1dHRox44duvnmm+uw5lsg9uzZo49//OOKxWKqVCo6fPhwzbz/5YL5PMtfIPzxvMIlgbwXCoVUrVZVrVY1PT2tU6dOveR2ugcffFCRSES33HKL6fjhAbjz0uXlZUUiEdviR/cGIZGRGAe0y9RniQuJ24Xn+UxJMn+MtbU1TU5Oam5uzkhbDQ0NmpiYMAIgDn7uIqzV1VVNT0/L4/EokUgYkoeJVzabtcK5WCzqwIEDevzxx193YVxP/h+t+X0ul7PE7cL/zzzzjCE6dOxISBm7wiVxeSmtra2KRCKGBrhkasaxjAuwAZbW1Rs8v4yvaNLqvv9nHxd9ATAyMmIPHExhmMvMRpGYMCYIh8NKJBIKBoPGLk0kEvL7/datUxBgc8nKyrm5OTU3N8vn81nB0N7ermw2q4mJCYXDYXV1dVlXRXfHHveWlhZbZhKPx81YhYccXwDMgoLBoHbu3FkvAN4Ccffdd2vjxo1qb2/X888/f1bJ/+qrr9bu3bslnbHSdWV1EEKDwaBWV1eVyWSUzWZVrVaVSqV0/PjxH7ua9qtf/aquvvpqdXZ2KpVKGTwPY57DtbOz05AxoFqfz2eWrpKsu2NERcInSSJPheWNMYu7QZMEns1mFQqF1NHRoWAwqN7eXjOCoRBn7Tb2r3SfEBQx3GIckslkdPjwYY2Ojr5h/hgUMq4Px6UUv/7rv26/hnxH0+IWAN/4xjcsYWO5zGZE1CoUBjzTkKATiYQVm6ALkoyn5fF4ND8/r0qlYuNSHF0ZJbS3t6urq0v9/f2anZ19kXtjPV46LvoCoFwuW6chyRyngFldiKm9vf1Fm9Fwm4pEIsa+htXMzN4tFJjZS7JZGVamrPhk7sW4gaqZnxkMBu1nh8Nh09W2trYarwB3uFgspp/6qZ/Sn/zJn2hiYuK8Xed6rBOgLr/8crW0tJzVvYhGo/r5n/95KwiR9uEC6C6lQb2CE9qpU6e0vLysEydOvOLPATFivASkzsye5xonS9eQqrGx0eRXjY2NikQiCgaD5p0hycytINLOz88rn88rHo8bioacD703hMcdO3ZYYcEeeLgDHR0damxstMJlfHxc6XTaiL2NjY3q6OhQJpPRD37wA504ceINt9zFcbNYLNr1v1hsfV8pduzYoYGBAfs9LofNzc01y38mJyfN6tk1NWOkybOHTwPmPzQ54XDYFE9YCGP5zPnL9XfJ0Yx8kIlGo1G1trbq6aeffvMu0gUeF30BgP6fLgQLX0kGUWJxyiwSb3CgUBam0BnR4TOT5BCFDIgfOQcbEiaYymyxojDgg8GHAkKhJIO+IG5Fo1EjExYKBcViMe3cuVM/+7M/qz/4gz84b9e5HtLXvvY1Pf744+rq6tIPf/jDV/z6T3/609q5c6c9M9PT06b793q9ikQiKpfLZj89OTmpmZkZ8644duzYK/6MTZs2GXGQDszr9WpoaEjhcNhksJVKxTgmMPph70PMam5uNrnhwMCA8Vew0IW4WK1WTR9eKBQsGbArYGFhQdu3b7fPJNwDSTVjCuDeYDCorq4utbS02DXga8bGxvTkk0/q1KlTr+POvXycq+97IcSHPvQhOyspaDnr3Nn/n/3Zn9muCmSjcKpALjn/UICsrKwoEAgoFovZ3J5mLRQK1ZyBy8vLSqVSam9vr1kaRPKHDIojYR0NPfu46AsAKnYOFJc0AjyJ93q5XLY1rDy8bFljyQmdT3d3t6ampmx+i9xoaWnJlANArXT6kA6BLNvb240ENTExUXMYtre3m+UpPudTU1Pq6+tTW1ubrQNmFPGxj32sXgC8BWJkZEQjIyOv+HUDAwPas2dPzTx/YWHBuqxAIKBQKKRcLqcTJ04om81qdHTUrGrz+bzxSF4u4vG47rzzTlOqhMNheTwe9ff3a2hoyDTa+OcXCgVDshoaGtTe3i5Jhk5ls1mtrq6aX//GjRsVCARq7Kvn5uaMI0MRwUhrZWV9XTEjDte+Fx8MPDGAdkkclUpFw8PDuuyyyzQ1NaWTJ09qZmZGx48fv6ST9LmM4eFhU1wA/bumadK6PwDKDVBNlACMNyWZtwO+DIy1YrGYjTl5VhjZSrJiwl1l3d7ebmcx5mggCZlM5qLfx/BGxkVfAEiyWRMdC4Qm7CmlM6MBqlN3ta/f71cwGDRSH8UD8ytY+sC4QF84kVE1oyrI5XKKRqOKxWJKpVJqbGxUV1eXrSqlS+MBj0ajKpfL2r9/v6699lpJ6xBYOBw2P+2tW7fqox/9qL70pS+dz0tdj7OMbdu2aWRkRFNTU6abRzsvrZsFLS8v69SpU3rkkUd09OhR+7uzjbvvvts6q2g0qsHBQZu5S+vPUCKRUCKRkMfj0cTEhDKZjLlOwj2JRqNGyGOPwOjoqM1gQaRAGDATYoQAssHSIhI7iAIyQukM4sWMGLdCkDkcMKempqyAqccbH36/X0tLS7bqfGpqSt3d3WZ5LK0n50cffdSKNJj+eEvgqIoBm3TGIrqtrc0aLRZTwWmiiOQ5QP7H2Sid2fMAbwROysGDB8/PBbtA45IoAFwHMx4qumsqXHcZictOBcbHeMf1E+ju7lYikVBzc7OmpqZ09OhR00Vjj4rTH7NVvl8mkzF+AOMCYDWX/Q0kGgqFlE6nlUqllEgkJK3P4vAhb2xs1O/93u/VC4ALJL71rW/pW9/6lmKxmBKJhNnT5vN5ra2tKRKJ6O6779bBgwe1d+/eV/393/GOdygajVpXvWHDBkUiESWTSfX19RkJ1o1oNGq/rlarSqfTevTRR5VKpRQMBpVIJDQ5OWlJfN++fYrFYorH44pEIgqFQmppabENb7j7URjjToj9MEu0+Bx6vV4jNFJENzU1GUqSzWbt3/f29qpYLGpyclK7d+9+xWu0devWsyJl1mM97rrrLrW0tGhkZERzc3O2X8J9Zh555BGD/iFv4hOAioWzVjoz4uTXQP0ej8es1hn74DmB5wmKLYyiOL8ZJTBa+H//3//3zb9YF3BcEgUA+wBGR0c1PT1tc3bXehdSH4ne5/PZg8mDyPILSEDd3d02k0e+d/z4cTNqoWIGTp2dnbVZ5/LysnK5nDZs2CBJxpAGXeDrmatCzDp48KDe/va3S5KNEJ5//nnt2rVL0WhUv/Ebv6Hf/d3ffbMvcT1eY2QyGWUymRf9eS6X05/92Z+9pu/5Mz/zMxoeHrYNf5FIRBs2bND27dvV09NjXwczm2cL+aq0/mz19fXp3nvv1cmTJ/Xcc8+pUChYMqbrw5efZxxr2NnZWVWrVePcJJNJdXR0WDKADEixSxcHbOzKDjOZjEliq9Wq2tvbFQqFNDQ0ZJ4DW7du1Ve/+tWXvSa9vb1aXV2tb888y+jt7TUofW1tzUyjQGomJyf12GOP2fIyd78JMkEStmt0xvinv79fkUjE1p+zG8NFV0FjQYLgqrj+Ka2trdq4caMikYhOnz6tsbGx83nZLri46LcBStLx48eN4Md/kmxOTzcUDAZNhlIoFLSwsGB7AvBbh0ntmqZI68ZBbLKKxWIm14vFYtYdBQIBIwsiC8RkSJJ9kHjAOVR7e3uNE+CyvuEjuIzz/+1/+9/exCtbj7dSXHfddXrPe96jnp4eg0i7u7t155136vbbb7fkz9x/bGxMY2NjOn78uE6cOKGRkRHNzs5qZGSkZtwwODioW2+9VYODg8YLAH53oV3IrsxqCY/Ho3g8boiYu0IYSRf+GMDI7npYLIVbW1sVDAZVrVY1OzurlZUVDQ0NmY3spk2bXvbaHD16VE1NTS9aXVuPF8fWrVvl9XqVzWZN9gmiiSHT9773PZNmwq1yV1TjhgoChImPx+NRMplUd3e3kaZZDw1qIK2fhfl8XhMTEzp58qRtXOXreE4oSFZWVurs/9cQlwQCsHfvXm3ZssU6Ih5k5lTIAFdWVhSNRk32VCwWFYvFVK1WzX+aGSU6bYiDbPxjvgopJRKJ2ME2NzenXC5ncihkRcC+fA/Igj6fT/l8XpKs4EilUpqenrZNgF1dXXr++ed16NAhbdu2TU1NTfrlX/5l3X///efpatfjfERDQ4OuueYaRSIRc4ccHBzUHXfcYTNbZrp0cvweK+zp6WmNjo6a7LW7u1sbNmxQKBRSKBTSTTfdpIGBAR09elRPPPGEye5AokDRkG9BGguHwzVbM10OAEnAdYqDR5PNZtXW1qZwOKzm5mZDSkgq0WjUxhxjY2O67bbbXlYWOTo6qq6uLmOWvxERjUa1Y8cOHTx40EycLoa4+uqrzeMBNNPv9ysQCNgypX379qlQKJi5E1I/V/2EmZS7Jh3nSYjZyEZRkzCmbWxstGVSbjEIMsuzwnKplZWVH4sA1eOl45IoADKZjEFKkJlaW1ttRoUKABi/ra3NNrIBYwJlBgIB5XI5kwiSzDm0sE6NRCKKx+O2/hcHNzqnxcVFZbNZ5XI5Y0AjoXF94PEwoCKfnp7Www8/rPe///2S1iVS4XBYzz33nLZt2yZJ+s//+T/XC4BLLG6//XZzlOzs7NS1116rgYEBs+k9evSojZY42F0HNY/Ho0qlomKxWPNnsK7p6Pv6+pRIJNTU1KRCoaCZmRkrKiCsNjc3K5fLWcfnHuzuemBQLfZjUJjAfYlGo4Ys5PN5FYtFky5SJK+urqqvr88S1o8Lr9erPXv2vObRihtDQ0O65557dPnll1tCfOqpp15RmfFWD0ZFnEu5XE6RSETLy8sqlUo6ceKEHn30UeMFwMgvFAq2zhz1FPcIT38Qqb6+PlONEKixkKPyb8rlshUXJHqcVCuVirq6urRlyxYdO3bskvFneCPjkhgB7N271zSqLK8AuqJiRaKCBAmGNF+/tramaDSqvr4+W1TBgcasCqkLJCc01MViUZVKRaVSyUgwdDW5XE7T09MmX0FpsLq6qmKxaMsuurq6NDQ0pNXVVe3fv7/G4nRgYEBtbW01u8hfaOFZjwsz/H5/zR72l4qbbrpJN910k5GxBgcHNTw8rP7+fkkyKBfEanZ21hAlVgNHIhH19vaasyUFKdIufASkdSOXa665Rjt37lQkErG5PXLDkZERFYtF2/wXj8eN9JfP57W4uKi2tjaTjIGu0c3xvl3vDdcyljFcY2Oj7RyIxWI2nni5uPLKK3/smODVRFdXlwqFggqFgrq7u7Vjxw673hdy/MzP/EwNFM/4c35+XlNTU3r66aeN34HffyqVMqKnx+OR1+u1QhN+CfLo4eFhm+cz+uFr2BsgnRlTgVK5ex7YKdHd3a3u7m55PJ76QrTXGJcEAiCd2T4FNAVchUWpW60CaWJawpYpHlSfz1ezSAjjFgoILH6lMy5srLPs6+tTPB7Xrl27VKlUlEqldOrUKSMBsl7Y5/Opvb3duh8WrXR2dmpyclLf//739a53vUvSOhkxm81qamrKFAIPPPBAXRHwMuH1etXV1aVAIGCz5JmZmfP9sl4yfpzNr9/vV3d3t26//XazW73iiit066231nRj7sY+5qilUkmRSMRIrkD4yFVBuxoaGozkt7y8bCMur9erW265RZOTk7bqd21tzUhhkL8gefFc0/W5e95JGHwfkK9yuWxkskKhYOM6FDNIEv1+vyKRiBUoLxfpdFqtra3q6+t73WQx1BGlUskQjLMxZnorx44dOwx16ejoMNdTtu2dPHlSJ0+etHOTAq61tdVc+FwIH/Mo7mlnZ6chqCxOo1BklAOaytZK0CXUAowc2CiJh8DXvva18335Lsi4ZAqApaUl9ff3G+vaneO7G6bwIUd/zEGEnG9xcdEORNcNcHFxUaFQSNFo1A470IHm5mYVi0Xt3LlT11133YteW6lU0sTEhPbu3WurT9HIYtOKJAr71meffVZ33nmnERg9Ho9GR0c1MDBgh/Qf/dEf6ROf+MSbep3fynHFFVcY8xgr6HA4bA5kFG0XSiwsLOiee+5RY2OjxsbGlEgkdOWVVxpkm06nrVtbW1szBzW6M7T1rhS2u7vbZvmSarwssAP2+XySpJ6eHr3rXe/S1772NevScGZjrztIGSM41yjG9eNwFwlhVYz8FovkpaUlxWIxW+e9vLxsUjLXme7lIpVK6cCBAzXruF9rrK6u6tChQzp06NDr/l5vlbjjjjts3ON68re2tmpubk7PP/+8nYsQ8RobGy0R41jp9XoNpaEADIfD2rBhgxYXF21dM5wn7jV+AA0NDZqdnbVzls8rxFF4Bdu3b1dHR4cOHjx4wY9ezldcEiMAaV0JAAuZ2aEkg+8h5ZEIXJYp2wQ5eDjMSMbAppVKRcvLy1YsAGtFIhHdc889L5n8pXXXt61bt+qWW27RwMCAlpaWNDs7awQcujnmXmxB+853vmPf44orrpDP59P4+Lj92S/+4i+ewyt6YURbW5suv/xy3XrrrdYtkDzGx8d18OBBjY6Ovq7k7/P5NDAwoI6Ojjfwlb9y3HTTTUomk6pWq+rs7NT111+vjRs3SlqHUFm6glsac3z2SDDzZ9sfXRVdNzAtyFQ6ndbY2JhKpZK9hqGhIW3bts3mtiAFjBboAuEUtLW1GdqABfLc3Jw8Ho/C4bAVJZKML8AeDLw0QBj4etw0+XcvFwcOHNBjjz2m9vZ2dXd318geL/XYtm2bPb8tLS2anZ01NcbCwoL27dtn94kOnKKN/SfZbNbGQHCdotGoent7TRLt6vxd3hUKK3T+uAsyVoCDRfLv6OhQd3e3FhcX9bnPfe58XroLOi4ZBODEiRN629veZsQ94CogSapZHlzQAUxaKBSAGd0xAZ05nQqHH9X04OCgYrHYK77Grq4u3Xrrrdq3b5+effZZ63j4OcVi0QxVFhYWtHfvXtv01tjYqE2bNr2IjfyFL3xB//yf//M3+GpeGBGNRnXZZZepWq3q5MmTZuKEsuL1xsaNG3XzzTdbkjx9+vRr3kL2Ez/xE7riiiv0/e9/Xz/60Y/O6t/s2bPHuvNkMqkrr7xS0jq8Pjs7q+np6RrjFux529rarLMn8ZP8V1ZWFIvFrFgGDePzkU6ntba2pqGhIZvXXnHFFXruuedsRguxFk4CBzhbAjn84bq4JkClUskIukgK0XyDXEh6EWKzsLBgPh0/Lk6fPi1p3egmGo2+iBD47ne/+5I0k7n22mut085kMkaGLhQKyufzmpqaskKyUqkYw1+SOUSy/W9lZcVGopighcNhKyLhXUHqQ+4M6nT69GllMhlDq1wDNsZQjHyOHDlSd/97HXHJIADf//73a5ypmpqaDFLiIMMWGGiKatO1uZRkEhTgMHeu2d7ermAwqGg0arNJzH6kdYOXyclJZTIZpVIpFQoFOwxZEHTttdfq+uuvt2RVKBRsBbCkGmj1H//xH+179/X1SVINQfDjH//4ObyqZx9er1fXX3/9m9olZ7NZPfLII3rqqadM4/5GJP9kMqmPf/zj+sxnPqMrr7zSFtU888wzr/l7xuNx3XXXXfrc5z53Vvesr69PXV1dtpJ68+bNhhStrKwY0oHZlcu8b21tfREk39LSYh0/+y9IuMvLy5qZmbHDO5fL1RQ6mzdvVkdHh1m+4gbn8/mM+IoOnP9Ax6R1C1ggY2R6kL/c9cMQbd0lXLyHxcVFjY6OnvX1fvzxx19yY+ORI0dekUx4sQU+DZVKRfl8XvPz8ya3A7JnpFMqlWw0QBIH8XFHp3BCMHmSZHybYDCoeDxuW1UlGUdqdnZWMzMz1jxVq1UjoII8SFJnZ6f8fr+efPLJ83PRLpK4ZBCAUqmk6elphcPhmnWnsFzdw2t5edlIdziQAVsyCoCNLJ3xL+eDgg7W7/fbOtHV1VUdPnzYDkM4B3Q/wWBQLS0tdpBeeeWVam5u1okTJ5ROp2tgUqrh1tZWHT9+XNlsVtFoVB6PR4ODgyqVSjW2rp/97Gf16U9/+s2/6E5wkGzdulV+v9/8D96Ieey5jFtuuUXd3d2S1u9Va2urrr76al133XVqaWnR4cOHdeTIEX39619/1V79bnz1q19VNBrVnj17zqqQuOmmm4yASmJkDs7qVBI9C6norOn64a2AhjU0NBgUC1wL+pVIJDQ1NWXMfoxaMNa55ppr9PTTT9uIjRECCYXXh3wsGAxakeLyAegKkd+2t7fL6/WaJAw0jPeK9Dafz5/VBkYim83q4Ycftt93dHRodnZWBw4ceBV37eKI97znPUomk/J4PCqXy2pvbzfjpnQ6bVJMCgM4JXCbOC/haRDBYFBDQ0OKRqPm6cCKdEZBFAjsBMBqenV11UYE2LgzRgqHw0omk0qlUvryl798Hq/chR+XTAEgSSdPntSOHTts/rm0tKRQKGSSJP5j8QRdDDNSkADY0swwOYBZ3wo0RrEgSdPT0zp58qSampqMM0CnBprAnDYQCKi1tVU7d+5Ud3e3vvvd75ocENIUH5zFxUV985vf1Ac/+EFJsuJjcnLSEtcv/MIv6Dd/8zfPa7JdXl6+oKC6zs5O3Xvvvdq+fbsCgYBtwsO7H6LcysqKSqVSDeryWuPzn/+8Pv/5z5/V1w4MDKhcLhtplcQryUZRdMvA+/haQCqlGACtothFg01SptPu6OhQoVCwg39hYcEKgOuuu04PPfSQjh8/bp8jTIIgffF6SPiVSsWgXJCGpqamGgMaOkNMhNg+CHIHAre4uKiTJ0++put+3333adOmTfoP/+E/vKZ/fyHH1q1bde2115pRGRym+fl5ZbNZcyqlUWlqarL1vXhJcM9QUbW0tCgUCmnTpk3q7e01Hoi0fiYGAgFDnRgljI2NaWpqyrZiFgoFa3LYIQApesuWLWpra9M3vvGN83z1Lvy4pAqAmZkZ3XLLLUokEtadsE0P6JFDKp1O6/jx42poaFBHR4cRkjikYJ0iDwTGp2sBmvX7/VpeXtbExIQOHTpka14x0IC4RAEQj8ft962trYrFYrrjjjt06NAhHT161PYUgFxI677cBw8etGRVqVRsQ2EkElF7e7s++9nPvmXGAW/1+OQnP6kbbrjBkmogEFBTU5NyuZyOHDmixx9/XDt37lRfX1+NHfSbFfg+5PN5LS8va2hoSENDQ1YAsEDHXXmdTqdVrVatC8tms1ZQFotFI/G1traqXC4rlUrZSMGVonIYUyAUi0VTnVx77bWamJiwWTyvZ2pqytzfGD2QOBoaGszjnUD3L8m8/+HuQCTkulOwP/fcc6/pWoZCIe3Zs8fe66UWd911l9ra2jQ+Pl7DiWIJD/p7dyzKVj7XvZF7XSwWjaAXjUaNWE2y9/v9RuyjAM1msyoWi4YaZbPZmu+JN0osFlN/f7+6urq0tLR01sVyPV4+LqkC4P/+v/9v/fRP/7RisZhBk3RE7v5pIH6kKWtrawqHw+ZbjioAC0sIVRxc+J1zQDU1NSkWi9XoXulupPUPTTweV6lUUqFQ0MrKipkCDQ8PKxwO64YbbtDmzZt16NAhPffcc0bkYpb6gx/8QNu3b5e0DmdOTExoZGTESIM33nij7rzzTn37298+b9f/rR7Nzc165zvfqXK5rH379qmlpUX5fF5jY2N66qmnNDk5aV/7cz/3c3rb296mZ5555nXN/l9L3HfffWpvb1c+nzdGNPwQSYZQgURh+IPdNCiTx+OxDmxhYaFmVzswLDNXlvd0dnba3Na1wpakq666Ss8884xJ7dB1Ly0t6cSJE+rq6jJdeGtrqxoaGjQ1NSWv12u/Zz0wr4EtdHy+8vm8QqGQcRXa2to0OTn5mu/BZZddZiuF77vvPv35n//5a74vF1q8853vVCQSsQVpNAsej8fOKZ6HpqYmQ31g/rvbVSUZKrlp0yb19/ebaoNij6TP2YofQD6fVyaTUbFYrOn8+Z4YR7W1tamzs1NtbW166KGHzuelu2jikioApHUDj02bNsnr9Rqrvr29XY2NjTYrZac5/+H8B/kFyZ8k4w/QpVBUsDBoYmJCiURC3d3duuGGG3T06FHjAbA2uFwuq7m52QxFIG2tra3p9OnT6u7utnWsiURC7e3t2rdvn9bW1nTy5EktLS1pbGxMjzzyiG666SYz3ahUKhoZGVF/f7/i8bje85731AuAHxNLS0t6/PHHtX37dq2ururhhx9+SaKYtI4m7du3T//1v/7XN/U1trW1qa+vr8beGldJAs91ZKmSDIlyx0gUAEhdmfm7hy9d/8DAgCYmJmzuDyzs/lw+J3hnkKRjsZjK5bLZxVJsu8YxJAqIgHT5KCz4OjwOXLvufD6vb33rW2d1/QKBgPx+v6ampsz9cHJyUslkUr/yK7+id7zjHfryl7+s//k//+cbdcvekjE4OKihoSEbGTKuhJeB4RLb/bgPQPwUiKBMzOg3bNhghj8oqlwlCveU5U+5XE4zMzO2hZUiFb4InCq6/w0bNiifz+u3f/u3z+PVu3jiklEBEI8++qgl5OXlZbPb5cFzPcYXFhZMj89BGw6HDRr2+Xw1xKtKpWIfGtCDsbExpdNptbW1aceOHbr66qu1efNmbdy40bYD0sEheeHDAFSWTqc1Pj5unco111yjrVu3qqWlRT6fzwqG73//+3r22WclrXezyWTSYOtcLqfu7m79yq/8yvm69BdEFAoFHTt2TN/85jdfNvlL0re//e3zAkH+9E//tHm0U7AODAzY31cqFY2NjVknxfMEBMth77LnQbyq1apaW1ttTOWqBHw+n8LhsHVnbW1t6urqsq8hIImtrKwY03tpacmkXXTzIAM8uy0tLQqHwwoEAvb6JFkhw+eMApvP6fHjx3XgwIGXXKnsRiwW0wMPPKBnn31Wv/Zrv6aBgQG94x3v0I033qgrr7xSsVhMgUBAd999t770pS/pIx/5yBt/894i4fF4dMcddygcDhu5D/IlUuhgMGjnmEuOxgBIkjUt3H88IRKJhBobG5XNZo2DwjiBAg8C4Pj4uAqFgpaWloyjBKrKv8WJtaOjQ83Nzfrbv/3b83btLra45BAAoFyfz2e2knQskowEBTN/YWFB09PTWllZsflVMBg0UxkOKtyxmLkGAgGVy2UtLi7q4MGDJpXauHGjuru7jXsgyeaZsJt5DXRXjBNmZmbU398vj8ejt73tbcYAn5iYsA/Zt7/9bfX39xuxy+fzKZPJKJvNanZ2VtFoVLt379bevXvPzw14C0djY6Pi8bhGRkZe8/eIx+PndDPcDTfcYPIqj8ejgYEBU5pI6/PzTCYjj8ejnp4eO4iRaAGp0m2xex00iucXxrXLyG5ra1M8HjebYEx6qtWqcVl27dql73znO0omk+btz6irVCrp5MmT6ujoUCgUMhUDvBo6TJQIkqy7BHGDZyPJxnhnw/7H/TMajeqee+5RtVqV3+9XT0+PqRqwTfb5fLr99tv1J3/yJ2/ovXurxPve9z4lk0ktLS0pn8+roaFB0WjU+ENtbW3KZrPKZDJ2bWD7Y4NOw4RbYzwe18aNGw0F5Xoj8ZybmzNyM/sixsfHzekReSGjVUancKooQE+fPq0HHnjgfF/CiyYuuQJAkk6dOqWrr77aYFEeSqAuiClYWDIKYF6aSqVsyxn6ZBQBJPKGhgYjXLHAp7OzU5FIRJFIRLFYzCw2m5ubzUbT7/fbh8B1SwOawyZYWl9usri4KOmMzC6bzeqv/uqv9KEPfUitra1KJpOam5vT5OSkcrmclpeXdcUVV9QLgJeIlZWV15X8JZ3T5I/H/9TUlCXqZDJZ44FfKBRM2oevO5wT19QHR0tGV5Is2eNJ4S4hampqUjAYVC6XUyaTMfb/3Nyc5ubmrADYvHmzwb8+n88gezr4VCplVrOlUskOd+kMV4FCBOItC4ngBKytrSmVSmliYkKnTp06a/nfE088odtvv12rq6vaunWrqtWqKpWK+YIgS21ra9Pzzz//uu/XWzG2bt2qTZs2GZ+isbFR3d3dRn4ul8vWuLDYLJ/PW7Pjqk1WVlZsjNrf32+25UiWsd0G6QFVnZiY0PHjx22sA7+Ec5jnmbO0q6tLl19+ufx+v774xS+ez8t30cUlWQD8t//237Rjxw7rLpjt0xE1NzfbgQD5yO2o8U6nUl1eXlY4HK4xBcJEA1kL9r7pdFqNjY3q7OxUZ2enuru7bWd6Lpez1wE3ge8FCUaSfaAikYi2b98un89nXdpzzz2nI0eO6Ctf+Yo++MEPWuGSTqdN09vU1KR3vvOd+ru/+7vzcPXr8Vpj165dOnHihK3sxcgKFEqSzfdddcnCwoJyuZxJV5nrMvpCrkfnT8LmmSqVSgqHw0okEjVOmpAHke1hVuW6bK6trdleC/gAfr/f+AkUI3Nzc1ZAYxZFcoGnsLCwYMS0yclJHThw4FUlhHw+r3Q6rYWFBSUSCRUKBU1MTGhubk49PT0mBz527Jj+/u///o29eW+B8Hg8esc73mEOf8hDQRiXlpZULBZtJMQZ5hIB8QpABstypeHhYRthQhCUZG6QcDoKhYItkIJzwvMkyRABtgpu2bJFV199tdrb27V371799//+38/nJbzo4pIsAEqlkmZmZnTVVVfpueee06lTpwwJIEFCYGpvb7cNZ8xHXZcsSeZlDQcAUx50q8wxYUaXy2VVq1Wl02lt3bpVXq/XNtRJskUu+F+7c7cXHvgbNmxQKpUyFjSd06FDh/Tkk09q69atisfjGhwc1MzMjEFznZ2d+umf/mn99V//9Zt89S++gBS3ZcsW7d2795zIAt/xjncoEonYVjwOTRcBAN6Xzqy7hkuyurqqdDptRFP8LFwzITwqGA/QlbnoFsUrCYBu3UULhoaGdPDgwZo1xLi5DQ8Pq7W11ZwEFxYWDLGQzpAV3U1zS0tLmp6eNiRjZWVFhUJB3/zmN1/VNVxbW7MCnNHBn/zJn2hgYEC/8Au/oFgspkwmo89//vPGpbmY4kMf+pAikYgt3WHvAtc+lUrZQidXvudu4MN7gp0RkUhEw8PDamlpMT4BBFMaFo/HY0jR0aNHzeERBYG7ahoUtrm5WQMDA+rp6TEU4td//dfPz4W7iOOSLACkddOV+++/X9u3b1e1WlUqlbIDsbm52UgqQKaYn1Adk5AhA8Lqd1cLFwoFzc/PKxgMmr4agiFa2qeeekqNjY0aHBzUwMCAHaadnZ0ves2QcfjZxBVXXKFHH320RnYoSd/5znesQt+0aZNBbZAM+fMTJ06c+wt+Ecd9992nq666Sn6/X4cOHdLXv/71N3zEcuutt5omG+c0yHaMoHimvF6vQbUujF4ul23pFQVtKBQyKByXSXdhC9D7wsKCyVXd/RmMo5CCNTY2atu2bTp+/LjK5bJmZmaMxR+LxbSysmIjNAx8pqena3ZrzM3NKZPJ2JwZmB6kK5vN6utf/3qNLPNs4ujRo9q3b58mJye1d+9ePfbYY5LWLWqfeOIJ7dmzR4cPHzZTJ7rjt7pb5dnEbbfdps7OTo2NjZmbXigUsnW/qVTK/CByuZxJ77D5dYs8n89niGR/f7/xTigIKTLn5+ft+SwUCkqlUqpUKqYiYNSEooSvXVhYUDAYVFdXl3p6etTU1KRvfOMbNUuo6vHGxCVbAMzMzOjgwYMaGhqyHdWuJFCSVcY4j42Pj5s5Dw8rGwOplGHT4obFdivGAxQMaJ1JyEeOHNHMzIy2b99u89UXBrDcCwPfAI/Ho+7ubiP3FAoF/cM//IMtDEomk+b4Buz3tre9rV4AvM744Q9/qA9/+MPy+XwaHBzUzp07tX//fv3H//gf35A1pXfddZeZpgDVcyDPzMxo69atJmNdW1szXT2FgcsDcDe5xeNxg1vb29tr7FyR5rW2thq6FY1GbR02nxEWCCH3ampq0uzsrP053yOXy5nDHOZKwPtLS0u2Sc7j8WhqasrQNPf9LiwsKJPJ6E//9E9fdfKXpP379+v48eMvm9B/8IMf1Pz+Ykk4O3fu1JVXXmnNTSAQ0MDAgEH2lUrFRjiMWRg/8vxyD+A2uZ7+FITcfwjOIEeVSkUTExM29mHEWq1WzYcF0ilLp4LBoI1lRkdH6xv/zlFcsgWAJH3lK1/R7/zO77woUTMCAPpC68pD6+4OkGQfIqRMGKBgGkRVC4nJXZkajUbtcEun0/r+979vspcNGzYoEonUwKsvFY8//riy2azN1XAgrFarGhsbU2Njo6644gpFo1F1dXUpk8kY7yESiehjH/tYnVn7OoJnhaKqu7tbvb292rRpkz7wgQ+87u9/8803W9HW3NxsnZPH41Emk7GO3TXOcTfttbe3y+/3K5fLqampSZFIRK2trbaBDZkg/4bdFhSyvb29tkVQOuMPQEJgyZYkM/LBBY7k0t7ebshXR0eHoRQQ0SiEkYTxfSGjwUz/wz/8Q3t2X0tcDN38q4mOjg79s3/2z+yMCYVCSiaTJgGdm5uzUQ0EQOyfXXUShVx7e7tisZiSyaT6+/utMcJIyOv1WnPj8/mUz+c1OTlpttKrq6sqFAoqlUqGZFJMurK/K664Qn6/X+VyWf/yX/7L83kJL+q4pAuAkZERHTx4UAMDAwqHw1btcpAzx0IixP502K2SbH4K4S8YDFqFywHICAGtK3K/crlcA7Eir2LmmclkDNKVZHPbSqWizs5ORaNRlctlPfXUU1aRt7S0qFKpqFQqmab31KlT1u319fWpUqno9OnTduCHw+FLdg3qGxHMsGGoo60fHh7WLbfcou9973uv+Xv//M//vPr6+qxzpQCgk2OGC/cEV0oMW/AK4JAl6fPMsTGQ5Vgu8UuSEQeRwDL35d/g0c/zu7q6qs2bN5unALsSkJIx48WnwN2oyeeoWCxaESytF1jPPvus/vIv//J136tLLd797nfborK2tjb19PQoFosZkpPJZFSpVKyQ5KyRVEMKZRtgJBJRIpGQz+dTpVJRoVCwZ4LkT/c/PT2tAwcOmJvq2tqaCoWCLXWigaLAYN/Erl271NHRodXVVX3rW9/6sX4c9Xh9cUkXAJL0hS98Qf/7//6/a8uWLSqXyyZhAa4vFotqbW01Nmu5XFYul7PZGV8HQWZ2dlbhcNi6Jzopqm0OOooNJE7z8/Omf6abhDxYLpdNwtXU1KRsNqtDhw6pUCjYchQsPL1erxUcwHrpdFpPPfWUxsfH1dXVZas26bTa2tp02WWX6cknn3xVK1XrsR4DAwM20+TaA4syRnotsXXrVt1www0Gk/IsSbL7PT8/b8QszH5IsryeUChkRSmObu4oiWeLmb8k2+CHP0ZLS4v8fn+NqxtFBqY+fF/khRD6QLD4tzxjwWDQRg9zc3PK5XLmLggcXCwW9fd///evedHPpRwf/ehHFQqFNDs7K6/Xq76+vprrzZpnOBbt7e2am5uzBWmglIwGmpqalEwm1dHRYQRNFB6urbq0jgRNTU0ZqtDU1GQkQdBUl8u0srKiQCCg4eFh9fX1qbGxUYVCQb//+79/vi7fJRGXfAGQTqf17LPP6vbbb9eVV16pEydOaHZ21ipfpE7AU65+tqOjwx54Oqjm5uaaNZbYBLuWppLswE2lUlaVp1Ip+zt2b+PnHg6HDVZFwsNrQdPt9/vNRAhy1vz8vJGZ2LbV1dVlHgTMemOxmG677Tb9t//23960aw9Z8s1epvNGR7VaVaFQkNfrrSE4raysGNv9tcQ999wjj8djeyHcjowOan5+Xul0WqFQqMaZkpETz4QkS+h4TrgOe5DC2NyG6x+jB1eGSvB93S2aJJJQKKRCoWDFwPT0tK2TpZBh/zvPOsoF3lupVNIPf/jDevJ/DfGRj3xE27ZtUzqdVjQateU8ePCPjo4aKY9OnPseiUQM7SyVSgoEAgqHw7r55pvV09OjxcVFKxCr1apJ96QzTo3T09PWUDHypAEi+TP3ZzdEV1eXBgcHFQ6HVSgU9Mu//Mvn8QpeGnHJFwCS9Ed/9EfasWOHotGoOjo6bG7pSgKZHdJVHT16VMVi0eQw6KOplufn501BUC6Xzd96ZWXFvgby1OzsrHEPKpWKSbyCwaCKxaLtYe/v7zdCYmNjo7kGAqu1tbUpGo1qeXlZhUJB4XDYWMyu/ztQH1JDDIaGh4d11VVX6emnnz7n1xwPA0YqbLVraWm54Mw+/vIv/1LXX3+9brrpJtuuB3nuyJEjr/n7hkIhZTIZk8BBOE0mk0omkwoGg+ZKCUQLyZNxEV29uxmQlcaTk5PGGWDNK0ZU1WpV2WzWfCTwFQDNAkFguZB0xoMgEAioo6NDPp9Pc3NzWlhYUCQS0ezsbI3mm02AbCZEuYAkcWRkRE899dTrvDuXXvzsz/6sBgYGVCwWtbKyYkx6UEe8JObm5ozQxzPAeQQZMJlMKh6P64orrlAymbQNkCzxkWSuqvxdOp020zEQIQyWMEnjrEOq6vV6lUwmbQT653/+5/XC702IegHw/8dXvvIVffrTn64xMsHGlM5rZWXFioJqtapisWjJ32VGA5dCwOLQXFxctGobpzQKB+apmLO4H5TV1VXNzMzY+IDkzweH+erExITa29ttfTGua7Cvef3pdFrxeFzJZFKjo6Nqa2szRvY999xjWt1zGeFwWL29vWpsbNTQ0JDe//73q7u7W5OTk9qxY4e+/vWv68knn1RDQ4MVCqdOnbJ9CGcbkUjELF7PZfz6r/+67r33XvX29to9OXjw4GtWAdxxxx2amZkxUh6HaUtLizo7OxWPx9XV1aXh4WEjfEJAhUkNnA/aFAqFzN0NxQg8EFYAx+NxS+g4YRI84zyXrloG5AMUoKmpyTrH5uZmdXd3a2pqqkYH7vP5bCuhuzOepT//8A//8DruyKUZH/zgBzU4OKj5+XmD8ynyWQONEoNFQPA+WOPM8xMIBLR161ZbGoQdMLsYaDgwB8JfhcKAxE8jJMnGjvPz84Y+hEIhXXbZZRoaGpLf79cTTzyhL3/5y+frEl5SUS8A/v/40Y9+pGeffVZXXnmlwuFwzU5qYHxXIsWmqnK5rK1bt6qjo8Nc12BVMycLhULGAQBBmJubU7VaVTwelySDPlnzOjs7a6Y9kBJdFAKmLWOHRCJhHgEtLS1GokmlUmbBCUENF7euri6bEfr9fuMQfOQjH9FnP/vZc3atw+Gw3vWud+nyyy9XOBy2Qgim8T/9p/9Ud911l5544gk99NBDOnjwoA4fPqzm5mZ1dHS8Klgdd8VzHSsrKzWrZF+vv0J3d7fm5uYUDoe1tLRkuuje3l5z00skEvL7/XbfXzhTRRKIP0U2m7Wi0efzqb29XalUyuyPXbvWpaWlmuQPJAyk/8Kfx/w/n88bsQ+YGLSrp6dHkUhEP/zhD1UsFq0wATlwJWJ4CNTj7OPuu+/WFVdcoVQqZSTMYDBoTcXCwoKOHz9uRSCoEFA9zQjjq2Qyqa1bt9ooC5lzKBQy7pC0LqkeHR215T90/YwDXGMpRpQsFmppadFll12mHTt2KBAIaHJyUh//+MfP85W8dKJeADhx//3364EHHtCuXbvMFx5HLA4qoE98s1tbW3XkyBElk0kNDAyYFtZl97uuV8ByuJItLi7WbFULhUJqb29XJpNRKpWyeT8f4mAwaESphoYGzczM2IcpHA6b2Q8cBRi5k5OTJtFCfSBJiUTCWN9ra2uqVqvq7u7WbbfdpocffvicXOd8Pq+mpiZ1dHTYroVCoaB8Pq9gMKiOjg61trbquuuuU7lc1saNG7V161YdPnxYfr9fTz31lHUZb9V4Pcn/vvvus4ISZ7/m5mZt2rRJmzZtMpUBOmr4HG7CRpEAz8Ln89nsFo09vgBtbW015EGKgBcuEXLlhS/lR1EoFPT8888rmUyaTJail1EZ2y8zmYzy+bwCgYCtfqXQhZvQ3t5+ycn2Xmt89KMf1ZYtW2xLJPsWWKhTrVY1MTFh8kuSNc8XyoCVlRVFIhF1dnZqy5YtxvZndwkNDghmY2OjZmZmlEql7P4h93S3o3J+er1es1L3+/3auHGjdu3aJb/fr2KxqN/4jd84z1fy0op6AeDE4uKi/uRP/kS/8iu/ossuu0zz8/Oampoylj5dD8Y/kuywnJmZkdfrVTwet+RKd7a8vGwfNL/fb8YqWKvim864oKGhQT09Pcpms4ZESLJkz+wM+RkfKj6QEMYg29AFsJITWWMqlTL5GJwHuoI77rhDJ06ceN3LcV4uTpw4oR07dljxsra2ZvIixhx9fX3as2ePJicntWXLFjU2Nuob3/jGWz75v574iZ/4CW3ZskXZbFbpdFpra2uKRqPavn27tm/fbuoO0B9WVU9OTiocDtfIuFydtc/nqyFq5XI5tba2KhKJaG1traYoCAQCikQiVnhSBAMZU9C+0JGSQ7+5uVmjo6OmQnG3DUYiEe3atcu04fBP8ImfnZ21ta99fX3mylePl49f+qVf0saNG81nP5FImP8+qF4+n7dnZ3Z21tBJSbYISFrnnWzZssU2NsJ/gnBaLpftrKKJmZqaUjqdts4fwjNcJ+mMkZCLovb392vbtm32DP7Zn/2Z9u/ff96u46UY9QLgBfG9731PV1xxhd7xjndox44ddkAVCgWDOYHIvF6vzS2xNHWlWMy4qILR0bKh7/Dhw+bgB1zHh7StrU3d3d2qVquW+OEh+Hw+FQoF5XI5I31RdDBzdddqFotFS+5IrOATsOoYnwKKkWg0qnvvvVf/9b/+13OScAcGBjQwMGC2ryR+Saae8Hg86uzsVCqVsm12r4dV/1aPm266Sdddd50ymYwleQ7frq4uVSoVe1aQqzLbZZELBYBrCU0wygoGg5bI5+bmNDIyolQqZXyFSCSiDRs2qK+vzzwr3E19bpHhRj6fVzabNZIYclieXTrAzZs367rrrtP3vvc9jYyM1BjBkLTW1ta0bds27du37xxe8Qs/fvVXf1WDg4NGXIaA2draamO9yclJU2Gg2wfqJ5E3Nzerp6dHiURCkUjEZvfM/BkPUUxWq1WdPn1auVzOXFRDoZA8Ho+pl9rb27W4uGjGQiBHrGXu7+9XMplUc3Oz7WWox5sb9QLgJeL+++9Xa2urdu7cqUgkUrMYg61WSAP5ILHTemRkxNzTpFp5ICxbxgEQ1PAFAH6DaMWcjh3bkP28Xq+t5iThs7cgnU7L5/MpFovZh5UZcalUMsIWroHIA/v7+9XR0aFisah8Pq+5uTklEgm9973v1R//8R+/ode3ra3N9sXH43EzUZqbm9Po6KiCwaAdFKdOnVI2m1U+n7/oLYtvvPFGc8eTZKS/rq4uRaNRS7ylUskY/4uLi5qZmTEXPXZIUOi5ARwsraMAhw8f1tTUlI2ZVlZW1NbWplKppOPHj2tyctISdjwef5EM8IUrgxcXF3Xo0KEaEqtr81oqlWyks337dp0+fdqIjmz8o6ChCK3HS0dzc7M+85nPqKOjw5Z8uat9GeccOnRIhw4dqlFewAUCcQwGg+ru7lZHR4cCgYAqlYry+bz8fr81ORRnJH/WizOigWzIswky2tTUZP+GEUNjY6N27typLVu2KBKJKJPJ6KMf/ej5vJyXbNQLgJeJ3//939fv/u7vateuXUZoKZfLNgOlg8rn8zUe2x6PR+l0Wq2treru7q7xO19aWjKJHsoADF2A5fEYYOYaj8drGLjIZoDbWltbFY/HVa1WlUwmjV/A/JcRgMfjUbVa1d69e9XY2KhYLGa6cT7wkMPgIzQ2Nmr37t1vuEvg1q1bFQwGbQUsfgtuITQ+Pq6GhgbTE09OTp713vcLMXbv3m3SQWmdWQ+cjnXuysqK8vl8TVfNfcrlcubfLuklZ/T8WaFQ0L59+3TkyBHjkgDpg3BVKhVls1mb61999dW6/PLLa77fCxEG5s5TU1M167FdoyF2AvT39+u2225TpVLRqVOnVK1WFQgEDAGArHrttdfqiSeeeKMv9wUdfX19+qf/9J8agXdmZsYKRdRHTU1NOnHihMbHxxUIBOw+Yx5Ft76ysmLJGyUA7qPhcFilUsnkzZg+jY+Pa2Zmxn4OCKfrOMn/cYLENMrj8WjLli22PrhSqehjH/vY+bycl3TUC4CXiZWVFf3xH/+xuQQ2NjZqfHxcpVLJtgKSKGHos1WNTko6I5FCNoPsBQIgnRyHKagCFTwErt7eXoOGgXdJmqALSK9YPcyHPRKJGMS3urqqkydPmuc3BzQynmAwqFAopLm5OdsQtmPHDqVSKX3/+99/Q67t9ddfr/7+fhUKBY2PjxtJDNkZSYGiqVwu6+jRoyZTerODAu1cRSgU0t13321SUPa1NzU1aevWrbrqqqu0tram2dlZU6bk83kb6+BLcTaug9PT0zp06JCZQuHbj1c/zxUrrnku9+3bp0wmo9tuu+1lv3dfX59WVlaUyWRs5TCbMPP5vNra2jQ3N6fnn39e2WxWw8PDuvbaa7W4uKhjx45JOoNuYEhz44031gsAJ66//nq97W1vUzQaNS4Hn3s4RziWLiwsWEFPYe1uiFxbW1MymVQoFLLmAhJzOBw2IiPYNwAAbtFJREFUK2fuGzI/yMTwoCguSqWS8vm8wf/uYjXOmo6ODm3evNlUP3/0R3+ko0ePns9LeklHvQD4MXH06FF96Utf0nve8x7F43Gtra1pbGxM+XzelqO4PgFAngsLC5qdnVWlUlEgEDB4e3BwUH19fQoEAtq8ebPNxyAaunwBSDegB36/38iAWL9K0uTkpHw+nxKJhBUBVNrVatVeayKRUFtbmzZs2KBcLqdsNqvm5mbbHAcRjFm8uwe+sbFR27dv1zPPPPO69fSDg4O66qqrFA6HlU6nrXAql8uGWmBGw3xxZGREjz766Ou+n682rrjiCm3ZskWPP/74ObVI/tjHPia/32+GOKg0tm7dqiuuuELLy8saGRlRuVy2eXw+nzdvAHat453/cnHs2DGNjo7aaEiSoVKQAt2FPyAKjKPy+by+8Y1v6J577nnJ7x8IBLR9+3Y9+uijpv2GDOb1epVIJJTP5zU2NmZcjlAopMsvv1yLi4vK5/NGMoPc6PF49I53vEMPPvjgG3W5L8hob2/Xvffeq8HBQTPhyWQyamlpUSAQUG9vr92vUqmk6enpGqMvSMyMWHDeY8wCsZnzA0kgqObc3JwqlYrS6bSZnFFssPYc1Mbn88nv98vn89niseXlZSUSCV155ZV2Fj388MP6yle+cj4v6yUf9QLgFeLBBx/U2tqa3v3udysajSqXy9kMHfIdUDv/YW8LnCZJxWJRhw4dMhLfwMCAEf/a2tpULBZrPqTI/aR1z3SkhVTfzGwXFhY0OjqqSqWiYDCobdu2mclHZ2enIpGIxsfHNT09bTLCjRs3SpIVAjh5UVTQKYBueDwedXV16Wd+5mf0p3/6p6/ret533326/PLLNTMzo2effVanTp2yUcTExIRSqZQdPE8//fR5m/tv3LhRe/bsUSaTOafJ/6qrrlIikbDOl+clHo+brPT06dM2DmBZDo6RzPpDoZA2bdr0sj9nbm5ODz30kEKhkJFJ3VW77mY/Vw1QKpVUKpVsPLO6uqrp6WnjGrww3ve+92lyclInT55UPp9XPB5XoVAwFQLmQDzDjJ2q1ar2799vBFiuRXNzs3bu3KlsNntJIgF+v1//5J/8E0UiEQ0MDGh5edlQyFAopI0bN8rv95vJVy6X0/j4uDH98RFBtufxeEyy3NHRoZWVFRWLRdsPgqGTq/wolUp67rnnalQePp/PXElZcAa5FMkfc3+WnGFatbq6queff16/+qu/er4v7yUf9QLgLOLb3/62+vv7ddddd2njxo1qaGjQxMSEMbSbmposeSKRwTEQuQ2Em8nJSQUCAWWzWXV3dyuZTNZoZd1tb8hz2MC1srKieDyuw4cP294A5qXNzc1m9MGCIY/HI7/frw0bNiibzRrsC8zPDLlUKsnj8ZhqgcQDFJtOp1UqlTQwMKCPf/zjr5kUODw8rHg8romJCX3nO9/R3/7t32p6etocAN9KOwHe/e53a2BgQP/n//l/vqp/5/f7FYlENDY2dlZff+edd2p5eVmzs7NmnBONRrVp0yZ5PB7t3btXktTV1WU7HTAHymQyymazamhoMHvgl4tnnnlGpVLJLF+xDkYKCFrkrpMGGUJ1gFT0mWee0T/7Z//sZX/Wz/zMz+jLX/6y0um00um05ubmbJsgY6uWlhblcjmz0w6FQtq9e7e8Xq9mZ2fNNhZVyp49e7S0tGTX41KIq6++Wtdee638fr/t9mC1cjweVzQaVSgUMlOlarWqXC6ncrlsiReUkuTO4i8c/BYXFw0NwpqZwqypqUnT09M6ffq0oY4sRaOrR2GEnwhjOnhMmFgNDQ2pq6tLbW1tyuVyb8ia7Hq8/qgXAGcZX/ziF+X1enXttdeqv79fHo9Hp0+fti5Zkv3and8za/P7/TV7z5FKSTIOANU9czg8B2DsS+ud4Y4dOzQ1NWUaadZ5JpNJS+I+n8+Wfkjr8GwsFlOhULBOLJ/Py+Px2OHCfvm1tTX19fUpHA4bGoEEbdOmTbrvvvtqXO/ONt7+9rfL6/Xqr/7qr/QXf/EX9ufnymvg9QTEtWKx+Kr+3T333KOGhoaa9/dS0dTUpE9+8pOKRCJ2iDY0NCgSidgedZQmbFyDANjY2KiJiQkrLvv7+3XNNde8iJTnRj6fVy6XM10+WyOXl5eVTqdVLBaVTCYNgYAw+MJVvUtLSzp69OiPLQB6e3v1yU9+Un/zN3+j5557zqSLqBuQhGFaxQ54tOdHjhwxGLtcLtuio1tuuUUbN27UX//1X7+qe3Khhd/v1+23367h4WENDg6qqanJECKKdpI2EmEsvtnA51rv4mYaj8fV39+vzs5O83jg+7JKHA7KwsKCDh48qOPHj5txD3wARgKQCBsbG816GAQTLlRzc7M2bNigTZs2mYX6z/3cz53Py1sPJ+oFwKuIz372s/rMZz6j2267TaFQyDoYJHjuB2RhYUGVSqVGOgXBj6U8QLjI+CQZ1I+dKgUEJiws9vH7/TaPB4Hg75aWlszFDc+AbDZrdsYkFncTGExfmLn4vuPexnrOYrGogYGBV10EbNy4UTfeeKNGR0dfMTm+FSKVSqlcLltH09PTc1Z7yUdGRs6K1PTOd75T3d3d9hxEIhE7TCFq0W25K1dRArAKenBwUJs3b1YikfixP89daAX5j+dodXXVOnSeJRIICg384xsaGtTR0fGK7y8cDus973mPLr/8ck1MTGh0dFQnTpxQpVJRJBJROBw2pGxhYUG5XM78HpCwsoxoZWVFqVRKi4uL6uzs1K233qrvfve7r/gaLrSIxWJ6+9vfrt27d6uvr8+KUMy7KNYh/XJmIA/OZDIqlUpqbm62hV/YhG/YsEGhUEhNTU3K5/NGEs7n8wbfU2Ri7FMoFOx8gDuAs6g7rmQkKskKBQh/g4OD2rVrl6lYvvSlLymdTp+3a1yP2qgXAK8yfu/3fk8tLS269dZbtWvXLh0+fFjFYlHZbNbc1Jjdl8tls2qVzui6Wcs5Njam5eVlDQ4OqqWlRbFYTKVSqWaBBh4DrkkKMKDf77eDEWiVQwI+AnagzOtCoZAqlYoxdQuFgi1iQROMmUsikbBRBN0mB/LmzZt1xx136KGHHjqr6/bud79bbW1tb6ic8I0KdNMuQ/rP/uzPamxokai90jKiH/zgB6/48z7wgQ/o6quvNoe2bDararWqvr4+W5fb0NCgbDZrBC6sUtHMb9++3fYCICX9cfGTP/mTWlxc1NjYmI2b+DktLS1mI4zHBNvjyuWyqUqampq0Y8cOvf3tb3/li6r1TnZoaEi9vb0aHBzUo48+qsnJSfP6hyAIL4bPCeTGrq4uW18MGbWxsVFbt25VIBDQ3/3d353V67gQ4o477rDFO5s3b7YZOk6dXV1dhtgUCgVzEl1ZWdHMzIxyuZwaGxutgPd6vQoGg7bhNBqNamlpyXxI4H9IMiIgpj/cd54pmg/OIdYE4+DnukOy0ySZTJq3CJ+pxx577ILb9Hmxh0fSudM3XcTxy7/8y7rxxhs1NzeniYkJTUxMaHp6Wj6fz6pkFgAxGkDeB/yKNS8mHIODg5bkOXDL5bJV+5ilsGBjcXHR9novLCzYoeH1emvmxWyBa2trs+QPSXFlZcUgYIyIIAF1d3crGAwqEonYrngOBl7T888/r29+85vKZDIve63uvPNO3XvvvcpkMvq1X/u1N+X+0J28mggEApL0kpsQd+/erampKU1PT7+u1/X+979ft956qyRpfHzctPahUEgdHR2GulAEYgxFYQiMy/InHPc2bdpkr//HxbFjx/TQQw/ZPgnmuuyjkM4spsIgCMOhbdu26cYbbzzr98pcGsJhqVTS6Oiojh07pgMHDsjr9aqjo8MkqRhmQVqLxWJaW1tTKpWyLXYYa4Ea/M3f/I2Nxy7EiEajuuuuu7RlyxZdffXV6unpMcTFNe7iXMDrn7/PZrNGLl5ZWTE1x6ZNm8y8qbu720aMNAbIAqV150fsmCcmJmxplHQGLXLdHGlOgsGgmf3gY0KhtnPnTl122WWGQqRSKb3zne88n5e6Hi8RdQTgNcb999+vUCikG264wT4UzDjx/se0p62tzVj7yHJg5LNlrVgsKpfL2UpM5rmuJAcokE6otbVVw8PDCofDmpmZsb8HjqPDR2IXDofNothd/MJOeeaCfG+sYXm9XV1dWl5ertnffvnllxvM+z/+x/+ogb/D4bB27typ4eFhLS4u6umnnz7n9wVY+bUkhR+3Annv3r2KRCKv+XW1tLToQx/6kPbs2aPW1laNjo7aeKGzs1OJREIej8eWIrW3t6u1tbXGZrW3t1cbN25UKBRSJpNRpVKpcYKEoY0++6ViaGhIq6ur+va3vy1Jhhh5PB4rAiH7STKDqDvuuEM33HDDWb3XarWq8fFxWymLjTP/RaNRRSIRWyKTSqWseMH4iu/T2tpqRkizs7MqFos2worH4/rwhz+sxx57TAcPHnzN9+Z8RDwe1zXXXKPdu3frzjvvtDXSc3NzyuVyWl1dVSwWUygUUjgctn0jzPtHRkY0OjpqW0Pd82Lbtm0aGBioGemgWvL5fLaJtFQqye/3q1KpaHp62q4vNtyVSsXMfhgLuZsEGUssLS2ZbLOxsVGXXXaZtm3bZkjkwsKC3vve957nK16Pl4o6AvA64wtf+IK2bdtmM06q86WlJauqYdTPz88rGAwamYo5KMWBx+NRLBYzTT+HIUnf3TDIbH55edlmwlNTU2biwqZC1nayEwAIH0gZ2RXLhdzDt6GhwayEgce7u7vNo2BhYcF4Bo2NjTp16pSeeOIJjY2NaWhoyGbFg4ODisVi+tSnPnU+b9U5iebmZr3zne/U0aNHf+wikzvvvFO33HKLPB6PpqenDWZntS8WzBC9kOX5/X4lk0n19vaawmBlZUWFQqGGX9Lf369YLGZdNPFCu17i6NGjevjhh+3v3Vk/XR0E1Ntuu00333xzzb9nhvxCe2Bp3WZ4//798nq9JlHkGed5xBb76NGjmpiYMBkbEPbCwoL8fr8k2WgAf41sNqtyuWyJCAvp//E//seru3nnIdra2nTTTTfp8ssv10033aSrrrrK7v/y8rJmZma0tram3t5eu484Y05NTWllZUXZbFZ79+614h6VUUNDg3p7e03iByIoycaEkgxJhKQ8MzOjmZkZ85+g+OMZoxiguGSEhJKE32NNzkp1UMj/+B//oxWc9XhrRR0BeJ3x67/+6/rCF76gnp4eNTQ02GIV19+cpJvL5UxWRdeGJApJDst50IbD0AfSRt5H5R2NRs0VLBAI6NixY+bMJckKEj68sHxht6MDxvmPjXIQFTEFgsCYSqXMnRCLUTrOnp4e3XnnnZqamlJ7e7sCgYAlMdCEiy2CwaBGRkZ+7Na6nTt3avv27SoUCuYNwXOB8Q+kLfwYcFrr7+83e1e8GXCVZCTDpj1IoxjvSDLS5/Lyst0PaV2SOTQ0pK985Su2WAoIV5J8Pp82bNigu+6660UGQ8ygIYW9MFAZQCaFUMpzSfHLOtju7u4a62GMioLBoG2/5H2Gw2EbpZXLZTMO6uvr0/ve9z498sgjmpycfKNu7xsaN910k2677TZde+21uv76643IiwQUaV08HrfVu7j6QTYuFAoaGRmxxU4kbdfPH0IojQh7GKT1e4OMj/s+MTFh17ehocFgf3whWAYknUED6fb5Pc9rMpm0HQJra2v68z//83ryfwtHHQF4A6K5uVn/5b/8F/X29mpmZkYjIyOampqqsQUGcof1zyGHfIYujMIhHo/L7/crHo8bAQ11AAc1iAKLV5qbm1WpVDQ7O2sabA50Xic+4CQLyEQQFjlcMQ0BgqXboxBxk45rNUqBIckWwUB2+3f/7t+dr1v0hoar2vhx4ff7dc011+jqq69WV1eXbT6kmIpEIorFYnZvIXlx+DY3N6u3t1dNTU0qFouGGnDdx8bGbK8DbO1NmzZp48aN1pUdP35czc3Nisfj5vz4wshms3r00UdNPhYMBrVjxw719/e/6Gsx6IGD4vf77Rkg1tbW9PTTTxuCAIpEEpubm1NnZ6cRyyg6WYRUKBTsPVLAFotFHT9+3Iiqq6urKhQK5lHBCKRarapQKOjRRx99S6wS9vv92rp1q+688069973v1fDwsH0+crmcyezgScTjcUUiEdvSVyqVdOTIEZ0+fdqkeWNjY0qlUlbUDQ8Pa9euXWpvb1dHR4cZ9rhryBnrUUweO3ZMp0+ftuLelX+6aiYY/hQGLCbjzzGVikQi2rFjh5LJpG0j/NGPfqRPf/rT5+3a1+OVo14AvEERi8X0b//tv1V3d7fK5bIOHDigqakpY3Aj3YHEND8/L5/PZ+Q6LDglWXIPBAJKJBLq6+szhCGfzxurFm0+C4BIxHSL2IXCTXB5CIFAwA5YfOfn5+dthzfzQ0hm0WjUJD+MBkAwMIwBQqaIQMoYDodVLpdfEwGwv7/f5t1vlaBY+3HR1dWlm2++WTt37lRDQ4PGx8dVqVQUCoXU3d2tSCSiaDSqWCxWs+gHsx6WSMEZYetktVrV0tKSpqentbCwYPwBaR0l6uzs1NDQkL2OkZERBQIBc5N8IwN42d0yKK0jBEePHlVzc3MNRA3XBQSJQicYDNoGS14jSBfqlIWFBY2MjOjJJ5+05w9CG+haOp02D/y5uTk9/vjjtp3wzY5kMqkrr7xSt9xyi37qp36q5p7k83mNj49bUdfS0iK/36+enp6aAi2bzerAgQM6cOCAstmscrmcTpw4oXQ6La/Xqw0bNmj37t3q7e21ApLPMdtDpfVCnJ9RLpf17LPP6vTp0+Y7QSdPYQsh0x1nch98Pp8qlUqN86nX69XQ0JB27dplnJJisag77rjjTb/u9Xh1UR8BvEGRyWT0wAMP6F/9q3+lDRs22LxtfHzciDuY+wDhYsLhfrhciQ5SMIhZXV1damlpUTabNac0lgstLS0pEAiYxpYOHe/4bDZrfAR3NTBQPyxfCII4HK6trVknBaznuotxUEN6BOpnXTHe/vF4XPfee6+++tWvvuK19Hq9GhgY0PXXX69wOKzp6Wnt3btXhw8frvEtOF/sb5jqLxWNjY364Ac/qC1btqihoUHFYtGSEnJK1uz29PSou7tbXq/X7gczfg5ZnPtmZ2eVSqWsay6Xy8YtGRkZMcOVWCxW83r6+voM9n+jw90+6AY76XO5nGZnZ03NgKmQJEtYSEsjkYi5UuJ8575uiLHlclnHjh0z4htKgu7ubqXTaU1PTxvcnUwmdccdd2h0dFTPPPOMpqamzqnbJMuNrr32Wt11110aHBys+Xvm7ZOTk2publY4HNba2poCgYAhIMTMzIyOHz9upkj4UsRiMfX09CgcDmvjxo3mJEphxefClSN7PB6Vy2Wl02mNjo5qcnKyhlwI/wjZH2RgRhIs9QEFBO1x95X09PQYkjU/P68Pf/jD5+w61+ONi3oB8AbGwYMH9Zd/+Zf62Mc+pkQiYZD+7OysfVgg3MHsxvwFGJ6kura2ZkY/2Gkiv0HPSxc0NzdnLF8sXIvFojo7OxWNRi2BZzIZ68gwJJLW0Qt3eyAzPRQBi4uLSqfTpiVub29XPp+Xz+ezTXIUB9L6giIKGklKp9OKx+O65ZZb9KMf/UgnT578sdexvb3dzGDC4bC6u7u1bds2jY2Nad++fZLWuyM2yL3Z4foDuOHz+XT33Xdr+/bt5qOPf0MkEjF5ZiKRUFdXlzo7O9XV1aWVlRW7n5gP0bEtLCyoUCgY5Lu6umrPBcz9UCiknp4eDQ4OmqabOFfJ/8cFXWGlUqmxnHUNhzCfwb64UChobGxMKysr6uvrexHvgMS9YcMGLS4u6kc/+pEhTKVSSfF4XC0tLeru7jbUhMU1/f392rNnj3E1VldXNTMzo4MHD9pSorONDRs22O4K0JatW7fq2muv1Y4dO14SZYEQnM1mbQkXPgutra3mdMi9OnXqlA4fPqwTJ05o//799rw1NDQoHo+ro6PDkCNQOJIzn9lwOGwkQQoInhe4Jtls1hBFuAGgJ5KM8S/JbKPhp1BkhEIhDQ0N2fVfXFzUX/zFX5y1FXY9zm/URwDnID760Y/qzjvvlCSdPn1aExMTyuVylmTRbwP7Ly4uWkcHUYu/w/2vra1NO3bs0NDQkC2Dkc7Ar8xv+f58OIlSqaQTJ07o+PHjyuVyNgJob29XW1tbzQIg/v3y8rLm5+dVKBRsI2EkEtHS0pIdPsgLg8GgwZkoDjCuWVlZsQNrampKP/rRj/TYY4+9SKfPEqBoNKrh4WHt3LlT0WhUnZ2d6u7u1urqqo4ePap9+/ZpcnJSU1NTZnF7vlYFE6FQSD/5kz+prq4uu44cxnRXLS0t2rx5s3bv3q1kMmnQvLSeAPHjL5fLtqApm83q8OHDxq2AS8L983g86ujo0IYNG162Iz+fQdKbnZ3VwsKCAoGAKRxYDLS4uFiz5CoSiai7u/tF3wueyszMjJ566imz4uY5Bj3btGmTOjo6VK1W7XleWlrS7Oys7Rdgsx2LdUjIIGh8X/gLFFnbtm3Tzp071dPT84ojFQh7fF4WFxdttt/Y2KhEIvGiQmdsbEzPP/+8jh8/rkOHDtUQh1tbW218hIsk/BoW9MzNzdlIifXl8Cro6OnUSf40Anj3894l2UpgEC+eP2n9mR8eHjYpcltbmx555JGLUu1zsUYdATgH8aUvfUltbW163/veZ6Q5FgdBmkE+Q9cMZAdESgLGWIhFPxCuIpGImQLBAkZRgO4X0g7fh4NxbGzMjGUqlYry+byRhNDtUkyEQiEjpwE/w+iGhVwqlcyznfEFDoQgFtVqVQsLCwqFQvrpn/5p3Xbbbdq7d6/279+vmZkZzc3NGcv7qquu0ubNmzU0NGToCJ3h0NCQBgYGdOTIESsyDh8+fN6YxoODg/on/+SfqLu72w5g7nE0GlVTU5PS6bSWl5fV09OjzZs3W8fHvNf1X5ekRCKhlpYWGx309PRoaWlJo6OjxrbGHObKK680pOXNCtYHU+BBJKVYc19PNBq1ffI8n7DMCUhwPp/PfA1eKni2vV6vBgcHNT8/b6MA0LHFxUXNzs7aOmtGZfPz8xoaGrJCleITDo27Ca+1tdUMbEiOZxurq6saHR3V2NiYFfKs8obT0dbWZp8V998dPHhQp06d0sGDB3X06FGz9Q2Hw4rFYuru7rYNoqgEWJkdCASssMBfIZ/PG8eHz6zrBri0tGRcDEl2zficozpyZamM/DhP2AC4uLioiYmJevK/wKJeAJyj+PznP69t27bp8ssvl8fjMfMcEqEkO3hImigASCB8DR/Kcrms/fv3y+/3KxaL2Va/lpYW2wgG4RATIti9zF/b2tpMI0wBgVshOm1kQ9iwsj2usbHRuo1SqWQadt4PxQosYp/PVzPiWFhYUDwety2F7e3t2r17t2ZmZoy1DDGuoaHByE7Axy0tLRoYGNANN9ygzZs3a3R0VDMzM7YO9Uc/+pFd49caHR0dCofDam1tNU/0l4qGhga9733v0/bt200qlU6n5fF4rBjgOra2tiqRSGj37t1WqM3Pz5v9LtAvhQD3oKmpych7pVJJa2trisViNvN+YYyOjuqJJ57QyZMnzdyJhEHxx898rTE5Oaknn3xSBw4cUCaTsWtPYkXDfv3119vaaa/Xq127dlmHCTlVkpEaXb+Ll5IWSjK4v7m52TYmJhIJUwWEQiG1tbWZTHFxcdE+H0gKIdyS5En0Z2On/FIBX4NiBDMlNvEBwwcCAfl8PkPRXhiHDh3Sd7/7XY2NjWlkZMT2iMTjcXV3d6u/v9/4IJB8Y7GYMpmMnQOtra3m6snYhaU9PKMojhgZ+Hw+4++gpsAOmkLJRQZBtXw+nzo7O+1nLyws6BOf+MSrvn71OL9RLwDOYfyLf/Ev9Kd/+qe67LLLtLKyotOnT+vkyZPKZDI1xBtXV8t8FGctZHtAp5iF4MldKBTU09NjEGi5XJbX67UO0j2M2OENIZEuHWvVubk5lUolWxIDXAmEyiFANwdSgB/A2NiYuru77feuFwAdF/PP7u5uW/Jy8OBB8z7Adnh1ddXGJvzMffv2aXV1VTt27FBPT48ikYgymYzJpi677DI999xztijm1RAF29vbdeWVVyoYDNrIYW5uzpajzM/Pa2xsTOVyWVdeeaV2795tK5XpYF2CJfNduiiscMvlcs0iHLpdZqpcZ1CjSqWilpYWRSIRbdmy5SW7/X379unJJ5/U9PS0qU7oBIvFonw+nw4fPqympiZdfvnl6unpMe6GywB3FwBxr+mAC4WCjhw5oscee0wzMzPyer1KJBJqb29XOp22ZwFr2ocffljbt2/X3XffbQx4JLDYVksyVz9JVoAigXyp4Dni65LJpCUziINwYFKplObn523roOtkx+gN18NQKKRoNPqijh/Jq+uuCCkXh01pHT6fnJy0IhfULB6Pmy8/n0s3yuWynn/+eX3/+9/XyMiIQf7RaFSbN2/Wtm3baoporiEEUI/HY5LJbDarkydPmqtnpVLR3NycoUWrq6vq7Ow0i2dGSDxvmHpRgCE/ZWQJibizs1O9vb1KJBLy+/3yeDz64he/+Kr5FPU4/1HnALwJ8Qd/8AfauXOn0um0jh49alvRJNmHUJIVA0i+YOgDybEwJZ1OG4zY1tamWCxmEqpSqWQkHz7kJBXUCFiB4i3Olr9cLmezWBjpkgwpgPzDjJFDjhlhU1OTEduCwaD6+/vtUF1cXFQul1NLS4sVBWwfnJ+fVy6Xs6ICeSMbCPnZp0+f1vz8vHbv3q3t27ers7PTEm46ndbJkyeN58D8kxWpZxM/+ZM/qY0bN5oWOxKJqLW1VbOzsyqVSoaE8H4zmYx18lxzr9erXC6nSqVi75c1twsLCwoGgybrjMViCofD1j0iuXLnrCA1sVisxut/bW1N+/fv13e+8x2dOnXKdsBHIhHriMvlshKJhJELV1ZW7JkZHh62rnh1dVWBQECbN29Wa2trTQcNMWz//v2amJgw4p0k+1qULFNTU5qdnbVlPg0NDerq6tKtt96qW2+9tQbyZqFMqVQycqyLhsXj8Zr3ymeEpVvpdNrWSLNHARSLZMW2S6yEw+Fwjb8FxRub7XguQQr4ue7PB+7GC6FUKtm9IiFLssI9mUzWLDpy48CBA3r00Ud16tQpjY+P2zXr7OxUR0eH3Y+FhQVLxKA6NAmlUslGAePj4yblZT8IED3EXt4bBboke6+oKiAUM1JxJb3d3d2GJvX29kqSvvvd7+pf/+t/fVafsXq8taKOALwJ8Zu/+Zv60pe+pA0bNpgE8PTp05qbm7NOBxiOaptlQczm6WQh+yCvAhmYn59XJBKxjr69vd2gcK/Xq2q1anah7A5vbm5Wf3+/RkdHjU0OVD82NqZ8Pm9dLTsJ6JiQLq6urhpaQUERi8VUqVR04sQJFYtFXXbZZerr67MFJtJ64QOBMRAIqL+/32RLqVTKVpsyP83lcgqFQkqlUnrooYd0+PBh7dy5U9u2bVMsFtNll12mnp4eY9mXSiUdPXpUo6Oj8ng8Z+UOt7Kyog0bNmhgYMCSbbVaVSAQMFImJiutra3q7+9Xe3u7deWrq6uG5DDSiUaj6u3t1dLSkvnY03FxLUn6gUDALGHpWn0+n7q6uswWl4UtTz75pJ555hn7Gq/Xa65wU1NT1glDzOzu7rbEvba2ZpK5lpYWdXV1SZIVCRQvKysrmpqasg4dIym2zuFvALMcf3mMroChDx48qFAopF27dtl1bW5uNutp1AGwz13UhiTOAi08MBoaGtTf319TUKJgAVnz+/1aXl6W3+83FI3PG0WxmwgJ5K+odebn580NjyJVkiVG93OJgQ5WuC8V8/PzeuKJJ/TEE09YARSNRu1e9PT02DVktEfnz3vP5/M6cuSIyYT5urW1NRUKBWUyGcXjcfMIYYtgtVq1gsTl9fB/XCN5fkEPfD6fIpGItm7dqmAwaNd2dHS0nvwv4KgjAG9SxONxffWrX1VLS4smJiZ09OhRHT9+3A4Zl3ADuxjonTk7B6HrhAbJiI4ZfS+Hei6XM4iUzYCSjBXc1tamcrlsiT+fzxtRKJPJKJfL2euBMAUCQdfk+riDDCSTSUWjUfX09Gh4eFjxeNzgWjoXEj7fa3l5WR0dHXYgFwoFHT9+XGNjYwYzV6tVnT59WplMRoFAQENDQ+rs7NTll1+u3t5elctlW42K3Ot73/ue7r///le0I77qqqt011136aqrrjJ7ZTq9VCqlkZEReTwebdy4UZs2bVJTU5PNRKV12+XTp0/bHLinp0d9fX0GpedyOU1NTcnr9SqZTKqlpcUY/YODg1pYWFA6nbb7vry8rEQiYXryxcVFnTx5Unv37tW+ffuUyWTMdpdrj1bedZdrampSIpGwThjHR2m9+9u+fbslyHA4bOgQBEaSy3PPPadUKmVIE6uM4bLwzLa1tam5udlcAn0+nxKJhIaHh9Xf36/e3l6bN9OV8gyRRJEzTk9Pm9pkbm7OOmGeM4im2GZjXrW2tqZIJGLLiF5pSdLZBta6oByvhiS4uLioU6dOae/evTp+/LjxH3DW27Bhg4aHh207IteExM92xUKhoGw2aw0EMkPGKyR2RngoHODSJJNJc2bESAn+CcUGZE3GkzgaguhFo1FVKhXde++9512BU4/XHnUE4E2KdDqt3/3d3zW3QGZ0HLCSrGti5kdSp1Oho2LuTeKEMFQqlVQoFLS2tmYfYg4o3NIWFxfNgIRu0zXswRyEjWR0YMxMQRfoDkqlkmmI0ac3Nzcrl8vJ7/cbbLxx40Y1NDSYiQnyr8nJSRWLRRsDnDp1Sps3b1Zvb69CoZCuuuoqXXXVVZLWO9QjR47o6NGjymazNvOdm5vTgQMHVCqV1N7ebhapwWDQtOahUEh/8Ad/YHNKSHQgA319ffJ4PJqYmNDmzZvtUI3FYmbR2tXVVWPLTDcMopLNZuXz+YwfIMmIV+5aVubFp0+f1vLysvbs2WOeEG1tbfZ9Gxsbzf8BExlIYpJsuyPzfAokIGpGPhSYyNkoCCORiMHi/B5PB9Aaul3gaQim5XLZxhZer9dIoqAZsP9JyKOjo7bEhyKVblVa74pBPnj/FHtwMUqlkr2XdDptyZguHQQGZ0FGL6FQyDgtDQ0N9h5fjmfw44J/c7auiu4Co0wmo4WFBU1NTdkIhM9Tb2+venp6jCfi9/u1trZm1r0U7O4eBrp0LMcJuEIQ+CiokRIC7UejUeN9kOhZ942qgp0MPT092r59uz1HlUpFv/3bv11P/hd41BGANznuvfdefeITn5DX69Xhw4eNGOi6ApK4XdMXDjDmjhy4yH9WV1cNJYD019LSYlvk6KKQDFL5A+eS8HEkA86dnp42OJhdBBwU0hmSFF0KCUeS2QZHo1H19fVp69at2r59uzZs2FBzTZArYYZE5xqLxV5kbEPMz8+rXC6rUqkok8lodnZWhULBIN1IJGJa+uXlZR05ckR79+419AC5Wi6XMx4F5LhAIGBudO7yGaDpSqViBDNmzSxBaW1ttWsDM5tEXCqVbN86zm6Dg4O6/fbbbbc6qAhs+FAopObmZs3Ozuof//EfNT4+bot0KOokWZFQLBats4TsyX1qa2uzTZNra2vasWOHPR/Nzc3q7Oy060vHOTc3p2w2q3379un555+3sQ3rp7nvyFHp6vEpoGhgDTWF0E/91E+pr6/P7iUdKqRAkLLDhw8bGdQtkKvVqnFD3CKHIornuKenx64VCgCKFFQCiUTClAVci0Ag8LIQ/ksFi4kymYzGxsbMEhvkAqRjZmZGmUxGk5OTam1t1cDAgDk4ggSsrKzUfN4goborxhnVcF0YO7lMfciC+HkwduPetre3mwcDo0O3qIpEIurq6lJvb686OzsNIahWq/rWt76lz372s2d9ferx1ow6AvAmx1e/+lU1NzfrE5/4hDZv3mwHJR0S8B3wHss3OGz5ECMFgkzHnyP9Y37ITgH4Ae7WOLoISEXsIAA+lmQJgg4MRILRgbsMiFkhs0QIURMTE5qdnTU72+3bt2vz5s0mSQMRYJ8ALPrFxUVls9kaPwKCIicej1tBQZc8PT1tyWB8fNykTbt379bu3btrUBVm5OFwWB0dHUb8k9YTUyqVUi6XsyJlYWFB2WzWyJZ0R1ihuq8VxASLZmSFhUKhZrc7XZyrnKBbJRYXF20xlDs6YcELyRHCIqTOVCplnfPa2lqNaUx3d7eGh4eNWEagFPF6vYpEIrZUBuXCzMyMmepwDUmWMMUpBFAhMJtfWVnR2NiY/uEf/kE333yzNm3aZMUqiY1E8/zzz2tyctJ2KGBBDSkSEl8+nze0jPfW0dFhhVs2mzUUi3HBwsKCdcDYZJ88edJm5nALPB6P7XEIBoOmfKhWq0awpZgAfaH4AH6nAwftWlxcVE9PjwYGBmyeznVqbGw010AKXEkmHXULHZ4XCnuKIqS4vBdQHLYLsnbaRWwg/1H8Qwj0+/32fPE9/uEf/qGe/C+SqBcA5yG+8pWvqLW1VT/3cz+ncDisrVu3GlwHuY/ZHsmZqh0iFPIdOiZsOvk+zClJAtFoVMlk0khLHOzAgl1dXUYKYwkLM3Mc+kjIU1NT5m1PAeLz+awj47B44YrbSqViM3BIXC7bG2iauSedC5AzFsYvx6r2eDzq7Oys6WRfawCjcy1gjVcqFW3YsEH9/f2WdLhHFGaunXM+nzc5HveH4s5NoM3NzTXFBzE/P69HHnlER44cMR8AoHX07MgdYXtjFNPV1aVMJqOJiQnl83l7XlAMHDlyRJdffnkNIkPhB+lQWkcjGFWBLjA+oDOls2xoaDA7XrreQCBg6gAIfz6fT0eOHFFTU5N6e3tNhgjE3tDQYBp3PgsuQgbMT+HDe+Ka4mAHksbWTGy1pVrSpvveJRnPgFk6aoBKpaJEIqFYLFZTwGHlzPcDEUgkEvJ4PDp48KBGRkZUrVaNGMoYwh2fzMzM2BZP7I/5/igOKCxI/LyvUqlkZwWcItfam7EKIxa8NzBScnkV0WjULKu5BysrK3rqqaf0h3/4h6/781WPt0bUC4DzFF/84hfV3d2tO+64Q6FQSJ2dnebFD6wrnYF26aBc1jH2svgHuFvZgEWp8JFrQcqCqAVZLxAIKBQKGclKkh0SdADBYFAdHR3q7OxUuVzW2NiYcrlcjYwL6JluL5fLWXdRLBaVz+c1MjKikydPauPGjdqwYYN27dpVY/4SCAQsUZK0KFSWlpaUSqXs9b6RwfyZPel0X+FwWL29vYZYkGwpwnDsA32Zm5vTxMSETp8+rdnZWUuaHNZo6FdXV3XNNde8aCRCpFIpffOb39TU1JR5wLPRjdkrxRmLhyQZEuNaPRPct2w2q9HRUR05ckRbt26195XL5VQul9XT02Okue9973u2VY+iLxQKGcExl8uZEgS+hSQjJVLctLS01GjQy+Wy9u3bp8bGxhetHj5w4IDN66V1R0GQLoiNGFKhdUf6KsmeHb6OsYHLcnfHYnTQLpJG4Yprn1uY02FLZ4yc8NOgSIHPcejQIc3MzKixsVFdXV0aHh62cRGIm8fjUTqdViaTsc81BTjPJF4LFCRu4oaU6PF4VCgUbNbvLucCReDsYGTDvcebBAlvZ2en3culpSU9/fTT+jf/5t+8yk9VPd7KUS8AzmP8h//wHzQxMaEPfOADCofD1n3v37/ftvLxHx29a4QiyToCDp+2tjZTBTQ0NBh3AI4BJixArZlMpmZuCIscDTtwcDQatW6I759MJjU6OqqJiQkVCgU7lFwiI/IjDksgxrGxMR0+fFg7duzQwYMHtWfPHg0PD9u14bW7MkkO4NbWVpPjNTQ0mA/5awlsbFl9yusm4QLpI/XjutNJsWkRn/qxsTEdO3ZM+Xzeui/mrB0dHdah0dGOj49r165dL3pdo6Oj+tu//VvNzMyY3I2fgeKCZARr3CX/4cJIt8csGOe2Y8eOKZ1O69FHH9U999xjyFI+n1exWDSVgrQOXaMfZ6mMu1jGNaJqamqyzpJkCqOcfRUkFWylDx48qMnJSSMMptNpk8JKMk6Hq9Vnrk4ypuAlmUpnjIcgbZL08KXgHkBixV0TpQoFIWMWRmT5fN6+DoRIko1N+DnSOr8F/4VQKKSNGze+yFRoampK1WrVFBWBQMBQI4oX0L/29naFQqEakh/oGkgCjoFtbW2mSOHegHpAGgZB4nmKRCIaGBiwLZUU3Xv37tWv/MqvvKbPWD3eulEvAM5zPPDAA+rs7NRP/uRPmnlIY2OjTp8+bT7fMPU5dBYWFmz7HslAkn1Y2SlPVy7JEhgHigsZA22iW+/r67OOANiRzoFZMF+LzW06ndaxY8dsNMCiEixGIR1SRASDQc3Pz+u5555TPB7XyMiIEomE7rnnHiOH8Z46OjokyYqJQqFgc3A88pPJpCUJDn53hk4BArTL7+fm5jQ7O2v7COgY/X6/+vr6jM1OLC0t2ZKXyclJzc/P29wdSRdFFkhKS0uL+vr67B4wy11ZWTGZG0mkWq1q7969euyxx7SwsKBt27bZvnfpjHyT68x7pjiiw0WRQCcK4tPS0mKjnuXlZY2Pj2t0dFQDAwM2Hy8UCjXXLp1O23wbFj98hBdujKMY5f3wXFFcuV9LgQQEPzMzo6WlJSPBNjU1WdHE/We27vF4DKFBBsnzDc+F10uihu+B4x0FLgE5D6QMAibXngTL84NUlFEVYw9JJpPEBhjEiucem+3Z2VkbX4Ck5XI5c1ukSGFODz/IHZeABvHzef8gCRTm8DJceStcAvgsyWRSyWTSfCSam5t1+vRp/dIv/dKPPcfqcWFGXQXwFomPfOQj+vCHP2yd/rFjxzQ1NaWxsTFlMhk7uJqbm2tMYoDtXDMPDm+gTGbFsKAxtMHgR5J5pkvSxo0bjfzDzJhOGQgYwht/D6LAnB9fdNcUBxKZJOMBYKrDjNbr9ertb3+7rrnmmpf1Zned2liVu7S0ZAet24WxsIa989KZJCGd2X3uysgYp7jJjT30ExMT5sGQTqdNvQC5jk5vaWlJmUzG9hsMDQ0ZaQ1jo4WFBSPjbdiwQX6/X6lUSkeOHNH09LR5N5BsIYA1NDSY0oBCCNkYi50oMihE4FdAthsZGdGzzz6rUqmkd7/73frZn/1ZSdKJEyc0MTGhm2++WdI6gfMXfuEXjEyKh8GmTZuMiMe8HUdBEhVkR66LJEvGJCVJlmyy2axB6C6ZEp5LsVg0KB5oHtifQpb1w0D78Di4r3ydS9LkOQD94ZqBMLifFUYJKDyq1ap9XxCYlpYWk0iCWLEu1+fzqVQqGSEUS2HUOKAsLoTvFviMASn0kN9yPVdWVkyWKcleD8843AHOh7W1NSWTSXV3dxs6RIHf2tqqw4cP1z3+L+KoFwBvofjIRz6ij3zkIwb3oot/7rnnjHEvyf7vJn42rpFEJdlhxddS7budKPsBgP/Q/kajUZPAzc3N1ewIJ4n7fD7rOjkImd/Pzs5qZGREMzMz9ho51Oia3CUjTU1Nhn4gHbz22mtrNPUvFe66U5Yh8Z7Q4GOARGcOBOqym18u5ufnNT4+rkOHDml0dNQ6MgiaxWJRc3NzisfjRtBjzOGS0dzxiMuVYCuj3++3hI20EttaoH5Ml0jufr/f0BWSJ4WbtI4mUITBoaCLzufzOnHihMbHx9XY2KgHHnhA0jpCcvz4cfPv/+///b/rwQcftOJFWvdM2LZtm9rb21WpVNTe3m6ug8zpq9WqxsfHbelPV1eXye1Arnh/hUKhpmggAcEDIVyyITsSGP+Q9NbW1sxkisIXVjvXlkLKJVzyZyBHFA0UbDzDFLsUFzDvgdBJzqB0wOj4XkxMTJhMkOvZ3t6ucDis1dVVZbNZGzGwppidDa45EPN7nkckwu4ZgfGP1+u1swGiLt+XRVGYdNFkrK2taWJiQr/0S79kSEs9Lr6oFwBvsfjABz6gT33qU8YKnpyc1MmTJ3Xs2DGb57qzT4hAJBsO4EqlIp/Pp0qlYnAxsDcwN/+WGSmHCHIhj8djG+SYXUsyljtzRn42EiRIWkD2eMRDbsTwhcPWdZ4DvXBh+P7+ft12221n5eQG2dDVVDM3dWHtlwu0+uPj4zp27JjBrS7cji4dLkQsFpPX67VlPG4XSedNV+pC3IwqKKg4eF0iF8UaygESGFAx64f5d3wfVBvYA6PWAN3A5yGVSunUqVP6l//yX2rHjh2SVDN//9SnPqWxsTErHDdt2qQNGzbY84B7oCSzpKWwgTuQSCRMNcHrpEOnwCSBkvBhyPPM4lbZ2NioRCJhpjiuaQ3KCK4pKhR+Hombbh84nD0BfB0OeHxW3OIJvgdWuNPT0yqXy/azeVb4bGDRXa1WNTs7a5p+ZLILCwtWxOCQicyQRA0hEbSK7r65udkkkJg3uWgHMD88AT6TcBoCgYCSyaRxb9yz48SJE/r93/99nTp16hU/M/W4cKNeALwFY8+ePfqt3/otdXZ2amFhwWRcIyMjKhaLymQy1pUDDbtQJgcgpD4OQ6BX9M2SzG0MxYDbodJBuF4BQPUk+Q0bNhjUiZ69oaFB8Xi8xnWsWCzarB1ilGuDTHfO66IwoDDp6enR1Vdfre3bt7/kKtzXGyMjIzp48KAVKnj2ezzru88ZkbBpjZ0GwMZ0ehRcdLe8Bwo6DnW4EIwaQBW4bw0NDYrFYlYMkJxAe+hAQU2amppsoyMJiOSBaQ//trGx0bglc3Nzmp6e1ubNm/XJT36y5ppUKhX983/+zy1ZtbW1acuWLert7VUkEjHlg1vgMC/P5XLW5bsoC6gP3bu7X4JnjucLqJ5rh/MlS4xYWEQhC2mO7t71emCMwNIskBSuC/wAumw+N+6ehtXVVT3zzDNaWFjQwMCAFhcXdfz4cRthMbKRZAZUi4uLSqVSOn36tBUgfO5c5KutrU1TU1NGzCsWi8aD4OfDE3Dtp3Hi5DpxjSkgXKVCe3u7/dfW1qZkMmkLhySZi+YTTzyhf/Wv/tUb/hmrx1sv6gXAWzQaGxv1//w//4+2bt1qc/bx8XEdOXJEp06dMqY1hwRSO0k1XY5rKAMJjwMVWJ75LnA+3Qv+/ECV0pkutaury2RN2OguLi4aixwLUaRjFCWpVMq+F7InlpS45DmQCQ5lkhxFyI033qhdu3a9rFPgKwU8gnQ6bZK9QqEgv9+vrq4uQ1goRDjMXcmXa3y0urpqowrY+twL12+d78n1oDgA/iaBc30h5JH0+Dd0tC5XwdXCMwtmDEQnS/HCuKShoUGFQkGlUulFLO8nn3xSf/iHf6jGxkZ1d3friiuuMMc6kjYdJ++BYgDEAL4D4ycY+JIM9ud+uORBV+OO6x2wNUUDzznvDTkmyY5nj3k+X/dSnwPkrhSs3CvudTAYVDab1TPPPKO1tTXzmgCBoUuHoY+rYzQa1ejoqPF2eL1wC3ivJG2KE1fiSxHAeysUCpbsKSQDgYCpECSZ+RGFGSM+9iXEYjEzB4O7sbKyomeffVa/9Vu/Zc9vPS7uqBcAb/H4z//5P2vPnj3m6DU7O6t8Pq9Tp05pbGzM4GMIdmiZOYhdWFSSQcKSrHtz14FKMukTBD46BI/HY2x3DH7Yf85uAg4gzFd4DdVqtWbOCyOdfQB0c9L67JoOlXk9c1Ug5+7uboXDYeMqQF6iaAAu5fszy0WVALTvJmesg0FUXBiYDpu5rwurSrIkSEeKmx1zZ5ACEiGQL++ZwgLTlVQqZagMSR5EArY9pMdqtap0Om1JBiJpIpEw1UK5XLZZMjyPcDhsJLupqSm9613vqtHjf+UrX9GDDz6owcFBDQ0NGSkUFjmoB1JRriHbE1dWVozLwrWFec/4hIKFDpYCiVk6z2q5XDaonnvAGIvCAaIbRQLvjeTPPWcsAAlVOuOqyPPhIl/cqyeeeEKzs7OKRCI2oqLA5loA+4PaoeHnXsPRoJgDUXJ3IEiy108RA8oBX4fr7bp7Mj6Al+Jen0QioYGBARt1oG5xC9B//Md/1L//9//+DT/D6vHWjXoBcAHE+973Pv38z/+8WZcyWz906JAmJiZM6wuk62qb+TWJCplSS0uLEaWY+9Nt8Pu2traaFaouEQx4lyTr9/vNyY7lObCWSZ74CXAw0kFHo1EjQKGJxnKX+SaJkO4tFospFouZ8Qw8B7buQZrMZrNmkFOpVOTxeBSPx2sShlu0cGByGEciEbsudHYkOmbxXA8WvEAwdF3bOKCBsimAXF07s3C+p8fjMVkaCAR7AOjuXC98ulHXMTKfzxtUH4vFapYUAUOTqHfv3q3bb7/dnrsvf/nLKpVK6uvrs058bGxMo6OjamxsVE9Pj83jmR+vrq6afJWdAZVKRdFoVMFgUJFIxOb7oB3SesfKdQbt4L5DvOPZYqERzxTdPJwBOnugcpehzzUDOXshUY73wiiKPRosbwKVoIjz+XyW0DOZjJlfcd0p1ij0QCYYd6FIwdeA60xBhKYfOS73DR8A5vmoCSg8KUS9Xq8CgYA2bdqkrq4uK/qwZy6Xy5qbm9NDDz2k//Jf/ss5OsHq8VaNegFwgUQgENCf//mfW4eGA93Jkyd15MgRm4G6XaKkGltdVzIIjAq86DqDgRgwp4XcRAft+gNgoINBEIZBWPY2NTWpq6vLEn9bW5v6+/tVqVQ0Oztrci86aN4XrwW3QXcHO4VAc3OzgsGgLSrBI573S/cI5wFlAEgG5EmSO9KtpqYms7olKTDzh9ntyrHc6+hyIYDBQRSAy6vVqhk9+f1+VatVW0AEi53XD+O/UqkYQQ7Il26TxAip0jV7mpiYMN6F1+tVNBq1rtFd30zheN9995mK4I//+I+NMwKy4iYtkBNGAiBPFHA+n8+2U3LtuU5NTU32c1AT0IVznTwej62n5vmiCMUdsr293a4B6AKFjaQaYiSjFxIprwcUzSXD8kxg1DM6OmooUmNjo/r6+mpQtZMnTxqa4Jr2gDzgz88IjRGG3++3ogkeAiMe1APLy8uGeBQKBSOSSrJiiXGQJLuXLS0tSiQShpb19PTYz4c0OD4+rkcffVSf//znz8m5VY+3dtQLgAssfvEXf1Ef+chHDG7GJx9dOkt70ul0jT7ZXRoDOxg4l8RLJ+keQpJMXpRIJOx7upa/JCbmuxykLuwajUaNvMeGMQxR1tbW5PP5zH2NOW1jY6Py+bzGxsYsAWK2Q/dM5wkCsGvXLoVCIevqSdYuv4D1qRRDJIRMJmOzT5Ic/gCuvAr4l6KI7pWfVSwWtbCwYN0uun26Mq4xVsuoJ0BKKIZIZiA5LJKhQKOYoAvlerHoplwuK5vNWkJic6Qkm/lCvOP5ufrqq/VTP/VTOnTokB544AF1dXUpmUzaIhzpzLIg18DIhdJ5XrD+pXDEDZDryc4A3oe7bwEvAJLm8vKyQe/YDsOvIKlBJgXWBpZ3US/QDqB0Cg7m8yROCptsNquxsTG7DxSsWPUyYsGMB7RFko2JeL/u6mSK2MbGRrPfhoPDZwweAJ83FwHj++DwCDKAAgOkJJlMqq+vz5YYMdpYXFzU6dOn9Rd/8Rf69re/fQ5PrHq8laNeAFyA4fV69cUvflFbtmwxRz8Idul0WrlczpYK4U1PRy7JoFDQAti/JANge4oHDuFoNGqHMQcbm+uA0yVZF0u3yBwfFzfQiUQiYW6BHR0dSiaTZnQkqWa/AB7pi4uLGhsbs33wsOf5OY2NjQqFQuro6FAwGDQDI2bOONJ1d3drbW19fS7vF65DtVq1w9l1U6Sgga+AlI8ihIIIiBfSXT6fr0lqXGPum0t+Y97La3aDxF8sFk16xliDWTFFHBJQHO3oNJlHBwIB68pZ8jM1NaVoNKr77rtPqVRKjzzyiHXZWPgikwNFYPTkktUo0ggS7/z8vKanp5VKpVStVtXV1aWurq6a+TmoBkkU1rs7ullaWjJECEMengNXRSKdYcRD6nS7fMZpjBd4LzwHmUxGU1NT5mUBSoMCIZ/Pa3p62hIyRS/PLzC+K5sFHWNEw/MByoGcFvgfaR9cBnglbkFKIekqAUKhkK24jsViBvlTZBw/flxf+tKX9MQTT7wBJ1I9LtSoFwAXcPzcz/2cPvaxj1lnNjc3ZzD2oUOHNDc3p2KxqGw2a3A4B0BbW5vB9RyodBdAlBwYBJ0r8j1JBlNySHGwIVlipk6HBqOeg5qkwvcaHBzUwMCAJeu2tjaD9VkmBBkyl8upUCjY66FjDIfDVligaiBJ81pci1rpDAmMFcAUJfF43CB30AJXQkkBBVN9YWFBwWBQKysrymQydshjsuJ2hYxZgG4xAAKVQfsN4ZKOnbEE94RDHzKftF5cgXikUimtrKwoEonYuMX1hKCQOnbsmJaXl7Vnzx61tLTo+eeft+sDv4Nu00WUIJxS2PGe6Ox5/lZWVozEura2plAopGg0qmg0am53dNbIXd0Cw+fzqb293aSFroySIsG1unYdMHk+mP2DtrgjAoplimnUC7xPunWcJ1lsxH2AEwJ6RtHHfadoc4mcfEZ4BlFugKTAKWGM4n4uuSYUXCBFuDUmk0n19vbadkhJGhsb09NPP62vfe1rOn369Os+g+pxYUe9ALgI4nOf+5ze9ra3WfeAEx/yrsOHD5s0zbU7pcOkAHDNYvg+oVDIuhRXRw5LuVgsGhzvOpUBV7oGJCgB6L4galFYMJNHU01iW11dVX9/v8LhsGmiJZmfOome5IjJDeiFtE7mgjwGbL+wsGDdMWMEtNh0Wvwd3VkoFFJ3d7e9BhjXJHqIiJJqZJkc/K5BTTAYtKQBext72MXFRSs6gsGgLRTyer02H2csAKcDEigwNR0xrHuXMMg9A9aem5vTqVOn5PP5tHPnTknS/v37TYZIZ04RRBdKsodMyOw/mUza9eEawfvA+jYYDCoej6u3t1etra2GlExOTqpYLBqnBIIeKAA/j9EJzwrPH2oDngV3VOCOHEBNIJp6PJ4ahKJQKKipqUnhcNjm7qOjo3YdXaSMP0NpgekV14uEHgqFDJmjIMDci8LcRYEoCl0vBYol3m+5XDYkkAJ006ZNGh4eNjIun7+HH35Yv/d7v3fuDqN6XFBRLwAukviJn/gJ/cZv/IZ1fm6nPTExoUOHDtlOd+b0dPHMN0EDILKBBgBpcsDRdVEASFJ3d3eN1A1iFQmeuaYkY8TTmbv2rCsrtWtWYYwDwQJJ+3w+xePxmjk+rOt0Om0Wu9IZNzegd5dlDeucrp3xBYmjVCoZZ4BOH108kjTXmpmDG/JcY2NjzZZBukaSFvNyxgMuy79cLmtmZsaY6HNzc9bBSjK4HUQEt7yOjg6bp7sIAqgMSYLkw8+anZ1VT0+PEdzW1tZ3CyDjo4BCpskGP5d8RlJOJpOW2JjNk6jgrXC96OiRepZKJTU3N5vKAPloLpezLp8Ch2tHgmfsAmROhw9qAnSPLz/Jlr0FMOl5vYxz+B6QD18oX+TXoGeQBTEzcldmgzy4REUKNcZKPHt8lvjeOB7iTQBKgAy4paVF0WhUW7duVW9vr6EFlUpFTzzxhH7nd36nxl65Hpd21AuAiyx+53d+Rz/xEz9hHZK0TtACDcCOtFgs2gFJIiQJu77mbifPHnWgciBwOAbRaLSGxEeycjsk5pskKFb+ugc2hyNEPpIGZC66NbTs0plRREtLi2ZnZ2u6JhKRdGZlKxIzEhRoAXA4RQFFBYRFV+/P3JVRAXwAoF3XtY3Dn6Scz+clrSMTXHt+zQEPyx43Oe4Z349rB1Odrrmvr89m4pDl0LZTyOCb4DrGZTIZK7KwlaZT9vv9isfjNTsWcrmcvUcXbufaAXOzpyEcDsvn8xkkDj+D94gkzSXmUfCBxLgWwSA1WCa7cj86at4P6oTZ2Vmziqbz51mAQIglL98Lh0cknHT57BxgBOLC8+64STozPqMAg69B4UcxBErBc9fa2mryUQoBCKP4a/BvSf6RSESXX365Ffmrq6saHR3VJz7xCaXT6TfrKKrHBRD1AuAijJtvvlmf+tSntGHDBuscyuWy5ufnbdUo7mSu53hbW5vNExkFSDJoEcIRhxez96amJlv64sL37rpXZv3uuIE5P5A5UibgZMYFwNwUBHTDzKdd6RiJQjoz16cD4pB0V8Dy+pAaMtrgukQiEcXj8RqOQWNjo8rlssn1QAZaW1vV3d0tj8dj8jcsgSmMSGAueRMtO9A/iTscDhtzf2lpyfwTPJ71HQ3Nzc2anp62bpWE19vba6Q/igvWHUvr/AA6X94PYxPeQzKZ1NzcnI4eParx8XE1NTXZymXuIQUmro9+v98KKTpxRgB02xQP7s/HyKZYLBraQiEK6sAYAAUA6AVFVWNjo9LptFKplLHnKb5cBESSdeBA48DsCwsLNT+fZ4CFS5g04R3gkk/5ehAsnjn8AuAcvFDOSqEj1RaDkDt5PhiRLS8v2/gJ+B9zJ6/Xq46ODu3cuVOJRMK+1/Lysr7+9a/rD//wD8/RiVOPCzXqBcBFHL/wC7+g++67z9jw8/PzRn4bHR2t4QkAoXKwQXaDBOX+Odp5EhMdNgkcgphrSkOXNj8/b2MDfAT4e3YK0LkABQeDQUlnSHJ0ZnTC0pld6ECzdFKusc/c3JzZqELWQq8NWgBbneImEokYAY6ExbWkY1teXlYqlVJPT48lSOBadzzQ3NxsskIWC7kMdYiLrgc8BDA3MUkykx+Mk5g5w5Xg+6PxHx0dVT6fVzQaVX9/v7xer/E7SDioAXjPsOCXlpYUDAatAIOD4KI53PdgMGi8Ap4LUBXQE7prt5BkxwTLnDASgmdAccEYCv7EysqKFR34MgDLcx94TvmZ/J/FRaBPSE15FiBkUhzTwTPiAeJH0884ioU6PJcoFxiLuYU0z5lbNOHi546teIZBP7hvoBJ8vuLxuDZt2mRclIaGBqVSKb3nPe855+dNPS68qBcAF3kMDQ3pj/7oj9TZ2WmwKYlybGzMZr/j4+MG6bseADCNOaw5sOl66cQ5hFytMrNZ4NFgMGidGHNRNPMgBtIZLTnJDngXiB6DIhKQ+5ph/XP4uSQpt7iggOF6uJ0cHWRTU5M5IZJ8IBuSEP1+v1pbW21rIkQ2utylpSUz/eHfQIzk58FD4NpQKAAxY30rnVnYwvelC8UbgTEIy2iA/SnUKFggNLrywZGREU1NTRmkzQw6HA6blAwY2l3Ww7WRZMWaOwNH8YALX6lUUmNjoxH62D7J9aCj5bXT+cJncJO+JJNyohJwvSqYzbuWt/jkZ7NZ5XI5M3l64c92O3jGAi4ShdqAMYlbHPOMUYzC4KdIpkiCj/JCnb/7/DPC4D5yPSXZZxFXzGg0amMWipO//uu/tnXP9aiHG/UC4BKJ//Sf/pNuueUWS5huAs5kMjp06JAx44FISXCYpHBI0U25jnjMPxkjcNChnXctdFlCgmqBOTLz7dbWVis0IHGRDJqbm82ZzkUYJFmX7PP51NbWplKpZH4EIAEkEBI0hiqMFdwxQDAYVCwWs/l4Op22Az4QCCgUCikSiZjNLTA8SYRkSZA4eC0uG57XCtkRxvjy8rIR8Ujsa2tr5gAnyZIhG+twH+QaMoagi4QsSMfNv6HICIVCRqSE0EbBhCc/7op0pEj5QB4g1mWzWUOEKAJAPUhidLYtLS015EAklhQY8AOWlpZs7AOJsqmpyYo36czWwZWVFeNO8DyC3HA9XCUH3fzs7KwVOBATJdnPDoVCNUkYpAEkAeULjH0QMgpr93Vwr7gvLkGV90fBhSMg12FhYUGxWEzd3d3q6uoye2KQpyeffPJFS57qUQ+iXgBcQhGJRPSbv/mbuu6666zLo+uemprS5OSk6ZuZh3IY8f9yuWwMcQ7ohoYGc9GjO0SG5eraSayQDIFWOcwYO9Dhwlvg7/AD4BB2XQ0pUoBGQSPoHDlYcdfDAMdNpMCmkUjEfNl9Pp917WxhDIVC6uzsNKc/OjKSMz8XO1c6OBwb4UjwPiEmUpi5UPLy8rLNhiHzkZxQGpAISTAkTxIHXT8FFnN/UBP+bTabtaU9MzMzNr9nbs39iUaj9pzwDFAIUnzg5fBC0iLSRle2RtKVziAHcAMo2EigQPuuygFoHjtoro3Ls5DOIEv4M3CtIckCv4OKgfxAvON1k5iRwLqo0fLysv0cRm68Hq4DzyfFIZ8TrgHfi44ftE06o9hhDNbe3m4rmkOhkKEOjY2NOnr0qD70oQ+9eQdMPS64qBcAl2B84AMf0Ic//GF1d3cbpLiysqLJyUmNj4/bDDabzdoclQTKwUViX1tbUyKRsM7OdbSjewQmJlHT7XHYswCHjobuBaIZ81EIfsD6a2tr1vUC4/M6XK99ZqtA6RyiHOIuBE8SINnBEm9ubjbiHwzttrY2xeNxdXZ2KhaLKRAIKBKJ2PWCL0DRAisc1CMSiSiRSNSY1zQ2NhoZEO0/yYr3DgS+tHTGLZACy+v1qlwuS5LN9l2tOfA/JLFMJmNFEagDhDbWJYMWkHzb2tpULBY1MzNjnapbwDU3N6ujo8N+LtA7evhwOKzOzk77c5AekJlQKGRdMQUdPhZ8PeZXrLJ2O29QHReadwslEjZyT2ygkQjCx4CBz+t0u2/ImIxfQFsoTEHSKCAYRcAlcKWovA/XjMtF6nimGQ+B3rW2tqqvr08bN25UIpEwHkBTU5P279+vz3zmM2ZRXI96vFTUC4BLNOLxuP6P/+P/0JVXXmnkM+xgmS1PTExodna2ZgUs3Y07u2xsbDSOAfCutA55k/hdSRuH+uLiovL5vMLhsDo6Osx7f2lp6UUafzbCuWRESZZkGA+8ULkAKkGi4s/puGDbu46H7t+RSJjl8neFQkG5XE6BQMC2rHV1dVliYisbpEPX3Kenp6dmNS7wPx0fCUg6s8yG+TfoAQkBuB1EpVKpWEIlkcOUp0t3lQfwBlzjI0Y6i4uLmp6etqQoSbFYzOR+U1NTtoSH8QmIBUWZJDNRcl344BMkEglLyMzO3dfLDJ5C0h1rgB642y4hsjKSApHAG4CCBC7F/Py8ZmZmNDIyounpac3NzVnB5xZcFDc8f/AO+JncC9w1pTOW2y4nwCUcgli5uwwkGYFW0ouKZ75HU1OTent71d/fb4ZKXNdjx47p/e9//7k4NupxkUW9ALjE4+6779YHPvABY4avrq6a93m5XNb09LTGx8dtrS4QM50OdrpA+67hCpa8JCsMcDg40aHDF2BOjSyQLhIyHKQ/OiwSJrwAl21N9wcUTCKhi3Wd4CiASBqYHUlnGNsc/u4slwIDa9xgMGhFC8gAHT7jANQHoAG5XM6+F8VLU1OTJQ/Wt/JaSM5A+yQnJJ2NjY2KxWIGbTPieSEhD3MhDJlQgTAPh0DGMh/05hQAEEoZI7i6dJccCqoB1wF0h8Tc0dGhpaUlRSIReybpvjEiQhLHtXQdFnnvFAYUbSAcbnGA2Q5cB1c9MD4+runpaZMNUojBg0BKyHPHOMxVA4CQubJaRgKSbASFRJTXxDMPkZPnDT8Jvh8FSS6Xk9/v1/bt25VIJNTV1aVgMGgjsY997GM6ePDgOTox6nExRb0AqId8Pp/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"/>
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new file mode 100644
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+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><meta name="generator" content="Docutils 0.17.1: http://docutils.sourceforge.net/" />
+<link rel="index" title="Index" href="../genindex.html" /><link rel="search" title="Search" href="../search.html" /><link rel="prev" title="Command Line Tools" href="../cli.html" />
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+        <title>Visualise Images - PlatiPy documentation</title>
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+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
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+
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+      </label>
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+    <div class="header-center">
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+    </div>
+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon" for="__toc">
+        <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+      </label>
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+      <div class="sidebar-sticky"><a class="sidebar-brand" href="../index.html">
+  
+  
+  <span class="sidebar-brand-text">PlatiPy  documentation</span>
+  
+</a><form class="sidebar-search-container" method="get" action="../search.html">
+  <input class="sidebar-search" placeholder=Search name="q">
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+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../registration.html">Registration</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul class="current">
+<li class="toctree-l1 current current-page"><a class="current reference internal" href="#">Visualise Images</a></li>
+</ul>
+
+</div>
+</div>
+      </div>
+      
+    </div>
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+  <main class="main">
+    <div class="content">
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+
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+.prompt a.copybtn {
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+
+/* Some additional styling taken form the Jupyter notebook CSS */
+div.rendered_html table {
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+  border-bottom: 1px solid black;
+  vertical-align: bottom;
+}
+div.rendered_html tr,
+div.rendered_html th,
+div.rendered_html td {
+  text-align: right;
+  vertical-align: middle;
+  padding: 0.5em 0.5em;
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+  background: #f5f5f5;
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+div.rendered_html tbody tr:hover {
+  background: rgba(66, 165, 245, 0.2);
+}
+</style>
+<section id="Visualise-Images">
+<h1>Visualise Images<a class="headerlink" href="#Visualise-Images" title="Permalink to this headline">¶</a></h1>
+<p>This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.</p>
+<section id="Import-Modules">
+<h2>Import Modules<a class="headerlink" href="#Import-Modules" title="Permalink to this headline">¶</a></h2>
+<p>The following cell imports the modules needed for this example. This ‘ImageVisualiser’ class does most of the heavy lifting regarding visualisation. It has a number of helpful functions, and makes adding additional information to an image (relatively) pain-free.</p>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[1]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="c1"># Check if platipy is installed, if not install it.</span>
+<span class="k">try</span><span class="p">:</span>
+    <span class="kn">import</span> <span class="nn">platipy</span>
+<span class="k">except</span><span class="p">:</span>
+    <span class="o">!</span>pip install git+https://github.com/pyplati/platipy.git
+    <span class="kn">import</span> <span class="nn">platipy</span>
+
+<span class="c1"># The ImageVisualiser clas</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging</span> <span class="kn">import</span> <span class="n">ImageVisualiser</span>
+
+<span class="c1"># Function to grab some test data</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.tests.data</span> <span class="kn">import</span> <span class="n">get_lung_nifti</span>
+
+<span class="c1"># Usual suspects</span>
+<span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span>
+<span class="kn">import</span> <span class="nn">SimpleITK</span> <span class="k">as</span> <span class="nn">sitk</span>
+<span class="kn">from</span> <span class="nn">pathlib</span> <span class="kn">import</span> <span class="n">Path</span>
+<span class="kn">import</span> <span class="nn">matplotlib.pyplot</span> <span class="k">as</span> <span class="nn">plt</span>
+
+<span class="c1"># Some utilities we use for generating interesting data</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.registration.utils</span> <span class="kn">import</span> <span class="n">convert_mask_to_reg_structure</span><span class="p">,</span> <span class="n">apply_transform</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.registration.deformable</span> <span class="kn">import</span> <span class="n">fast_symmetric_forces_demons_registration</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.generation.dvf</span> <span class="kn">import</span> <span class="n">generate_field_asymmetric_extend</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.label.utils</span> <span class="kn">import</span> <span class="n">get_com</span>
+<span class="kn">from</span> <span class="nn">platipy.imaging.utils.crop</span> <span class="kn">import</span> <span class="n">label_to_roi</span>
+</pre></div>
+</div>
+</div>
+</section>
+<section id="Download-Test-Data">
+<h2>Download Test Data<a class="headerlink" href="#Download-Test-Data" title="Permalink to this headline">¶</a></h2>
+<p>Some Lung test data from LCTSC is fetched here for use in this example notebook.</p>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[2]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">input_directory</span> <span class="o">=</span> <span class="n">get_lung_nifti</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+</section>
+<section id="Read-in-the-data">
+<h2>Read in the data<a class="headerlink" href="#Read-in-the-data" title="Permalink to this headline">¶</a></h2>
+<ul class="simple">
+<li><p>ct_image: the x-ray computed tomography scan (3D)</p></li>
+<li><p>contours: a dictionary of binary masks</p></li>
+</ul>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[3]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">pat_directory</span> <span class="o">=</span> <span class="n">input_directory</span><span class="o">.</span><span class="n">joinpath</span><span class="p">(</span><span class="s2">"LCTSC-Test-S1-101"</span><span class="p">)</span>
+
+<span class="c1"># Read in the CT image</span>
+<span class="n">ct_filename</span> <span class="o">=</span> <span class="nb">next</span><span class="p">(</span><span class="n">pat_directory</span><span class="o">.</span><span class="n">glob</span><span class="p">(</span><span class="s2">"**/IMAGES/*.nii.gz"</span><span class="p">))</span>
+<span class="n">ct_image</span> <span class="o">=</span> <span class="n">sitk</span><span class="o">.</span><span class="n">ReadImage</span><span class="p">(</span><span class="n">ct_filename</span><span class="o">.</span><span class="n">as_posix</span><span class="p">())</span>
+
+<span class="c1"># Read in the RTStruct contours as binary masks</span>
+<span class="n">contour_filename_list</span> <span class="o">=</span> <span class="nb">list</span><span class="p">(</span><span class="n">pat_directory</span><span class="o">.</span><span class="n">glob</span><span class="p">(</span><span class="s2">"**/STRUCTURES/*.nii.gz"</span><span class="p">))</span>
+
+<span class="n">contours</span> <span class="o">=</span> <span class="p">{}</span>
+<span class="k">for</span> <span class="n">contour_filename</span> <span class="ow">in</span> <span class="n">contour_filename_list</span><span class="p">:</span>
+    <span class="n">_name</span> <span class="o">=</span> <span class="n">contour_filename</span><span class="o">.</span><span class="n">name</span><span class="o">.</span><span class="n">split</span><span class="p">(</span><span class="s2">".nii.gz"</span><span class="p">)[</span><span class="mi">0</span><span class="p">]</span><span class="o">.</span><span class="n">split</span><span class="p">(</span><span class="s2">"RTSTRUCT_"</span><span class="p">)[</span><span class="o">-</span><span class="mi">1</span><span class="p">]</span>
+
+    <span class="n">contours</span><span class="p">[</span><span class="n">_name</span><span class="p">]</span> <span class="o">=</span> <span class="n">sitk</span><span class="o">.</span><span class="n">ReadImage</span><span class="p">(</span><span class="n">contour_filename</span><span class="o">.</span><span class="n">as_posix</span><span class="p">())</span>
+</pre></div>
+</div>
+</div>
+</section>
+<section id="Display-Image-with-Contours">
+<h2>Display Image with Contours<a class="headerlink" href="#Display-Image-with-Contours" title="Permalink to this headline">¶</a></h2>
+<p>Here we define ‘cut’, the location of orthogonal slices</p>
+<ul class="simple">
+<li><p>cut: ( transaxial slice location <em>or</em> first axis, coronal slice location <em>or</em> second axis, saggital slice location <em>or</em> third axis, )</p></li>
+</ul>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[4]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">cut</span><span class="o">=</span><span class="p">(</span><span class="mi">50</span><span class="p">,</span><span class="mi">256</span><span class="p">,</span><span class="mi">256</span><span class="p">))</span>
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">)</span>
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area stderr docutils container">
+<div class="highlight"><pre>
+/platipy/platipy/imaging/visualisation/visualiser.py:1006: UserWarning: No contour levels were found within the data range.
+  origin="lower",
+/platipy/platipy/imaging/visualisation/visualiser.py:1015: UserWarning: No contour levels were found within the data range.
+  origin="lower",
+/platipy/platipy/imaging/visualisation/visualiser.py:1022: UserWarning: No contour levels were found within the data range.
+  origin="lower",
+</pre></div></div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_7_1.png" src="../_images/_examples_visualise_7_1.png"/>
+</div>
+</div>
+</section>
+<section id="Display-Image-without-Contours">
+<h2>Display Image without Contours<a class="headerlink" href="#Display-Image-without-Contours" title="Permalink to this headline">¶</a></h2>
+<p>Here we change the intensity windowing, for example to better visualise lung tissue</p>
+<ul class="simple">
+<li><p>window: ( minimum intensity, range in intensity )</p></li>
+</ul>
+<p>It is also possible to use difference colormaps to display the image.</p>
+<p>We can also change the field of view, for example using to the lung volumes.</p>
+<p>We also don’t need to set ‘cut’, in which case the middle of the image volume is displayed.</p>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[5]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">window</span><span class="o">=</span><span class="p">(</span><span class="o">-</span><span class="mi">900</span><span class="p">,</span> <span class="mi">1100</span><span class="p">),</span> <span class="n">colormap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">cm</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s2">"terrain"</span><span class="p">),</span> <span class="n">figure_size_in</span><span class="o">=</span><span class="mi">6</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">set_limits_from_label</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"LUNG_L"</span><span class="p">]</span> <span class="o">+</span> <span class="n">contours</span><span class="p">[</span><span class="s2">"LUNG_R"</span><span class="p">])</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_9_0.png" src="../_images/_examples_visualise_9_0.png"/>
+</div>
+</div>
+</section>
+<section id="Display-Image-using-Projection">
+<h2>Display Image using Projection<a class="headerlink" href="#Display-Image-using-Projection" title="Permalink to this headline">¶</a></h2>
+<p>Another way to visualise a 3D image volume is using a projection. Here we demonstrate a mean intensity projection.</p>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[6]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">projection</span><span class="o">=</span><span class="kc">True</span><span class="p">,</span> <span class="n">window</span><span class="o">=</span><span class="p">(</span><span class="mf">0.3</span><span class="p">,</span><span class="mf">0.8</span><span class="p">))</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_bounding_box</span><span class="p">(</span><span class="n">label_to_roi</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">return_as_list</span><span class="o">=</span><span class="kc">True</span><span class="p">),</span> <span class="n">name</span><span class="o">=</span><span class="s2">"HEART BOUNDING BOX"</span><span class="p">)</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_11_0.png" src="../_images/_examples_visualise_11_0.png"/>
+</div>
+</div>
+</section>
+<section id="Display-Scalar-Field-on-Image">
+<h2>Display Scalar Field on Image<a class="headerlink" href="#Display-Scalar-Field-on-Image" title="Permalink to this headline">¶</a></h2>
+<p>There are also tools to visualise scalar fields. Here is an example using a normalised distance map, which we compute for the heart volume.</p>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[7]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">ndm_heart</span> <span class="o">=</span> <span class="n">convert_mask_to_reg_structure</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">expansion</span><span class="o">=</span><span class="mi">1</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">cut</span><span class="o">=</span><span class="n">get_com</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">]),</span> <span class="n">figure_size_in</span><span class="o">=</span><span class="mi">6</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_scalar_overlay</span><span class="p">(</span><span class="n">ndm_heart</span><span class="p">,</span> <span class="n">name</span><span class="o">=</span><span class="s2">"Normalised distance from edge"</span><span class="p">,</span> <span class="n">discrete_levels</span><span class="o">=</span><span class="mi">10</span><span class="p">)</span>
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">name</span><span class="o">=</span><span class="s2">"Heart"</span><span class="p">,</span> <span class="n">show_legend</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">set_limits_from_label</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">expansion</span><span class="o">=</span><span class="mi">30</span><span class="p">)</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_13_0.png" src="../_images/_examples_visualise_13_0.png"/>
+</div>
+</div>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[ ]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span>
+</pre></div>
+</div>
+</div>
+</section>
+<section id="Overlay-Vector-Fields-on-Image">
+<h2>Overlay Vector Fields on Image<a class="headerlink" href="#Overlay-Vector-Fields-on-Image" title="Permalink to this headline">¶</a></h2>
+<p>We can also display vector fields. Here we compute one, simulated by expanding the heart volume by 5mm (for this simulation, we also use some nice tools in platipy).</p>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[8]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">tfm_expansion</span><span class="p">,</span> <span class="n">dvf_expansion</span> <span class="o">=</span> <span class="n">generate_field_asymmetric_extend</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">])</span>
+</pre></div>
+</div>
+</div>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[9]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">cut</span><span class="o">=</span><span class="n">get_com</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">]),</span> <span class="n">figure_size_in</span><span class="o">=</span><span class="mi">7</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_vector_overlay</span><span class="p">(</span>
+    <span class="n">dvf_expansion</span><span class="p">,</span>
+    <span class="n">name</span><span class="o">=</span><span class="s2">"DVF magnitude [mm]"</span><span class="p">,</span>
+    <span class="n">colormap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">cm</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s2">"gnuplot2"</span><span class="p">),</span>
+    <span class="n">alpha</span><span class="o">=</span><span class="mf">0.75</span><span class="p">,</span>
+    <span class="n">arrow_scale</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span>
+    <span class="n">arrow_width</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span>
+    <span class="n">subsample</span><span class="o">=</span><span class="p">(</span><span class="mi">2</span><span class="p">,</span><span class="mi">6</span><span class="p">,</span><span class="mi">6</span><span class="p">),</span>
+    <span class="n">color_function</span><span class="o">=</span><span class="s1">'magnitude'</span><span class="p">,</span>
+    <span class="n">show_colorbar</span><span class="o">=</span><span class="kc">True</span>
+<span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">name</span> <span class="o">=</span> <span class="s2">"Heart (expanded)"</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"#880088"</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">5</span><span class="p">)</span>
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">name</span> <span class="o">=</span> <span class="s2">"Heart (original)"</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"#88FF88"</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">5</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">set_limits_from_label</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">expansion</span><span class="o">=</span><span class="mi">40</span><span class="p">)</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_17_0.png" src="../_images/_examples_visualise_17_0.png"/>
+</div>
+</div>
+</section>
+<section id="Compare-two-Images">
+<h2>Compare two Images<a class="headerlink" href="#Compare-two-Images" title="Permalink to this headline">¶</a></h2>
+<p>We can also visualise comparisons between images. This can be helpful for checking registration performance visually.</p>
+<p>In this example, we deform the ct_image using the transformation above (heart expansion).</p>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[10]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">ct_image_deformed</span> <span class="o">=</span> <span class="n">apply_transform</span><span class="p">(</span>
+    <span class="n">input_image</span><span class="o">=</span><span class="n">ct_image</span><span class="p">,</span>
+    <span class="n">reference_image</span><span class="o">=</span><span class="kc">None</span><span class="p">,</span>
+    <span class="n">transform</span><span class="o">=</span><span class="n">tfm_expansion</span><span class="p">,</span>
+    <span class="n">default_value</span><span class="o">=-</span><span class="mi">1000</span><span class="p">,</span>
+    <span class="n">interpolator</span><span class="o">=</span><span class="n">sitk</span><span class="o">.</span><span class="n">sitkBSpline</span><span class="p">,</span>
+<span class="p">)</span>
+
+<span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">cut</span><span class="o">=</span><span class="n">get_com</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">]),</span> <span class="n">figure_size_in</span><span class="o">=</span><span class="mi">7</span><span class="p">,</span> <span class="n">window</span><span class="o">=</span><span class="p">(</span><span class="o">-</span><span class="mi">40</span><span class="p">,</span> <span class="mi">200</span><span class="p">))</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_comparison_overlay</span><span class="p">(</span><span class="n">ct_image_deformed</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">set_limits_from_label</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">expansion</span><span class="o">=</span><span class="mi">40</span><span class="p">)</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_19_0.png" src="../_images/_examples_visualise_19_0.png"/>
+</div>
+</div>
+</section>
+<section id="Combine-Visualisations">
+<h2>Combine Visualisations<a class="headerlink" href="#Combine-Visualisations" title="Permalink to this headline">¶</a></h2>
+<p>For experienced matplotlib users, it is also possible to customise the figure after it has been created. We can add test, more axes, etc. as usual…</p>
+<div class="nbinput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[11]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span><span class="n">image_visualiser</span> <span class="o">=</span> <span class="n">ImageVisualiser</span><span class="p">(</span><span class="n">ct_image</span><span class="p">,</span> <span class="n">cut</span><span class="o">=</span><span class="n">get_com</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">]),</span> <span class="n">figure_size_in</span><span class="o">=</span><span class="mi">9</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_scalar_overlay</span><span class="p">(</span><span class="n">ndm_heart</span><span class="p">,</span> <span class="n">name</span><span class="o">=</span><span class="s2">"Normalised distance from edge"</span><span class="p">,</span> <span class="n">discrete_levels</span><span class="o">=</span><span class="mi">10</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">name</span> <span class="o">=</span> <span class="s2">"Heart (expanded)"</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"#880088"</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">5</span><span class="p">)</span>
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_contour</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART"</span><span class="p">],</span> <span class="n">name</span> <span class="o">=</span> <span class="s2">"Heart (original)"</span><span class="p">,</span> <span class="n">color</span><span class="o">=</span><span class="s2">"#88FF88"</span><span class="p">,</span> <span class="n">linewidth</span><span class="o">=</span><span class="mi">5</span><span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">add_vector_overlay</span><span class="p">(</span>
+    <span class="n">dvf_expansion</span><span class="p">,</span>
+    <span class="n">name</span><span class="o">=</span><span class="s2">"DVF magnitude [mm]"</span><span class="p">,</span>
+    <span class="n">colormap</span><span class="o">=</span><span class="n">plt</span><span class="o">.</span><span class="n">cm</span><span class="o">.</span><span class="n">get_cmap</span><span class="p">(</span><span class="s2">"gnuplot2"</span><span class="p">),</span>
+    <span class="n">alpha</span><span class="o">=</span><span class="mf">0.5</span><span class="p">,</span>
+    <span class="n">arrow_scale</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span>
+    <span class="n">arrow_width</span><span class="o">=</span><span class="mi">1</span><span class="p">,</span>
+    <span class="n">subsample</span><span class="o">=</span><span class="p">(</span><span class="mi">2</span><span class="p">,</span><span class="mi">6</span><span class="p">,</span><span class="mi">6</span><span class="p">),</span>
+    <span class="n">color_function</span><span class="o">=</span><span class="s1">'magnitude'</span><span class="p">,</span>
+    <span class="n">show_colorbar</span><span class="o">=</span><span class="kc">True</span>
+<span class="p">)</span>
+
+<span class="n">image_visualiser</span><span class="o">.</span><span class="n">set_limits_from_label</span><span class="p">(</span><span class="n">contours</span><span class="p">[</span><span class="s2">"HEART_EXPAND"</span><span class="p">],</span> <span class="n">expansion</span><span class="o">=</span><span class="mi">40</span><span class="p">)</span>
+
+<span class="n">fig</span> <span class="o">=</span> <span class="n">image_visualiser</span><span class="o">.</span><span class="n">show</span><span class="p">()</span>
+
+<span class="c1"># Here we can add stuff to the figure</span>
+
+<span class="n">fig</span><span class="o">.</span><span class="n">text</span><span class="p">(</span><span class="mf">0.99</span><span class="p">,</span> <span class="mf">0.99</span><span class="p">,</span> <span class="s2">"TEST VISUALISATION"</span><span class="p">,</span> <span class="n">va</span><span class="o">=</span><span class="s2">"top"</span><span class="p">,</span> <span class="n">ha</span><span class="o">=</span><span class="s2">"right"</span><span class="p">,</span> <span class="n">fontsize</span><span class="o">=</span><span class="mi">14</span><span class="p">)</span>
+<span class="n">fig</span><span class="o">.</span><span class="n">text</span><span class="p">(</span><span class="mf">0.99</span><span class="p">,</span> <span class="mf">0.96</span><span class="p">,</span> <span class="s2">"using platipy"</span><span class="p">,</span> <span class="n">va</span><span class="o">=</span><span class="s2">"top"</span><span class="p">,</span> <span class="n">ha</span><span class="o">=</span><span class="s2">"right"</span><span class="p">,</span> <span class="n">fontsize</span><span class="o">=</span><span class="mi">12</span><span class="p">,</span> <span class="n">style</span><span class="o">=</span><span class="s2">"italic"</span><span class="p">,</span> <span class="n">c</span><span class="o">=</span><span class="s2">"red"</span><span class="p">);</span>
+
+<span class="n">test_axis</span> <span class="o">=</span> <span class="n">fig</span><span class="o">.</span><span class="n">add_axes</span><span class="p">(</span> <span class="p">(</span><span class="mf">0.85</span><span class="p">,</span> <span class="mf">0.55</span><span class="p">,</span> <span class="mf">0.1</span><span class="p">,</span> <span class="mf">0.1</span><span class="p">)</span> <span class="p">)</span>
+<span class="n">test_axis</span><span class="o">.</span><span class="n">hist</span><span class="p">(</span><span class="n">np</span><span class="o">.</span><span class="n">random</span><span class="o">.</span><span class="n">random</span><span class="p">(</span><span class="mi">1000</span><span class="p">),</span> <span class="n">histtype</span><span class="o">=</span><span class="s2">"stepfilled"</span><span class="p">,</span> <span class="n">fc</span> <span class="o">=</span> <span class="s2">"#1144EE"</span><span class="p">,</span> <span class="n">ec</span><span class="o">=</span><span class="kc">None</span><span class="p">)</span>
+<span class="n">test_axis</span><span class="o">.</span><span class="n">set_xlabel</span><span class="p">(</span><span class="s2">"Results"</span><span class="p">)</span>
+
+<span class="c1"># Optionally, save the figure</span>
+<span class="c1"># fig.savefig("./output.jpeg", dpi=500)</span>
+</pre></div>
+</div>
+</div>
+<div class="nboutput docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[11]:
+</pre></div>
+</div>
+<div class="output_area docutils container">
+<div class="highlight"><pre>
+Text(0.5, 0, 'Results')
+</pre></div></div>
+</div>
+<div class="nboutput nblast docutils container">
+<div class="prompt empty docutils container">
+</div>
+<div class="output_area docutils container">
+<img alt="../_images/_examples_visualise_21_1.png" src="../_images/_examples_visualise_21_1.png"/>
+</div>
+</div>
+<div class="nbinput nblast docutils container">
+<div class="prompt highlight-none notranslate"><div class="highlight"><pre><span></span>[ ]:
+</pre></div>
+</div>
+<div class="input_area highlight-ipython3 notranslate"><div class="highlight"><pre>
+<span></span>
+</pre></div>
+</div>
+</div>
+</section>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          
+          <a class="prev-page" href="../cli.html">
+              <svg><use href="#svg-arrow-right"></use></svg>
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+                <div class="title">Command Line Tools</div>
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+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/_examples/visualise.ipynb.txt"
+               rel="nofollow">
+              Show Source
+            </a>
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+      </footer>
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+      
+      
+      <div class="toc-sticky toc-scroll">
+        <div class="toc-title-container">
+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">Visualise Images</a><ul>
+<li><a class="reference internal" href="#Import-Modules">Import Modules</a></li>
+<li><a class="reference internal" href="#Download-Test-Data">Download Test Data</a></li>
+<li><a class="reference internal" href="#Read-in-the-data">Read in the data</a></li>
+<li><a class="reference internal" href="#Display-Image-with-Contours">Display Image with Contours</a></li>
+<li><a class="reference internal" href="#Display-Image-without-Contours">Display Image without Contours</a></li>
+<li><a class="reference internal" href="#Display-Image-using-Projection">Display Image using Projection</a></li>
+<li><a class="reference internal" href="#Display-Scalar-Field-on-Image">Display Scalar Field on Image</a></li>
+<li><a class="reference internal" href="#Overlay-Vector-Fields-on-Image">Overlay Vector Fields on Image</a></li>
+<li><a class="reference internal" href="#Compare-two-Images">Compare two Images</a></li>
+<li><a class="reference internal" href="#Combine-Visualisations">Combine Visualisations</a></li>
+</ul>
+</li>
+</ul>
+
+          </div>
+        </div>
+      </div>
+      
+      
+    </aside>
+  </main>
+</div>
+    <script id="documentation_options" data-url_root="../" src="../_static/documentation_options.js"></script>
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\ No newline at end of file
diff --git a/docs/site/_examples/visualise.ipynb b/docs/site/_examples/visualise.ipynb
new file mode 100644
index 00000000..f0ffc0ec
--- /dev/null
+++ b/docs/site/_examples/visualise.ipynb
@@ -0,0 +1,568 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Visualise Images\n",
+    "\n",
+    "This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.\n",
+    "\n",
+    "## Import Modules\n",
+    "\n",
+    "The following cell imports the modules needed for this example. This 'ImageVisualiser' class does most of the heavy lifting regarding visualisation. It has a number of helpful functions, and makes adding additional information to an image (relatively) pain-free."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T06:57:41.006736Z",
+     "iopub.status.busy": "2021-05-25T06:57:41.004634Z",
+     "iopub.status.idle": "2021-05-25T06:57:41.793452Z",
+     "shell.execute_reply": "2021-05-25T06:57:41.793000Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Check if platipy is installed, if not install it.\n",
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
+    "# The ImageVisualiser clas\n",
+    "from platipy.imaging import ImageVisualiser\n",
+    "\n",
+    "# Function to grab some test data\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "# Usual suspects\n",
+    "import numpy as np\n",
+    "import SimpleITK as sitk\n",
+    "from pathlib import Path\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "# Some utilities we use for generating interesting data\n",
+    "from platipy.imaging.registration.utils import convert_mask_to_reg_structure, apply_transform\n",
+    "from platipy.imaging.registration.deformable import fast_symmetric_forces_demons_registration\n",
+    "from platipy.imaging.generation.dvf import generate_field_asymmetric_extend\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "from platipy.imaging.utils.crop import label_to_roi"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Download Test Data\n",
+    "\n",
+    "Some Lung test data from LCTSC is fetched here for use in this example notebook."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T06:57:41.798008Z",
+     "iopub.status.busy": "2021-05-25T06:57:41.797353Z",
+     "iopub.status.idle": "2021-05-25T07:01:00.520697Z",
+     "shell.execute_reply": "2021-05-25T07:01:00.522078Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "input_directory = get_lung_nifti()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Read in the data\n",
+    "\n",
+    "- ct_image: the x-ray computed tomography scan (3D)\n",
+    "- contours: a dictionary of binary masks"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:00.534917Z",
+     "iopub.status.busy": "2021-05-25T07:01:00.533821Z",
+     "iopub.status.idle": "2021-05-25T07:01:02.720289Z",
+     "shell.execute_reply": "2021-05-25T07:01:02.720858Z"
+    },
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "pat_directory = input_directory.joinpath(\"LCTSC-Test-S1-101\")\n",
+    "\n",
+    "# Read in the CT image\n",
+    "ct_filename = next(pat_directory.glob(\"**/IMAGES/*.nii.gz\"))\n",
+    "ct_image = sitk.ReadImage(ct_filename.as_posix())\n",
+    "\n",
+    "# Read in the RTStruct contours as binary masks\n",
+    "contour_filename_list = list(pat_directory.glob(\"**/STRUCTURES/*.nii.gz\"))\n",
+    "\n",
+    "contours = {}\n",
+    "for contour_filename in contour_filename_list:\n",
+    "    _name = contour_filename.name.split(\".nii.gz\")[0].split(\"RTSTRUCT_\")[-1]\n",
+    "    \n",
+    "    contours[_name] = sitk.ReadImage(contour_filename.as_posix())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image with Contours\n",
+    "\n",
+    "Here we define 'cut', the location of orthogonal slices\n",
+    "\n",
+    "- cut: (\n",
+    "        transaxial slice location *or* first axis,\n",
+    "        coronal slice location *or* second axis,\n",
+    "        saggital slice location *or* third axis,\n",
+    "        )\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:02.725625Z",
+     "iopub.status.busy": "2021-05-25T07:01:02.724872Z",
+     "iopub.status.idle": "2021-05-25T07:01:08.000917Z",
+     "shell.execute_reply": "2021-05-25T07:01:08.001504Z"
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1006: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n",
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1015: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n",
+      "/platipy/platipy/imaging/visualisation/visualiser.py:1022: UserWarning: No contour levels were found within the data range.\n",
+      "  origin=\"lower\",\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x640.8 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=(50,256,256))\n",
+    "image_visualiser.add_contour(contours)\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image without Contours\n",
+    "\n",
+    "Here we change the intensity windowing, for example to better visualise lung tissue\n",
+    "\n",
+    "- window: (\n",
+    "        minimum intensity,\n",
+    "        range in intensity\n",
+    "        )\n",
+    "        \n",
+    "It is also possible to use difference colormaps to display the image.\n",
+    "\n",
+    "We can also change the field of view, for example using to the lung volumes.\n",
+    "\n",
+    "We also don't need to set 'cut', in which case the middle of the image volume is displayed.\n",
+    "\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:08.019511Z",
+     "iopub.status.busy": "2021-05-25T07:01:08.018527Z",
+     "iopub.status.idle": "2021-05-25T07:01:10.259050Z",
+     "shell.execute_reply": "2021-05-25T07:01:10.258462Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x373.732 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, window=(-900, 1100), colormap=plt.cm.get_cmap(\"terrain\"), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"LUNG_L\"] + contours[\"LUNG_R\"])\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image using Projection\n",
+    "\n",
+    "Another way to visualise a 3D image volume is using a projection. Here we demonstrate a mean intensity projection."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:10.277667Z",
+     "iopub.status.busy": "2021-05-25T07:01:10.276988Z",
+     "iopub.status.idle": "2021-05-25T07:01:15.388464Z",
+     "shell.execute_reply": "2021-05-25T07:01:15.388924Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 720x640.8 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, projection=True, window=(0.3,0.8))\n",
+    "\n",
+    "image_visualiser.add_bounding_box(label_to_roi(contours[\"HEART\"], return_as_list=True), name=\"HEART BOUNDING BOX\")\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Scalar Field on Image\n",
+    "\n",
+    "There are also tools to visualise scalar fields. Here is an example using a normalised distance map, which we compute for the heart volume."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:15.398219Z",
+     "iopub.status.busy": "2021-05-25T07:01:15.397402Z",
+     "iopub.status.idle": "2021-05-25T07:01:24.568262Z",
+     "shell.execute_reply": "2021-05-25T07:01:24.569168Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 432x355.131 with 5 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ndm_heart = convert_mask_to_reg_structure(contours[\"HEART\"], expansion=1)\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name=\"Heart\", show_legend=True)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART\"], expansion=30)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Overlay Vector Fields on Image\n",
+    "\n",
+    "We can also display vector fields. Here we compute one, simulated by expanding the heart volume by 5mm (for this simulation, we also use some nice tools in platipy)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:24.618467Z",
+     "iopub.status.busy": "2021-05-25T07:01:24.617757Z",
+     "iopub.status.idle": "2021-05-25T07:01:45.738086Z",
+     "shell.execute_reply": "2021-05-25T07:01:45.737610Z"
+    }
+   },
+   "outputs": [],
+   "source": [
+    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_asymmetric_extend(contours[\"HEART\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:45.742239Z",
+     "iopub.status.busy": "2021-05-25T07:01:45.741589Z",
+     "iopub.status.idle": "2021-05-25T07:01:51.134483Z",
+     "shell.execute_reply": "2021-05-25T07:01:51.133985Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 504x422.663 with 5 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.75,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Compare two Images\n",
+    "\n",
+    "We can also visualise comparisons between images. This can be helpful for checking registration performance visually.\n",
+    "\n",
+    "In this example, we deform the ct_image using the transformation above (heart expansion).\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:01:51.140178Z",
+     "iopub.status.busy": "2021-05-25T07:01:51.139617Z",
+     "iopub.status.idle": "2021-05-25T07:02:12.982403Z",
+     "shell.execute_reply": "2021-05-25T07:02:12.982895Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 504x422.663 with 4 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "ct_image_deformed = apply_transform(\n",
+    "    input_image=ct_image,\n",
+    "    reference_image=None,\n",
+    "    transform=tfm_expansion,\n",
+    "    default_value=-1000,\n",
+    "    interpolator=sitk.sitkBSpline,\n",
+    ")\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7, window=(-40, 200))\n",
+    "\n",
+    "image_visualiser.add_comparison_overlay(ct_image_deformed)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Combine Visualisations\n",
+    "\n",
+    "For experienced matplotlib users, it is also possible to customise the figure after it has been created. We can add test, more axes, etc. as usual..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {
+    "execution": {
+     "iopub.execute_input": "2021-05-25T07:02:12.985939Z",
+     "iopub.status.busy": "2021-05-25T07:02:12.985381Z",
+     "iopub.status.idle": "2021-05-25T07:02:19.063512Z",
+     "shell.execute_reply": "2021-05-25T07:02:19.064054Z"
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Text(0.5, 0, 'Results')"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 648x543.424 with 7 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=9)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.5,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()\n",
+    "\n",
+    "# Here we can add stuff to the figure\n",
+    "\n",
+    "fig.text(0.99, 0.99, \"TEST VISUALISATION\", va=\"top\", ha=\"right\", fontsize=14)\n",
+    "fig.text(0.99, 0.96, \"using platipy\", va=\"top\", ha=\"right\", fontsize=12, style=\"italic\", c=\"red\");\n",
+    "\n",
+    "test_axis = fig.add_axes( (0.85, 0.55, 0.1, 0.1) )\n",
+    "test_axis.hist(np.random.random(1000), histtype=\"stepfilled\", fc = \"#1144EE\", ec=None)\n",
+    "test_axis.set_xlabel(\"Results\")\n",
+    "\n",
+    "# Optionally, save the figure\n",
+    "# fig.savefig(\"./output.jpeg\", dpi=500)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.6.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/docs/site/_images/_examples_visualise_11_0.png b/docs/site/_images/_examples_visualise_11_0.png
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ilKFQSGfPnjXo0ev11O121Wg01Ol0LMJiRBTOLtbGIelxUPuw/sAJMjZEAcY+mUwMauTzeSUSCR0fHxvTSH3ZaDQUDAYN+1MXrq2taXFxUaPRSC+//LIODw8N3iSTSQ0GA0MIZA/WBCSxsLBglHcwGFQ6nVYulzNY2Ww25fV61ev1rM+TTCZVLpeVz+fV7/d1cHCgdrutfD5vv7NcLisWi2l3d1eSjC0km/kDgYBh9mw2axiuUChYwZZIJJRKpVQoFMx74/G4jo6O1Ov17IUSiYRRe/QL4IZhSdrttrxery0ShSk/K8nS3XQ6NSOAryZyg+nh+ylGwZOhUMgoyVwuZylekgKBgDkUUAOIxb+TpulREG2AKJFIxGovmKpwOKxer2d4OxKJGGtEBiTTTCYTq1E8Ho8VjThUMplUMBg0h4WyBlq0Wi3t7e0ZdUh2IaAdHx8bpQpLRf1Cwezz+bS5uanbt29bLTAejw3Gkp3YX4IaGSIUCp1yNpppZCuK70QioWq1avsBvKGAHg6HBq+BQoVCQZVKxVoA4/HY1mgwGKjf79taz8/Pn+qzvPTSS9bQpLcGw1ipVJTJZKzAB0ZNJhO12235PR6P2u22dnZ2VC6XVSgU5PP5VCgUbLPBxNPpVI1GQ9vb25Z6gEZEaf4OlGc0GjXOHaoVfD4ej1Uul9VqtVQqlawLTKqMx+OnmjM0tzAmagU34uFYs9nMaLt0Om31AFGShlWr1dLi4qIV8GQKj8ejVqtlGw5rRaEKk9Pr9aw+kWS1GOvWaDQsGECrsg4YMbjepR0p9Ofn5zWZTLS7u6tKpaJoNKrt7W2Lhm7NB/nB78pkMqpUKkYylMtl4/C73a7q9brViPRBhsOh8vm8wuGwsW7NZlORSMSMiqxEhp/NZur3+6ZaIKBSD2LcsVhMe3t7Ojg4MKq+Xq9blEctQOcftMD+ZzIZtVotdbtdg6nYFfvWbrdVrVatFur3+9ZfikajFnSDwaDm5uZsD+np+Gn+gN1ms5kZEewDxQke1ev1LEtQ5OLB0IehUMgYqa2tLXm9XrXbbZNcYEQ0eXK5nDkHRRMYGFyfy+UM/zabTYNJ4NDl5WVzHBaWYhtYhvGw0b1eT8Vi0X4GjI8xRaNRdTod60aTjY6Ojmxt3LqG/gGRDobE6/WqVqtZcQgUhSmCgob3b7fbCofDGgwGmk6nqtVqBlUqlYqtBRkykUioVquZw2MEbjMMRo41unv37in6Mx6Pq1AoWGZi3YfDoVHAZD+IBhhJ4Fu73TYIhWoACjQUCmk6nSqTyaharWpvb8/YQn6e2oai3GWZIpGI1X/5fN76TQRc2LrZbKbFxUUlEgnt7OwYlU4d1m63jbGCMWw2myeZnHQlyTwlEAhYpzibzVq0icViVrShCaI+IKXG43HbnN3dXU0mE83NzVn3lYcmOrLZ/X5f7XZbrVbrVMTl+2nv1+t19ft9Mw7gGQUj/0u0dZ0d4/Z4POp0Ojo8PFQ6nbYCkMKKOoH+zHA4VL1eVzAYVKvVUqFQkMfjsWId4iEUCllmAm6Fw2GrzZB5UGuwwUdHRwY14NZns5l2dnZUq9UsWqbTaR0fH6tUKlmRPBgMVK/X1Wq1VKvVLItDadNA3d7e/o7exeHhoRKJhD13p9OxpqvP59Pi4uIp9o6gx7NTbxDYXLoTQyewwf2nUilFo1Elk0kLJiADJEFAqn6/r2KxqEgkouFwqMPDQ8ViMS0sLGhubk7j8dh0c/v7+1ZLvfnNb9Yjjzxi8hMQTLlc1v3797WxsaHt7W01Gg2rhahd/ER9CuNgMCjphD+HfYBNQbs0Go2MxRkOh4rFYtZNzGazymazGgwGVgRTnAKrWDyKYuAZGBj40mq1TI4BhOl0OmasLNJ4PNa5c+e0tbUlj8ejUqlkHVQ6mbBAQCXkGhgruiZ6HaTxZrNpKZa6gczBdzWbTU0mExWLRct4UJ/NZtNqjnQ6bU07nmEwGCiRSJggj643kobRaGQNKuQUkBY0E9k71lSSyTn4MwwQOAVJkUgk5PV6tbS0ZOLFXq+npaUlyzxuHYHhQD/TW0gmk6fUAclkUpVKxaDjeDy2uoGsc+HCBQWDQb3wwgunKHDpQc+EXhIkCWwWe9ftdq0HtLy8rGKxqOvXr6tUKum1n+XlZS0vL+v8+fNqt9u6ceOGtra2tLCwoKWlpRNqlpRLMToejy3yQFN2u10rcD0ejw4PDxUKhVQsFnXlyhVjFGKxmBVGQAikDRgdPDsvGIlETKVYKpXMUIApW1tbZkRsNK1/ahEKo/F4bHQcLBVFMVBkbm7OMC8sEX2KSqWiYDBo7f52u234meyC8UIRRyIRgzPUP5PJxDD5aDSyPkAymbRCmAjo9/ste7p1BKQCwQRxYyqVsgYYUODy5ctWOKMexWDX1tZUr9c1nU6N9iQbRiIRW7dYLKZkMmnFeLPZ1L179zQ/P2+Zhn2EraOQpdkGnCRTU8zSD6IPAixn/wuFgkHvcDiscrlsPSf2HafLZDI6PDxUrVZTKpWyAHvt2jVDKuVy+bs6hPtJpVJaWVkxBfG5c+dObMltWsHfR6NRS+1oeuD9WZDBYGCKQoprPJqfAYrB3ICRW62Wpel6vW49AJdehLU5d+6cjo6OzNgHg4E9B1ETrJrL5ZRMJi1CE6m8Xq81DGGC6DWQaXCycDis2WxmzEOr1TInZUOTyaThf9aGgpC/S6ZDptHv90/RxBT2ZD8gCI4jyYyWnke/31cqlbLGIh3XbDZr/RCwPwGI6OrKysH/yWTSIN7m5qZRt51OR/fu3VMmk9He3p71NFh3uvSoC2C9RqORstmsqX6bzaYVtq4aAdEk5Ec0GlWxWDSJDl1kHAc6Nh6PW+3AfiUSCcuER0dHmp+f1yOPPPJdnQABaLlc1t7enhXqkqzO8YNdMSCiF54NzTaZTNRsNu2Fer2edRTdtOzqcViEfr9vHVP3dxBh4L0lWZFM3bCysmKUa7fbVa1WM4PBiXGUdrttETkajdpmhcNhi0ZkAX4H1CvPy+9CBg595xbJODr1RTqdtmzjYmqyn8/nsy4wshF6EEAQhJU4KdANlUA0Gj2lQ3IFcPV63ejJbrdrnPv8/LwZmNvzINITpAhEzWbT9h3y4itf+YpWVlZOiRMnk8mp7jg0LLoi/qGGQ7/EvwNTcZD5+Xmrtei/AM8gT3K5nBXKs9lM1WrV5PHD4VC7u7tKJBK6ePHid0hnkB9Ro8xmM5OKLCwsGCSsVqsnDgE+dOsDNgloQ2EKbcXQzPr6uqW/M2fOGGzi5+g70JDDMOHUgSP1el2FQsG61iwMETocDmtvb88KR/Q8bE6z2VS1WtXVq1etB4A+CAyLoQHpGCpB7UsA8Hg8NvwSi8UUDodN00ORmUqlbAaALIqh49g4visvITBAt7oGG4/HNRwO1W637b0QsgEBKCDJKDTfgL4EF74blQGNQgyarEZGxEhRJOzt7Wlvb88cORKJ2BAZNQ2UaCKRsJoP6TzZmT4KYwII9MjAZGq3IF9dXVW73basxHoi85Zk/QXWqd/vq1Qq6eDgQOvr61pZWZHP5xPDb/RmoI5xBmQk1WpVX/ziF+VfWVnRxsaGRVwyBpsmydI/kdGdc+h0OqcaKujUSfHgdwwFwRfR2S2Q+X42G0yJM9K1BHfzbIjfmCKjdwBEAW/T22DwBQPCwdiYQCBg0QqWZDAYmPzDpXVRtKLncfsmRF+eAZjIz1DQEmFx1Hq9brUSTBWRH4chymMcMCnubMJsNtPx8bFJzCFGWG8yIs3LeDyuvb09g6j9fl/NZlM7Ozun2DHmT6rVqgUeuvPAQJ4d2I3Bsw5u8CUAUgMUi0Xdu3fPmD23B4S9FYtFbW5u2nfgdNvb2/r0pz+ta9eu6cqVK5qfn5ff77eeCd9FYGs2m6rVatrZ2TkpqlOplC5duqTd3V2LVG5jDUN1tUkuJTkej5XJZCwF8bPIgHl5BHBIkvk5HBEOGhgCzPF6vTaM4qpZgURs0urqqm0UvDQFH5EaR/R4PBbhido8L/WGJBup5fnh15vNpmUYHEqSZRiiPg02OvgQAGBgt1uKsNB1dDJSOp22TIPhELSAljiOS/8SZYnW9ASQesPcAW1Ho5FKpZIpf6PRqA35dDodCywYF/WCJKuFCCbI/glKaJGwA96bKE9fCCasWCyqWCyqUqkYq1cqlex9IG0IasFgUJVKxQLNc889p2effdaeiyzGOkB5k11hAv1/8id/oo9+9KO6cuWKjo6OVKlU7GH5RRiMC5nYCIZtGC7BmOC0MSYiGuyJx+OxKIKUgYhExKtWq2o0Gtrb2zPRnzubjffTL+FZ3L4EmBxHcbvvZCGeCYOmaeNuMM/nzjBA4/I7yK4wc0Q+6grEcqlUyjIw60Ufx+3kM4/gKomBLTiICz/JdGSAZrNpAYR/Wq2W2u22QTrIEjfrA0vOnTunVCplWieoXvoYZCciNxJ06HbWAHHfeDz+jmwP2RCPx01NS5Y5e/asarWaTRW++uqr5gBM4BHIyNYuPMKG3KzkTj4SWHlfSfJL0kc+8hH9wR/8gR599FFVKhVTWxKhJRkTxCLwJdVqVXfu3FE0GlU6nVa32zXlIdQYkZbIeHh4aJx1vV436rJWq5kjUUQSVcDSZBeEZmQsV6/Dc1KYuQ0l2AmMiejWaDQUj8etMI9EIqbXcQWP9CVgnShmyaBEQFf24Rb6ZBIUsMxM874wbMAq0jqzIj6fz6YQgbFkcncSDiPn2brdrhWWrCkO6UrlycLUfqhwybSNRkMbGxvKZDJGxGDQw+HQ9E/tdluz2cxYK/pVZBT0SAQI2E2QwGAwUD6f1+Lios2of+tb37K6kIzGz5PFotGoNU7p1JMB0c8hMJSklZUVUx40m02ZXPPpp5/WBz7wAb3rXe8yLpoUiXISQRyFDHDl7t27ikQiev3rX28ygIODAx0fH5tKlpmDarWq9fV167wiUaADDYSi6EQKwCJ0u111u12jVxnURxsEziaSUMTR7MOIaThRwFLvoH/iw38ThaCTIRzIeq4GCvgCJMOgyK7olIj8g8HAsgFsGs9JFoMtm0xOhmfi8bg1EDFqMDrYnT8HPmJEZBsXZgH96AHBCGKo+Xzesgrfh1Fx2gc9Bv6cqByLxcz4gbmSjM7GYNl7ni+Xy+nRRx/VvXv3jM0ko+KgLlvl9p5wZAJoLBbT3NycMpmMJpOJyuWywUu/329z7X538z/5yU+q3W7riSeesFa3K6hz9fS8EA+/u7urCxcuKJfLGV6u1+va3983mS/KWXfmgBdAT4RYDjkxeJ0PHWek5jBXLCZUK1CCNErDCIiD9oWsQq+EjENkhapzZwPQ5QAvXId14QBSbaI1BoBjkLmAk67OCpkIm4ouq9VqGXvDPvB+SD+YhGs0Gqecme+h4IbFoY/k9pnoCBMsPJ6TwwJcPRMOOxqNVKvVjLUjOBEMcA7ICU71aLfbBmNZG/pEBGIOjchmsxqPx1ZP5PN5E08yPZfJZDSdTq2BWa/XNZlMtLi4qLe+9a0GsW/evGm0MMJOCJRTDiFJn/70pxUMBvXkk0/K7/fr3r17Fk0wZLAsiyidFJGVSsXSVS6X0+rq6imIlMlktLq6eqoDWa1WFQgElMlkzAGI8uBo8CssBI0qIjLdcLfgBDoRtZAdd7tda6LhRODu10qM3fqDKEZDifVw6wlqEAyewODKvskwvCMRzBVQ0m/gBAyiKEpbjBKRINAJJgonANbxjDBRqVRKkgyeubUP9Zs7/0xWIUMCc/j/UOIuLS2ZMJOCmgBKpnAPKaB+IMjEYjELdETtTCZjzUhYLEk6c+aMUqmUarWaJpOJnXYCfGMiMR6P65FHHtHly5fNxlOplDVyFxcXJUlPPfWU7t+//50OIUl///d/rze96U1aXV3V3t6epU+iEZvrpi8ipPSg6UTDajgcam5uTmfPnrWZCzJGPp+X9ECGAa2IY2xublpBzz8YMRstyZpAPANRisXn+Ylckkx+QdahBuDPeW+yAzocDBSD4++SXXBCoivpne9FFQtjwvrxMxSI9HNQCvMszDWQKfldRH0gRC6Xs+YW78qaUFACSwkAZEr3kAHWjBrCzcLsGb2bubk5i/oIMF1ZvkujM05LP4L3IfiQ4dmXlZUV65Kzl7BIyMlRKzBi2263tbm5qZWVFS0sLEiSFhcX7ZgbWMD5+fmTDPLdHEKS/vZv/1Yf/vCHVSwWdXBwYHQpGQHjY8PoJrof1IjXrl3ThQsXlEqlrDaA/nSjGZGSVO6yHywWPzMej21Q3T08gHTuNsT4XzYOLI3xDodDM0qyoMtX82zomXguNzsA0Vy5OY7gOhxrCFFAViGLUfyTwt2mnstAQflSUOIYjLAyegkMoe4iYEHBus1DGmd8qCEIdn6/34ZrOKERpMBa8Y70pqiRgJ9kP/pRFNf0k3BUNyvzHdRPNA6Ztx6NRlpaWjLDdvtae3t72t3d1dbWlt72trfp6tWrCoVCWlxctEDnqqu/p0N89atf1XA41KVLl9Rut21WGuNkE910SNfTVa0+9NBDpoRlMSjegA8uvmaxMMDXve51ajQapoZ0cak7izAajazZh5MQ6TBMsghpmUbba7MIRkL6xWFdio/sgGOQmXgmjBKh4Xj84OQ/6iSoXTKDW8OA4XFooj4Gz7NKsk45dQTBBDrb53twgiGBgWwHLYszAWWYVSfA4JThcNiae6h8Mf5AIGDNNJ6ZeoVn93g8Oj4+PnWeFpCMZ4FChiTBHoCyo9HJ0Z7NZlP5fF5XrlwxyJzL5XT79m2raUqlktWWL7/8sprNpkqlkkqlktkzMLrf739vh5Ckz372s3r/+9+v+/fvW5qiIYch01xhI4g+bDiLDGWIwRGFXUkwjoLyczAYqFarGVZmsw4ODiTJNoLvRP7sNnv4ey5F6dKpYGskGEQmjInvdjE5P0NEHI/HdpIFbAu0HwWjy67w/yMhYF1xRL4bx8ZIXPghnWRgWDhXwMgeue9JpiVLkp2AJWQOSdYYJUBJDwgL/qFW2NnZMZg5HA5tDUqlksFF2K7XBlGCojuDz3uiRoDGDQYfHMqwvb2tcDispaUlFYtFG/zBRt1D8xB/4sA3btzQN7/5TV2+fNnOGaO+LZfL/7tD/OVf/qXe97732UECCKncJhTZgPNt5ufnNTc3Z8UPLwft5s7PsjAYCJssSTs7O0bfurh4PD45MBi+HEqXCC3JCnBqDwwSh6SQpEDEgDFSIuJ0OjWDo0AnI1E8Q3MiHCRbUZxi0MAuWDGitcvuYHgYMOs7Ho9Nwg3fz9qC78ncPA/f5cI0tyk5Ho+N/sXpWSsc3z0AgvVif0KhkDE5dK7Jyj6fT+fOnbPv5JkJnPx+npGayYW0bqZ1ZSArKytWdJdKJQWDQetfMaIAScL5r0iJOp2OyuWyCVMZeUVlK/0vkInPjRs39Mgjj2hjY8M4exefuzj/7t27KpfLunTpkubm5sxQWWQG5ff29gz/uvw7L76ysmLGWa/XTVePEUiyeYPZbKbl5WVbMFegB1Riod06hYgFA4RzuI7nZgQX4rnwDi6byE3fgg6tG5nJnG6ERjvF7yWDSQ/oVDdw8MwEDzKkW1jz35JMpEhRjPHREHT7ABS0sD2ulAbIxQw2742WyT1SEhjiNkaxGbIQz0ZhzdqyRm5vCCOn03zp0qVT+zkcDm3qkfqGwJRKpXT+/HlduXJFwWBQ3/zmN0/OX/ofuMg4K03L7+sQf/M3f6M///M/V6FQ0P7+/qn2OC+J0U2nD8YXV1dXdfny5VOyCEb6qtXqCcX1Pw/FUZdAMBpA4ESkwS4s63a72tvbs0hz9uxZi6guxYiozIU9wDMXGoC7wa5EWiAFsgpYD4yILMB3IoTLZDLq9/taXFy0uoGI7BarnNQHVMJAMRyc1+19YKSs6/HxsRkifQayMoaJQeF4YHYOBaCfQn1CzUaRD8529UNAvFqtZsfC0PA8PDw0ZSyD/9ls1qBVLBazTMd5qzQX3WzlKiQk2fFIwWBQOzs7JtPY3t7WcDjUwsKCBUKg58LCgs6dOydJWlpa0vr6usFwDnubTCZaX1///g7x8ssvq9/v68yZM9rY2DBcSOSniUMUBtLMZjPNz88rl8tZ5GfRl5eXTx3GCx2HKK9arZpehbTvFo6cBzQYDGy6io1gs93inmYPf8Z38u9ssAvd6EG0221zMKK520hDgkEG4LloRlK4wwJh1BgDmQnjZx0xelcUiayaD4ZCQKFZ5qqS2SvpRHJDVnkti4Px0RtBukHPht+BFAPYMpmcnHOF4gDWBwNPJpOWNVk/DBu4RnHuCkixLeAfPSYy3/7+vnZ2dhQMBk2vRBCbm5tTq9VSuVzW9va2nnnmGTWbTf3Mz/yMPJ6T+YujoyO7goEZ9WKx+P0dAqe4du2aHaNCOgK3ujy1OwdBlHCpWYy7VCoZI0H0bTQaOj4+NiNGSUuRiHGAh9lQsgW0aCqVOsUEudgY6AMr4o7Ogt15RrcQBvawiR6Px6IXcCkajercuXNGCoxGJzPHQEVEfQw5UZdgMG4TTJJ1gIEao9HIIhqQEOrYPaGDDjeO4dYX9CqI7hAKQGE6826Dk7XgvNXh8OTcKuoazgEGISCFdzVS6XTasDuiPrfZC6wje7r9JCQpZO5ut6tXX31VtVrNnAD7Q1CazWbV6/VULpe1sbGhZ555Ro1GQ2984xsVi8VMILmxsaFKpaJisajl5eUfzCGeffZZPf7446ZFoqhkwUjDkowx4igRmA5SJRvrnrzBfALGSvFOMcrCAB+oK1wHPDo6suLO1Q+5VC4ft4FI7wDMTAHoslIUisAHVyELaQD9SOMJ+EPxSraii+tSvK9lxVwxnGts0+nULptxG4w0P11HJ7MBg/g5DB9lLNkgFArZQQTIINyJt0AgYOfB4rBMs5HRyDYuQYAwkVlwNHAME+F8NHtxSJxQko3BEixc+bpLG8MUMql49uxZE2R2u1196Utf0pe+9CWtra3p2rVryuVyKhaLRiB8z071az//9E//pN/7vd9TJpPR1tbWKeqPdAuP7aZ7IgK/1C3EiajSgyYfE10ch+OK5jCib3zjG/rCF74gSXr729+upaUlk41QKB8dHZ3CkMg2MEBX2Ymzub0D0jURy23cUMjBmrk6JrfJRTYCz/O9QBAYKYIEm4wGCXbErQtoIi0sLCgYDNqpHu5++Hwno6t0toExnA3lOh5/D4gJNkc86PYlgLz0AVz1AFIQOuBu05Iahr9PtnKhNutKpibaE4DIdjg8wY13cetC9zQUJBobGxvmTMjGj46OlM1m9dBDD9kpMa1W6wdzCEna3Ny0iESUcGUHboojoqI9ctM0uBaDJaLSwMlkMkomk0ahIXFAds0CStIXv/hFra6u6nWve90pao8slkwmdebMmVMNKuocSafqIWoDnAgWBkd+beMNp2fjiKyuhoesRrQjnfMd9C8QMpL5yAoMrVB7DIdD2zzXoNyagH+I/u7oL0HLHeV1azu+A8dxr0SgX0CHG9VAMpm0u+lgoOg9UPfh+NID7ZhL0VJLotECIuPknHxC0HKP1IE44UAGDlVmrQkEwFt+Dmj2yiuvWP05nU5/cIf41re+pSeffNJuDCIC8pJEc7IFC86pF0AnDAtxHucVsUhEVDYZPQzO8e53v1vPPffcKUfd3NzUE088obW1NYuQDBoBzQKBgGF4GCfXyHl2nNVVx/LvPD8FJWwTiz+bzSyKE7loVAFX+v3+qdO9XbYKUmEymdgFMkRloBcO7EpFgBNMEUIlo1Il2GAIbtSHzsUpcSgg2mQyOTXHQMcZg3VPG+EAB5qqwMh2u32KlXytWJTuO8SD9GD8F6cj2/B35+fnjQrmdMdCoWBXljFTQ0BFYcua7+zsKB6Pa3V1Vevr6+p0Otrb25NH0kw/4Odf/uVftL29rRs3bthRMng/0AH8jtblHe94h53WxoJTNGM8S0tLxrAQXcGtFH1s3vH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"/>
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"/>
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diff --git a/docs/site/_sources/_examples/visualise.ipynb.txt b/docs/site/_sources/_examples/visualise.ipynb.txt
new file mode 100644
index 00000000..1bdd986e
--- /dev/null
+++ b/docs/site/_sources/_examples/visualise.ipynb.txt
@@ -0,0 +1,379 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Visualise Images\n",
+    "\n",
+    "This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.\n",
+    "\n",
+    "## Import Modules\n",
+    "\n",
+    "The following cell imports the modules needed for this example. This 'ImageVisualiser' class does most of the heavy lifting regarding visualisation. It has a number of helpful functions, and makes adding additional information to an image (relatively) pain-free."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Check if platipy is installed, if not install it.\n",
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
+    "# The ImageVisualiser clas\n",
+    "from platipy.imaging import ImageVisualiser\n",
+    "\n",
+    "# Function to grab some test data\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "# Usual suspects\n",
+    "import numpy as np\n",
+    "import SimpleITK as sitk\n",
+    "from pathlib import Path\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "# Some utilities we use for generating interesting data\n",
+    "from platipy.imaging.registration.utils import convert_mask_to_reg_structure, apply_transform\n",
+    "from platipy.imaging.registration.deformable import fast_symmetric_forces_demons_registration\n",
+    "from platipy.imaging.generation.dvf import generate_field_asymmetric_extend\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "from platipy.imaging.utils.crop import label_to_roi"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Download Test Data\n",
+    "\n",
+    "Some Lung test data from LCTSC is fetched here for use in this example notebook."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "input_directory = get_lung_nifti()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Read in the data\n",
+    "\n",
+    "- ct_image: the x-ray computed tomography scan (3D)\n",
+    "- contours: a dictionary of binary masks"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "pat_directory = input_directory.joinpath(\"LCTSC-Test-S1-101\")\n",
+    "\n",
+    "# Read in the CT image\n",
+    "ct_filename = next(pat_directory.glob(\"**/IMAGES/*.nii.gz\"))\n",
+    "ct_image = sitk.ReadImage(ct_filename.as_posix())\n",
+    "\n",
+    "# Read in the RTStruct contours as binary masks\n",
+    "contour_filename_list = list(pat_directory.glob(\"**/STRUCTURES/*.nii.gz\"))\n",
+    "\n",
+    "contours = {}\n",
+    "for contour_filename in contour_filename_list:\n",
+    "    _name = contour_filename.name.split(\".nii.gz\")[0].split(\"RTSTRUCT_\")[-1]\n",
+    "    \n",
+    "    contours[_name] = sitk.ReadImage(contour_filename.as_posix())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image with Contours\n",
+    "\n",
+    "Here we define 'cut', the location of orthogonal slices\n",
+    "\n",
+    "- cut: (\n",
+    "        transaxial slice location *or* first axis,\n",
+    "        coronal slice location *or* second axis,\n",
+    "        saggital slice location *or* third axis,\n",
+    "        )\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=(50,256,256))\n",
+    "image_visualiser.add_contour(contours)\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image without Contours\n",
+    "\n",
+    "Here we change the intensity windowing, for example to better visualise lung tissue\n",
+    "\n",
+    "- window: (\n",
+    "        minimum intensity,\n",
+    "        range in intensity\n",
+    "        )\n",
+    "        \n",
+    "It is also possible to use difference colormaps to display the image.\n",
+    "\n",
+    "We can also change the field of view, for example using to the lung volumes.\n",
+    "\n",
+    "We also don't need to set 'cut', in which case the middle of the image volume is displayed.\n",
+    "\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, window=(-900, 1100), colormap=plt.cm.get_cmap(\"terrain\"), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"LUNG_L\"] + contours[\"LUNG_R\"])\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image using Projection\n",
+    "\n",
+    "Another way to visualise a 3D image volume is using a projection. Here we demonstrate a mean intensity projection."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, projection=True, window=(0.3,0.8))\n",
+    "\n",
+    "image_visualiser.add_bounding_box(label_to_roi(contours[\"HEART\"], return_as_list=True), name=\"HEART BOUNDING BOX\")\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Scalar Field on Image\n",
+    "\n",
+    "There are also tools to visualise scalar fields. Here is an example using a normalised distance map, which we compute for the heart volume."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ndm_heart = convert_mask_to_reg_structure(contours[\"HEART\"], expansion=1)\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name=\"Heart\", show_legend=True)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART\"], expansion=30)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Overlay Vector Fields on Image\n",
+    "\n",
+    "We can also display vector fields. Here we compute one, simulated by expanding the heart volume by 5mm (for this simulation, we also use some nice tools in platipy)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_asymmetric_extend(contours[\"HEART\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.75,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Compare two Images\n",
+    "\n",
+    "We can also visualise comparisons between images. This can be helpful for checking registration performance visually.\n",
+    "\n",
+    "In this example, we deform the ct_image using the transformation above (heart expansion).\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ct_image_deformed = apply_transform(\n",
+    "    input_image=ct_image,\n",
+    "    reference_image=None,\n",
+    "    transform=tfm_expansion,\n",
+    "    default_value=-1000,\n",
+    "    interpolator=sitk.sitkBSpline,\n",
+    ")\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7, window=(-40, 200))\n",
+    "\n",
+    "image_visualiser.add_comparison_overlay(ct_image_deformed)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Combine Visualisations\n",
+    "\n",
+    "For experienced matplotlib users, it is also possible to customise the figure after it has been created. We can add test, more axes, etc. as usual..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=9)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.5,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()\n",
+    "\n",
+    "# Here we can add stuff to the figure\n",
+    "\n",
+    "fig.text(0.99, 0.99, \"TEST VISUALISATION\", va=\"top\", ha=\"right\", fontsize=14)\n",
+    "fig.text(0.99, 0.96, \"using platipy\", va=\"top\", ha=\"right\", fontsize=12, style=\"italic\", c=\"red\");\n",
+    "\n",
+    "test_axis = fig.add_axes( (0.85, 0.55, 0.1, 0.1) )\n",
+    "test_axis.hist(np.random.random(1000), histtype=\"stepfilled\", fc = \"#1144EE\", ec=None)\n",
+    "test_axis.set_xlabel(\"Results\")\n",
+    "\n",
+    "# Optionally, save the figure\n",
+    "# fig.savefig(\"./output.jpeg\", dpi=500)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.6.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
\ No newline at end of file
diff --git a/docs/site/_sources/cli.rst.txt b/docs/site/_sources/cli.rst.txt
index 6a53fb2d..b28c23f8 100644
--- a/docs/site/_sources/cli.rst.txt
+++ b/docs/site/_sources/cli.rst.txt
@@ -1,10 +1,6 @@
-
+#####################
 Command Line Tools
-==================
-
-.. contents::
-    :local:
-    :backlinks: entry
+#####################
 
 .. click:: platipy.cli.dicom_crawler:click_command
    :prog: dicom_crawler
diff --git a/docs/site/_sources/examples.rst.txt b/docs/site/_sources/examples.rst.txt
new file mode 100644
index 00000000..84ecd428
--- /dev/null
+++ b/docs/site/_sources/examples.rst.txt
@@ -0,0 +1,3 @@
+#####################
+Examples
+#####################
diff --git a/docs/site/_sources/gen/platipy.cli.rst.txt b/docs/site/_sources/gen/platipy.cli.rst.txt
index a3d032ba..0acb2d02 100644
--- a/docs/site/_sources/gen/platipy.cli.rst.txt
+++ b/docs/site/_sources/gen/platipy.cli.rst.txt
@@ -52,14 +52,6 @@ platipy.cli.segmentation module
    :undoc-members:
    :show-inheritance:
 
-platipy.cli.sort\_dicom\_from\_directory module
------------------------------------------------
-
-.. automodule:: platipy.cli.sort_dicom_from_directory
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
 platipy.cli.tcia\_download module
 ---------------------------------
 
diff --git a/docs/site/_sources/gen/platipy.dicom.io.rst.txt b/docs/site/_sources/gen/platipy.dicom.io.rst.txt
new file mode 100644
index 00000000..20566e98
--- /dev/null
+++ b/docs/site/_sources/gen/platipy.dicom.io.rst.txt
@@ -0,0 +1,46 @@
+platipy.dicom.io package
+========================
+
+Submodules
+----------
+
+platipy.dicom.io.crawl module
+-----------------------------
+
+.. automodule:: platipy.dicom.io.crawl
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.nifti\_to\_rtstruct module
+-------------------------------------------
+
+.. automodule:: platipy.dicom.io.nifti_to_rtstruct
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.nifti\_to\_series module
+-----------------------------------------
+
+.. automodule:: platipy.dicom.io.nifti_to_series
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.dicom.io.rtstruct\_to\_nifti module
+-------------------------------------------
+
+.. automodule:: platipy.dicom.io.rtstruct_to_nifti
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+
+Module contents
+---------------
+
+.. automodule:: platipy.dicom.io
+   :members:
+   :undoc-members:
+   :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.dicom.rst.txt b/docs/site/_sources/gen/platipy.dicom.rst.txt
index 2165fd13..2023e293 100644
--- a/docs/site/_sources/gen/platipy.dicom.rst.txt
+++ b/docs/site/_sources/gen/platipy.dicom.rst.txt
@@ -8,11 +8,8 @@ Subpackages
    :maxdepth: 4
 
    platipy.dicom.communication
-   platipy.dicom.dicom_directory_crawler
    platipy.dicom.download
-   platipy.dicom.nifti_to_rtstruct
-   platipy.dicom.nifti_to_series
-   platipy.dicom.rtstruct_to_nifti
+   platipy.dicom.io
    platipy.dicom.tests
 
 Module contents
diff --git a/docs/site/_sources/gen/platipy.dicom.tests.rst.txt b/docs/site/_sources/gen/platipy.dicom.tests.rst.txt
index 639aa9a0..4580dc97 100644
--- a/docs/site/_sources/gen/platipy.dicom.tests.rst.txt
+++ b/docs/site/_sources/gen/platipy.dicom.tests.rst.txt
@@ -4,18 +4,18 @@ platipy.dicom.tests package
 Submodules
 ----------
 
-platipy.dicom.tests.test\_convert\_nifti module
------------------------------------------------
+platipy.dicom.tests.test\_convert module
+----------------------------------------
 
-.. automodule:: platipy.dicom.tests.test_convert_nifti
+.. automodule:: platipy.dicom.tests.test_convert
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.dicom.tests.test\_convert\_rtstruct module
---------------------------------------------------
+platipy.dicom.tests.test\_crawl module
+--------------------------------------
 
-.. automodule:: platipy.dicom.tests.test_convert_rtstruct
+.. automodule:: platipy.dicom.tests.test_crawl
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.imaging.generation.rst.txt b/docs/site/_sources/gen/platipy.imaging.generation.rst.txt
new file mode 100644
index 00000000..0670e19e
--- /dev/null
+++ b/docs/site/_sources/gen/platipy.imaging.generation.rst.txt
@@ -0,0 +1,46 @@
+platipy.imaging.generation package
+==================================
+
+Submodules
+----------
+
+platipy.imaging.generation.augment module
+-----------------------------------------
+
+.. automodule:: platipy.imaging.generation.augment
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.dvf module
+-------------------------------------
+
+.. automodule:: platipy.imaging.generation.dvf
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.image module
+---------------------------------------
+
+.. automodule:: platipy.imaging.generation.image
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.generation.mask module
+--------------------------------------
+
+.. automodule:: platipy.imaging.generation.mask
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+
+Module contents
+---------------
+
+.. automodule:: platipy.imaging.generation
+   :members:
+   :undoc-members:
+   :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.imaging.label.rst.txt b/docs/site/_sources/gen/platipy.imaging.label.rst.txt
index 229a5c81..3cce268d 100644
--- a/docs/site/_sources/gen/platipy.imaging.label.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.label.rst.txt
@@ -4,18 +4,42 @@ platipy.imaging.label package
 Submodules
 ----------
 
-platipy.imaging.label.label\_comparison module
-----------------------------------------------
+platipy.imaging.label.comparison module
+---------------------------------------
 
-.. automodule:: platipy.imaging.label.label_comparison
+.. automodule:: platipy.imaging.label.comparison
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.label.label\_operations module
-----------------------------------------------
+platipy.imaging.label.fusion module
+-----------------------------------
 
-.. automodule:: platipy.imaging.label.label_operations
+.. automodule:: platipy.imaging.label.fusion
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.iar module
+--------------------------------
+
+.. automodule:: platipy.imaging.label.iar
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.projection module
+---------------------------------------
+
+.. automodule:: platipy.imaging.label.projection
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.label.utils module
+----------------------------------
+
+.. automodule:: platipy.imaging.label.utils
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.imaging.projects.cardiac.rst.txt b/docs/site/_sources/gen/platipy.imaging.projects.cardiac.rst.txt
index c848b01a..79deac08 100644
--- a/docs/site/_sources/gen/platipy.imaging.projects.cardiac.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.projects.cardiac.rst.txt
@@ -20,14 +20,6 @@ platipy.imaging.projects.cardiac.service module
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.projects.cardiac.utils module
----------------------------------------------
-
-.. automodule:: platipy.imaging.projects.cardiac.utils
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
 
 Module contents
 ---------------
diff --git a/docs/site/_sources/gen/platipy.imaging.registration.rst.txt b/docs/site/_sources/gen/platipy.imaging.registration.rst.txt
index e8dd8636..aa12582a 100644
--- a/docs/site/_sources/gen/platipy.imaging.registration.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.registration.rst.txt
@@ -4,10 +4,26 @@ platipy.imaging.registration package
 Submodules
 ----------
 
-platipy.imaging.registration.registration module
-------------------------------------------------
+platipy.imaging.registration.deformable module
+----------------------------------------------
 
-.. automodule:: platipy.imaging.registration.registration
+.. automodule:: platipy.imaging.registration.deformable
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.registration.linear module
+------------------------------------------
+
+.. automodule:: platipy.imaging.registration.linear
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.registration.utils module
+-----------------------------------------
+
+.. automodule:: platipy.imaging.registration.utils
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.imaging.rst.txt b/docs/site/_sources/gen/platipy.imaging.rst.txt
index 643afe89..03c08b7c 100644
--- a/docs/site/_sources/gen/platipy.imaging.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.rst.txt
@@ -7,9 +7,7 @@ Subpackages
 .. toctree::
    :maxdepth: 4
 
-   platipy.imaging.atlas
-   platipy.imaging.augment
-   platipy.imaging.deformation_fields
+   platipy.imaging.generation
    platipy.imaging.label
    platipy.imaging.projects
    platipy.imaging.registration
diff --git a/docs/site/_sources/gen/platipy.imaging.tests.rst.txt b/docs/site/_sources/gen/platipy.imaging.tests.rst.txt
index cd5cadae..738c7d60 100644
--- a/docs/site/_sources/gen/platipy.imaging.tests.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.tests.rst.txt
@@ -4,10 +4,10 @@ platipy.imaging.tests package
 Submodules
 ----------
 
-platipy.imaging.tests.pull\_data module
----------------------------------------
+platipy.imaging.tests.data module
+---------------------------------
 
-.. automodule:: platipy.imaging.tests.pull_data
+.. automodule:: platipy.imaging.tests.data
    :members:
    :undoc-members:
    :show-inheritance:
@@ -28,6 +28,14 @@ platipy.imaging.tests.test\_cardiac module
    :undoc-members:
    :show-inheritance:
 
+platipy.imaging.tests.test\_visualiser module
+---------------------------------------------
+
+.. automodule:: platipy.imaging.tests.test_visualiser
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
 
 Module contents
 ---------------
diff --git a/docs/site/_sources/gen/platipy.imaging.utils.rst.txt b/docs/site/_sources/gen/platipy.imaging.utils.rst.txt
index e6d7aad0..fda4ea1a 100644
--- a/docs/site/_sources/gen/platipy.imaging.utils.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.utils.rst.txt
@@ -4,10 +4,34 @@ platipy.imaging.utils package
 Submodules
 ----------
 
-platipy.imaging.utils.tools module
+platipy.imaging.utils.crop module
+---------------------------------
+
+.. automodule:: platipy.imaging.utils.crop
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.lung module
+---------------------------------
+
+.. automodule:: platipy.imaging.utils.lung
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.valve module
 ----------------------------------
 
-.. automodule:: platipy.imaging.utils.tools
+.. automodule:: platipy.imaging.utils.valve
+   :members:
+   :undoc-members:
+   :show-inheritance:
+
+platipy.imaging.utils.vessel module
+-----------------------------------
+
+.. automodule:: platipy.imaging.utils.vessel
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/site/_sources/gen/platipy.imaging.visualisation.rst.txt b/docs/site/_sources/gen/platipy.imaging.visualisation.rst.txt
index f1834a6b..eaf0c589 100644
--- a/docs/site/_sources/gen/platipy.imaging.visualisation.rst.txt
+++ b/docs/site/_sources/gen/platipy.imaging.visualisation.rst.txt
@@ -4,50 +4,26 @@ platipy.imaging.visualisation package
 Submodules
 ----------
 
-platipy.imaging.visualisation.Python3DMesh module
--------------------------------------------------
+platipy.imaging.visualisation.animation module
+----------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.Python3DMesh
+.. automodule:: platipy.imaging.visualisation.animation
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.visualisation.VesselSurfaces\-Auto module
----------------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.VesselSurfaces-Auto
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.crosshairs module
------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.crosshairs
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.surface\_operations module
---------------------------------------------------------
-
-.. automodule:: platipy.imaging.visualisation.surface_operations
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-platipy.imaging.visualisation.tools module
+platipy.imaging.visualisation.utils module
 ------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.tools
+.. automodule:: platipy.imaging.visualisation.utils
    :members:
    :undoc-members:
    :show-inheritance:
 
-platipy.imaging.visualisation.vis\_tools module
+platipy.imaging.visualisation.visualiser module
 -----------------------------------------------
 
-.. automodule:: platipy.imaging.visualisation.vis_tools
+.. automodule:: platipy.imaging.visualisation.visualiser
    :members:
    :undoc-members:
    :show-inheritance:
diff --git a/docs/site/_sources/getting_started.rst.txt b/docs/site/_sources/getting_started.rst.txt
new file mode 100644
index 00000000..e1e0540c
--- /dev/null
+++ b/docs/site/_sources/getting_started.rst.txt
@@ -0,0 +1,44 @@
+#####################
+Getting Started
+#####################
+
+************
+Installation
+************
+
+Currently this repository is not available in the official Python repositories. However, you can
+install it with pip using the following command:
+
+``pip install git+git://github.com/pyplati/platipy``
+
+If you have already installed the library, you can install the latest updates using:
+
+``pip install --upgrade git+git://github.com/pyplati/platipy``
+
+***************
+Getting Started
+***************
+
+Command Line Interface (CLI)
+============================
+
+Once you have installed PlatiPy, the ``platipy`` command should be available in your environment.
+Try the following command to check that is is working:
+
+``platipy --help``
+
+This lists the different tools which are available via the command line interface. Learn more about
+these tools and how to use them here: :doc:`here <cli>`.
+
+Python
+======
+
+Jupyter Notebooks
+-----------------
+
+The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
+functionality from your Python code:
+
+* `Nifti to RTStruct <https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb>`_
+* `RTStruct to Nifti <https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb>`_
+* `Visualise Segmentation <https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb>`_
diff --git a/docs/site/_sources/index.rst.txt b/docs/site/_sources/index.rst.txt
index 83258c8d..4c527f06 100644
--- a/docs/site/_sources/index.rst.txt
+++ b/docs/site/_sources/index.rst.txt
@@ -1,19 +1,7 @@
-.. PlatiPy documentation master file, created by
-   sphinx-quickstart on Thu Nov 19 00:32:10 2020.
-   You can adapt this file completely to your liking, but it should at least
-   contain the root `toctree` directive.
-
 #####################
 PlatiPy documentation
 #####################
 
-
-.. toctree::
-   :maxdepth: 3
-   :caption: Contents:
-
-   index
-
 PlatiPy is a **P**\ rocessing **L**\ ibrary and **A**\ nalysis **T**\ oolkit for Medical 
 **I**\ maging in **Py**\ thon. It contains a collections of tools and scripts useful for processing
 and analysis of medical images.
@@ -22,56 +10,25 @@ Generally these tools are accesible via a Command Line Interface or by calling t
 script directly. Examples are provided in Jupyter Notebooks to demonstrate how to use them from
 within Python code.
 
-************
-Installation
-************
-
-Currently this repository is not available in the official Python repositories. However, you can
-install it with pip using the following command:
-
-``pip install git+git://github.com/pyplati/platipy``
-
-If you have already installed the library, you can install the latest updates using:
-
-``pip install --upgrade git+git://github.com/pyplati/platipy``
-
-***************
-Getting Started
-***************
-
-Command Line Interface (CLI)
-============================
-
-Once you have installed PlatiPy, the ``platipy`` command should be available in your environment.
-Try the following command to check that is is working:
-
-``platipy --help``
-
-This lists the different tools which are available via the command line interface. Learn more about
-these tools and how to use them here: :doc:`here <cli>`.
-
-Python
-======
-
-Jupyter Notebooks
------------------
-
-The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
-functionality from your Python code:
+.. toctree::
+    :caption: Introduction
+    :maxdepth: 2
+    :hidden:
 
-* `Nifti to RTStruct <https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb>`_
-* `RTStruct to Nifti <https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb>`_
-* `Visualise Segmentation <https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb>`_
+    getting_started
 
-Module Reference
-----------------
+.. toctree::
+    :caption: Features
+    :maxdepth: 2
+    :hidden:
 
-You can find more detailed documentation on how to use the different classes and functions found in
-PlatiPy :doc:`here <gen/modules>`.
+    visualiser
+    registration
+    cli
 
-*****
-Links
-*****
+.. toctree::
+    :caption: Examples
+    :maxdepth: 2
+    :hidden:
 
-* :doc:`cli`
-* :doc:`PlatiPy Modules <gen/modules>`
+    _examples/visualise
diff --git a/docs/site/_sources/registration.rst.txt b/docs/site/_sources/registration.rst.txt
new file mode 100644
index 00000000..2ecc770d
--- /dev/null
+++ b/docs/site/_sources/registration.rst.txt
@@ -0,0 +1,3 @@
+#####################
+Registration
+#####################
diff --git a/docs/site/_sources/visualiser.rst.txt b/docs/site/_sources/visualiser.rst.txt
new file mode 100644
index 00000000..f1bd7568
--- /dev/null
+++ b/docs/site/_sources/visualiser.rst.txt
@@ -0,0 +1,7 @@
+#####################
+Image Visualiser
+#####################
+
+.. autoclass:: platipy.imaging.visualisation.visualiser.ImageVisualiser
+    :members:
+    :show-inheritance:
diff --git a/docs/site/_static/pygments.css b/docs/site/_static/pygments.css
index 58ef7c1b..582d5c3a 100644
--- a/docs/site/_static/pygments.css
+++ b/docs/site/_static/pygments.css
@@ -1,7 +1,74 @@
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+//# sourceMappingURL=main.js.map
diff --git a/docs/site/_static/scripts/main.js.map b/docs/site/_static/scripts/main.js.map
new file mode 100644
index 00000000..5d70f82f
--- /dev/null
+++ b/docs/site/_static/scripts/main.js.map
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* gumshoejs v5.1.2 (patched by @pradyunsg)\n * A simple, framework-agnostic scrollspy script.\n * (c) 2019 Chris Ferdinandi\n * MIT License\n * http://github.com/cferdinandi/gumshoe\n */\n\n(function (root, factory) {\n  if (typeof define === \"function\" && define.amd) {\n    define([], function () {\n      return factory(root);\n    });\n  } else if (typeof exports === \"object\") {\n    module.exports = factory(root);\n  } else {\n    root.Gumshoe = factory(root);\n  }\n})(\n  typeof global !== \"undefined\"\n    ? global\n    : typeof window !== \"undefined\"\n    ? window\n    : this,\n  function (window) {\n    \"use strict\";\n\n    //\n    // Defaults\n    //\n\n    var defaults = {\n      // Active classes\n      navClass: \"active\",\n      contentClass: \"active\",\n\n      // Nested navigation\n      nested: false,\n      nestedClass: \"active\",\n\n      // Offset & reflow\n      offset: 0,\n      reflow: false,\n\n      // Event support\n      events: true,\n    };\n\n    //\n    // Methods\n    //\n\n    /**\n     * Merge two or more objects together.\n     * @param   {Object}   objects  The objects to merge together\n     * @returns {Object}            Merged values of defaults and options\n     */\n    var extend = function () {\n      var merged = {};\n      Array.prototype.forEach.call(arguments, function (obj) {\n        for (var key in obj) {\n          if (!obj.hasOwnProperty(key)) return;\n          merged[key] = obj[key];\n        }\n      });\n      return merged;\n    };\n\n    /**\n     * Emit a custom event\n     * @param  {String} type   The event type\n     * @param  {Node}   elem   The element to attach the event to\n     * @param  {Object} detail Any details to pass along with the event\n     */\n    var emitEvent = function (type, elem, detail) {\n      // Make sure events are enabled\n      if (!detail.settings.events) return;\n\n      // Create a new event\n      var event = new CustomEvent(type, {\n        bubbles: true,\n        cancelable: true,\n        detail: detail,\n      });\n\n      // Dispatch the event\n      elem.dispatchEvent(event);\n    };\n\n    /**\n     * Get an element's distance from the top of the Document.\n     * @param  {Node} elem The element\n     * @return {Number}    Distance from the top in pixels\n     */\n    var getOffsetTop = function (elem) {\n      var location = 0;\n      if (elem.offsetParent) {\n        while (elem) {\n          location += elem.offsetTop;\n          elem = elem.offsetParent;\n        }\n      }\n      return location >= 0 ? location : 0;\n    };\n\n    /**\n     * Sort content from first to last in the DOM\n     * @param  {Array} contents The content areas\n     */\n    var sortContents = function (contents) {\n      if (contents) {\n        contents.sort(function (item1, item2) {\n          var offset1 = getOffsetTop(item1.content);\n          var offset2 = getOffsetTop(item2.content);\n          if (offset1 < offset2) return -1;\n          return 1;\n        });\n      }\n    };\n\n    /**\n     * Get the offset to use for calculating position\n     * @param  {Object} settings The settings for this instantiation\n     * @return {Float}           The number of pixels to offset the calculations\n     */\n    var getOffset = function (settings) {\n      // if the offset is a function run it\n      if (typeof settings.offset === \"function\") {\n        return parseFloat(settings.offset());\n      }\n\n      // Otherwise, return it as-is\n      return parseFloat(settings.offset);\n    };\n\n    /**\n     * Get the document element's height\n     * @private\n     * @returns {Number}\n     */\n    var getDocumentHeight = function () {\n      return Math.max(\n        document.body.scrollHeight,\n        document.documentElement.scrollHeight,\n        document.body.offsetHeight,\n        document.documentElement.offsetHeight,\n        document.body.clientHeight,\n        document.documentElement.clientHeight\n      );\n    };\n\n    /**\n     * Determine if an element is in view\n     * @param  {Node}    elem     The element\n     * @param  {Object}  settings The settings for this instantiation\n     * @param  {Boolean} bottom   If true, check if element is above bottom of viewport instead\n     * @return {Boolean}          Returns true if element is in the viewport\n     */\n    var isInView = function (elem, settings, bottom) {\n      var bounds = elem.getBoundingClientRect();\n      var offset = getOffset(settings);\n      if (bottom) {\n        return (\n          parseInt(bounds.bottom, 10) <\n          (window.innerHeight || document.documentElement.clientHeight)\n        );\n      }\n      return parseInt(bounds.top, 10) <= offset;\n    };\n\n    /**\n     * Check if at the bottom of the viewport\n     * @return {Boolean} If true, page is at the bottom of the viewport\n     */\n    var isAtBottom = function () {\n      if (\n        Math.ceil(window.innerHeight + window.pageYOffset) >=\n        getDocumentHeight()\n      )\n        return true;\n      return false;\n    };\n\n    /**\n     * Check if the last item should be used (even if not at the top of the page)\n     * @param  {Object} item     The last item\n     * @param  {Object} settings The settings for this instantiation\n     * @return {Boolean}         If true, use the last item\n     */\n    var useLastItem = function (item, settings) {\n      if (isAtBottom() && isInView(item.content, settings, true)) return true;\n      return false;\n    };\n\n    /**\n     * Get the active content\n     * @param  {Array}  contents The content areas\n     * @param  {Object} settings The settings for this instantiation\n     * @return {Object}          The content area and matching navigation link\n     */\n    var getActive = function (contents, settings) {\n      var last = contents[contents.length - 1];\n      if (useLastItem(last, settings)) return last;\n      for (var i = contents.length - 1; i >= 0; i--) {\n        if (isInView(contents[i].content, settings)) return contents[i];\n      }\n    };\n\n    /**\n     * Deactivate parent navs in a nested navigation\n     * @param  {Node}   nav      The starting navigation element\n     * @param  {Object} settings The settings for this instantiation\n     */\n    var deactivateNested = function (nav, settings) {\n      // If nesting isn't activated, bail\n      if (!settings.nested || !nav.parentNode) return;\n\n      // Get the parent navigation\n      var li = nav.parentNode.closest(\"li\");\n      if (!li) return;\n\n      // Remove the active class\n      li.classList.remove(settings.nestedClass);\n\n      // Apply recursively to any parent navigation elements\n      deactivateNested(li, settings);\n    };\n\n    /**\n     * Deactivate a nav and content area\n     * @param  {Object} items    The nav item and content to deactivate\n     * @param  {Object} settings The settings for this instantiation\n     */\n    var deactivate = function (items, settings) {\n      // Make sure there are items to deactivate\n      if (!items) return;\n\n      // Get the parent list item\n      var li = items.nav.closest(\"li\");\n      if (!li) return;\n\n      // Remove the active class from the nav and content\n      li.classList.remove(settings.navClass);\n      items.content.classList.remove(settings.contentClass);\n\n      // Deactivate any parent navs in a nested navigation\n      deactivateNested(li, settings);\n\n      // Emit a custom event\n      emitEvent(\"gumshoeDeactivate\", li, {\n        link: items.nav,\n        content: items.content,\n        settings: settings,\n      });\n    };\n\n    /**\n     * Activate parent navs in a nested navigation\n     * @param  {Node}   nav      The starting navigation element\n     * @param  {Object} settings The settings for this instantiation\n     */\n    var activateNested = function (nav, settings) {\n      // If nesting isn't activated, bail\n      if (!settings.nested) return;\n\n      // Get the parent navigation\n      var li = nav.parentNode.closest(\"li\");\n      if (!li) return;\n\n      // Add the active class\n      li.classList.add(settings.nestedClass);\n\n      // Apply recursively to any parent navigation elements\n      activateNested(li, settings);\n    };\n\n    /**\n     * Activate a nav and content area\n     * @param  {Object} items    The nav item and content to activate\n     * @param  {Object} settings The settings for this instantiation\n     */\n    var activate = function (items, settings) {\n      // Make sure there are items to activate\n      if (!items) return;\n\n      // Get the parent list item\n      var li = items.nav.closest(\"li\");\n      if (!li) return;\n\n      // Add the active class to the nav and content\n      li.classList.add(settings.navClass);\n      items.content.classList.add(settings.contentClass);\n\n      // Activate any parent navs in a nested navigation\n      activateNested(li, settings);\n\n      // Emit a custom event\n      emitEvent(\"gumshoeActivate\", li, {\n        link: items.nav,\n        content: items.content,\n        settings: settings,\n      });\n    };\n\n    /**\n     * Create the Constructor object\n     * @param {String} selector The selector to use for navigation items\n     * @param {Object} options  User options and settings\n     */\n    var Constructor = function (selector, options) {\n      //\n      // Variables\n      //\n\n      var publicAPIs = {};\n      var navItems, contents, current, timeout, settings;\n\n      //\n      // Methods\n      //\n\n      /**\n       * Set variables from DOM elements\n       */\n      publicAPIs.setup = function () {\n        // Get all nav items\n        navItems = document.querySelectorAll(selector);\n\n        // Create contents array\n        contents = [];\n\n        // Loop through each item, get it's matching content, and push to the array\n        Array.prototype.forEach.call(navItems, function (item) {\n          // Get the content for the nav item\n          var content = document.getElementById(\n            decodeURIComponent(item.hash.substr(1))\n          );\n          if (!content) return;\n\n          // Push to the contents array\n          contents.push({\n            nav: item,\n            content: content,\n          });\n        });\n\n        // Sort contents by the order they appear in the DOM\n        sortContents(contents);\n      };\n\n      /**\n       * Detect which content is currently active\n       */\n      publicAPIs.detect = function () {\n        // Get the active content\n        var active = getActive(contents, settings);\n\n        // if there's no active content, deactivate and bail\n        if (!active) {\n          if (current) {\n            deactivate(current, settings);\n            current = null;\n          }\n          return;\n        }\n\n        // If the active content is the one currently active, do nothing\n        if (current && active.content === 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scrollHandlerForHeader();\n  scrollHandlerForTOC(positionY);\n}\n\n////////////////////////////////////////////////////////////////////////////////\n// Setup\n////////////////////////////////////////////////////////////////////////////////\nfunction setupScrollHandler() {\n  // Taken from https://developer.mozilla.org/en-US/docs/Web/API/Document/scroll_event\n  var last_known_scroll_position = 0;\n  var ticking = false;\n\n  window.addEventListener(\"scroll\", function (e) {\n    last_known_scroll_position = window.scrollY;\n\n    if (!ticking) {\n      window.requestAnimationFrame(function () {\n        scrollHandler(last_known_scroll_position);\n        ticking = false;\n      });\n\n      ticking = true;\n    }\n  });\n  window.scroll();\n}\n\nfunction setupScrollSpy() {\n  if (tocScroll === null) {\n    return;\n  }\n\n  // Scrollspy -- highlight table on contents, based on scroll\n  var spy = new Gumshoe(\".toc-tree a\", {\n    reflow: true,\n    recursive: true,\n    navClass: 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\ No newline at end of file
diff --git a/docs/site/_static/styles/furo-extensions.css b/docs/site/_static/styles/furo-extensions.css
new file mode 100644
index 00000000..2c5aee50
--- /dev/null
+++ b/docs/site/_static/styles/furo-extensions.css
@@ -0,0 +1,2 @@
+#furo-sidebar-ad-placement{padding:var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal)}#furo-sidebar-ad-placement .ethical-sidebar{border:none;box-shadow:none;background:var(--color-background-secondary)}#furo-sidebar-ad-placement .ethical-sidebar:hover{background:var(--color-background-hover)}#furo-sidebar-ad-placement .ethical-sidebar a{color:var(--color-foreground-primary)}#furo-sidebar-ad-placement .ethical-callout a{color:var(--color-foreground-secondary)!important}:root{--tabs--label-text:var(--color-foreground-muted);--tabs--label-text--active:var(--color-brand-content);--tabs--label-text--hover:var(--color-brand-content);--tabs--label-background--active:transparent;--tabs--label-background--hover:var(--color-background-secondary);--tabs--border:var(--color-background-border)}[role=main] .container{max-width:none;padding-left:0;padding-right:0}.shadow.docutils{border:none;box-shadow:0 .2rem .5rem rgba(0,0,0,.05),0 0 .0625rem rgba(0,0,0,.1)!important}.sphinx-bs .card{background-color:var(--color-background-secondary);color:var(--color-foreground)}
+/*# sourceMappingURL=furo-extensions.css.map */
diff --git a/docs/site/_static/styles/furo-extensions.css.map b/docs/site/_static/styles/furo-extensions.css.map
new file mode 100644
index 00000000..1f98ed24
--- /dev/null
+++ b/docs/site/_static/styles/furo-extensions.css.map
@@ -0,0 +1 @@
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\ No newline at end of file
diff --git a/docs/site/_static/styles/furo.css b/docs/site/_static/styles/furo.css
new file mode 100644
index 00000000..29709e30
--- /dev/null
+++ b/docs/site/_static/styles/furo.css
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Correct the inheritance and scaling of font size in all browsers.\n * 2. Correct the odd `em` font sizing in all browsers.\n */\n\npre {\n  font-family: monospace, monospace; /* 1 */\n  font-size: 1em; /* 2 */\n}\n\n/* Text-level semantics\n   ========================================================================== */\n\n/**\n * Remove the gray background on active links in IE 10.\n */\n\na {\n  background-color: transparent;\n}\n\n/**\n * 1. Remove the bottom border in Chrome 57-\n * 2. Add the correct text decoration in Chrome, Edge, IE, Opera, and Safari.\n */\n\nabbr[title] {\n  border-bottom: none; /* 1 */\n  text-decoration: underline; /* 2 */\n  text-decoration: underline dotted; /* 2 */\n}\n\n/**\n * Add the correct font weight in Chrome, Edge, and Safari.\n */\n\nb,\nstrong {\n  font-weight: bolder;\n}\n\n/**\n * 1. Correct the inheritance and scaling of font size in all browsers.\n * 2. 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Correct the color inheritance from `fieldset` elements in IE.\n * 3. Remove the padding so developers are not caught out when they zero out\n *    `fieldset` elements in all browsers.\n */\n\nlegend {\n  box-sizing: border-box; /* 1 */\n  color: inherit; /* 2 */\n  display: table; /* 1 */\n  max-width: 100%; /* 1 */\n  padding: 0; /* 3 */\n  white-space: normal; /* 1 */\n}\n\n/**\n * Add the correct vertical alignment in Chrome, Firefox, and Opera.\n */\n\nprogress {\n  vertical-align: baseline;\n}\n\n/**\n * Remove the default vertical scrollbar in IE 10+.\n */\n\ntextarea {\n  overflow: auto;\n}\n\n/**\n * 1. Add the correct box sizing in IE 10.\n * 2. Remove the padding in IE 10.\n */\n\n[type=\"checkbox\"],\n[type=\"radio\"] {\n  box-sizing: border-box; /* 1 */\n  padding: 0; /* 2 */\n}\n\n/**\n * Correct the cursor style of increment and decrement buttons in Chrome.\n */\n\n[type=\"number\"]::-webkit-inner-spin-button,\n[type=\"number\"]::-webkit-outer-spin-button {\n  height: auto;\n}\n\n/**\n * 1. Correct the odd appearance in Chrome and Safari.\n * 2. Correct the outline style in Safari.\n */\n\n[type=\"search\"] {\n  -webkit-appearance: textfield; /* 1 */\n  outline-offset: -2px; /* 2 */\n}\n\n/**\n * Remove the inner padding in Chrome and Safari on macOS.\n */\n\n[type=\"search\"]::-webkit-search-decoration {\n  -webkit-appearance: none;\n}\n\n/**\n * 1. Correct the inability to style clickable types in iOS and Safari.\n * 2. Change font properties to `inherit` in Safari.\n */\n\n::-webkit-file-upload-button {\n  -webkit-appearance: button; /* 1 */\n  font: inherit; /* 2 */\n}\n\n/* Interactive\n   ========================================================================== */\n\n/*\n * Add the correct display in Edge, IE 10+, and Firefox.\n */\n\ndetails {\n  display: block;\n}\n\n/*\n * Add the correct display in all browsers.\n */\n\nsummary {\n  display: list-item;\n}\n\n/* Misc\n   ========================================================================== */\n\n/**\n * Add the correct display in IE 10+.\n */\n\ntemplate {\n  display: none;\n}\n\n/**\n * Add the correct display in IE 10.\n */\n\n[hidden] {\n  display: none;\n}\n","// TODO: break this out into relevant files.\n\n// This is where the theming and coloring of all the elements is done. This file\n// needs to be broken out to let all the styles for each of the components live\n// with the rest of the component's styling.\n\nbody\n  color: var(--color-foreground-primary)\n  background: var(--color-background-primary)\n\n  ////////////////////////////////////////////////////////////////////////////////\n// Header\n////////////////////////////////////////////////////////////////////////////////\n.mobile-header\n  .header-center\n    a\n      color: var(--color-header-text)\n      text-decoration: none\n\n////////////////////////////////////////////////////////////////////////////////\n// Announcements\n////////////////////////////////////////////////////////////////////////////////\n.announcement\n  background-color: var(--color-announcement-background)\n  color: var(--color-announcement-text)\n\n  ////////////////////////////////////////////////////////////////////////////////\n// Sidebar\n////////////////////////////////////////////////////////////////////////////////\n.sidebar-drawer\n  border-right: 1px solid var(--color-sidebar-background-border)\n  background: var(--color-sidebar-background)\n\n.sidebar-brand\n  color: var(--color-sidebar-brand-text)\n\n.sidebar-search-container\n  background: var(--color-sidebar-search-background)\n  &:hover,\n  &:focus-within\n    background: var(--color-sidebar-search-background--focus)\n\n  &::before\n    background-color: var(--color-sidebar-search-icon)\n    mask-image: var(--icon-search)\n\n.sidebar-search\n  border: none\n  border-top: 1px solid var(--color-sidebar-search-border)\n  border-bottom: 1px solid var(--color-sidebar-search-border)\n\n.sidebar-tree\n  .icon\n    color: var(--color-sidebar-link-text)\n  .reference\n    text-decoration: none // No need for underlines here.\n    color: var(--color-sidebar-link-text)\n    &:hover\n      background: var(--color-sidebar-item-background--hover)\n\n    &.external::after\n      // make sure the icon looks like other boring links\n      color: var(--color-sidebar-link-text)\n  .caption, .caption-text\n    color: var(--color-sidebar-caption-text)\n\n  // Colorize the top-level list items and icon.\n  .toctree-l1\n    & > .reference,\n    & > label .icon\n      color: var(--color-sidebar-link-text--top-level)\n\n  // Color changes on hover\n  label\n    background: var(--color-sidebar-item-expander-background)\n    &:hover\n      background: var(--color-sidebar-item-expander-background--hover)\n\n  .current > .reference\n    background: var(--color-sidebar-item-background--current)\n    &:hover\n      background: var(--color-sidebar-item-background--hover)\n\n\n////////////////////////////////////////////////////////////////////////////////\n// Table of contents\n////////////////////////////////////////////////////////////////////////////////\n.toc-drawer\n  background: var(--color-toc-background)\n\n.toc-title\n  color: var(--color-toc-title-text)\n\n.toc-tree\n  border-left: 1px solid var(--color-background-border)\n\n  .reference\n    text-decoration: none // No need for underlines here.\n    color: var(--color-toc-item-text)\n\n  .scroll-current > .reference\n    color: var(--color-toc-item-text--active)\n\n////////////////////////////////////////////////////////////////////////////////\n// Contents\n////////////////////////////////////////////////////////////////////////////////\narticle\n  color: var(--color-content-foreground)\n  background: var(--color-content-background)\n\na\n  text-decoration: underline\n\n  color: var(--color-link)\n  text-decoration-color: var(--color-link-underline)\n\n  &:hover\n    color: var(--color-link--hover)\n    text-decoration-color: var(--color-link-underline--hover)\n  &.muted-link\n    text-decoration: none\n    &:hover\n      text-decoration: underline\n      color: var(--color-link)\n      text-decoration-color: var(--color-link-underline)\n\n.problematic\n  color: var(--color-problematic)\n\n// For items that need to be hidden based on the active theme.\n.only-light\n  display: block !important\n.only-dark\n  display: none !important\n\n@media (prefers-color-scheme: dark)\n  .only-light\n    display: none !important\n  .only-dark\n    display: block !important\n","@import \"normalize.css\";\nbody {\n  color: var(--color-foreground-primary);\n  background: var(--color-background-primary);\n}\n\n.mobile-header .header-center a {\n  color: var(--color-header-text);\n  text-decoration: none;\n}\n\n.announcement {\n  background-color: var(--color-announcement-background);\n  color: var(--color-announcement-text);\n}\n\n.sidebar-drawer {\n  border-right: 1px solid var(--color-sidebar-background-border);\n  background: var(--color-sidebar-background);\n}\n\n.sidebar-brand {\n  color: var(--color-sidebar-brand-text);\n}\n\n.sidebar-search-container {\n  background: var(--color-sidebar-search-background);\n}\n.sidebar-search-container:hover, .sidebar-search-container:focus-within {\n  background: var(--color-sidebar-search-background--focus);\n}\n.sidebar-search-container::before {\n  background-color: var(--color-sidebar-search-icon);\n  mask-image: var(--icon-search);\n}\n\n.sidebar-search {\n  border: none;\n  border-top: 1px solid var(--color-sidebar-search-border);\n  border-bottom: 1px solid var(--color-sidebar-search-border);\n}\n\n.sidebar-tree .icon {\n  color: var(--color-sidebar-link-text);\n}\n.sidebar-tree .reference {\n  text-decoration: none;\n  color: var(--color-sidebar-link-text);\n}\n.sidebar-tree .reference:hover {\n  background: var(--color-sidebar-item-background--hover);\n}\n.sidebar-tree .reference.external::after {\n  color: var(--color-sidebar-link-text);\n}\n.sidebar-tree .caption, .sidebar-tree .caption-text {\n  color: var(--color-sidebar-caption-text);\n}\n.sidebar-tree .toctree-l1 > .reference, .sidebar-tree .toctree-l1 > label .icon {\n  color: var(--color-sidebar-link-text--top-level);\n}\n.sidebar-tree label {\n  background: var(--color-sidebar-item-expander-background);\n}\n.sidebar-tree label:hover {\n  background: var(--color-sidebar-item-expander-background--hover);\n}\n.sidebar-tree .current > .reference {\n  background: var(--color-sidebar-item-background--current);\n}\n.sidebar-tree .current > .reference:hover {\n  background: var(--color-sidebar-item-background--hover);\n}\n\n.toc-drawer {\n  background: var(--color-toc-background);\n}\n\n.toc-title {\n  color: var(--color-toc-title-text);\n}\n\n.toc-tree {\n  border-left: 1px solid var(--color-background-border);\n}\n.toc-tree .reference {\n  text-decoration: none;\n  color: var(--color-toc-item-text);\n}\n.toc-tree .scroll-current > .reference {\n  color: var(--color-toc-item-text--active);\n}\n\narticle {\n  color: var(--color-content-foreground);\n  background: var(--color-content-background);\n}\n\na {\n  text-decoration: underline;\n  color: var(--color-link);\n  text-decoration-color: var(--color-link-underline);\n}\na:hover {\n  color: var(--color-link--hover);\n  text-decoration-color: var(--color-link-underline--hover);\n}\na.muted-link {\n  text-decoration: none;\n}\na.muted-link:hover {\n  text-decoration: underline;\n  color: var(--color-link);\n  text-decoration-color: var(--color-link-underline);\n}\n\n.problematic {\n  color: var(--color-problematic);\n}\n\n.only-light {\n  display: block !important;\n}\n\n.only-dark {\n  display: none !important;\n}\n\n@media (prefers-color-scheme: dark) {\n  .only-light {\n    display: none !important;\n  }\n\n  .only-dark {\n    display: block !important;\n  }\n}\nhtml {\n  font-family: var(--font-stack);\n}\n\npre,\ncode,\nkbd,\nsamp {\n  font-family: var(--font-stack--monospace);\n}\n\nbody {\n  -webkit-font-smoothing: antialiased;\n  -moz-osx-font-smoothing: grayscale;\n}\n\narticle {\n  line-height: 1.5;\n}\n\nh1 {\n  font-size: 2.25rem;\n}\n\nh2 {\n  font-size: 1.75rem;\n}\n\nh3 {\n  font-size: 1.25rem;\n}\n\nh4 {\n  font-size: 1rem;\n}\n\nh5 {\n  font-size: 0.875rem;\n}\n\nh6 {\n  font-size: 0.75rem;\n}\n\nh1,\nh2 {\n  margin-top: 1.5rem;\n  margin-bottom: 1rem;\n  font-weight: 300;\n}\n\nh3 {\n  margin-top: 1.5rem;\n  margin-bottom: 0.75rem;\n  font-weight: 400;\n}\n\nh4,\nh5,\nh6 {\n  text-transform: uppercase;\n  margin-top: 1rem;\n  margin-bottom: 0.5rem;\n  font-weight: 700;\n}\n\np {\n  margin-top: 0.75rem;\n  margin-bottom: 0.75rem;\n}\n\nhr.docutils {\n  height: 1px;\n  padding: 0;\n  margin: 2rem 0;\n  background-color: var(--color-background-border);\n  border: 0;\n}\n\n.centered {\n  text-align: center;\n}\n\n:root {\n  --font-stack: -apple-system, BlinkMacSystemFont, Segoe UI, Helvetica, Arial,\n    sans-serif, Apple Color Emoji, Segoe UI Emoji;\n  --font-stack--monospace: \"SFMono-Regular\", Menlo, Consolas, Monaco,\n    Liberation Mono, Lucida Console, monospace;\n  --font-size--normal: 100%;\n  --font-size--small: 87.5%;\n  --font-size--small--2: 81.25%;\n  --font-size--small--3: 75%;\n  --font-size--small--4: 62.5%;\n  --sidebar-caption-font-size: var(--font-size--small--2);\n  --sidebar-item-font-size: var(--font-size--small);\n  --sidebar-search-input-font-size: var(--font-size--small);\n  --toc-font-size: var(--font-size--small--3);\n  --toc-font-size--mobile: var(--font-size--normal);\n  --toc-title-font-size: var(--font-size--small--4);\n  --admonition-font-size: 0.8125rem;\n  --admonition-title-font-size: 0.8125rem;\n  --code-font-size: var(--font-size--small--2);\n  --header-height: calc(\n    var(--sidebar-item-line-height) + 4 * var(--sidebar-item-spacing-vertical)\n  );\n  --sidebar-tree-space-above: 1.5rem;\n  --sidebar-caption-space-above: 1rem;\n  --sidebar-item-line-height: 1rem;\n  --sidebar-item-spacing-vertical: 0.5rem;\n  --sidebar-item-spacing-horizontal: 1rem;\n  --sidebar-item-height: calc(\n    var(--sidebar-item-line-height) + 2 *var(--sidebar-item-spacing-vertical)\n  );\n  --sidebar-expander-width: var(--sidebar-item-height);\n  --sidebar-search-space-above: 0.5rem;\n  --sidebar-search-input-spacing-vertical: 0.5rem;\n  --sidebar-search-input-spacing-horizontal: 0.5rem;\n  --sidebar-search-input-height: 1rem;\n  --sidebar-search-icon-size: var(--sidebar-search-input-height);\n  --toc-title-padding: 0.25rem 0;\n  --toc-spacing-vertical: 1.5rem;\n  --toc-spacing-horizontal: 1.5rem;\n  --toc-item-spacing-vertical: 0.4rem;\n  --toc-item-spacing-horizontal: 1rem;\n  --icon-search: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\" stroke-width=\"1.5\" stroke=\"currentColor\" fill=\"none\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path stroke=\"none\" d=\"M0 0h24v24H0z\"/><circle cx=\"10\" cy=\"10\" r=\"7\" /><line x1=\"21\" y1=\"21\" x2=\"15\" y2=\"15\" /></svg>');\n  --icon-pencil: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M20.71 7.04c.39-.39.39-1.04 0-1.41l-2.34-2.34c-.37-.39-1.02-.39-1.41 0l-1.84 1.83 3.75 3.75M3 17.25V21h3.75L17.81 9.93l-3.75-3.75L3 17.25z\"/></svg>');\n  --icon-abstract: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M4 5h16v2H4V5m0 4h16v2H4V9m0 4h16v2H4v-2m0 4h10v2H4v-2z\"/></svg>');\n  --icon-info: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M13 9h-2V7h2m0 10h-2v-6h2m-1-9A10 10 0 002 12a10 10 0 0010 10 10 10 0 0010-10A10 10 0 0012 2z\"/></svg>');\n  --icon-flame: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M17.55 11.2c-.23-.3-.5-.56-.76-.82-.65-.6-1.4-1.03-2.03-1.66C13.3 7.26 13 4.85 13.91 3c-.91.23-1.75.75-2.45 1.32-2.54 2.08-3.54 5.75-2.34 8.9.04.1.08.2.08.33 0 .22-.15.42-.35.5-.22.1-.46.04-.64-.12a.83.83 0 01-.15-.17c-1.1-1.43-1.28-3.48-.53-5.12C5.89 10 5 12.3 5.14 14.47c.04.5.1 1 .27 1.5.14.6.4 1.2.72 1.73 1.04 1.73 2.87 2.97 4.84 3.22 2.1.27 4.35-.12 5.96-1.6 1.8-1.66 2.45-4.32 1.5-6.6l-.13-.26c-.2-.46-.47-.87-.8-1.25l.05-.01m-3.1 6.3c-.28.24-.73.5-1.08.6-1.1.4-2.2-.16-2.87-.82 1.19-.28 1.89-1.16 2.09-2.05.17-.8-.14-1.46-.27-2.23-.12-.74-.1-1.37.18-2.06.17.38.37.76.6 1.06.76 1 1.95 1.44 2.2 2.8.04.14.06.28.06.43.03.82-.32 1.72-.92 2.27h.01z\"/></svg>');\n  --icon-question: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M15.07 11.25l-.9.92C13.45 12.89 13 13.5 13 15h-2v-.5c0-1.11.45-2.11 1.17-2.83l1.24-1.26c.37-.36.59-.86.59-1.41a2 2 0 00-2-2 2 2 0 00-2 2H8a4 4 0 014-4 4 4 0 014 4 3.2 3.2 0 01-.93 2.25M13 19h-2v-2h2M12 2A10 10 0 002 12a10 10 0 0010 10 10 10 0 0010-10c0-5.53-4.5-10-10-10z\"/></svg>');\n  --icon-warning: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M13 14h-2v-4h2m0 8h-2v-2h2M1 21h22L12 2 1 21z\"/></svg>');\n  --icon-failure: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M12 2c5.53 0 10 4.47 10 10s-4.47 10-10 10S2 17.53 2 12 6.47 2 12 2m3.59 5L12 10.59 8.41 7 7 8.41 10.59 12 7 15.59 8.41 17 12 13.41 15.59 17 17 15.59 13.41 12 17 8.41 15.59 7z\"/></svg>');\n  --icon-spark: url('data:image/svg+xml;charset=utf-8,<svg xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\"><path d=\"M11.5 20l4.86-9.73H13V4l-5 9.73h3.5V20M12 2c2.75 0 5.1 1 7.05 2.95C21 6.9 22 9.25 22 12s-1 5.1-2.95 7.05C17.1 21 14.75 22 12 22s-5.1-1-7.05-2.95C3 17.1 2 14.75 2 12s1-5.1 2.95-7.05C6.9 3 9.25 2 12 2z\"/></svg>');\n  --icon-admonition-default: var(--icon-abstract);\n  --color-problematic: #b30000;\n  --color-foreground-primary: black;\n  --color-foreground-secondary: #5a5c63;\n  --color-foreground-muted: #72747e;\n  --color-foreground-border: #878787;\n  --color-background-primary: white;\n  --color-background-secondary: #f8f9fb;\n  --color-background-hover: #efeff4ff;\n  --color-background-hover--transparent: #efeff400;\n  --color-background-border: #eeebee;\n  --color-announcement-background: #000000dd;\n  --color-announcement-text: #eeebee;\n  --color-brand-primary: #2962ff;\n  --color-brand-content: #2a5adf;\n  --color-api-overall: var(--color-foreground-muted);\n  --color-api-name: var(--color-brand-content);\n  --color-api-pre-name: var(--color-brand-content);\n  --color-api-paren: var(--color-foreground-secondary);\n  --color-api-keyword: var(--color-problematic);\n  --color-api-highlight-on-target: #ffffcc;\n  --color-inline-code-background: var(--color-background-secondary);\n  --color-highlighted-background: #ddeeff;\n  --color-highlighted-text: var(--color-foreground-primary);\n  --color-guilabel-background: #ddeeff80;\n  --color-guilabel-border: #bedaf580;\n  --color-guilabel-text: var(--color-foreground-primary);\n  --color-admonition-background: transparent;\n  --color-admonition-title: #651fff;\n  --color-admonition-title-background: rgba(101, 31, 255, 0.1);\n  --color-admonition-title--caution: #ff9100;\n  --color-admonition-title-background--caution: rgba(255, 145, 0, 0.1);\n  --color-admonition-title--warning: #ff9100;\n  --color-admonition-title-background--warning: rgba(255, 145, 0, 0.1);\n  --color-admonition-title--danger: #ff5252;\n  --color-admonition-title-background--danger: rgba(255, 82, 82, 0.1);\n  --color-admonition-title--attention: #ff5252;\n  --color-admonition-title-background--attention: rgba(255, 82, 82, 0.1);\n  --color-admonition-title--error: #ff5252;\n  --color-admonition-title-background--error: rgba(255, 82, 82, 0.1);\n  --color-admonition-title--hint: #00c852;\n  --color-admonition-title-background--hint: rgba(0, 200, 82, 0.1);\n  --color-admonition-title--important: #00bfa5;\n  --color-admonition-title-background--important: rgba(0, 191, 165, 0.1);\n  --color-admonition-title--note: #00b0ff;\n  --color-admonition-title-background--note: rgba(0, 176, 255, 0.1);\n  --color-admonition-title--seealso: #448aff;\n  --color-admonition-title-background--seealso: rgba(68, 138, 255, 0.1);\n  --color-admonition-title--tip: #00c852;\n  --color-admonition-title-background--tip: rgba(0, 200, 82, 0.1);\n  --color-admonition-title--admonition-todo: #808080;\n  --color-admonition-title-background--admonition-todo: rgba(128, 128, 128, 0.1);\n  --color-header-background: var(--color-background-primary);\n  --color-header-border: var(--color-background-border);\n  --color-header-text: var(--color-foreground-primary);\n  --color-sidebar-background: var(--color-background-secondary);\n  --color-sidebar-background-border: var(--color-background-border);\n  --color-sidebar-brand-text: var(--color-foreground-primary);\n  --color-sidebar-caption-text: var(--color-foreground-muted);\n  --color-sidebar-link-text: var(--color-foreground-secondary);\n  --color-sidebar-link-text--top-level: var(--color-brand-primary);\n  --color-sidebar-item-background: var(--color-sidebar-background);\n  --color-sidebar-item-background--current: var(\n    --color-sidebar-item-background\n  );\n  --color-sidebar-item-background--hover: linear-gradient(\n    90deg,\n    var(--color-background-hover--transparent) 0%,\n    var(--color-background-hover) var(--sidebar-item-spacing-horizontal),\n    var(--color-background-hover) 100%\n  );\n  --color-sidebar-item-expander-background: transparent;\n  --color-sidebar-item-expander-background--hover: var(\n    --color-background-hover\n  );\n  --color-sidebar-search-text: var(--color-foreground-primary);\n  --color-sidebar-search-background: var(--color-background-secondary);\n  --color-sidebar-search-background--focus: var(--color-background-primary);\n  --color-sidebar-search-border: var(--color-background-border);\n  --color-sidebar-search-icon: var(--color-foreground-muted);\n  --color-toc-background: var(--color-background-primary);\n  --color-toc-title-text: var(--color-foreground-muted);\n  --color-toc-item-text: var(--color-foreground-secondary);\n  --color-toc-item-text--hover: var(--color-foreground-primary);\n  --color-toc-item-text--active: var(--color-brand-primary);\n  --color-content-foreground: var(--color-foreground-primary);\n  --color-content-background: transparent;\n  --color-link: var(--color-brand-content);\n  --color-link--hover: var(--color-brand-content);\n  --color-link-underline: var(--color-background-border);\n  --color-link-underline--hover: var(--color-foreground-border);\n}\n\n@media (prefers-color-scheme: dark) {\n  :root {\n    --color-problematic: #e25050;\n    --color-foreground-primary: #ffffffd9;\n    --color-foreground-secondary: #9ca0a5;\n    --color-foreground-muted: #81868d;\n    --color-foreground-border: #666666;\n    --color-background-primary: #131416;\n    --color-background-secondary: #1a1c1e;\n    --color-background-hover: #1e2124ff;\n    --color-background-hover--transparent: #1e212400;\n    --color-background-border: #303335;\n    --color-announcement-background: #000000dd;\n    --color-announcement-text: #eeebee;\n    --color-brand-primary: #2b8cee;\n    --color-brand-content: #368ce2;\n    --color-highlighted-background: #083563;\n    --color-guilabel-background: #08356380;\n    --color-guilabel-border: #13395f80;\n    --color-api-highlight-on-target: #333300;\n    --color-admonition-background: #18181a;\n  }\n}\nhtml {\n  overflow-x: hidden;\n  overflow-y: scroll;\n}\n\n:not(html):not(body) {\n  scrollbar-width: thin;\n  scrollbar-color: var(--color-foreground-border) transparent;\n}\n:not(html):not(body)::-webkit-scrollbar {\n  width: 0.25rem;\n  height: 0.25rem;\n}\n:not(html):not(body)::-webkit-scrollbar-thumb {\n  background-color: var(--color-foreground-border);\n  border-radius: 0.125rem;\n}\n\nhtml,\nbody {\n  height: 100%;\n}\n\n.page {\n  display: flex;\n  min-height: 100%;\n}\n\n.mobile-header {\n  width: 100%;\n  height: var(--header-height);\n  background-color: var(--color-header-background);\n  color: var(--color-header-text);\n  border-bottom: 1px solid var(--color-header-border);\n  z-index: 10;\n  display: none;\n}\n.mobile-header.scrolled {\n  border-bottom: none;\n  box-shadow: 0 0 0.2rem rgba(0, 0, 0, 0.1), 0 0.2rem 0.4rem rgba(0, 0, 0, 0.2);\n}\n\n.main {\n  display: flex;\n  flex: 1;\n}\n\n.sidebar-drawer {\n  box-sizing: border-box;\n  display: flex;\n  justify-content: flex-end;\n  width: calc((100% - 82em) / 2 + 15em);\n  min-width: 15em;\n}\n\n.sidebar-container,\n.toc-drawer {\n  box-sizing: border-box;\n  width: 15em;\n}\n\n.toc-drawer {\n  padding-right: 1rem;\n}\n\n.sidebar-sticky,\n.toc-sticky {\n  position: sticky;\n  top: 0;\n  height: min(100%, 100vh);\n  height: 100vh;\n  display: flex;\n  flex-direction: column;\n}\n\n.sidebar-scroll,\n.toc-scroll {\n  flex-shrink: 1;\n  overflow: auto;\n  scroll-behavior: smooth;\n}\n\n.content {\n  padding: 0 3em;\n  width: 46em;\n  display: flex;\n  flex-direction: column;\n  justify-content: space-between;\n}\n\n.icon {\n  display: inline-block;\n  height: 1rem;\n  width: 1rem;\n}\n.icon svg {\n  width: 100%;\n  height: 100%;\n}\n\n.announcement {\n  height: var(--header-height);\n  display: flex;\n  align-items: center;\n  overflow-x: auto;\n}\n.announcement + .page {\n  min-height: calc(100% - var(--header-height));\n}\n\n.announcement-content {\n  box-sizing: border-box;\n  padding: 0.5rem;\n  min-width: 100%;\n  white-space: nowrap;\n  text-align: center;\n}\n\n.toc-overlay-icon, .nav-overlay-icon {\n  display: none;\n  cursor: pointer;\n}\n.toc-overlay-icon .icon, .nav-overlay-icon .icon {\n  color: var(--color-foreground-secondary);\n  height: 1.25rem;\n  width: 1.25rem;\n}\n\n.toc-header-icon, .nav-overlay-icon {\n  justify-content: center;\n  align-items: center;\n}\n\n.toc-content-icon {\n  height: 1.5rem;\n  width: 1.5rem;\n  margin-top: 1.5rem;\n  float: right;\n}\n\n.sidebar-toggle {\n  position: absolute;\n  display: none;\n}\n\n.sidebar-toggle[name=__toc] {\n  left: 20px;\n}\n\n.sidebar-toggle:checked {\n  left: 40px;\n}\n\n.overlay {\n  position: fixed;\n  top: 0;\n  width: 0;\n  height: 0;\n  transition: width 0ms, height 0ms, opacity 250ms ease-out;\n  opacity: 0;\n  background-color: rgba(0, 0, 0, 0.54);\n}\n\n.sidebar-overlay {\n  z-index: 20;\n}\n\n.toc-overlay {\n  z-index: 40;\n}\n\n.sidebar-drawer {\n  z-index: 30;\n  transition: left 250ms ease-in-out;\n}\n\n.toc-drawer {\n  z-index: 50;\n  transition: right 250ms ease-in-out;\n}\n\n#__navigation:checked ~ .sidebar-overlay {\n  width: 100%;\n  height: 100%;\n  opacity: 1;\n}\n#__navigation:checked ~ .page .sidebar-drawer {\n  top: 0;\n  left: 0;\n}\n\n#__toc:checked ~ .toc-overlay {\n  width: 100%;\n  height: 100%;\n  opacity: 1;\n}\n#__toc:checked ~ .page .toc-drawer {\n  top: 0;\n  right: 0;\n}\n\n@media (min-width: 97em) {\n  html {\n    font-size: 110%;\n  }\n}\n@media (max-width: 82em) {\n  .toc-content-icon {\n    display: flex;\n  }\n\n  .toc-drawer {\n    position: fixed;\n    height: 100vh;\n    top: 0;\n    right: -15em;\n    border-left: 1px solid var(--color-background-muted);\n  }\n\n  .toc-tree {\n    border-left: none;\n    font-size: var(--toc-font-size--mobile);\n  }\n\n  .sidebar-drawer {\n    width: calc((100% - 67em) / 2 + 15em);\n  }\n}\n@media (max-width: 67em) {\n  .nav-overlay-icon {\n    display: flex;\n  }\n\n  .sidebar-drawer {\n    position: fixed;\n    height: 100vh;\n    width: 15em;\n    top: 0;\n    left: -15em;\n  }\n\n  .toc-header-icon {\n    display: flex;\n  }\n\n  .toc-content-icon {\n    display: none;\n  }\n\n  .mobile-header {\n    position: sticky;\n    top: 0;\n    display: flex;\n    justify-content: space-between;\n    align-items: center;\n  }\n  .mobile-header .header-left,\n.mobile-header .header-right {\n    display: flex;\n    height: var(--header-height);\n    width: var(--header-height);\n  }\n  .mobile-header .header-left label,\n.mobile-header .header-right label {\n    height: 100%;\n    width: 100%;\n  }\n\n  :target {\n    scroll-margin-top: var(--header-height);\n  }\n\n  .page {\n    flex-direction: column;\n    justify-content: center;\n  }\n\n  .content {\n    margin-left: auto;\n    margin-right: auto;\n  }\n}\n@media (max-width: 52em) {\n  .content {\n    width: 100%;\n    overflow-x: auto;\n  }\n}\n@media (max-width: 46em) {\n  .content {\n    padding: 0 1em;\n  }\n\n  article div.sidebar {\n    float: none;\n    width: 100%;\n    margin: 1rem 0;\n  }\n}\n.admonition {\n  margin: 1rem auto;\n  padding: 0 0.5rem 0.5rem 0.5rem;\n  background: var(--color-admonition-background);\n  border-radius: 0.2rem;\n  border-left: 0.2rem solid var(--color-admonition-title);\n  box-shadow: 0 0.2rem 0.5rem rgba(0, 0, 0, 0.05), 0 0 0.0625rem rgba(0, 0, 0, 0.1);\n  font-size: var(--admonition-font-size);\n  overflow: hidden;\n  page-break-inside: avoid;\n}\n.admonition > :nth-child(2) {\n  margin-top: 0;\n}\n.admonition > :last-child {\n  margin-bottom: 0;\n}\n.admonition p.admonition-title {\n  position: relative;\n  margin: 0 -0.5rem 0.5rem;\n  padding: 0.5rem 0.5rem 0.5rem 2rem;\n  font-weight: 500;\n  font-size: var(--admonition-title-font-size);\n  background-color: var(--color-admonition-title-background);\n  line-height: 1.3;\n}\n.admonition p.admonition-title::before {\n  content: \"\";\n  position: absolute;\n  left: 0.5rem;\n  width: 1rem;\n  height: 1rem;\n  background-color: var(--color-admonition-title);\n  mask-image: var(--icon-admonition-default);\n  mask-repeat: no-repeat;\n}\n.admonition.caution {\n  border-left-color: var(--color-admonition-title--caution);\n}\n.admonition.caution > .admonition-title {\n  background-color: var(--color-admonition-title-background--caution);\n}\n.admonition.caution > .admonition-title::before {\n  background-color: var(--color-admonition-title--caution);\n  mask-image: var(--icon-spark);\n}\n.admonition.warning {\n  border-left-color: var(--color-admonition-title--warning);\n}\n.admonition.warning > .admonition-title {\n  background-color: var(--color-admonition-title-background--warning);\n}\n.admonition.warning > .admonition-title::before {\n  background-color: var(--color-admonition-title--warning);\n  mask-image: var(--icon-warning);\n}\n.admonition.danger {\n  border-left-color: var(--color-admonition-title--danger);\n}\n.admonition.danger > .admonition-title {\n  background-color: var(--color-admonition-title-background--danger);\n}\n.admonition.danger > .admonition-title::before {\n  background-color: var(--color-admonition-title--danger);\n  mask-image: var(--icon-spark);\n}\n.admonition.attention {\n  border-left-color: var(--color-admonition-title--attention);\n}\n.admonition.attention > .admonition-title {\n  background-color: var(--color-admonition-title-background--attention);\n}\n.admonition.attention > .admonition-title::before {\n  background-color: var(--color-admonition-title--attention);\n  mask-image: var(--icon-warning);\n}\n.admonition.error {\n  border-left-color: var(--color-admonition-title--error);\n}\n.admonition.error > .admonition-title {\n  background-color: var(--color-admonition-title-background--error);\n}\n.admonition.error > .admonition-title::before {\n  background-color: var(--color-admonition-title--error);\n  mask-image: var(--icon-failure);\n}\n.admonition.hint {\n  border-left-color: var(--color-admonition-title--hint);\n}\n.admonition.hint > .admonition-title {\n  background-color: var(--color-admonition-title-background--hint);\n}\n.admonition.hint > .admonition-title::before {\n  background-color: var(--color-admonition-title--hint);\n  mask-image: var(--icon-question);\n}\n.admonition.important {\n  border-left-color: var(--color-admonition-title--important);\n}\n.admonition.important > .admonition-title {\n  background-color: var(--color-admonition-title-background--important);\n}\n.admonition.important > .admonition-title::before {\n  background-color: var(--color-admonition-title--important);\n  mask-image: var(--icon-flame);\n}\n.admonition.note {\n  border-left-color: var(--color-admonition-title--note);\n}\n.admonition.note > .admonition-title {\n  background-color: var(--color-admonition-title-background--note);\n}\n.admonition.note > .admonition-title::before {\n  background-color: var(--color-admonition-title--note);\n  mask-image: var(--icon-pencil);\n}\n.admonition.seealso {\n  border-left-color: var(--color-admonition-title--seealso);\n}\n.admonition.seealso > .admonition-title {\n  background-color: var(--color-admonition-title-background--seealso);\n}\n.admonition.seealso > .admonition-title::before {\n  background-color: var(--color-admonition-title--seealso);\n  mask-image: var(--icon-info);\n}\n.admonition.tip {\n  border-left-color: var(--color-admonition-title--tip);\n}\n.admonition.tip > .admonition-title {\n  background-color: var(--color-admonition-title-background--tip);\n}\n.admonition.tip > .admonition-title::before {\n  background-color: var(--color-admonition-title--tip);\n  mask-image: var(--icon-info);\n}\n.admonition.admonition-todo {\n  border-left-color: var(--color-admonition-title--admonition-todo);\n}\n.admonition.admonition-todo > .admonition-title {\n  background-color: var(--color-admonition-title-background--admonition-todo);\n}\n.admonition.admonition-todo > .admonition-title::before {\n  background-color: var(--color-admonition-title--admonition-todo);\n  mask-image: var(--icon-pencil);\n}\n\n.admonition-todo > .admonition-title {\n  text-transform: uppercase;\n}\n\ndl.py dd, dl.cpp dd, dl.c dd, dl.js dd {\n  margin-left: 2rem;\n}\ndl.py dd > :first-child, dl.cpp dd > :first-child, dl.c dd > :first-child, dl.js dd > :first-child {\n  margin-top: 0.125rem;\n}\ndl.py dd > :last-child, dl.cpp dd > :last-child, dl.c dd > :last-child, dl.js dd > :last-child {\n  margin-bottom: 1.25rem;\n}\ndl.py .field-list, dl.cpp .field-list, dl.c .field-list, dl.js .field-list {\n  margin-bottom: 0.75rem;\n}\ndl.py .field-list dt, dl.cpp .field-list dt, dl.c .field-list dt, dl.js .field-list dt {\n  text-transform: uppercase;\n  font-size: var(--font-size--small);\n}\ndl.py .field-list dd:empty, dl.cpp .field-list dd:empty, dl.c .field-list dd:empty, dl.js .field-list dd:empty {\n  margin-bottom: 0.5rem;\n}\ndl.py .field-list dd > ul, dl.cpp .field-list dd > ul, dl.c .field-list dd > ul, dl.js .field-list dd > ul {\n  margin-left: -1.2rem;\n}\ndl.py .field-list dd > ul > li > p:nth-child(2), dl.cpp .field-list dd > ul > li > p:nth-child(2), dl.c .field-list dd > ul > li > p:nth-child(2), dl.js .field-list dd > ul > li > p:nth-child(2) {\n  margin-top: 0;\n}\ndl.py .field-list dd > ul > li > p + p:last-child:empty, dl.cpp .field-list dd > ul > li > p + p:last-child:empty, dl.c .field-list dd > ul > li > p + p:last-child:empty, dl.js .field-list dd > ul > li > p + p:last-child:empty {\n  margin-top: 0;\n  margin-bottom: 0;\n}\ndl.py > dt, dl.cpp > dt, dl.c > dt, dl.js > dt {\n  color: var(--color-api-overall);\n}\ndl.py > dt:target, dl.cpp > dt:target, dl.c > dt:target, dl.js > dt:target {\n  background-color: var(--color-api-highlight-on-target);\n}\n\ndl.class > dt,\ndl.function > dt,\ndl.method > dt,\ndl.enum > dt,\ndl.enum-class > dt,\ndl.enum-struct > dt,\ndl.type > dt,\ndl.exception > dt {\n  padding-left: 3em;\n  text-indent: -3em;\n}\ndl.class > dt .property,\ndl.function > dt .property,\ndl.method > dt .property,\ndl.enum > dt .property,\ndl.enum-class > dt .property,\ndl.enum-struct > dt .property,\ndl.type > dt .property,\ndl.exception > dt .property {\n  color: var(--color-api-keyword);\n  padding-right: 0.25rem;\n}\ndl.class > dt code.sig-name.descname + a.reference.internal,\ndl.class > dt span.sig-paren + a.reference.internal,\ndl.class > dt > span.pre + a.reference.internal,\ndl.function > dt code.sig-name.descname + a.reference.internal,\ndl.function > dt span.sig-paren + a.reference.internal,\ndl.function > dt > span.pre + a.reference.internal,\ndl.method > dt code.sig-name.descname + a.reference.internal,\ndl.method > dt span.sig-paren + a.reference.internal,\ndl.method > dt > span.pre + a.reference.internal,\ndl.enum > dt code.sig-name.descname + a.reference.internal,\ndl.enum > dt span.sig-paren + a.reference.internal,\ndl.enum > dt > span.pre + a.reference.internal,\ndl.enum-class > dt code.sig-name.descname + a.reference.internal,\ndl.enum-class > dt span.sig-paren + a.reference.internal,\ndl.enum-class > dt > span.pre + a.reference.internal,\ndl.enum-struct > dt code.sig-name.descname + a.reference.internal,\ndl.enum-struct > dt span.sig-paren + a.reference.internal,\ndl.enum-struct > dt > span.pre + a.reference.internal,\ndl.type > dt code.sig-name.descname + a.reference.internal,\ndl.type > dt span.sig-paren + a.reference.internal,\ndl.type > dt > span.pre + a.reference.internal,\ndl.exception > dt code.sig-name.descname + a.reference.internal,\ndl.exception > dt span.sig-paren + a.reference.internal,\ndl.exception > dt > span.pre + a.reference.internal {\n  width: 3.5rem;\n  float: right;\n  font-size: var(--font-size--small);\n}\n\n.sig-name {\n  font-weight: bold;\n  color: var(--color-api-name);\n}\n\n.sig-prename {\n  color: var(--color-api-pre-name);\n}\n\n.sig-paren {\n  color: var(--color-api-paren);\n}\n\n.sig-param {\n  font-style: normal;\n}\n\n.versionmodified {\n  font-style: italic;\n}\n\ndiv.versionadded p, div.versionchanged p, div.deprecated p {\n  margin-top: 0.125rem;\n  margin-bottom: 0.125rem;\n}\n\n.viewcode-link, .viewcode-back {\n  float: right;\n  text-align: right;\n}\n\narticle p.caption,\ntable > caption,\n.code-block-caption {\n  font-size: var(--font-size--small);\n  text-align: center;\n}\n\n.toctree-wrapper.compound .caption, .toctree-wrapper.compound :not(.caption) > .caption-text {\n  font-size: var(--font-size--small);\n  text-transform: uppercase;\n  text-align: initial;\n  margin-bottom: 0;\n}\n.toctree-wrapper.compound > ul {\n  margin-top: 0;\n  margin-bottom: 0;\n}\n\ncode.literal {\n  background: var(--color-inline-code-background);\n  border-radius: 0.2em;\n  font-size: var(--font-size--small--2);\n  padding: 0.1em 0.2em;\n}\n\narticle div[class*=\" highlight-\"],\narticle div[class^=highlight-] {\n  margin: 1em 0;\n  display: flex;\n}\n\npre {\n  margin: 0;\n  padding: 0;\n}\narticle pre {\n  line-height: 1.5;\n}\npre.literal-block, .highlight pre {\n  font-size: var(--code-font-size);\n  padding: 0.625rem 0.875rem;\n  overflow: auto;\n}\npre.literal-block {\n  margin-top: 1rem;\n  margin-bottom: 1rem;\n  border-radius: 0.2rem;\n  background-color: var(--color-code-background);\n  color: var(--color-code-foreground);\n}\n\n.highlight {\n  width: 100%;\n  border-radius: 0.2rem;\n}\n\n.highlighttable {\n  width: 100%;\n  display: block;\n}\n.highlighttable tbody {\n  display: block;\n}\n.highlighttable tr {\n  display: flex;\n}\n.highlighttable td.linenos {\n  background-color: var(--color-code-background);\n  color: var(--color-code-foreground);\n  padding: 0.625rem 0.875rem;\n  padding-right: 0;\n  border-top-left-radius: 0.2rem;\n  border-bottom-left-radius: 0.2rem;\n}\n.highlighttable .linenodiv {\n  font-size: var(--code-font-size);\n  padding-right: 0.5rem;\n  box-shadow: -0.0625rem 0 var(--color-code-foreground) inset;\n  opacity: 0.5;\n}\n.highlighttable td.code {\n  padding: 0;\n  display: block;\n  flex: 1;\n  overflow: hidden;\n}\n.highlighttable td.code .highlight {\n  border-top-left-radius: 0;\n  border-bottom-left-radius: 0;\n}\n\n.footnote-reference {\n  font-size: var(--font-size--small--4);\n  vertical-align: super;\n}\n\ndl.footnote {\n  font-size: var(--font-size--small);\n  color: var(--color-foreground-secondary);\n  display: grid;\n  grid-template-columns: max-content auto;\n}\ndl.footnote dt {\n  margin: 0;\n}\ndl.footnote dt > .fn-backref {\n  margin-left: 0.25rem;\n}\ndl.footnote dt:after {\n  content: \":\";\n}\ndl.footnote dt .brackets:before {\n  content: \"[\";\n}\ndl.footnote dt .brackets:after {\n  content: \"]\";\n}\n\nimg {\n  box-sizing: border-box;\n  max-width: 100%;\n  height: auto;\n}\n\narticle .figure {\n  border-radius: 0.2rem;\n  padding: 0.5rem;\n}\narticle .figure :last-child {\n  margin-bottom: 0;\n}\narticle .align-left {\n  float: left;\n  clear: left;\n  margin: 0 1rem 1rem;\n}\narticle .align-right {\n  float: right;\n  clear: right;\n  margin: 0 1rem 1rem;\n}\narticle .align-center, article .figure.align-default,\narticle .legend .align-default {\n  text-align: center;\n  margin-left: auto;\n  margin-right: auto;\n}\narticle .figure.align-default,\narticle .legend .align-default {\n  display: block;\n}\n\n.genindex-jumpbox, .domainindex-jumpbox {\n  border-top: 1px solid var(--color-background-border);\n  border-bottom: 1px solid var(--color-background-border);\n  padding: 0.25rem;\n}\n\n.genindex-section h2, .domainindex-section h2 {\n  margin-top: 0.75rem;\n  margin-bottom: 0.5rem;\n}\n.genindex-section ul, .domainindex-section ul {\n  margin-top: 0;\n  margin-bottom: 0;\n}\n\nul,\nol {\n  padding-left: 1.2rem;\n  margin-top: 1rem;\n  margin-bottom: 1rem;\n}\nul li > p:first-child,\nol li > p:first-child {\n  margin-top: 0.25rem;\n  margin-bottom: 0.25rem;\n}\nul li > p:last-child,\nol li > p:last-child {\n  margin-top: 0.25rem;\n}\nul li > ul,\nul li > ol,\nol li > ul,\nol li > ol {\n  margin-top: 0.5rem;\n  margin-bottom: 0.5rem;\n}\n\n.simple li > ul,\n.simple li > ol,\n.toctree-wrapper li > ul,\n.toctree-wrapper li > ol {\n  margin-top: 0;\n  margin-bottom: 0;\n}\n\n.field-list dt,\n.option-list dt,\ndl:not([class]) dt,\ndl.simple dt,\ndl.footnote dt,\ndl.glossary dt {\n  font-weight: 500;\n  margin-top: 0.25rem;\n}\n.field-list dt + dt,\n.option-list dt + dt,\ndl:not([class]) dt + dt,\ndl.simple dt + dt,\ndl.footnote dt + dt,\ndl.glossary dt + dt {\n  margin-top: 0;\n}\n.field-list dt .classifier::before,\n.option-list dt .classifier::before,\ndl:not([class]) dt .classifier::before,\ndl.simple dt .classifier::before,\ndl.footnote dt .classifier::before,\ndl.glossary dt .classifier::before {\n  content: \":\";\n  margin-left: 0.2rem;\n  margin-right: 0.2rem;\n}\n.field-list dd > p:first-child,\n.field-list dd ul,\n.option-list dd > p:first-child,\n.option-list dd ul,\ndl:not([class]) dd > p:first-child,\ndl:not([class]) dd ul,\ndl.simple dd > p:first-child,\ndl.simple dd ul,\ndl.footnote dd > p:first-child,\ndl.footnote dd ul,\ndl.glossary dd > p:first-child,\ndl.glossary dd ul {\n  margin-top: 0.125rem;\n}\n.field-list dd ul,\n.option-list dd ul,\ndl:not([class]) dd ul,\ndl.simple dd ul,\ndl.footnote dd ul,\ndl.glossary dd ul {\n  margin-bottom: 0.125rem;\n}\n\n.math-wrapper {\n  width: 100%;\n  overflow-x: auto;\n}\n\nabbr[title] {\n  cursor: help;\n}\n\nkbd:not(.compound) {\n  margin: 0 0.2rem;\n  padding: 0 0.2rem;\n  border-radius: 0.2rem;\n  border: 1px solid var(--color-foreground-border);\n  color: var(--color-foreground-primary);\n  vertical-align: text-bottom;\n  font-size: var(--font-size--small--3);\n  display: inline-block;\n  box-shadow: 0 0.0625rem 0 rgba(0, 0, 0, 0.2), inset 0 0 0 0.125rem var(--color-background-primary);\n  background-color: var(--color-background-secondary);\n}\n\nblockquote {\n  border-left: 1px solid var(--color-foreground-border);\n  font-style: italic;\n  margin-left: 0.5rem;\n  margin-right: 0.5rem;\n  padding: 0.5rem 1rem;\n}\n\n.reference img {\n  vertical-align: middle;\n}\n\nh1 > .headerlink,\nh2 > .headerlink,\nh3 > .headerlink,\nh4 > .headerlink,\nh5 > .headerlink,\nh6 > .headerlink,\ndl dt > .headerlink,\np.caption > .headerlink,\ntable > caption > .headerlink,\n.code-block-caption > .headerlink {\n  font-weight: 100;\n  margin-left: 0.5rem;\n  visibility: hidden;\n  text-decoration: none;\n}\nh1:hover > .headerlink,\nh2:hover > .headerlink,\nh3:hover > .headerlink,\nh4:hover > .headerlink,\nh5:hover > .headerlink,\nh6:hover > .headerlink,\ndl dt:hover > .headerlink,\np.caption:hover > .headerlink,\ntable > caption:hover > .headerlink,\n.code-block-caption:hover > .headerlink {\n  visibility: visible;\n}\n\n:target > h1:first-child > .headerlink,\n:target > h2:first-child > .headerlink,\n:target > h3:first-child > .headerlink,\n:target > h4:first-child > .headerlink,\n:target > h5:first-child > .headerlink,\n:target > h6:first-child > .headerlink {\n  visibility: visible;\n}\n\np.rubric {\n  text-transform: uppercase;\n  font-size: var(--font-size--small);\n}\n\narticle .sidebar {\n  float: right;\n  clear: right;\n  width: 30%;\n  margin-left: 1rem;\n  margin-right: 0;\n  border-radius: 0.2rem;\n  background-color: var(--color-background-secondary);\n  border: var(--color-background-border) 1px solid;\n}\narticle .sidebar > * {\n  padding-left: 1rem;\n  padding-right: 1rem;\n}\narticle .sidebar .sidebar-title {\n  margin: 0;\n  padding: 0.5rem 1rem;\n  border-bottom: var(--color-background-border) 1px solid;\n  font-weight: 500;\n}\n\n.table-wrapper {\n  width: 100%;\n  overflow-x: auto;\n  margin-top: 1rem;\n  margin-bottom: 0.5rem;\n  padding: 0.2rem 0.2rem 0.75rem;\n}\n\ntable.docutils {\n  border-radius: 0.2rem;\n  border-spacing: 0;\n  border-collapse: collapse;\n  box-shadow: 0 0.2rem 0.5rem rgba(0, 0, 0, 0.05), 0 0 0.0625rem rgba(0, 0, 0, 0.1);\n}\ntable.docutils th {\n  background: var(--color-background-secondary);\n}\ntable.docutils td,\ntable.docutils th {\n  padding: 0 0.25rem;\n  border-left: 1px solid var(--color-background-border);\n  border-right: 1px solid var(--color-background-border);\n  border-bottom: 1px solid var(--color-background-border);\n}\ntable.docutils td p,\ntable.docutils th p {\n  margin: 0.25rem;\n}\ntable.docutils td:first-child,\ntable.docutils th:first-child {\n  border-left: none;\n}\ntable.docutils td:last-child,\ntable.docutils th:last-child {\n  border-right: none;\n}\n\n.guilabel {\n  background-color: var(--color-guilabel-background);\n  border: 1px solid var(--color-guilabel-border);\n  color: var(--color-guilabel-text);\n  padding: 0 0.3em;\n  border-radius: 0.5em;\n  font-size: 0.9em;\n}\n\nfooter {\n  font-size: var(--font-size--small);\n  display: flex;\n  flex-direction: column;\n  margin-top: 2rem;\n}\n\n.related-information {\n  margin-top: 1rem;\n  padding: 0.75rem;\n  padding-bottom: 1rem;\n  border-top: 1px solid var(--color-background-border);\n  line-height: 1.5;\n  color: var(--color-foreground-secondary);\n}\n\n.related-pages a {\n  display: flex;\n  align-items: center;\n  text-decoration: none;\n}\n.related-pages a:hover .page-info .title {\n  text-decoration: underline;\n  color: var(--color-link);\n  text-decoration-color: var(--color-link-underline);\n}\n.related-pages a svg,\n.related-pages a svg > use {\n  flex-shrink: 0;\n  color: var(--color-foreground-border);\n  width: 0.75rem;\n  height: 0.75rem;\n  margin: 0 0.5rem;\n}\n.related-pages a.next-page {\n  max-width: 50%;\n  float: right;\n  clear: right;\n  text-align: right;\n}\n.related-pages a.prev-page {\n  max-width: 50%;\n  float: left;\n  clear: left;\n}\n.related-pages a.prev-page svg {\n  transform: rotate(180deg);\n}\n\n.page-info {\n  display: flex;\n  flex-direction: column;\n}\n.next-page .page-info {\n  align-items: flex-end;\n}\n.page-info .context {\n  display: flex;\n  align-items: center;\n  padding-bottom: 0.1rem;\n  color: var(--color-foreground-muted);\n  font-size: var(--font-size--small);\n  text-decoration: none;\n}\n\nul.search {\n  padding-left: 0;\n  list-style: none;\n}\nul.search li {\n  padding: 1rem 0;\n  border-bottom: 1px solid var(--color-background-border);\n}\n\n.highlighted {\n  background-color: var(--color-highlighted-background);\n  color: var(--color-highlighted-text);\n}\n\n.sidebar-brand {\n  display: flex;\n  flex-direction: column;\n  flex-shrink: 0;\n  padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal);\n  text-decoration: none;\n}\n\n.sidebar-brand-text {\n  overflow-wrap: break-word;\n  margin: var(--sidebar-item-spacing-vertical) 0;\n  font-size: 1.5rem;\n}\n\n.sidebar-logo-container {\n  margin: var(--sidebar-item-spacing-vertical) 0;\n}\n\n.sidebar-logo {\n  margin: 0 auto;\n  display: block;\n  max-width: 100%;\n}\n\n.sidebar-search-container {\n  display: flex;\n  align-items: center;\n  margin-top: var(--sidebar-search-space-above);\n  position: relative;\n}\n.sidebar-search-container::before {\n  content: \"\";\n  position: absolute;\n  left: var(--sidebar-item-spacing-horizontal);\n  width: var(--sidebar-search-icon-size);\n  height: var(--sidebar-search-icon-size);\n}\n\n.sidebar-search {\n  box-sizing: border-box;\n  padding-top: var(--sidebar-search-input-spacing-vertical);\n  padding-bottom: var(--sidebar-search-input-spacing-vertical);\n  padding-right: var(--sidebar-search-input-spacing-horizontal);\n  padding-left: calc(var(--sidebar-item-spacing-horizontal) + var(--sidebar-search-input-spacing-horizontal) + var(--sidebar-search-icon-size));\n  width: 100%;\n  color: var(--color-sidebar-search-foreground);\n  background: transparent;\n  z-index: 10;\n}\n.sidebar-search:focus {\n  outline: none;\n}\n.sidebar-search::placeholder {\n  font-size: var(--sidebar-search-input-font-size);\n}\n\n.sidebar-tree {\n  font-size: var(--sidebar-item-font-size);\n  margin-top: var(--sidebar-tree-space-above);\n  margin-bottom: var(--sidebar-item-spacing-vertical);\n}\n.sidebar-tree ul {\n  padding: 0;\n  margin-top: 0;\n  margin-bottom: 0;\n  display: flex;\n  flex-direction: column;\n  list-style: none;\n}\n.sidebar-tree li {\n  position: relative;\n  margin: 0;\n}\n.sidebar-tree li > ul {\n  margin-left: var(--sidebar-item-spacing-horizontal);\n}\n.sidebar-tree .reference {\n  box-sizing: border-box;\n  display: inline-block;\n  line-height: var(--sidebar-item-line-height);\n  height: 100%;\n  width: 100%;\n  padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal);\n}\n.sidebar-tree .reference.external::after {\n  content: url('data:image/svg+xml,<svg width=\"12\" height=\"12\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\" stroke-width=\"1.5\" stroke=\"%23607D8B\" fill=\"none\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path stroke=\"none\" d=\"M0 0h24v24H0z\"/><path d=\"M11 7h-5a2 2 0 0 0 -2 2v9a2 2 0 0 0 2 2h9a2 2 0 0 0 2 -2v-5\" /><line x1=\"10\" y1=\"14\" x2=\"20\" y2=\"4\" /><polyline points=\"15 4 20 4 20 9\" /></svg>');\n  margin: 0 0.25rem;\n  vertical-align: middle;\n}\n.sidebar-tree .current-page > .reference {\n  font-weight: bold;\n}\n.sidebar-tree label {\n  position: absolute;\n  top: 0;\n  right: 0;\n  height: var(--sidebar-item-height);\n  width: var(--sidebar-expander-width);\n  cursor: pointer;\n  display: flex;\n  justify-content: center;\n  align-items: center;\n}\n.sidebar-tree .caption, .sidebar-tree :not(.caption) > .caption-text {\n  font-size: var(--sidebar-caption-font-size);\n  font-weight: bold;\n  text-transform: uppercase;\n  margin: var(--sidebar-caption-space-above) 0 0 0;\n  padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal);\n}\n.sidebar-tree li.has-children > .reference {\n  padding-right: var(--sidebar-expander-width);\n}\n\n.toctree-checkbox {\n  position: absolute;\n  display: none;\n}\n\n.toctree-checkbox ~ ul {\n  display: none;\n}\n.toctree-checkbox ~ label .icon svg {\n  transform: rotate(90deg);\n}\n\n.toctree-checkbox:checked ~ ul {\n  display: block;\n}\n.toctree-checkbox:checked ~ label .icon svg {\n  transform: rotate(-90deg);\n}\n\n.toc-title-container {\n  padding: var(--toc-title-padding);\n  padding-top: var(--toc-spacing-vertical);\n}\n\n.toc-title {\n  font-size: var(--toc-title-font-size);\n  padding-left: var(--toc-spacing-horizontal);\n  text-transform: uppercase;\n}\n\n.no-toc {\n  display: none;\n}\n\n.toc-tree-container {\n  padding-bottom: var(--toc-spacing-vertical);\n}\n\n.toc-tree {\n  font-size: var(--toc-font-size);\n  line-height: 1.3;\n  padding-left: calc(var(--toc-spacing-horizontal) - var(--toc-item-spacing-horizontal));\n}\n.toc-tree > ul > li:first-child {\n  padding-top: 0;\n}\n.toc-tree > ul > li:first-child > ul {\n  padding-left: 0;\n}\n.toc-tree > ul > li:first-child > a {\n  display: none;\n}\n.toc-tree ul {\n  list-style-type: none;\n  margin-top: 0;\n  margin-bottom: 0;\n  padding-left: var(--toc-item-spacing-horizontal);\n}\n.toc-tree li {\n  padding-top: var(--toc-item-spacing-vertical);\n}\n.toc-tree li .reference {\n  word-break: break-word;\n  text-decoration: none;\n}\n.toc-tree li.scroll-current > .reference {\n  font-weight: bold;\n}\n\n.toc-scroll {\n  max-height: 100vh;\n  overflow-y: scroll;\n}\n\n.contents:not(.this-will-duplicate-information-and-it-is-still-useful-here) {\n  color: var(--color-problematic);\n  background: rgba(255, 0, 0, 0.25);\n}\n.contents:not(.this-will-duplicate-information-and-it-is-still-useful-here)::before {\n  content: \"ERROR: Adding a table of contents in Furo-based documentation is unnecessary, and does not work well with existing styling. Add a 'this-will-duplicate-information-and-it-is-still-useful-here' class, if you want an escape hatch.\";\n}","// This file contains the styling for making the content throughout the page,\n// including fonts, paragraphs, headings and spacing among these elements.\n\nhtml\n  font-family: var(--font-stack)\npre,\ncode,\nkbd,\nsamp\n  font-family: var(--font-stack--monospace)\n\n// Make fonts look slightly nicer.\nbody\n  -webkit-font-smoothing: antialiased\n  -moz-osx-font-smoothing: grayscale\n\n// Line height from Bootstrap 4.1\narticle\n  line-height: 1.5\n\n//\n// Headings\n//\nh1\n  font-size: 2.25rem\nh2\n  font-size: 1.75rem\nh3\n  font-size: 1.25rem\nh4\n  font-size: 1rem\nh5\n  font-size: 0.875rem\nh6\n  font-size: 0.75rem\n\n// Main headings\nh1,\nh2\n  margin-top: 1.5rem\n  margin-bottom: 1rem\n  font-weight: 300\n\nh3\n  margin-top: 1.5rem\n  margin-bottom: 0.75rem\n  font-weight: 400\n\n// You're in-too-deep headings\nh4,\nh5,\nh6\n  text-transform: uppercase\n  margin-top: 1rem\n  margin-bottom: 0.5rem\n  font-weight: 700\n\n// Paragraph\np\n  margin-top: 0.75rem\n  margin-bottom: 0.75rem\n\n// Horizontal rules\nhr.docutils\n  height: 1px\n  padding: 0\n  margin: 2rem 0\n  background-color: var(--color-background-border)\n  border: 0\n\n.centered\n  text-align: center\n","// This file defines all the knobs that can be tweaked by end users.\n\n// Overall Layout Variables\n//\n// These are set here, since CSS variables can't be used in media queries,\n// which is where these would be used.\n$content-padding: 3em;\n$content-padding--small: 1em;\n$content-width: 46em;\n$sidebar-width: 15em;\n$full-width: $content-width + 2 * ($content-padding + $sidebar-width);\n\n// Admonitions\n//\n// Structure of these: (color, key-in-$icons).\n// The colors are translated into CSS variables below, and icons are used for\n// the declarations.\n$admonition-default: #651fff \"abstract\";\n$admonitions: (\n  // Each of these has an reST directives for it.\n  \"caution\": #ff9100 \"spark\",\n  \"warning\": #ff9100 \"warning\",\n  \"danger\": #ff5252 \"spark\",\n  \"attention\": #ff5252 \"warning\",\n  \"error\": #ff5252 \"failure\",\n  \"hint\": #00c852 \"question\",\n  \"important\": #00bfa5 \"flame\",\n  \"note\": #00b0ff \"pencil\",\n  \"seealso\": #448aff \"info\",\n  \"tip\": #00c852 \"info\",\n  \"admonition-todo\": #808080 \"pencil\"\n);\n\n:root {\n  //////////////////////////////////////////////////////////////////////////////\n  // Fonts\n  //////////////////////////////////////////////////////////////////////////////\n  // These are adapted from https://systemfontstack.com/\n  --font-stack: -apple-system, BlinkMacSystemFont, Segoe UI, Helvetica, Arial,\n    sans-serif, Apple Color Emoji, Segoe UI Emoji;\n  --font-stack--monospace: \"SFMono-Regular\", Menlo, Consolas, Monaco,\n    Liberation Mono, Lucida Console, monospace;\n\n  --font-size--normal: 100%;\n  --font-size--small: 87.5%;\n  --font-size--small--2: 81.25%;\n  --font-size--small--3: 75%;\n  --font-size--small--4: 62.5%;\n\n  // Sidebar\n  --sidebar-caption-font-size: var(--font-size--small--2);\n  --sidebar-item-font-size: var(--font-size--small);\n  --sidebar-search-input-font-size: var(--font-size--small);\n\n  // Table of Contents\n  --toc-font-size: var(--font-size--small--3);\n  --toc-font-size--mobile: var(--font-size--normal);\n  --toc-title-font-size: var(--font-size--small--4);\n\n  // Admonitions\n  --admonition-font-size: 0.8125rem;\n  --admonition-title-font-size: 0.8125rem;\n\n  // Code\n  --code-font-size: var(--font-size--small--2);\n\n  //////////////////////////////////////////////////////////////////////////////\n  // Spacing\n  //////////////////////////////////////////////////////////////////////////////\n  --header-height: calc(\n    var(--sidebar-item-line-height) + 4 * #{var(--sidebar-item-spacing-vertical)}\n  );\n\n  // Sidebar\n  --sidebar-tree-space-above: 1.5rem;\n  --sidebar-caption-space-above: 1rem;\n\n  --sidebar-item-line-height: 1rem;\n  --sidebar-item-spacing-vertical: 0.5rem;\n  --sidebar-item-spacing-horizontal: 1rem;\n  --sidebar-item-height: calc(\n    var(--sidebar-item-line-height) + 2 *#{var(--sidebar-item-spacing-vertical)}\n  );\n\n  --sidebar-expander-width: var(--sidebar-item-height); // be square\n\n  --sidebar-search-space-above: 0.5rem;\n  --sidebar-search-input-spacing-vertical: 0.5rem;\n  --sidebar-search-input-spacing-horizontal: 0.5rem;\n  --sidebar-search-input-height: 1rem;\n  --sidebar-search-icon-size: var(--sidebar-search-input-height);\n\n  // Table of Contents\n  --toc-title-padding: 0.25rem 0;\n  --toc-spacing-vertical: 1.5rem;\n  --toc-spacing-horizontal: 1.5rem;\n  --toc-item-spacing-vertical: 0.4rem;\n  --toc-item-spacing-horizontal: 1rem;\n\n  //////////////////////////////////////////////////////////////////////////////\n  // Icons\n  //////////////////////////////////////////////////////////////////////////////\n  @each $name, $glyph in $icons {\n    --icon-#{$name}: #{$glyph};\n  }\n  --icon-admonition-default: var(--icon-#{nth($admonition-default, 2)});\n\n  //////////////////////////////////////////////////////////////////////////////\n  // Overall Colors\n  //     To give the user more control, avoid using these colors directly\n  //     outside of this file. Instead, try to define more variables here that\n  //     based on these, and use them in the actual stylesheets.\n  //////////////////////////////////////////////////////////////////////////////\n  --color-problematic: #b30000;\n\n  // Base Colors\n  --color-foreground-primary: black; // for main text and headings\n  --color-foreground-secondary: #5a5c63; // for secondary text\n  --color-foreground-muted: #72747e; // for muted text\n  --color-foreground-border: #878787; // for content borders\n\n  --color-background-primary: white; // for content\n  --color-background-secondary: #f8f9fb; // for navigation + ToC\n  --color-background-hover: #efeff4ff; // for navigation-item hover\n  --color-background-hover--transparent: #efeff400;\n  --color-background-border: #eeebee; // for UI borders\n\n  // Announcements\n  --color-announcement-background: #000000dd;\n  --color-announcement-text: #eeebee;\n\n  // Brand colors\n  --color-brand-primary: #2962ff;\n  --color-brand-content: #2a5adf;\n\n  // API documentation\n  --color-api-overall: var(--color-foreground-muted);\n  --color-api-name: var(--color-brand-content);\n  --color-api-pre-name: var(--color-brand-content);\n  --color-api-paren: var(--color-foreground-secondary);\n  --color-api-keyword: var(--color-problematic);\n  --color-api-highlight-on-target: #ffffcc;\n\n  // Inline code background\n  --color-inline-code-background: var(--color-background-secondary);\n\n  // Highlighted text (search)\n  --color-highlighted-background: #ddeeff;\n  --color-highlighted-text: var(--color-foreground-primary);\n\n  // GUI Labels\n  --color-guilabel-background: #ddeeff80;\n  --color-guilabel-border: #bedaf580;\n  --color-guilabel-text: var(--color-foreground-primary);\n\n  // Admonitions!\n  --color-admonition-background: transparent;\n  --color-admonition-title: #{nth($admonition-default, 1)};\n  --color-admonition-title-background: #{rgba(nth($admonition-default, 1), 0.1)};\n\n  @each $name, $values in $admonitions {\n    --color-admonition-title--#{$name}: #{nth($values, 1)};\n    --color-admonition-title-background--#{$name}: #{rgba(\n        nth($values, 1),\n        0.1\n      )};\n  }\n\n  //////////////////////////////////////////////////////////////////////////////\n  // Everything below this should be one of:\n  // - var(...)\n  // - *-gradient(...)\n  // - special literal values (eg: transparent, none)\n  //////////////////////////////////////////////////////////////////////////////\n\n  // Header\n  --color-header-background: var(--color-background-primary);\n  --color-header-border: var(--color-background-border);\n  --color-header-text: var(--color-foreground-primary);\n\n  // Sidebar (left)\n  --color-sidebar-background: var(--color-background-secondary);\n  --color-sidebar-background-border: var(--color-background-border);\n\n  --color-sidebar-brand-text: var(--color-foreground-primary);\n  --color-sidebar-caption-text: var(--color-foreground-muted);\n  --color-sidebar-link-text: var(--color-foreground-secondary);\n  --color-sidebar-link-text--top-level: var(--color-brand-primary);\n\n  --color-sidebar-item-background: var(--color-sidebar-background);\n  --color-sidebar-item-background--current: var(\n    --color-sidebar-item-background\n  );\n  --color-sidebar-item-background--hover: linear-gradient(\n    90deg,\n    var(--color-background-hover--transparent) 0%,\n    var(--color-background-hover) var(--sidebar-item-spacing-horizontal),\n    var(--color-background-hover) 100%\n  );\n\n  --color-sidebar-item-expander-background: transparent;\n  --color-sidebar-item-expander-background--hover: var(\n    --color-background-hover\n  );\n\n  --color-sidebar-search-text: var(--color-foreground-primary);\n  --color-sidebar-search-background: var(--color-background-secondary);\n  --color-sidebar-search-background--focus: var(--color-background-primary);\n  --color-sidebar-search-border: var(--color-background-border);\n  --color-sidebar-search-icon: var(--color-foreground-muted);\n\n  // Table of Contents\n  --color-toc-background: var(--color-background-primary);\n  --color-toc-title-text: var(--color-foreground-muted);\n  --color-toc-item-text: var(--color-foreground-secondary);\n  --color-toc-item-text--hover: var(--color-foreground-primary);\n  --color-toc-item-text--active: var(--color-brand-primary);\n\n  // Actual page contents\n  --color-content-foreground: var(--color-foreground-primary);\n  --color-content-background: transparent;\n\n  --color-link: var(--color-brand-content);\n  --color-link--hover: var(--color-brand-content);\n  --color-link-underline: var(--color-background-border);\n  --color-link-underline--hover: var(--color-foreground-border);\n}\n\n@media (prefers-color-scheme: dark) {\n  :root {\n    --color-problematic: #e25050;\n\n    // Base Colors\n    --color-foreground-primary: #ffffffd9; // for main text and headings\n    --color-foreground-secondary: #9ca0a5; // for secondary text\n    --color-foreground-muted: #81868d; // for muted text\n    --color-foreground-border: #666666; // for content borders\n\n    --color-background-primary: #131416; // for content\n    --color-background-secondary: #1a1c1e; // for navigation + ToC\n    --color-background-hover: #1e2124ff; // for navigation-item hover\n    --color-background-hover--transparent: #1e212400;\n    --color-background-border: #303335; // for UI borders\n\n    // Announcements\n    --color-announcement-background: #000000dd;\n    --color-announcement-text: #eeebee;\n\n    // Brand colors\n    --color-brand-primary: #2b8cee;\n    --color-brand-content: #368ce2;\n\n    // Highlighted text (search)\n    --color-highlighted-background: #083563;\n\n    // GUI Labels\n    --color-guilabel-background: #08356380;\n    --color-guilabel-border: #13395f80;\n\n    // API documentation\n    --color-api-highlight-on-target: #333300;\n\n    // Admonitions\n    --color-admonition-background: #18181a;\n  }\n}\n","// This file contains the styles for the overall layouting of the documentation\n// skeleton, including the responsive changes as well as sidebar toggles.\n//\n// This is implemented as a mobile-last design, which isn't ideal, but it is\n// reasonably good-enough and I got pretty tired by the time I'd finished this\n// to move the rules around to fix this. Shouldn't take more than 3-4 hours,\n// if you know what you're doing tho.\n\n// HACK: Not all browsers account for the scrollbar width in media queries.\n// This results in horizontal scrollbars in the breakpoint where we go\n// from displaying everything to hiding the ToC. We accomodate for this by\n// adding a bit of padding to the TOC drawer, disabling the horizontal\n// scrollbar and allowing the scrollbars to cover the padding.\n// https://www.456bereastreet.com/archive/201301/media_query_width_and_vertical_scrollbars/\n// HACK: Always having the scrollbar visible, prevents certain browsers from\n// causing the content to stutter horizontally between taller-than-viewport and\n// not-taller-than-viewport pages.\nhtml\n  overflow-x: hidden\n  overflow-y: scroll\n\n:not(html):not(body)\n  // Override Firefox scrollbar style\n  scrollbar-width: thin\n  scrollbar-color: var(--color-foreground-border) transparent\n\n  // Override Chrome scrollbar styles\n  &::-webkit-scrollbar\n    width: 0.25rem\n    height: 0.25rem\n  &::-webkit-scrollbar-thumb\n    background-color: var(--color-foreground-border)\n    border-radius: 0.125rem\n\n//\n// Overalls\n//\nhtml,\nbody\n  height: 100%\n\n.page\n  display: flex\n  // fill the viewport for pages with little content.\n  min-height: 100%\n\n.mobile-header\n  width: 100%\n  height: var(--header-height)\n  background-color: var(--color-header-background)\n  color: var(--color-header-text)\n  border-bottom: 1px solid var(--color-header-border)\n\n  // Looks like sub-script/super-script have this, and we need this to\n  // be \"on top\" of those.\n  z-index: 10\n\n  // Add shadow when scrolled\n  &.scrolled\n    border-bottom: none\n    box-shadow: 0 0 0.2rem rgba(0, 0, 0, 0.1), 0 0.2rem 0.4rem rgba(0, 0, 0, 0.2)\n\n  // We don't show the header on large screens.\n  display: none\n\n.main\n  display: flex\n  flex: 1\n\n// Sidebar (left) also covers the entire left portion of screen.\n.sidebar-drawer\n  box-sizing: border-box\n\n  display: flex\n  justify-content: flex-end\n  // These next two lines took me two days to figure out.\n  width: calc((100% - #{$full-width}) / 2 + #{$sidebar-width})\n  min-width: $sidebar-width\n\n// Scroll-along sidebars\n.sidebar-container,\n.toc-drawer\n  box-sizing: border-box\n  width: $sidebar-width\n\n.toc-drawer\n  // See HACK described on top of this document\n  padding-right: 1rem\n\n.sidebar-sticky,\n.toc-sticky\n  position: sticky\n  top: 0\n  height: min(100%, 100vh)\n  height: 100vh\n\n  display: flex\n  flex-direction: column\n\n.sidebar-scroll,\n.toc-scroll\n  flex-shrink: 1\n\n  overflow: auto\n  scroll-behavior: smooth\n\n// Central items.\n.content\n  padding: 0 $content-padding\n  width: $content-width\n\n  display: flex\n  flex-direction: column\n  justify-content: space-between\n\n.icon\n  display: inline-block\n  height: 1rem\n  width: 1rem\n  svg\n    width: 100%\n    height: 100%\n\n//\n// Accommodate announcement banner\n//\n.announcement\n  height: var(--header-height)\n  display: flex\n  align-items: center\n  overflow-x: auto\n  & + .page\n    min-height: calc(100% - var(--header-height))\n\n.announcement-content\n  box-sizing: border-box\n  padding: 0.5rem\n  min-width: 100%\n  white-space: nowrap\n  text-align: center\n\n////////////////////////////////////////////////////////////////////////////////\n// Toggles for elements\n////////////////////////////////////////////////////////////////////////////////\n.toc-overlay-icon, .nav-overlay-icon\n  display: none\n  cursor: pointer\n\n  .icon\n    color: var(--color-foreground-secondary)\n    height: 1.25rem\n    width: 1.25rem\n\n.toc-header-icon, .nav-overlay-icon\n  // for when we set display: flex\n  justify-content: center\n  align-items: center\n\n.toc-content-icon\n  height: 1.5rem\n  width: 1.5rem\n  margin-top: 1.5rem\n  float: right\n\n.sidebar-toggle\n  position: absolute\n  display: none\n// <debugging things>\n.sidebar-toggle[name=\"__toc\"]\n  left: 20px\n.sidebar-toggle:checked\n  left: 40px\n// </debugging things>\n\n.overlay\n  position: fixed\n  top: 0\n  width: 0\n  height: 0\n\n  transition: width 0ms, height 0ms, opacity 250ms ease-out\n\n  opacity: 0\n  background-color: rgba(0, 0, 0, 0.54)\n.sidebar-overlay\n  z-index: 20\n.toc-overlay\n  z-index: 40\n\n// Keep things on top and smooth.\n.sidebar-drawer\n  z-index: 30\n  transition: left 250ms ease-in-out\n.toc-drawer\n  z-index: 50\n  transition: right 250ms ease-in-out\n\n// Show the Sidebar\n#__navigation:checked\n  & ~ .sidebar-overlay\n    width: 100%\n    height: 100%\n    opacity: 1\n  & ~ .page\n    .sidebar-drawer\n      top: 0\n      left: 0\n      // Show the toc sidebar\n#__toc:checked\n  & ~ .toc-overlay\n    width: 100%\n    height: 100%\n    opacity: 1\n  & ~ .page\n    .toc-drawer\n      top: 0\n      right: 0\n\n////////////////////////////////////////////////////////////////////////////////\n// Responsive layouting\n////////////////////////////////////////////////////////////////////////////////\n// Make things a bit bigger on bigger screens.\n@media (min-width: $full-width + $sidebar-width)\n  html\n    font-size: 110%\n\n@media (max-width: $full-width)\n  // Collapse \"toc\" into the icon.\n  .toc-content-icon\n    display: flex\n  .toc-drawer\n    position: fixed\n    height: 100vh\n    top: 0\n    right: -$sidebar-width\n    border-left: 1px solid var(--color-background-muted)\n  .toc-tree\n    border-left: none\n    font-size: var(--toc-font-size--mobile)\n\n  // Accomodate for a changed content width.\n  .sidebar-drawer\n    width: calc((100% - #{$full-width - $sidebar-width}) / 2 + #{$sidebar-width})\n\n@media (max-width: $full-width - $sidebar-width)\n  // Collapse \"navigation\".\n  .nav-overlay-icon\n    display: flex\n  .sidebar-drawer\n    position: fixed\n    height: 100vh\n    width: $sidebar-width\n\n    top: 0\n    left: -$sidebar-width\n\n  // Swap which toc icon is used.\n  .toc-header-icon\n    display: flex\n  .toc-content-icon\n    display: none\n\n  // Show the header.\n  .mobile-header\n    position: sticky\n    top: 0\n    display: flex\n    justify-content: space-between\n    align-items: center\n\n    .header-left,\n    .header-right\n      display: flex\n      height: var(--header-height)\n      width: var(--header-height)\n      label\n        height: 100%\n        width: 100%\n\n  // Add a scroll margin for the content\n  :target\n    scroll-margin-top: var(--header-height)\n\n  // Center the page, and accommodate for the header.\n  .page\n    flex-direction: column\n    justify-content: center\n  .content\n    margin-left: auto\n    margin-right: auto\n\n@media (max-width: $content-width + 2* $content-padding)\n  // Content should respect window limits.\n  .content\n    width: 100%\n    overflow-x: auto\n\n@media (max-width: $content-width)\n  .content\n    padding: 0 $content-padding--small\n    // Don't float sidebars to the right.\n  article div.sidebar\n    float: none\n    width: 100%\n    margin: 1rem 0\n","// Definitely inspired by mkdocs-material.\n.admonition\n  margin: 1rem auto\n  padding: 0 0.5rem 0.5rem 0.5rem\n\n  background: var(--color-admonition-background)\n\n  border-radius: 0.2rem\n  border-left: 0.2rem solid var(--color-admonition-title)\n  box-shadow: 0 0.2rem 0.5rem rgba(0, 0, 0, 0.05), 0 0 0.0625rem rgba(0, 0, 0, 0.1)\n\n  font-size: var(--admonition-font-size)\n\n  overflow: hidden\n  page-break-inside: avoid\n\n  // First element should have no margin, since the title has it.\n  > :nth-child(2)\n    margin-top: 0\n\n  // Last item should have no margin, since we'll control that w/ padding\n  > :last-child\n    margin-bottom: 0\n\n\n  // Defaults for all admonitions\n  p.admonition-title\n    position: relative\n    margin: 0 -0.5rem 0.5rem\n    padding: 0.5rem 0.5rem 0.5rem 2rem\n\n    font-weight: 500\n    font-size: var(--admonition-title-font-size)\n    background-color: var(--color-admonition-title-background)\n\n    line-height: 1.3\n\n    // Our fancy icon\n    &::before\n      content: \"\"\n      position: absolute\n      left: 0.5rem\n      width: 1rem\n      height: 1rem\n      // color: var(--color-admonition-title)\n      background-color: var(--color-admonition-title)\n\n      mask-image: var(--icon-admonition-default)\n      mask-repeat: no-repeat\n\n  //\n  // Variants\n  //\n  @each $type, $value in $admonitions\n    &.#{$type}\n      border-left-color: var(--color-admonition-title--#{$type})\n      > .admonition-title\n        background-color: var(--color-admonition-title-background--#{$type})\n        &::before\n          background-color: var(--color-admonition-title--#{$type})\n          mask-image: var(--icon-#{nth($value, 2)})\n\n.admonition-todo > .admonition-title\n  text-transform: uppercase\n","// This file stylizes the API documentation (stuff generated by autodoc). It's\n// deeply nested due to how autodoc structures the HTML without enough classes\n// to select the relevant items.\n\n// API docs!\ndl.py, dl.cpp, dl.c, dl.js\n  // Tweak the spacing of all the things!\n  dd\n    margin-left: 2rem\n    > :first-child\n      margin-top: 0.125rem\n    > :last-child\n      margin-bottom: 1.25rem\n\n  // This is used for the arguments\n  .field-list\n    margin-bottom: 0.75rem\n\n    // \"Headings\" (like \"Parameters\" and \"Return\")\n    dt\n      text-transform: uppercase\n      font-size: var(--font-size--small)\n\n    dd:empty\n      margin-bottom: 0.5rem\n    dd > ul\n      margin-left: -1.2rem\n      > li\n        > p:nth-child(2)\n          margin-top: 0\n        // When the last-empty-paragraph follows a paragraph, it doesn't need\n        // to augument the existing spacing.\n        > p + p:last-child:empty\n          margin-top: 0\n          margin-bottom: 0\n\n  // Colorize the elements\n  > dt\n    color: var(--color-api-overall)\n    &:target\n      background-color: var(--color-api-highlight-on-target)\n\ndl.class,\ndl.function,\ndl.method,\ndl.enum,\ndl.enum-class,\ndl.enum-struct,\ndl.type,\ndl.exception\n  > dt\n    padding-left: 3em\n    text-indent: -3em\n    .property\n      color: var(--color-api-keyword)\n      padding-right: 0.25rem\n\n    // Align the [source] to the right.\n    code.sig-name.descname,  // final part of named object.\n    span.sig-paren,          // final ')' on a method definition\n    > span.pre               // return annotation, on a function definition\n      + a.reference.internal\n        width: 3.5rem\n        float: right\n        font-size: var(--font-size--small)\n\n.sig-name\n  font-weight: bold\n  color: var(--color-api-name)\n.sig-prename\n  color: var(--color-api-pre-name)\n.sig-paren\n  color: var(--color-api-paren)\n.sig-param\n  font-style: normal\n\n.versionmodified\n  font-style: italic\ndiv.versionadded, div.versionchanged, div.deprecated\n  p\n    margin-top: 0.125rem\n    margin-bottom: 0.125rem\n\n// Align the [docs] to the right.\n.viewcode-link, .viewcode-back\n  float: right\n  text-align: right\n","// Captions\narticle p.caption,\ntable > caption,\n.code-block-caption\n  font-size: var(--font-size--small)\n  text-align: center\n\n// Caption above a TOCTree\n.toctree-wrapper.compound\n  .caption, :not(.caption) > .caption-text\n    font-size: var(--font-size--small)\n    text-transform: uppercase\n\n    text-align: initial\n    margin-bottom: 0\n\n  > ul\n    margin-top: 0\n    margin-bottom: 0\n","// Inline code\ncode.literal\n  background: var(--color-inline-code-background)\n  border-radius: 0.2em\n  // Make the font smaller, and use padding to recover.\n  font-size: var(--font-size--small--2)\n  padding: 0.1em 0.2em\n\n// Code and Literal Blocks\n$code-spacing-vertical: 0.625rem\n$code-spacing-horizontal: 0.875rem\n\narticle\n  // Wraps every literal block + line numbers.\n  div[class*=\" highlight-\"],\n  div[class^=\"highlight-\"]\n    margin: 1em 0\n    display: flex\n\npre\n  margin: 0\n  padding: 0\n\n  // Needed to have more specificity than pygments' \"pre\" selector. :(\n  article &\n    line-height: 1.5\n\n  &.literal-block,\n  .highlight &\n    font-size: var(--code-font-size)\n    padding: $code-spacing-vertical $code-spacing-horizontal\n    overflow: auto\n\n  // Make it look like all the other blocks.\n  &.literal-block\n    margin-top: 1rem\n    margin-bottom: 1rem\n\n    border-radius: 0.2rem\n    background-color: var(--color-code-background)\n    color: var(--color-code-foreground)\n\n// All code is always contained in a pre\n.highlight\n  width: 100%\n  border-radius: 0.2rem\n\n// Added when there's line numbers associated with a literal block.\n.highlighttable\n  width: 100%\n  display: block\n  tbody\n    display: block\n\n  tr\n    display: flex\n\n  // Line numbers\n  td.linenos\n    background-color: var(--color-code-background)\n    color: var(--color-code-foreground)\n    padding: $code-spacing-vertical $code-spacing-horizontal\n    padding-right: 0\n    border-top-left-radius: 0.2rem\n    border-bottom-left-radius: 0.2rem\n\n  .linenodiv\n    font-size: var(--code-font-size)\n\n    padding-right: 0.5rem\n    box-shadow: -0.0625rem 0 var(--color-code-foreground) inset\n    opacity: 0.5 // I hate myself.\n\n  // Actual code\n  td.code\n    padding: 0\n    display: block\n    flex: 1\n    overflow: hidden\n\n    .highlight\n      border-top-left-radius: 0\n      border-bottom-left-radius: 0\n","// Inline Footnote Reference\n.footnote-reference\n  font-size: var(--font-size--small--4)\n  vertical-align: super\n\n// Definition list, listing the content of each note.\ndl.footnote\n  font-size: var(--font-size--small)\n  color: var(--color-foreground-secondary)\n\n  display: grid\n  grid-template-columns: max-content auto\n  dt\n    margin: 0\n    > .fn-backref\n      margin-left: 0.25rem\n\n    &:after\n      content: \":\"\n\n    .brackets\n      &:before\n        content: \"[\"\n      &:after\n        content: \"]\"\n","//\n// Figures\n//\nimg\n  box-sizing: border-box\n  max-width: 100%\n  height: auto\n\narticle\n  .figure\n    border-radius: 0.2rem\n\n    padding: 0.5rem\n    :last-child\n      margin-bottom: 0\n\n  .align-left\n    float: left\n    clear: left\n    margin: 0 1rem 1rem\n\n  .align-right\n    float: right\n    clear: right\n    margin: 0 1rem 1rem\n\n  .align-center\n    text-align: center\n    margin-left: auto\n    margin-right: auto\n\n  .figure.align-default,\n  .legend .align-default\n    display: block\n    @extend .align-center\n",".genindex-jumpbox, .domainindex-jumpbox\n  border-top: 1px solid var(--color-background-border)\n  border-bottom: 1px solid var(--color-background-border)\n  padding: 0.25rem\n\n.genindex-section, .domainindex-section\n  h2\n    margin-top: 0.75rem\n    margin-bottom: 0.5rem\n  ul\n    margin-top: 0\n    margin-bottom: 0\n","ul,\nol\n  padding-left: 1.2rem\n\n  // Space lists out like paragraphs\n  margin-top: 1rem\n  margin-bottom: 1rem\n  // reduce margins within li.\n  li\n    > p:first-child\n      margin-top: 0.25rem\n      margin-bottom: 0.25rem\n\n    > p:last-child\n      margin-top: 0.25rem\n\n    > ul,\n    > ol\n      margin-top: 0.5rem\n      margin-bottom: 0.5rem\n\n// Don't space lists out when they're \"simple\" or in a `.. toctree::`\n.simple,\n.toctree-wrapper\n  li\n    > ul,\n    > ol\n      margin-top: 0\n      margin-bottom: 0\n\n// Definition Lists\n.field-list,\n.option-list,\ndl:not([class]),\ndl.simple,\ndl.footnote,\ndl.glossary\n  dt\n    font-weight: 500\n    margin-top: 0.25rem\n    + dt\n      margin-top: 0\n\n    .classifier::before\n      content: \":\"\n      margin-left: 0.2rem\n      margin-right: 0.2rem\n\n  dd\n    > p:first-child,\n    ul\n      margin-top: 0.125rem\n\n    ul\n      margin-bottom: 0.125rem\n",".math-wrapper\n  width: 100%\n  overflow-x: auto\n","// Abbreviations\nabbr[title]\n  cursor: help\n\n// Keyboard / Mouse \"instructions\"\nkbd:not(.compound)\n  margin: 0 0.2rem\n  padding: 0 0.2rem\n  border-radius: 0.2rem\n  border: 1px solid var(--color-foreground-border)\n  color: var(--color-foreground-primary)\n  vertical-align: text-bottom\n\n  font-size: var(--font-size--small--3)\n  display: inline-block\n\n  box-shadow: 0 0.0625rem 0 rgba(0, 0, 0, 0.2), inset 0 0 0 0.125rem var(--color-background-primary)\n\n  background-color: var(--color-background-secondary)\n\n// Blockquote\nblockquote\n  border-left: 1px solid var(--color-foreground-border)\n  font-style: italic\n  margin-left: 0.5rem\n  margin-right: 0.5rem\n  padding: 0.5rem 1rem\n\n// Center align embedded-in-text images\n.reference img\n  vertical-align: middle\n","// Adapted from Sphinx-RTD-theme's corresponding CSS\n// https://github.com/readthedocs/sphinx_rtd_theme/blob/1a32899b/src/sass/_theme_rst.sass#L201\nh1,\nh2,\nh3,\nh4,\nh5,\nh6,\ndl dt,\np.caption,\ntable > caption,\n.code-block-caption\n  > .headerlink\n    font-weight: 100\n    margin-left: 0.5rem\n    visibility: hidden\n    text-decoration: none\n\n  &:hover > .headerlink\n    visibility: visible\n\nh1,\nh2,\nh3,\nh4,\nh5,\nh6\n  :target > &:first-child > .headerlink\n    visibility: visible\n","p.rubric\n  text-transform: uppercase\n  font-size: var(--font-size--small)\n","article .sidebar\n  float: right\n  clear: right\n  width: 30%\n\n  margin-left: 1rem\n  margin-right: 0\n\n  border-radius: 0.2rem\n  background-color: var(--color-background-secondary)\n  border: var(--color-background-border) 1px solid\n\n  > *\n    padding-left: 1rem\n    padding-right: 1rem\n\n  .sidebar-title\n    margin: 0\n    padding: 0.5rem 1rem\n    border-bottom: var(--color-background-border) 1px solid\n\n    font-weight: 500\n\n// TODO: subtitle\n// TODO: dedicated variables?\n",".table-wrapper\n  width: 100%\n  overflow-x: auto\n  margin-top: 1rem\n  margin-bottom: 0.5rem\n  padding: 0.2rem 0.2rem 0.75rem\n\ntable.docutils\n  border-radius: 0.2rem\n  border-spacing: 0\n  border-collapse: collapse\n\n  box-shadow: 0 0.2rem 0.5rem rgba(0, 0, 0, 0.05), 0 0 0.0625rem rgba(0, 0, 0, 0.1)\n\n  th\n    background: var(--color-background-secondary)\n\n  td,\n  th\n    // Space things out properly\n    padding: 0 0.25rem\n    p\n      margin: 0.25rem\n\n    // Get the borders looking just-right.\n    border-left: 1px solid var(--color-background-border)\n    border-right: 1px solid var(--color-background-border)\n    border-bottom: 1px solid var(--color-background-border)\n\n    &:first-child\n      border-left: none\n    &:last-child\n      border-right: none\n",".guilabel\n  background-color: var(--color-guilabel-background)\n  border: 1px solid var(--color-guilabel-border)\n  color: var(--color-guilabel-text)\n\n  padding: 0 0.3em\n  border-radius: 0.5em\n  font-size: 0.9em\n","// This file contains the styles used for stylizing the footer that's shown\n// below the content.\n\nfooter\n  font-size: var(--font-size--small)\n  display: flex\n  flex-direction: column\n\n  margin-top: 2rem\n\n// Bottom of page information\n.related-information\n  margin-top: 1rem\n\n  padding: 0.75rem\n  padding-bottom: 1rem\n\n  border-top: 1px solid var(--color-background-border)\n\n  line-height: 1.5\n  color: var(--color-foreground-secondary)\n\n// Next/Prev page information\n.related-pages\n  a\n    display: flex\n    align-items: center\n\n    text-decoration: none\n    &:hover .page-info .title\n      text-decoration: underline\n      color: var(--color-link)\n      text-decoration-color: var(--color-link-underline)\n\n    svg,\n    svg > use\n      flex-shrink: 0\n\n      color: var(--color-foreground-border)\n\n      width: 0.75rem\n      height: 0.75rem\n      margin: 0 0.5rem\n\n    &.next-page\n      max-width: 50%\n\n      float: right\n      clear: right\n      text-align: right\n\n    &.prev-page\n      max-width: 50%\n\n      float: left\n      clear: left\n\n      svg\n        transform: rotate(180deg)\n\n.page-info\n  display: flex\n  flex-direction: column\n\n  .next-page &\n    align-items: flex-end\n\n  .context\n    display: flex\n    align-items: center\n\n    padding-bottom: 0.1rem\n\n    color: var(--color-foreground-muted)\n    font-size: var(--font-size--small)\n    text-decoration: none\n","//\n// Search Page Listing\n//\nul.search\n  padding-left: 0\n  list-style: none\n\n  li\n    padding: 1rem 0\n    border-bottom: 1px solid var(--color-background-border)\n\n//\n// Highlighted by links in search page\n//\n.highlighted\n  background-color: var(--color-highlighted-background)\n  color: var(--color-highlighted-text)\n","// This file contains the styles for the contents of the left sidebar, which\n// contains the navigation tree, logo, search etc.\n\n////////////////////////////////////////////////////////////////////////////////\n// Brand on top of the scrollable tree.\n////////////////////////////////////////////////////////////////////////////////\n.sidebar-brand\n  display: flex\n  flex-direction: column\n  flex-shrink: 0\n\n  padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal)\n  text-decoration: none\n\n.sidebar-brand-text\n  overflow-wrap: break-word\n  margin: var(--sidebar-item-spacing-vertical) 0\n  font-size: 1.5rem\n\n.sidebar-logo-container\n  margin: var(--sidebar-item-spacing-vertical) 0\n\n.sidebar-logo\n  margin: 0 auto\n  display: block\n  max-width: 100%\n\n////////////////////////////////////////////////////////////////////////////////\n// Search\n////////////////////////////////////////////////////////////////////////////////\n.sidebar-search-container\n  display: flex\n  align-items: center\n  margin-top: var(--sidebar-search-space-above)\n\n  position: relative\n  &::before\n    content: \"\"\n    position: absolute\n    left: var(--sidebar-item-spacing-horizontal)\n    width: var(--sidebar-search-icon-size)\n    height: var(--sidebar-search-icon-size)\n\n.sidebar-search\n  box-sizing: border-box\n\n  padding-top: var(--sidebar-search-input-spacing-vertical)\n  padding-bottom: var(--sidebar-search-input-spacing-vertical)\n  padding-right: var(--sidebar-search-input-spacing-horizontal)\n  padding-left: calc(var(--sidebar-item-spacing-horizontal) + var(--sidebar-search-input-spacing-horizontal) + var(--sidebar-search-icon-size))\n\n  width: 100%\n\n  color: var(--color-sidebar-search-foreground)\n  background: transparent\n  z-index: 10\n\n  &:focus\n    outline: none\n\n  &::placeholder\n    font-size: var(--sidebar-search-input-font-size)\n\n////////////////////////////////////////////////////////////////////////////////\n// Structure/Skeleton of the navigation tree (left)\n////////////////////////////////////////////////////////////////////////////////\n.sidebar-tree\n  font-size: var(--sidebar-item-font-size)\n  margin-top: var(--sidebar-tree-space-above)\n  margin-bottom: var(--sidebar-item-spacing-vertical)\n\n  ul\n    padding: 0\n    margin-top: 0\n    margin-bottom: 0\n\n    display: flex\n    flex-direction: column\n\n    list-style: none\n\n  li\n    position: relative\n    margin: 0\n\n    > ul\n      margin-left: var(--sidebar-item-spacing-horizontal)\n\n  .reference\n    box-sizing: border-box\n    // Fill the parent.\n    display: inline-block\n    line-height: var(--sidebar-item-line-height)\n\n    height: 100%\n    width: 100%\n\n    padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal)\n\n    // Add a nice little \"external-link\" arrow here.\n    &.external::after\n      content: url('data:image/svg+xml,<svg width=\"12\" height=\"12\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 24 24\" stroke-width=\"1.5\" stroke=\"%23607D8B\" fill=\"none\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><path stroke=\"none\" d=\"M0 0h24v24H0z\"/><path d=\"M11 7h-5a2 2 0 0 0 -2 2v9a2 2 0 0 0 2 2h9a2 2 0 0 0 2 -2v-5\" /><line x1=\"10\" y1=\"14\" x2=\"20\" y2=\"4\" /><polyline points=\"15 4 20 4 20 9\" /></svg>')\n      margin: 0 0.25rem\n      vertical-align: middle\n\n  // Make the current page reference bold.\n  .current-page > .reference\n    font-weight: bold\n\n  label\n    position: absolute\n    top: 0\n    right: 0\n    height: var(--sidebar-item-height)\n    width: var(--sidebar-expander-width)\n\n    cursor: pointer\n\n    display: flex\n    justify-content: center\n    align-items: center\n\n  .caption, :not(.caption) > .caption-text\n    font-size: var(--sidebar-caption-font-size)\n\n    font-weight: bold\n    text-transform: uppercase\n\n    margin: var(--sidebar-caption-space-above) 0 0 0\n\n    padding: var(--sidebar-item-spacing-vertical) var(--sidebar-item-spacing-horizontal)\n\n  // If it has children, add a bit more padding to wrap the content to avoid\n  // overlapping with the <label>\n  li.has-children\n    > .reference\n      padding-right: var(--sidebar-expander-width)\n\n.toctree-checkbox\n  position: absolute\n  display: none\n\n////////////////////////////////////////////////////////////////////////////////\n// Togglable expand/collapse\n////////////////////////////////////////////////////////////////////////////////\n.toctree-checkbox\n  ~ ul\n    display: none\n\n  ~ label .icon svg\n    transform: rotate(90deg)\n\n.toctree-checkbox:checked\n  ~ ul\n    display: block\n\n  ~ label .icon svg\n    transform: rotate(-90deg)\n","// This file contains the styles for the contents of the right sidebar, which\n// contains the table of contents for the current page.\n.toc-title-container\n  padding: var(--toc-title-padding)\n  padding-top: var(--toc-spacing-vertical)\n\n.toc-title\n  font-size: var(--toc-title-font-size)\n  padding-left: var(--toc-spacing-horizontal)\n  text-transform: uppercase\n\n// If the ToC is not present, hide these elements coz they're not relevant.\n.no-toc\n  display: none\n\n.toc-tree-container\n  padding-bottom: var(--toc-spacing-vertical)\n\n.toc-tree\n  font-size: var(--toc-font-size)\n  line-height: 1.3\n\n  padding-left: calc(var(--toc-spacing-horizontal) - var(--toc-item-spacing-horizontal))\n\n  // Hide the first \"top level\" bullet.\n  > ul > li:first-child\n    padding-top: 0\n    & > ul\n      padding-left: 0\n    & > a\n      display: none\n\n  ul\n    list-style-type: none\n    margin-top: 0\n    margin-bottom: 0\n    padding-left: var(--toc-item-spacing-horizontal)\n  li\n    padding-top: var(--toc-item-spacing-vertical)\n\n    .reference\n      word-break: break-word\n      text-decoration: none\n\n    &.scroll-current >.reference\n      font-weight: bold\n\n.toc-scroll\n  max-height: 100vh\n  overflow-y: scroll\n\n// Be very annoying when someone includes the table of contents\n.contents:not(.this-will-duplicate-information-and-it-is-still-useful-here)\n  color: var(--color-problematic)\n  background: rgba(255, 0, 0, 0.25)\n  &::before\n    content: \"ERROR: Adding a table of contents in Furo-based documentation is unnecessary, and does not work well with existing styling. Add a 'this-will-duplicate-information-and-it-is-still-useful-here' class, if you want an escape hatch.\"\n"]}
\ No newline at end of file
diff --git a/docs/site/cli.html b/docs/site/cli.html
index f2ce4716..bc568100 100644
--- a/docs/site/cli.html
+++ b/docs/site/cli.html
@@ -1,163 +1,144 @@
+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><meta name="generator" content="Docutils 0.17.1: http://docutils.sourceforge.net/" />
+<link rel="index" title="Index" href="genindex.html" /><link rel="search" title="Search" href="search.html" /><link rel="next" title="Visualise Images" href="_examples/visualise.html" /><link rel="prev" title="Registration" href="registration.html" />
+
+    <meta name="generator" content="sphinx-3.0.3, furo 2021.04.11.beta34"/>
+        <title>Command Line Tools - PlatiPy documentation</title>
+      <link rel="stylesheet" href="_static/styles/furo.css?digest=59ab60ac09ea94ccfe6deddff6d715cce948a6fc">
+    <link rel="stylesheet" href="_static/pygments.css">
+    <link media="(prefers-color-scheme: dark)" rel="stylesheet" href="_static/pygments_dark.css">
+    
 
 
-<!DOCTYPE html>
-<!--[if IE 8]><html class="no-js lt-ie9" lang="en" > <![endif]-->
-<!--[if gt IE 8]><!--> <html class="no-js" lang="en" > <!--<![endif]-->
-<head>
-  <meta charset="utf-8">
-  
-  <meta name="viewport" content="width=device-width, initial-scale=1.0">
-  
-  <title>Command Line Tools &mdash; PlatiPy  documentation</title>
-  
-
+<style>
+  :root {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
-
-  
+  }
+  .override-dark {
+    --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+  }
+</style><link rel="stylesheet" href="_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
+  <body dir="">
     
-
-  
-
-  
+<svg xmlns="http://www.w3.org/2000/svg" style="display: none;">
+  <symbol id="svg-toc" viewBox="0 0 24 24">
+    <title>Contents</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke-width="1.5" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round">
+      <path stroke="none" d="M0 0h24v24H0z"/>
+      <line x1="4" y1="6" x2="20" y2="6" />
+      <line x1="10" y1="12" x2="20" y2="12" />
+      <line x1="6" y1="18" x2="20" y2="18" />
+    </svg>
+  </symbol>
+  <symbol id="svg-menu" viewBox="0 0 24 24">
+    <title>Menu</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-menu">
+      <line x1="3" y1="12" x2="21" y2="12"></line>
+      <line x1="3" y1="6" x2="21" y2="6"></line>
+      <line x1="3" y1="18" x2="21" y2="18"></line>
+    </svg>
+  </symbol>
+  <symbol id="svg-arrow-right" viewBox="0 0 24 24">
+    <title>Expand</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-chevron-right">
+      <polyline points="9 18 15 12 9 6"></polyline>
+    </svg>
+  </symbol>
+</svg>
+
+<input type="checkbox" class="sidebar-toggle" name="__navigation" id="__navigation">
+<input type="checkbox" class="sidebar-toggle" name="__toc" id="__toc">
+<label class="overlay sidebar-overlay" for="__navigation"></label>
+<label class="overlay toc-overlay" for="__toc"></label>
+
+
+
+<div class="page">
+  <header class="mobile-header">
+    <div class="header-left">
+      <label class="nav-overlay-icon" for="__navigation">
+        <i class="icon"><svg><use href="#svg-menu"></use></svg></i>
+      </label>
+    </div>
+    <div class="header-center">
+      <a href="index.html"><div class="brand">PlatiPy  documentation</div></a>
+    </div>
+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon" for="__toc">
+        <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+      </label>
+    </div>
+  </header>
+  <aside class="sidebar-drawer">
+    <div class="sidebar-container">
+      
+      <div class="sidebar-sticky"><a class="sidebar-brand" href="index.html">
   
-    <link rel="stylesheet" href="_static/css/theme.css" type="text/css" />
   
-
-  
-
+  <span class="sidebar-brand-text">PlatiPy  documentation</span>
   
-        <link rel="index" title="Index"
-              href="genindex.html"/>
-        <link rel="search" title="Search" href="search.html"/>
-    <link rel="top" title="PlatiPy  documentation" href="index.html"/> 
-
-  
-  <script src="_static/js/modernizr.min.js"></script>
-
-</head>
-
-<body class="wy-body-for-nav" role="document">
-
-   
-  <div class="wy-grid-for-nav">
-
-    
-    <nav data-toggle="wy-nav-shift" class="wy-nav-side">
-      <div class="wy-side-scroll">
-        <div class="wy-side-nav-search">
-          
-
-          
-            <a href="index.html" class="icon icon-home"> PlatiPy
-          
-
-          
-          </a>
-
-          
-            
-            
-          
-
-          
-<div role="search">
-  <form id="rtd-search-form" class="wy-form" action="search.html" method="get">
-    <input type="text" name="q" placeholder="Search docs" />
-    <input type="hidden" name="check_keywords" value="yes" />
-    <input type="hidden" name="area" value="default" />
-  </form>
-</div>
-
-          
-        </div>
-
-        <div class="wy-menu wy-menu-vertical" data-spy="affix" role="navigation" aria-label="main navigation">
-          
-            
-            
-                <p class="caption"><span class="caption-text">Contents:</span></p>
+</a><form class="sidebar-search-container" method="get" action="search.html">
+  <input class="sidebar-search" placeholder=Search name="q">
+  <input type="hidden" name="check_keywords" value="yes">
+  <input type="hidden" name="area" value="default">
+</form><div class="sidebar-scroll"><div class="sidebar-tree">
+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul class="current">
+<li class="toctree-l1"><a class="reference internal" href="visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="registration.html">Registration</a></li>
+<li class="toctree-l1 current current-page"><a class="current reference internal" href="#">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="index.html">PlatiPy documentation</a></li>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
 </ul>
 
-            
-          
-        </div>
+</div>
+</div>
       </div>
-    </nav>
-
-    <section data-toggle="wy-nav-shift" class="wy-nav-content-wrap">
-
-      
-      <nav class="wy-nav-top" role="navigation" aria-label="top navigation">
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-          <a href="index.html">PlatiPy</a>
-        
-      </nav>
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-      <div class="wy-nav-content">
-        <div class="rst-content">
-          
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-<div role="navigation" aria-label="breadcrumbs navigation">
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-    
-      <li><a href="index.html">Docs</a> &raquo;</li>
-        
-      <li>Command Line Tools</li>
-    
-    
-      <li class="wy-breadcrumbs-aside">
-        
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-            <a href="_sources/cli.rst.txt" rel="nofollow"> View page source</a>
-          
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-      </li>
-    
-  </ul>
-
-  
-  <hr/>
-</div>
-          <div role="main" class="document" itemscope="itemscope" itemtype="http://schema.org/Article">
-           <div itemprop="articleBody">
-            
-  <div class="section" id="command-line-tools">
+    </div>
+  </aside>
+  <main class="main">
+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="command-line-tools">
 <h1>Command Line Tools<a class="headerlink" href="#command-line-tools" title="Permalink to this headline">¶</a></h1>
-<div class="contents local topic" id="contents">
-<ul class="simple">
-<li><p><a class="reference internal" href="#dicom-crawler" id="id1">dicom_crawler</a></p></li>
-<li><p><a class="reference internal" href="#segmentation" id="id2">segmentation</a></p></li>
-<li><p><a class="reference internal" href="#nifti-to-rtstruct" id="id3">nifti_to_rtstruct</a></p></li>
-<li><p><a class="reference internal" href="#nifti-to-series" id="id4">nifti_to_series</a></p></li>
-<li><p><a class="reference internal" href="#rtstruct-to-nifti" id="id5">rtstruct_to_nifti</a></p></li>
-</ul>
-</div>
-<div class="section" id="dicom-crawler">
-<h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" href="#dicom-crawler" title="Permalink to this headline">¶</a></h2>
+<section id="dicom-crawler">
+<h2>dicom_crawler<a class="headerlink" href="#dicom-crawler" title="Permalink to this headline">¶</a></h2>
 <p>DICOM DIRECTORY CRAWLER</p>
 <p>This tool makes it easier to bulk-convert DICOM files into other formats (default NifTI).
 There are quite a lot of options, but most do not need to be changed.</p>
@@ -181,13 +162,12 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 <p class="rubric">Options</p>
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-i">
-<span id="cmdoption-dicom_crawler-input_dir"></span><code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--input_dir</code><code class="sig-prename descclassname"> &lt;input_dir&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-i" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--input_dir</code><code class="sig-prename descclassname"> &lt;input_dir&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-i" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Input DICOM directory. This should be at the same level as the parent field (default=PatientName).</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-o">
-<span id="cmdoption-dicom_crawler-output_dir"></span><code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_dir</code><code class="sig-prename descclassname"> &lt;output_dir&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-o" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_dir</code><code class="sig-prename descclassname"> &lt;output_dir&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-o" title="Permalink to this definition">¶</a></dt>
 <dd><p>Output directory. A folder structure will be created at this location.</p>
 <dl class="field-list simple">
 <dt class="field-odd">Default</dt>
@@ -195,10 +175,9 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-b">
-<span id="cmdoption-dicom_crawler-sort_by"></span><code class="sig-name descname">-b</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--sort_by</code><code class="sig-prename descclassname"> &lt;sort_by&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-b" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-b</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--sort_by</code><code class="sig-prename descclassname"> &lt;sort_by&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-b" title="Permalink to this definition">¶</a></dt>
 <dd><p>DICOM tag to sort at the highest level.</p>
 <dl class="field-list simple">
 <dt class="field-odd">Default</dt>
@@ -206,7 +185,6 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-image_format">
 <code class="sig-name descname">--image_format</code><code class="sig-prename descclassname"> &lt;image_format&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-image_format" title="Permalink to this definition">¶</a></dt>
@@ -217,7 +195,6 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-structure_format">
 <code class="sig-name descname">--structure_format</code><code class="sig-prename descclassname"> &lt;structure_format&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-structure_format" title="Permalink to this definition">¶</a></dt>
@@ -228,7 +205,6 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-dose_format">
 <code class="sig-name descname">--dose_format</code><code class="sig-prename descclassname"> &lt;dose_format&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-dose_format" title="Permalink to this definition">¶</a></dt>
@@ -239,7 +215,6 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-overwrite">
 <code class="sig-name descname">--overwrite</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-dicom_crawler-overwrite" title="Permalink to this definition">¶</a></dt>
@@ -250,7 +225,6 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-file_suffix">
 <code class="sig-name descname">--file_suffix</code><code class="sig-prename descclassname"> &lt;file_suffix&gt;</code><a class="headerlink" href="#cmdoption-dicom_crawler-file_suffix" title="Permalink to this definition">¶</a></dt>
@@ -261,10 +235,9 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-dicom_crawler-s">
-<span id="cmdoption-dicom_crawler-short_description"></span><code class="sig-name descname">-s</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--short_description</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-dicom_crawler-s" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-s</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--short_description</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-dicom_crawler-s" title="Permalink to this definition">¶</a></dt>
 <dd><p>Use less verbose descriptions for DICOM images.</p>
 <dl class="field-list simple">
 <dt class="field-odd">Default</dt>
@@ -272,10 +245,19 @@ <h2><a class="toc-backref" href="#id1">dicom_crawler</a><a class="headerlink" hr
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="segmentation">
-<h2><a class="toc-backref" href="#id2">segmentation</a><a class="headerlink" href="#segmentation" title="Permalink to this headline">¶</a></h2>
+<dl class="std option">
+<dt id="cmdoption-dicom_crawler-v">
+<code class="sig-name descname">-v</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--verbose</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-dicom_crawler-v" title="Permalink to this definition">¶</a></dt>
+<dd><p>Print more information while running.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Default</dt>
+<dd class="field-odd"><p>False</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="segmentation">
+<h2>segmentation<a class="headerlink" href="#segmentation" title="Permalink to this headline">¶</a></h2>
 <p>Run an auto-segmentation on an input image. Choose which algorithm to run and pass the path to
 the Nitfti input image OR a directory containing a DICOM series.</p>
 <p>Optionally, pass in a configuration file for the segmentation algorithm. Output the default
@@ -286,38 +268,33 @@ <h2><a class="toc-backref" href="#id2">segmentation</a><a class="headerlink" hre
 <p class="rubric">Options</p>
 <dl class="std option">
 <dt id="cmdoption-segmentation-c">
-<span id="cmdoption-segmentation-config"></span><code class="sig-name descname">-c</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--config</code><code class="sig-prename descclassname"> &lt;config&gt;</code><a class="headerlink" href="#cmdoption-segmentation-c" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-c</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--config</code><code class="sig-prename descclassname"> &lt;config&gt;</code><a class="headerlink" href="#cmdoption-segmentation-c" title="Permalink to this definition">¶</a></dt>
 <dd><p>Path to JSON file containing algorithm settings</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-segmentation-d">
-<span id="cmdoption-segmentation-default"></span><code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--default</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-segmentation-d" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--default</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-segmentation-d" title="Permalink to this definition">¶</a></dt>
 <dd><p>Print the default configuration for the selected algorithm</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-segmentation-o">
-<span id="cmdoption-segmentation-output"></span><code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output</code><code class="sig-prename descclassname"> &lt;output&gt;</code><a class="headerlink" href="#cmdoption-segmentation-o" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output</code><code class="sig-prename descclassname"> &lt;output&gt;</code><a class="headerlink" href="#cmdoption-segmentation-o" title="Permalink to this definition">¶</a></dt>
 <dd><p>Path to directory for output</p>
 </dd></dl>
-
 <p class="rubric">Arguments</p>
 <dl class="std option">
 <dt id="cmdoption-segmentation-arg-ALGORITHM">
 <code class="sig-name descname">ALGORITHM</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-segmentation-arg-ALGORITHM" title="Permalink to this definition">¶</a></dt>
 <dd><p>Required argument</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-segmentation-arg-INPUT_PATH">
 <code class="sig-name descname">INPUT_PATH</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-segmentation-arg-INPUT_PATH" title="Permalink to this definition">¶</a></dt>
 <dd><p>Optional argument</p>
 </dd></dl>
-
-</div>
-<div class="section" id="nifti-to-rtstruct">
-<h2><a class="toc-backref" href="#id3">nifti_to_rtstruct</a><a class="headerlink" href="#nifti-to-rtstruct" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="nifti-to-rtstruct">
+<h2>nifti_to_rtstruct<a class="headerlink" href="#nifti-to-rtstruct" title="Permalink to this headline">¶</a></h2>
 <p>Convert Nifti masks to Dicom RTStruct</p>
 <div class="highlight-shell notranslate"><div class="highlight"><pre><span></span>nifti_to_rtstruct <span class="o">[</span>OPTIONS<span class="o">]</span>
 </pre></div>
@@ -325,31 +302,22 @@ <h2><a class="toc-backref" href="#id3">nifti_to_rtstruct</a><a class="headerlink
 <p class="rubric">Options</p>
 <dl class="std option">
 <dt id="cmdoption-nifti_to_rtstruct-d">
-<span id="cmdoption-nifti_to_rtstruct-dcm_file"></span><code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_file</code><code class="sig-prename descclassname"> &lt;dcm_file&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-d" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_file</code><code class="sig-prename descclassname"> &lt;dcm_file&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-d" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Reference DICOM file from which header tags will be copied</p>
 </dd></dl>
-
-<dl class="std option">
-<dt id="cmdoption-nifti_to_rtstruct-debug">
-<code class="sig-name descname">--debug</code><code class="sig-prename descclassname"></code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-debug" title="Permalink to this definition">¶</a></dt>
-<dd><p>Whether intermediate debug info is written</p>
-</dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-nifti_to_rtstruct-m">
-<span id="cmdoption-nifti_to_rtstruct-mask"></span><code class="sig-name descname">-m</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--mask</code><code class="sig-prename descclassname"> &lt;mask&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-m" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-m</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--mask</code><code class="sig-prename descclassname"> &lt;mask&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-m" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Mask pairs with name,filename</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-nifti_to_rtstruct-o">
-<span id="cmdoption-nifti_to_rtstruct-out_rt_filename"></span><code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--out_rt_filename</code><code class="sig-prename descclassname"> &lt;out_rt_filename&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-o" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--out_rt_filename</code><code class="sig-prename descclassname"> &lt;out_rt_filename&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_rtstruct-o" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Name of RT struct output</p>
 </dd></dl>
-
-</div>
-<div class="section" id="nifti-to-series">
-<h2><a class="toc-backref" href="#id4">nifti_to_series</a><a class="headerlink" href="#nifti-to-series" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="nifti-to-series">
+<h2>nifti_to_series<a class="headerlink" href="#nifti-to-series" title="Permalink to this headline">¶</a></h2>
 <p>Convert a Nifti image to a Dicom image series</p>
 <div class="highlight-shell notranslate"><div class="highlight"><pre><span></span>nifti_to_series <span class="o">[</span>OPTIONS<span class="o">]</span>
 </pre></div>
@@ -357,25 +325,22 @@ <h2><a class="toc-backref" href="#id4">nifti_to_series</a><a class="headerlink"
 <p class="rubric">Options</p>
 <dl class="std option">
 <dt id="cmdoption-nifti_to_series-d">
-<span id="cmdoption-nifti_to_series-dcm"></span><code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm</code><code class="sig-prename descclassname"> &lt;dcm&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-d" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-d</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm</code><code class="sig-prename descclassname"> &lt;dcm&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-d" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Reference DICOM folder containing series from which header tags will be copied</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-nifti_to_series-i">
-<span id="cmdoption-nifti_to_series-image"></span><code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--image</code><code class="sig-prename descclassname"> &lt;image&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-i" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--image</code><code class="sig-prename descclassname"> &lt;image&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-i" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Nifti Image file to convert to Dicom series</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-nifti_to_series-t">
-<span id="cmdoption-nifti_to_series-tag"></span><code class="sig-name descname">-t</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--tag</code><code class="sig-prename descclassname"> &lt;tag&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-t" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-t</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--tag</code><code class="sig-prename descclassname"> &lt;tag&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-t" title="Permalink to this definition">¶</a></dt>
 <dd><p>Override Dicom Tags by providing key:value pairs</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-nifti_to_series-o">
-<span id="cmdoption-nifti_to_series-output_directory"></span><code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_directory</code><code class="sig-prename descclassname"> &lt;output_directory&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-o" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-o</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_directory</code><code class="sig-prename descclassname"> &lt;output_directory&gt;</code><a class="headerlink" href="#cmdoption-nifti_to_series-o" title="Permalink to this definition">¶</a></dt>
 <dd><p>Directory in which Dicom series files will be generated</p>
 <dl class="field-list simple">
 <dt class="field-odd">Default</dt>
@@ -383,10 +348,9 @@ <h2><a class="toc-backref" href="#id4">nifti_to_series</a><a class="headerlink"
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="rtstruct-to-nifti">
-<h2><a class="toc-backref" href="#id5">rtstruct_to_nifti</a><a class="headerlink" href="#rtstruct-to-nifti" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="rtstruct-to-nifti">
+<h2>rtstruct_to_nifti<a class="headerlink" href="#rtstruct-to-nifti" title="Permalink to this headline">¶</a></h2>
 <p>Convert a DICOM RTSTRUCT file to Nifti format.</p>
 <div class="highlight-shell notranslate"><div class="highlight"><pre><span></span>rtstruct_to_nifti <span class="o">[</span>OPTIONS<span class="o">]</span>
 </pre></div>
@@ -394,25 +358,22 @@ <h2><a class="toc-backref" href="#id5">rtstruct_to_nifti</a><a class="headerlink
 <p class="rubric">Options</p>
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-i">
-<span id="cmdoption-rtstruct_to_nifti-dcm_img"></span><code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_img</code><code class="sig-prename descclassname"> &lt;dcm_img&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-i" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-i</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_img</code><code class="sig-prename descclassname"> &lt;dcm_img&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-i" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Directory containing the image series linked to the contour to convert</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-r">
-<span id="cmdoption-rtstruct_to_nifti-dcm_rt_file"></span><code class="sig-name descname">-r</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_rt_file</code><code class="sig-prename descclassname"> &lt;dcm_rt_file&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-r" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-r</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--dcm_rt_file</code><code class="sig-prename descclassname"> &lt;dcm_rt_file&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-r" title="Permalink to this definition">¶</a></dt>
 <dd><p><strong>Required</strong> Dicom RTStruct file containing the contours to convert</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-p">
-<span id="cmdoption-rtstruct_to_nifti-prefix"></span><code class="sig-name descname">-p</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--prefix</code><code class="sig-prename descclassname"> &lt;prefix&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-p" title="Permalink to this definition">¶</a></dt>
-<dd><p>Prefix for output files (e.g. <a href="#id6"><span class="problematic" id="id7">Case_01_</span></a></p>
+<code class="sig-name descname">-p</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--prefix</code><code class="sig-prename descclassname"> &lt;prefix&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-p" title="Permalink to this definition">¶</a></dt>
+<dd><p>Prefix for output files (e.g. <a href="#id1"><span class="problematic" id="id2">Case_01_</span></a></p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-od">
-<span id="cmdoption-rtstruct_to_nifti-output_dir"></span><code class="sig-name descname">-od</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_dir</code><code class="sig-prename descclassname"> &lt;output_dir&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-od" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-od</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_dir</code><code class="sig-prename descclassname"> &lt;output_dir&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-od" title="Permalink to this definition">¶</a></dt>
 <dd><p>Directory in which to place converted files</p>
 <dl class="field-list simple">
 <dt class="field-odd">Default</dt>
@@ -420,80 +381,93 @@ <h2><a class="toc-backref" href="#id5">rtstruct_to_nifti</a><a class="headerlink
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-oi">
-<span id="cmdoption-rtstruct_to_nifti-output_img"></span><code class="sig-name descname">-oi</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_img</code><code class="sig-prename descclassname"> &lt;output_img&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-oi" title="Permalink to this definition">¶</a></dt>
+<code class="sig-name descname">-oi</code><code class="sig-prename descclassname"></code><code class="sig-prename descclassname">, </code><code class="sig-name descname">--output_img</code><code class="sig-prename descclassname"> &lt;output_img&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-oi" title="Permalink to this definition">¶</a></dt>
 <dd><p>Output name of converted image series</p>
 </dd></dl>
-
 <dl class="std option">
 <dt id="cmdoption-rtstruct_to_nifti-spacing">
 <code class="sig-name descname">--spacing</code><code class="sig-prename descclassname"> &lt;spacing&gt;</code><a class="headerlink" href="#cmdoption-rtstruct_to_nifti-spacing" title="Permalink to this definition">¶</a></dt>
 <dd><p>DICOM image spacing override with format x,y,z (0 indicates to leave as is, e.g. 0,0,3)</p>
 </dd></dl>
+</section>
+</section>
 
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+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
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+              Show Source
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+        <div class="toc-title-container">
+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">Command Line Tools</a><ul>
+<li><a class="reference internal" href="#dicom-crawler">dicom_crawler</a></li>
+<li><a class="reference internal" href="#segmentation">segmentation</a></li>
+<li><a class="reference internal" href="#nifti-to-rtstruct">nifti_to_rtstruct</a></li>
+<li><a class="reference internal" href="#nifti-to-series">nifti_to_series</a></li>
+<li><a class="reference internal" href="#rtstruct-to-nifti">rtstruct_to_nifti</a></li>
+</ul>
+</li>
+</ul>
 
-           </div>
           </div>
-          <footer>
-  
-
-  <hr/>
-
-  <div role="contentinfo">
-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
-
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-  </div> 
-
-</footer>
-
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       </div>
-
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-  
-
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-    <script type="text/javascript">
-        var DOCUMENTATION_OPTIONS = {
-            URL_ROOT:'./',
-            VERSION:'',
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-            HAS_SOURCE:  true,
-            SOURCELINK_SUFFIX: '.txt'
-        };
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+      
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+    </aside>
+  </main>
+</div>
+    <script id="documentation_options" data-url_root="./" src="_static/documentation_options.js"></script>
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+    <script src="_static/doctools.js"></script>
+    <script src="_static/language_data.js"></script>
+    <script crossorigin="anonymous" integrity="sha256-Ae2Vz/4ePdIu6ZyI/5ZGsYnb+m0JlOmKPjt6XZ9JJkA=" src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.3.4/require.min.js"></script>
+    <script async="async" src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS-MML_HTMLorMML"></script>
+    <script type="text/x-mathjax-config">MathJax.Hub.Config({"tex2jax": {"inlineMath": [["$", "$"], ["\\(", "\\)"]], "processEscapes": true, "ignoreClass": "document", "processClass": "math|output_area"}})</script>
+    <script src="_static/scripts/main.js?digest=e931d09b2a40c1bb82b542effe772014573baf67"></script></body>
 </html>
\ No newline at end of file
diff --git a/docs/site/examples.html b/docs/site/examples.html
new file mode 100644
index 00000000..ddae1999
--- /dev/null
+++ b/docs/site/examples.html
@@ -0,0 +1,177 @@
+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><meta name="generator" content="Docutils 0.17.1: http://docutils.sourceforge.net/" />
+<link rel="index" title="Index" href="genindex.html" /><link rel="search" title="Search" href="search.html" />
+
+    <meta name="generator" content="sphinx-3.0.3, furo 2021.04.11.beta34"/>
+        <title>Examples - PlatiPy documentation</title>
+      <link rel="stylesheet" href="_static/styles/furo.css?digest=59ab60ac09ea94ccfe6deddff6d715cce948a6fc">
+    <link rel="stylesheet" href="_static/pygments.css">
+    <link media="(prefers-color-scheme: dark)" rel="stylesheet" href="_static/pygments_dark.css">
+    
+
+
+<style>
+  :root {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
+  
+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
+  
+    }
+  }
+
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
+  
+  }
+  .override-dark {
+    --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
+  
+  }
+</style><link rel="stylesheet" href="_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
+  <body dir="">
+    
+<svg xmlns="http://www.w3.org/2000/svg" style="display: none;">
+  <symbol id="svg-toc" viewBox="0 0 24 24">
+    <title>Contents</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke-width="1.5" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round">
+      <path stroke="none" d="M0 0h24v24H0z"/>
+      <line x1="4" y1="6" x2="20" y2="6" />
+      <line x1="10" y1="12" x2="20" y2="12" />
+      <line x1="6" y1="18" x2="20" y2="18" />
+    </svg>
+  </symbol>
+  <symbol id="svg-menu" viewBox="0 0 24 24">
+    <title>Menu</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-menu">
+      <line x1="3" y1="12" x2="21" y2="12"></line>
+      <line x1="3" y1="6" x2="21" y2="6"></line>
+      <line x1="3" y1="18" x2="21" y2="18"></line>
+    </svg>
+  </symbol>
+  <symbol id="svg-arrow-right" viewBox="0 0 24 24">
+    <title>Expand</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-chevron-right">
+      <polyline points="9 18 15 12 9 6"></polyline>
+    </svg>
+  </symbol>
+</svg>
+
+<input type="checkbox" class="sidebar-toggle" name="__navigation" id="__navigation">
+<input type="checkbox" class="sidebar-toggle" name="__toc" id="__toc">
+<label class="overlay sidebar-overlay" for="__navigation"></label>
+<label class="overlay toc-overlay" for="__toc"></label>
+
+
+
+<div class="page">
+  <header class="mobile-header">
+    <div class="header-left">
+      <label class="nav-overlay-icon" for="__navigation">
+        <i class="icon"><svg><use href="#svg-menu"></use></svg></i>
+      </label>
+    </div>
+    <div class="header-center">
+      <a href="index.html"><div class="brand">PlatiPy  documentation</div></a>
+    </div>
+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon no-toc" for="__toc">
+        <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+      </label>
+    </div>
+  </header>
+  <aside class="sidebar-drawer">
+    <div class="sidebar-container">
+      
+      <div class="sidebar-sticky"><a class="sidebar-brand" href="index.html">
+  
+  
+  <span class="sidebar-brand-text">PlatiPy  documentation</span>
+  
+</a><form class="sidebar-search-container" method="get" action="search.html">
+  <input class="sidebar-search" placeholder=Search name="q">
+  <input type="hidden" name="check_keywords" value="yes">
+  <input type="hidden" name="area" value="default">
+</form><div class="sidebar-scroll"><div class="sidebar-tree">
+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="registration.html">Registration</a></li>
+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
+</ul>
+
+</div>
+</div>
+      </div>
+      
+    </div>
+  </aside>
+  <main class="main">
+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="examples">
+<h1>Examples<a class="headerlink" href="#examples" title="Permalink to this headline">¶</a></h1>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          
+          
+        </div>
+
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="_sources/examples.rst.txt"
+               rel="nofollow">
+              Show Source
+            </a>
+        </div>
+        
+      </footer>
+    </div>
+    <aside class="toc-drawer no-toc">
+      
+      
+      
+    </aside>
+  </main>
+</div>
+    <script id="documentation_options" data-url_root="./" src="_static/documentation_options.js"></script>
+    <script src="_static/jquery.js"></script>
+    <script src="_static/underscore.js"></script>
+    <script src="_static/doctools.js"></script>
+    <script src="_static/language_data.js"></script>
+    <script crossorigin="anonymous" integrity="sha256-Ae2Vz/4ePdIu6ZyI/5ZGsYnb+m0JlOmKPjt6XZ9JJkA=" src="https://cdnjs.cloudflare.com/ajax/libs/require.js/2.3.4/require.min.js"></script>
+    <script async="async" src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS-MML_HTMLorMML"></script>
+    <script type="text/x-mathjax-config">MathJax.Hub.Config({"tex2jax": {"inlineMath": [["$", "$"], ["\\(", "\\)"]], "processEscapes": true, "ignoreClass": "document", "processClass": "math|output_area"}})</script>
+    <script src="_static/scripts/main.js?digest=e931d09b2a40c1bb82b542effe772014573baf67"></script></body>
+</html>
\ No newline at end of file
diff --git a/docs/site/gen/modules.html b/docs/site/gen/modules.html
index d2e27f8b..48b8d9fd 100644
--- a/docs/site/gen/modules.html
+++ b/docs/site/gen/modules.html
@@ -1,151 +1,141 @@
+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><meta name="generator" content="Docutils 0.17.1: http://docutils.sourceforge.net/" />
+<link rel="index" title="Index" href="../genindex.html" /><link rel="search" title="Search" href="../search.html" />
+
+    <meta name="generator" content="sphinx-3.0.3, furo 2021.04.11.beta34"/>
+        <title>platipy - PlatiPy documentation</title>
+      <link rel="stylesheet" href="../_static/styles/furo.css?digest=59ab60ac09ea94ccfe6deddff6d715cce948a6fc">
+    <link rel="stylesheet" href="../_static/pygments.css">
+    <link media="(prefers-color-scheme: dark)" rel="stylesheet" href="../_static/pygments_dark.css">
+    
 
 
-<!DOCTYPE html>
-<!--[if IE 8]><html class="no-js lt-ie9" lang="en" > <![endif]-->
-<!--[if gt IE 8]><!--> <html class="no-js" lang="en" > <!--<![endif]-->
-<head>
-  <meta charset="utf-8">
-  
-  <meta name="viewport" content="width=device-width, initial-scale=1.0">
-  
-  <title>platipy &mdash; PlatiPy  documentation</title>
-  
-
-  
+<style>
+  :root {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
-
+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
+  }
+  .override-dark {
+    --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+  }
+</style><link rel="stylesheet" href="../_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
+  <body dir="">
     
-
-  
-
-  
-  
-    <link rel="stylesheet" href="../_static/css/theme.css" type="text/css" />
+<svg xmlns="http://www.w3.org/2000/svg" style="display: none;">
+  <symbol id="svg-toc" viewBox="0 0 24 24">
+    <title>Contents</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke-width="1.5" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round">
+      <path stroke="none" d="M0 0h24v24H0z"/>
+      <line x1="4" y1="6" x2="20" y2="6" />
+      <line x1="10" y1="12" x2="20" y2="12" />
+      <line x1="6" y1="18" x2="20" y2="18" />
+    </svg>
+  </symbol>
+  <symbol id="svg-menu" viewBox="0 0 24 24">
+    <title>Menu</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-menu">
+      <line x1="3" y1="12" x2="21" y2="12"></line>
+      <line x1="3" y1="6" x2="21" y2="6"></line>
+      <line x1="3" y1="18" x2="21" y2="18"></line>
+    </svg>
+  </symbol>
+  <symbol id="svg-arrow-right" viewBox="0 0 24 24">
+    <title>Expand</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-chevron-right">
+      <polyline points="9 18 15 12 9 6"></polyline>
+    </svg>
+  </symbol>
+</svg>
+
+<input type="checkbox" class="sidebar-toggle" name="__navigation" id="__navigation">
+<input type="checkbox" class="sidebar-toggle" name="__toc" id="__toc">
+<label class="overlay sidebar-overlay" for="__navigation"></label>
+<label class="overlay toc-overlay" for="__toc"></label>
+
+
+
+<div class="page">
+  <header class="mobile-header">
+    <div class="header-left">
+      <label class="nav-overlay-icon" for="__navigation">
+        <i class="icon"><svg><use href="#svg-menu"></use></svg></i>
+      </label>
+    </div>
+    <div class="header-center">
+      <a href="../index.html"><div class="brand">PlatiPy  documentation</div></a>
+    </div>
+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon no-toc" for="__toc">
+        <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+      </label>
+    </div>
+  </header>
+  <aside class="sidebar-drawer">
+    <div class="sidebar-container">
+      
+      <div class="sidebar-sticky"><a class="sidebar-brand" href="../index.html">
   
-
   
-
+  <span class="sidebar-brand-text">PlatiPy  documentation</span>
   
-        <link rel="index" title="Index"
-              href="../genindex.html"/>
-        <link rel="search" title="Search" href="../search.html"/>
-    <link rel="top" title="PlatiPy  documentation" href="../index.html"/> 
-
-  
-  <script src="../_static/js/modernizr.min.js"></script>
-
-</head>
-
-<body class="wy-body-for-nav" role="document">
-
-   
-  <div class="wy-grid-for-nav">
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-    <nav data-toggle="wy-nav-shift" class="wy-nav-side">
-      <div class="wy-side-scroll">
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-          
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-  <form id="rtd-search-form" class="wy-form" action="../search.html" method="get">
-    <input type="text" name="q" placeholder="Search docs" />
-    <input type="hidden" name="check_keywords" value="yes" />
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-        <div class="wy-menu wy-menu-vertical" data-spy="affix" role="navigation" aria-label="main navigation">
-          
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-            
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+</a><form class="sidebar-search-container" method="get" action="../search.html">
+  <input class="sidebar-search" placeholder=Search name="q">
+  <input type="hidden" name="check_keywords" value="yes">
+  <input type="hidden" name="area" value="default">
+</form><div class="sidebar-scroll"><div class="sidebar-tree">
+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="../index.html">PlatiPy documentation</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../registration.html">Registration</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../_examples/visualise.html">Visualise Images</a></li>
 </ul>
 
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+</div>
+</div>
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-    </nav>
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+    </div>
+  </aside>
+  <main class="main">
+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="platipy">
 <h1>platipy<a class="headerlink" href="#platipy" title="Permalink to this headline">¶</a></h1>
 <div class="toctree-wrapper compound">
 <ul>
@@ -172,7 +162,7 @@ <h1>platipy<a class="headerlink" href="#platipy" title="Permalink to this headli
 <li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">platipy.cli.rtstruct_to_nifti module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.run">platipy.cli.run module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.segmentation">platipy.cli.segmentation module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.sort_dicom_from_directory">platipy.cli.sort_dicom_from_directory module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.tcia_download">platipy.cli.tcia_download module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.cli.html#module-platipy.cli">Module contents</a></li>
 </ul>
 </li>
@@ -193,66 +183,41 @@ <h1>platipy<a class="headerlink" href="#platipy" title="Permalink to this headli
 </li>
 </ul>
 </div>
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-
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-
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-  </div> 
-
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+</section>
 
+      </article>
+      <footer>
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-    <script type="text/javascript">
-        var DOCUMENTATION_OPTIONS = {
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diff --git a/docs/site/gen/platipy.backend.html b/docs/site/gen/platipy.backend.html
index 1e6edbf2..bfb1d90f 100644
--- a/docs/site/gen/platipy.backend.html
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@@ -1,169 +1,159 @@
+<!doctype html>
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+<style>
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+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
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-  
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+  @media (prefers-color-scheme: dark) {
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+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
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+    </div>
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+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="platipy-backend-package">
 <h1>platipy.backend package<a class="headerlink" href="#platipy-backend-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="subpackages">
+<section id="subpackages">
 <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to this headline">¶</a></h2>
 <div class="toctree-wrapper compound">
 <ul>
 <li class="toctree-l1"><a class="reference internal" href="platipy.backend.sample.html">platipy.backend.sample package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.backend.sample.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.backend.sample.html#module-platipy.backend.sample.sample">platipy.backend.sample.sample module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.backend.sample.html#platipy-backend-sample-sample-module">platipy.backend.sample.sample module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.backend.sample.html#module-platipy.backend.sample">Module contents</a></li>
 </ul>
 </li>
 </ul>
 </div>
-</div>
-<div class="section" id="submodules">
+</section>
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.backend.api">
+</section>
+<section id="module-platipy.backend.api">
 <span id="platipy-backend-api-module"></span><h2>platipy.backend.api module<a class="headerlink" href="#module-platipy.backend.api" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
 <dt id="platipy.backend.api.AlgorithmEndpoint">
@@ -173,24 +163,19 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.AlgorithmEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'algorithmendpoint'</em><a class="headerlink" href="#platipy.backend.api.AlgorithmEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.AlgorithmEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.AlgorithmEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.AlgorithmEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.AlgorithmEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.AlgorithmEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.AlgorithmEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.CustomConfig">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">CustomConfig</code><a class="headerlink" href="#platipy.backend.api.CustomConfig" title="Permalink to this definition">¶</a></dt>
@@ -199,9 +184,7 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.CustomConfig.RESTFUL_JSON">
 <code class="sig-name descname">RESTFUL_JSON</code><em class="property"> = {'cls': &lt;class 'platipy.backend.models.AlchemyEncoder'&gt;, 'indent': 2, 'separators': (', ', ': ')}</em><a class="headerlink" href="#platipy.backend.api.CustomConfig.RESTFUL_JSON" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DataObjectDownloadEndpoint</code><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -210,30 +193,24 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'dataobjectdownloadendpoint'</em><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataobject_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd><p>Returns the file for the given dataobject</p>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectDownloadEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.DataObjectDownloadEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DataObjectEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DataObjectEndpoint</code><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -242,39 +219,31 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DataObjectEndpoint.delete">
 <code class="sig-name descname">delete</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataobject_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.delete" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'dataobjectendpoint'</em><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataobject_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'DELETE', 'GET', 'POST'}</em><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectEndpoint.post">
 <code class="sig-name descname">post</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectEndpoint.post" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DataObjectsEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DataObjectsEndpoint</code><a class="headerlink" href="#platipy.backend.api.DataObjectsEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -283,24 +252,19 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DataObjectsEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'dataobjectsendpoint'</em><a class="headerlink" href="#platipy.backend.api.DataObjectsEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectsEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectsEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DataObjectsEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DataObjectsEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DataObjectsEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.DataObjectsEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DatasetEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DatasetEndpoint</code><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -309,34 +273,27 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DatasetEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'datasetendpoint'</em><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DatasetEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET', 'POST'}</em><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DatasetEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetEndpoint.post">
 <code class="sig-name descname">post</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetEndpoint.post" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DatasetReadyEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DatasetReadyEndpoint</code><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -345,29 +302,23 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DatasetReadyEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'datasetreadyendpoint'</em><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetReadyEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetReadyEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DatasetReadyEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DatasetReadyEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.DatasetReadyEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DatasetsEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DatasetsEndpoint</code><a class="headerlink" href="#platipy.backend.api.DatasetsEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -376,24 +327,19 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DatasetsEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'datasetsendpoint'</em><a class="headerlink" href="#platipy.backend.api.DatasetsEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetsEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetsEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DatasetsEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DatasetsEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DatasetsEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.DatasetsEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.DicomLocationEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">DicomLocationEndpoint</code><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -402,34 +348,27 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.DicomLocationEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'dicomlocationendpoint'</em><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DicomLocationEndpoint.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.get" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DicomLocationEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DicomLocationEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET', 'POST'}</em><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.DicomLocationEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.DicomLocationEndpoint.post">
 <code class="sig-name descname">post</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.DicomLocationEndpoint.post" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.Resource">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">Resource</code><a class="headerlink" href="#platipy.backend.api.Resource" title="Permalink to this definition">¶</a></dt>
@@ -438,9 +377,7 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.Resource.method_decorators">
 <code class="sig-name descname">method_decorators</code><em class="property"> = [&lt;function authenticate&gt;]</em><a class="headerlink" href="#platipy.backend.api.Resource.method_decorators" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.TaskStatus">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">TaskStatus</code><a class="headerlink" href="#platipy.backend.api.TaskStatus" title="Permalink to this definition">¶</a></dt>
@@ -449,25 +386,20 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.TaskStatus.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'taskstatus'</em><a class="headerlink" href="#platipy.backend.api.TaskStatus.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.TaskStatus.get">
 <code class="sig-name descname">get</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">task_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.TaskStatus.get" title="Permalink to this definition">¶</a></dt>
 <dd><p>Get the status of a task given the ID</p>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.TaskStatus.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.TaskStatus.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.TaskStatus.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'GET'}</em><a class="headerlink" href="#platipy.backend.api.TaskStatus.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.api.TriggerEndpoint">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">TriggerEndpoint</code><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint" title="Permalink to this definition">¶</a></dt>
@@ -476,36 +408,29 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.api.TriggerEndpoint.endpoint">
 <code class="sig-name descname">endpoint</code><em class="property"> = 'triggerendpoint'</em><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint.endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.TriggerEndpoint.mediatypes">
 <code class="sig-name descname">mediatypes</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint.mediatypes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.TriggerEndpoint.methods">
 <code class="sig-name descname">methods</code><em class="property"> = {'POST'}</em><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint.methods" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.api.TriggerEndpoint.parser">
 <code class="sig-name descname">parser</code><em class="property"> = &lt;flask_restful.reqparse.RequestParser object&gt;</em><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint.parser" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.api.TriggerEndpoint.post">
 <code class="sig-name descname">post</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.TriggerEndpoint.post" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.api.authenticate">
 <code class="sig-prename descclassname">platipy.backend.api.</code><code class="sig-name descname">authenticate</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">func</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.api.authenticate" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend.application">
+</section>
+<section id="module-platipy.backend.application">
 <span id="platipy-backend-application-module"></span><h2>platipy.backend.application module<a class="headerlink" href="#module-platipy.backend.application" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
 <dt id="platipy.backend.application.Algorithm">
@@ -515,9 +440,7 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.application.Algorithm.settings_to_json">
 <code class="sig-name descname">settings_to_json</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.Algorithm.settings_to_json" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.application.FlaskApp">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.application.</code><code class="sig-name descname">FlaskApp</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">import_name</span></em>, <em class="sig-param"><span class="n">static_url_path</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">static_folder</span><span class="o">=</span><span class="default_value">'static'</span></em>, <em class="sig-param"><span class="n">static_host</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">host_matching</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">subdomain_matching</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">template_folder</span><span class="o">=</span><span class="default_value">'templates'</span></em>, <em class="sig-param"><span class="n">instance_path</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">instance_relative_config</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">root_path</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp" title="Permalink to this definition">¶</a></dt>
@@ -527,37 +450,30 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dt id="platipy.backend.application.FlaskApp.algorithms">
 <code class="sig-name descname">algorithms</code><em class="property"> = {}</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.algorithms" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.application.FlaskApp.api">
 <code class="sig-name descname">api</code><em class="property"> = None</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.api" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.application.FlaskApp.beat_started">
 <code class="sig-name descname">beat_started</code><em class="property"> = False</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.beat_started" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.application.FlaskApp.celery_started">
 <code class="sig-name descname">celery_started</code><em class="property"> = False</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.celery_started" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.application.FlaskApp.dicom_listener_aetitle">
 <code class="sig-name descname">dicom_listener_aetitle</code><em class="property"> = 'PLATIPY_SERVICE'</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.dicom_listener_aetitle" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.application.FlaskApp.dicom_listener_port">
 <code class="sig-name descname">dicom_listener_port</code><em class="property"> = 7777</em><a class="headerlink" href="#platipy.backend.application.FlaskApp.dicom_listener_port" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.application.FlaskApp.register">
 <code class="sig-name descname">register</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">default_settings</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp.register" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.application.FlaskApp.run">
 <code class="sig-name descname">run</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">host</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">port</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">dicom_listener_port</span><span class="o">=</span><span class="default_value">7777</span></em>, <em class="sig-param"><span class="n">dicom_listener_aetitle</span><span class="o">=</span><span class="default_value">'PLATIPY_SERVICE'</span></em>, <em class="sig-param"><span class="n">load_dotenv</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="o">**</span><span class="n">options</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp.run" title="Permalink to this definition">¶</a></dt>
@@ -617,27 +533,22 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 variable.</p>
 </div>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.application.FlaskApp.run_beat">
 <code class="sig-name descname">run_beat</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp.run_beat" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.application.FlaskApp.run_celery">
 <code class="sig-name descname">run_celery</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp.run_celery" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.application.FlaskApp.run_dicom_listener">
 <code class="sig-name descname">run_dicom_listener</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">listen_port</span></em>, <em class="sig-param"><span class="n">listen_ae_title</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.application.FlaskApp.run_dicom_listener" title="Permalink to this definition">¶</a></dt>
 <dd><p>Background task that listens at a specific port for incoming dicom series</p>
 </dd></dl>
-
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend.client">
+</section>
+<section id="module-platipy.backend.client">
 <span id="platipy-backend-client-module"></span><h2>platipy.backend.client module<a class="headerlink" href="#module-platipy.backend.client" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
 <dt id="platipy.backend.client.PlatiPyClient">
@@ -670,7 +581,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.add_dataset">
 <code class="sig-name descname">add_dataset</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">from_dicom_location</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">to_dicom_location</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">timeout</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.add_dataset" title="Permalink to this definition">¶</a></dt>
@@ -692,7 +602,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.add_dicom_location">
 <code class="sig-name descname">add_dicom_location</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">host</span></em>, <em class="sig-param"><span class="n">port</span></em>, <em class="sig-param"><span class="n">ae_title</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.add_dicom_location" title="Permalink to this definition">¶</a></dt>
@@ -713,7 +622,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.download_output_objects">
 <code class="sig-name descname">download_output_objects</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset</span></em>, <em class="sig-param"><span class="n">output_path</span><span class="o">=</span><span class="default_value">'.'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.download_output_objects" title="Permalink to this definition">¶</a></dt>
@@ -727,7 +635,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.get_dataset">
 <code class="sig-name descname">get_dataset</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.get_dataset" title="Permalink to this definition">¶</a></dt>
@@ -741,7 +648,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.get_dataset_ready">
 <code class="sig-name descname">get_dataset_ready</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.get_dataset_ready" title="Permalink to this definition">¶</a></dt>
@@ -755,7 +661,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.get_default_settings">
 <code class="sig-name descname">get_default_settings</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.get_default_settings" title="Permalink to this definition">¶</a></dt>
@@ -766,7 +671,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.get_dicom_location">
 <code class="sig-name descname">get_dicom_location</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">name</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.get_dicom_location" title="Permalink to this definition">¶</a></dt>
@@ -780,7 +684,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.backend.client.PlatiPyClient.run_algorithm">
 <code class="sig-name descname">run_algorithm</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset</span></em>, <em class="sig-param"><span class="n">config</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.client.PlatiPyClient.run_algorithm" title="Permalink to this definition">¶</a></dt>
@@ -794,11 +697,9 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend.manage">
+</section>
+<section id="module-platipy.backend.manage">
 <span id="platipy-backend-manage-module"></span><h2>platipy.backend.manage module<a class="headerlink" href="#module-platipy.backend.manage" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.backend.manage.add_api_key">
@@ -806,37 +707,31 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 <dd><p>Add a new API Key with the given name</p>
 <p>name: Name of the API Key</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.manage.create_db">
 <code class="sig-prename descclassname">platipy.backend.manage.</code><code class="sig-name descname">create_db</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.manage.create_db" title="Permalink to this definition">¶</a></dt>
 <dd><p>Create the Database used by the framework</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend.models">
+</section>
+<section id="module-platipy.backend.models">
 <span id="platipy-backend-models-module"></span><h2>platipy.backend.models module<a class="headerlink" href="#module-platipy.backend.models" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
 <dt id="platipy.backend.models.APIKey">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">APIKey</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">**</span><span class="n">kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.APIKey" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.ext.declarative.api.Model</span></code></p>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.orm.decl_api.Model</span></code></p>
 <dl class="py attribute">
 <dt id="platipy.backend.models.APIKey.is_admin">
 <code class="sig-name descname">is_admin</code><a class="headerlink" href="#platipy.backend.models.APIKey.is_admin" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.APIKey.key">
 <code class="sig-name descname">key</code><a class="headerlink" href="#platipy.backend.models.APIKey.key" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.APIKey.name">
 <code class="sig-name descname">name</code><a class="headerlink" href="#platipy.backend.models.APIKey.name" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.models.AlchemyEncoder">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">AlchemyEncoder</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">*</span></em>, <em class="sig-param"><span class="n">skipkeys</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">ensure_ascii</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">check_circular</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">allow_nan</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">sort_keys</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">indent</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">separators</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">default</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.AlchemyEncoder" title="Permalink to this definition">¶</a></dt>
@@ -861,283 +756,244 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </pre></div>
 </div>
 </dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.models.DataObject">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">DataObject</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">**</span><span class="n">kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.DataObject" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.ext.declarative.api.Model</span></code></p>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.orm.decl_api.Model</span></code></p>
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.children">
 <code class="sig-name descname">children</code><a class="headerlink" href="#platipy.backend.models.DataObject.children" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.dataset">
 <code class="sig-name descname">dataset</code><a class="headerlink" href="#platipy.backend.models.DataObject.dataset" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.dataset_id">
 <code class="sig-name descname">dataset_id</code><a class="headerlink" href="#platipy.backend.models.DataObject.dataset_id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.id">
 <code class="sig-name descname">id</code><a class="headerlink" href="#platipy.backend.models.DataObject.id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.is_fetched">
 <code class="sig-name descname">is_fetched</code><a class="headerlink" href="#platipy.backend.models.DataObject.is_fetched" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.is_input">
 <code class="sig-name descname">is_input</code><a class="headerlink" href="#platipy.backend.models.DataObject.is_input" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.is_sent">
 <code class="sig-name descname">is_sent</code><a class="headerlink" href="#platipy.backend.models.DataObject.is_sent" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.meta_data">
 <code class="sig-name descname">meta_data</code><a class="headerlink" href="#platipy.backend.models.DataObject.meta_data" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.parent">
 <code class="sig-name descname">parent</code><a class="headerlink" href="#platipy.backend.models.DataObject.parent" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.parent_id">
 <code class="sig-name descname">parent_id</code><a class="headerlink" href="#platipy.backend.models.DataObject.parent_id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.path">
 <code class="sig-name descname">path</code><a class="headerlink" href="#platipy.backend.models.DataObject.path" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.series_instance_uid">
 <code class="sig-name descname">series_instance_uid</code><a class="headerlink" href="#platipy.backend.models.DataObject.series_instance_uid" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.status">
 <code class="sig-name descname">status</code><a class="headerlink" href="#platipy.backend.models.DataObject.status" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.timestamp">
 <code class="sig-name descname">timestamp</code><a class="headerlink" href="#platipy.backend.models.DataObject.timestamp" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DataObject.type">
 <code class="sig-name descname">type</code><a class="headerlink" href="#platipy.backend.models.DataObject.type" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.models.Dataset">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">Dataset</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">**</span><span class="n">kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.Dataset" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.ext.declarative.api.Model</span></code></p>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.orm.decl_api.Model</span></code></p>
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.from_dicom_location">
 <code class="sig-name descname">from_dicom_location</code><a class="headerlink" href="#platipy.backend.models.Dataset.from_dicom_location" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.from_dicom_location_id">
 <code class="sig-name descname">from_dicom_location_id</code><a class="headerlink" href="#platipy.backend.models.Dataset.from_dicom_location_id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.id">
 <code class="sig-name descname">id</code><a class="headerlink" href="#platipy.backend.models.Dataset.id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.input_data_objects">
 <code class="sig-name descname">input_data_objects</code><a class="headerlink" href="#platipy.backend.models.Dataset.input_data_objects" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.output_data_objects">
 <code class="sig-name descname">output_data_objects</code><a class="headerlink" href="#platipy.backend.models.Dataset.output_data_objects" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.owner_key">
 <code class="sig-name descname">owner_key</code><a class="headerlink" href="#platipy.backend.models.Dataset.owner_key" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.timeout">
 <code class="sig-name descname">timeout</code><a class="headerlink" href="#platipy.backend.models.Dataset.timeout" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.timestamp">
 <code class="sig-name descname">timestamp</code><a class="headerlink" href="#platipy.backend.models.Dataset.timestamp" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.to_dicom_location">
 <code class="sig-name descname">to_dicom_location</code><a class="headerlink" href="#platipy.backend.models.Dataset.to_dicom_location" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.Dataset.to_dicom_location_id">
 <code class="sig-name descname">to_dicom_location_id</code><a class="headerlink" href="#platipy.backend.models.Dataset.to_dicom_location_id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py class">
 <dt id="platipy.backend.models.DicomLocation">
 <em class="property">class </em><code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">DicomLocation</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">**</span><span class="n">kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.DicomLocation" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.ext.declarative.api.Model</span></code></p>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">sqlalchemy.orm.decl_api.Model</span></code></p>
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.ae_title">
 <code class="sig-name descname">ae_title</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.ae_title" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.host">
 <code class="sig-name descname">host</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.host" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.id">
 <code class="sig-name descname">id</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.id" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.name">
 <code class="sig-name descname">name</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.name" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.owner_key">
 <code class="sig-name descname">owner_key</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.owner_key" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py attribute">
 <dt id="platipy.backend.models.DicomLocation.port">
 <code class="sig-name descname">port</code><a class="headerlink" href="#platipy.backend.models.DicomLocation.port" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.models.default_timeout">
 <code class="sig-prename descclassname">platipy.backend.models.</code><code class="sig-name descname">default_timeout</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.models.default_timeout" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend.tasks">
+</section>
+<section id="module-platipy.backend.tasks">
 <span id="platipy-backend-tasks-module"></span><h2>platipy.backend.tasks module<a class="headerlink" href="#module-platipy.backend.tasks" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.backend.views">
+</section>
+<section id="module-platipy.backend.views">
 <span id="platipy-backend-views-module"></span><h2>platipy.backend.views module<a class="headerlink" href="#module-platipy.backend.views" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.backend.views.add_endpoint">
 <code class="sig-prename descclassname">platipy.backend.views.</code><code class="sig-name descname">add_endpoint</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.views.add_endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.views.dashboard">
 <code class="sig-prename descclassname">platipy.backend.views.</code><code class="sig-name descname">dashboard</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.views.dashboard" title="Permalink to this definition">¶</a></dt>
 <dd><p>Entry point to the dashboard of the application</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.views.fetch_log">
 <code class="sig-prename descclassname">platipy.backend.views.</code><code class="sig-name descname">fetch_log</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.views.fetch_log" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.views.fetch_status">
 <code class="sig-prename descclassname">platipy.backend.views.</code><code class="sig-name descname">fetch_status</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.views.fetch_status" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py function">
 <dt id="platipy.backend.views.view_endpoint">
 <code class="sig-prename descclassname">platipy.backend.views.</code><code class="sig-name descname">view_endpoint</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.views.view_endpoint" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.backend">
+</section>
+<section id="module-platipy.backend">
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+<li><a class="reference internal" href="#">platipy.backend package</a><ul>
+<li><a class="reference internal" href="#subpackages">Subpackages</a></li>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.api">platipy.backend.api module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.application">platipy.backend.application module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.client">platipy.backend.client module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.manage">platipy.backend.manage module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.models">platipy.backend.models module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.tasks">platipy.backend.tasks module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.views">platipy.backend.views module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend">Module contents</a></li>
+</ul>
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diff --git a/docs/site/gen/platipy.backend.sample.html b/docs/site/gen/platipy.backend.sample.html
index 40f37093..a749b588 100644
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+++ b/docs/site/gen/platipy.backend.sample.html
@@ -1,226 +1,207 @@
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+  /* For allowing end-user-specific overrides */
+  .override-light {
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 <h1>platipy.backend.sample package<a class="headerlink" href="#platipy-backend-sample-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.backend.sample.sample">
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-<dl class="py function">
-<dt id="platipy.backend.sample.sample.primitive_body_segmentation">
-<code class="sig-prename descclassname">platipy.backend.sample.sample.</code><code class="sig-name descname">primitive_body_segmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">data_objects</span></em>, <em class="sig-param"><span class="n">working_dir</span></em>, <em class="sig-param"><span class="n">settings</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.backend.sample.sample.primitive_body_segmentation" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
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-<div class="section" id="module-platipy.backend.sample">
+</section>
+<section id="platipy-backend-sample-sample-module">
+<h2>platipy.backend.sample.sample module<a class="headerlink" href="#platipy-backend-sample-sample-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.backend.sample">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.backend.sample" title="Permalink to this headline">¶</a></h2>
-</div>
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+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-backend-sample-sample-module">platipy.backend.sample.sample module</a></li>
+<li><a class="reference internal" href="#module-platipy.backend.sample">Module contents</a></li>
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diff --git a/docs/site/gen/platipy.cli.html b/docs/site/gen/platipy.cli.html
index ac9a29a7..9649b555 100644
--- a/docs/site/gen/platipy.cli.html
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@@ -1,247 +1,236 @@
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-  <title>platipy.cli package &mdash; PlatiPy  documentation</title>
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 <h1>platipy.cli package<a class="headerlink" href="#platipy-cli-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.dicom_crawler">
+</section>
+<section id="module-platipy.cli.dicom_crawler">
 <span id="platipy-cli-dicom-crawler-module"></span><h2>platipy.cli.dicom_crawler module<a class="headerlink" href="#module-platipy.cli.dicom_crawler" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.nifti_to_rtstruct">
+</section>
+<section id="module-platipy.cli.nifti_to_rtstruct">
 <span id="platipy-cli-nifti-to-rtstruct-module"></span><h2>platipy.cli.nifti_to_rtstruct module<a class="headerlink" href="#module-platipy.cli.nifti_to_rtstruct" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.nifti_to_series">
+</section>
+<section id="module-platipy.cli.nifti_to_series">
 <span id="platipy-cli-nifti-to-series-module"></span><h2>platipy.cli.nifti_to_series module<a class="headerlink" href="#module-platipy.cli.nifti_to_series" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.rtstruct_to_nifti">
+</section>
+<section id="module-platipy.cli.rtstruct_to_nifti">
 <span id="platipy-cli-rtstruct-to-nifti-module"></span><h2>platipy.cli.rtstruct_to_nifti module<a class="headerlink" href="#module-platipy.cli.rtstruct_to_nifti" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.run">
+</section>
+<section id="module-platipy.cli.run">
 <span id="platipy-cli-run-module"></span><h2>platipy.cli.run module<a class="headerlink" href="#module-platipy.cli.run" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.cli.run.platipy_cli">
 <code class="sig-prename descclassname">platipy.cli.run.</code><code class="sig-name descname">platipy_cli</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.cli.run.platipy_cli" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.cli.segmentation">
+<dd><p>Run the PlatiPy Command Line Interface</p>
+</dd></dl>
+</section>
+<section id="module-platipy.cli.segmentation">
 <span id="platipy-cli-segmentation-module"></span><h2>platipy.cli.segmentation module<a class="headerlink" href="#module-platipy.cli.segmentation" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.sort_dicom_from_directory">
-<span id="platipy-cli-sort-dicom-from-directory-module"></span><h2>platipy.cli.sort_dicom_from_directory module<a class="headerlink" href="#module-platipy.cli.sort_dicom_from_directory" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli.tcia_download">
+</section>
+<section id="module-platipy.cli.tcia_download">
 <span id="platipy-cli-tcia-download-module"></span><h2>platipy.cli.tcia_download module<a class="headerlink" href="#module-platipy.cli.tcia_download" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.cli">
+</section>
+<section id="module-platipy.cli">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.cli" title="Permalink to this headline">¶</a></h2>
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+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.cli.dicom_crawler">platipy.cli.dicom_crawler module</a></li>
+<li><a class="reference internal" href="#module-platipy.cli.nifti_to_rtstruct">platipy.cli.nifti_to_rtstruct module</a></li>
+<li><a class="reference internal" href="#module-platipy.cli.nifti_to_series">platipy.cli.nifti_to_series module</a></li>
+<li><a class="reference internal" href="#module-platipy.cli.rtstruct_to_nifti">platipy.cli.rtstruct_to_nifti module</a></li>
+<li><a class="reference internal" href="#module-platipy.cli.run">platipy.cli.run module</a></li>
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+        <section id="platipy-dicom-communication-package">
 <h1>platipy.dicom.communication package<a class="headerlink" href="#platipy-dicom-communication-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.dicom.communication.connector">
+</section>
+<section id="module-platipy.dicom.communication.connector">
 <span id="platipy-dicom-communication-connector-module"></span><h2>platipy.dicom.communication.connector module<a class="headerlink" href="#module-platipy.dicom.communication.connector" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
 <dt id="platipy.dicom.communication.connector.DicomConnector">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.dicom.communication.connector.</code><code class="sig-name descname">DicomConnector</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">host</span><span class="o">=</span><span class="default_value">'127.0.0.1'</span></em>, <em class="sig-param"><span class="n">port</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">ae_title</span><span class="o">=</span><span class="default_value">''</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'/tmp/tmpfe58ipc7'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector" title="Permalink to this definition">¶</a></dt>
+<em class="property">class </em><code class="sig-prename descclassname">platipy.dicom.communication.connector.</code><code class="sig-name descname">DicomConnector</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">host</span><span class="o">=</span><span class="default_value">'127.0.0.1'</span></em>, <em class="sig-param"><span class="n">port</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">ae_title</span><span class="o">=</span><span class="default_value">''</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'/tmp/tmp_xcfu129'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector" title="Permalink to this definition">¶</a></dt>
 <dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.do_find">
 <code class="sig-name descname">do_find</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dataset</span></em>, <em class="sig-param"><span class="n">query_model</span><span class="o">=</span><span class="default_value">'1.2.840.10008.5.1.4.1.2.1.1'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.do_find" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.download_series">
 <code class="sig-name descname">download_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">series_instance_uid</span></em>, <em class="sig-param"><span class="n">recieved_callback</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">query_model</span><span class="o">=</span><span class="default_value">'1.2.840.10008.5.1.4.1.2.1.3'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.download_series" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.get_series_for_study">
 <code class="sig-name descname">get_series_for_study</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">study_instance_uid</span></em>, <em class="sig-param"><span class="n">modality</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.get_series_for_study" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.get_studies_for_patient">
 <code class="sig-name descname">get_studies_for_patient</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">patient_id</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.get_studies_for_patient" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.listen">
 <code class="sig-name descname">listen</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">recieved_callback</span></em>, <em class="sig-param"><span class="n">ae_title</span><span class="o">=</span><span class="default_value">'PYNETDICOM'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.listen" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.move_series">
 <code class="sig-name descname">move_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">seriesInstanceUID</span></em>, <em class="sig-param"><span class="n">move_aet</span><span class="o">=</span><span class="default_value">'PYNETDICOM'</span></em>, <em class="sig-param"><span class="n">query_model</span><span class="o">=</span><span class="default_value">'1.2.840.10008.5.1.4.1.2.1.2'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.move_series" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.on_association_accepted">
 <code class="sig-name descname">on_association_accepted</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">event</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.on_association_accepted" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.on_association_released">
 <code class="sig-name descname">on_association_released</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">event</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.on_association_released" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.on_c_echo">
 <code class="sig-name descname">on_c_echo</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">event</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.on_c_echo" title="Permalink to this definition">¶</a></dt>
@@ -218,90 +200,81 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.on_c_store">
 <code class="sig-name descname">on_c_store</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">event</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.on_c_store" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.send_dcm">
 <code class="sig-name descname">send_dcm</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dcm_file</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.send_dcm" title="Permalink to this definition">¶</a></dt>
 <dd><p>send_dcm accepts the location of a single dcm file to send over the connector or a list
 of dcm files to send in one association.</p>
 </dd></dl>
-
 <dl class="py method">
 <dt id="platipy.dicom.communication.connector.DicomConnector.verify">
 <code class="sig-name descname">verify</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.communication.connector.DicomConnector.verify" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.communication">
+</section>
+<section id="module-platipy.dicom.communication">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.communication" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
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+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.communication.connector">platipy.dicom.communication.connector module</a></li>
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index 3cbdc1af..c28a568e 100644
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+        </label>
+        <section id="platipy-dicom-dicom-directory-crawler-package">
+<h1>platipy.dicom.dicom_directory_crawler package<a class="headerlink" href="#platipy-dicom-dicom-directory-crawler-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-dicom-dicom-directory-crawler-conversion-utils-module">
+<h2>platipy.dicom.dicom_directory_crawler.conversion_utils module<a class="headerlink" href="#platipy-dicom-dicom-directory-crawler-conversion-utils-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.dicom.dicom_directory_crawler">
+<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.dicom_directory_crawler" title="Permalink to this headline">¶</a></h2>
+</section>
+</section>
 
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-<h1>platipy.dicom.dicom_directory_crawler package<a class="headerlink" href="#platipy-dicom-dicom-directory-crawler-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
-<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.dicom.dicom_directory_crawler.conversion_utils">
-<span id="platipy-dicom-dicom-directory-crawler-conversion-utils-module"></span><h2>platipy.dicom.dicom_directory_crawler.conversion_utils module<a class="headerlink" href="#module-platipy.dicom.dicom_directory_crawler.conversion_utils" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.fix_missing_data">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">fix_missing_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">contour_data_list</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.fix_missing_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Fixes missing points in contouring using simple linear interpolation</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><p><strong>contour_data_list</strong> (<em>list</em>) – The contour data for each slice</p>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>Interpolated contour data</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>contour_data (numpy array)</p>
-</dd>
-</dl>
-</dd></dl>
+          
+        </div>
 
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.get_dicom_info_from_description">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">get_dicom_info_from_description</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_object</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.get_dicom_info_from_description" title="Permalink to this definition">¶</a></dt>
-<dd><p>Attempts to return some information from a DICOM
-This is typically used for naming converted NIFTI files</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>dicom_object</strong> (<em>pydicom.dataset.FileDataset</em>) – The DICOM object</p></li>
-<li><p><strong>return_extra</strong> (<em>bool</em><em>, </em><em>optional</em>) – return information that is usually not required</p></li>
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/gen/platipy.dicom.dicom_directory_crawler.rst.txt"
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+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.dicom.dicom_directory_crawler package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-dicom-dicom-directory-crawler-conversion-utils-module">platipy.dicom.dicom_directory_crawler.conversion_utils module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.dicom_directory_crawler">Module contents</a></li>
+</ul>
+</li>
 </ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>Some extracted information</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>info (str)</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_directory">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">process_dicom_directory</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_directory</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em>, <em class="sig-param"><span class="n">output_image_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{Modality}_{image_desc}_{SeriesNumber}'</span></em>, <em class="sig-param"><span class="n">output_structure_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{Modality}_{structure_name}'</span></em>, <em class="sig-param"><span class="n">output_dose_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{DoseSummationType}'</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./'</span></em>, <em class="sig-param"><span class="n">output_file_suffix</span><span class="o">=</span><span class="default_value">'.nii.gz'</span></em>, <em class="sig-param"><span class="n">overwrite_existing_files</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_directory" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_file_list">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">process_dicom_file_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_file_list</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_file_list" title="Permalink to this definition">¶</a></dt>
-<dd><p>Organise the DICOM files by the series UID</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_series">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">process_dicom_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_series_dict</span></em>, <em class="sig-param"><span class="n">series_uid</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">individual_file</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_series" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.safe_sort_dicom_image_list">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">safe_sort_dicom_image_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_image_list</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.safe_sort_dicom_image_list" title="Permalink to this definition">¶</a></dt>
-<dd><p>Sorts a list of DICOM image files based on a DICOM tag value.
-This is a much safer method than reading SliceLocation.
-It takes mandatory DICOM fields (Image Position [Patient]) and (Image Orientation [Patient]).
-The list of DICOM files is sorted by projecting the image position onto the axis normal to the
-place defined by the image orientation.</p>
-<p>This accounts for differences in patient position (e.g. HFS/FFS).</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><p><strong>dicom_image_list</strong> (<em>list</em>) – [description]</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.transform_point_set_from_dicom_struct">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">transform_point_set_from_dicom_struct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_image</span></em>, <em class="sig-param"><span class="n">dicom_struct</span></em>, <em class="sig-param"><span class="n">spacing_override</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.transform_point_set_from_dicom_struct" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.dicom_directory_crawler.conversion_utils.write_output_data_to_disk">
-<code class="sig-prename descclassname">platipy.dicom.dicom_directory_crawler.conversion_utils.</code><code class="sig-name descname">write_output_data_to_disk</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">output_data_dict</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./'</span></em>, <em class="sig-param"><span class="n">output_file_suffix</span><span class="o">=</span><span class="default_value">'.nii.gz'</span></em>, <em class="sig-param"><span class="n">overwrite_existing_files</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.dicom_directory_crawler.conversion_utils.write_output_data_to_disk" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.dicom_directory_crawler">
-<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.dicom_directory_crawler" title="Permalink to this headline">¶</a></h2>
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+  /* For allowing end-user-specific overrides */
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+    --color-code-background: #f8f8f8;
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+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="platipy-dicom-download-package">
 <h1>platipy.dicom.download package<a class="headerlink" href="#platipy-dicom-download-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.dicom.download.tcia">
+</section>
+<section id="module-platipy.dicom.download.tcia">
 <span id="platipy-dicom-download-tcia-module"></span><h2>platipy.dicom.download.tcia module<a class="headerlink" href="#module-platipy.dicom.download.tcia" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.fetch_data">
@@ -177,7 +167,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.get_collections">
 <code class="sig-prename descclassname">platipy.dicom.download.tcia.</code><code class="sig-name descname">get_collections</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.download.tcia.get_collections" title="Permalink to this definition">¶</a></dt>
@@ -191,7 +180,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.get_hn_data">
 <code class="sig-prename descclassname">platipy.dicom.download.tcia.</code><code class="sig-name descname">get_hn_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">number_of_patients</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.download.tcia.get_hn_data" title="Permalink to this definition">¶</a></dt>
@@ -205,7 +193,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.get_lung_data">
 <code class="sig-prename descclassname">platipy.dicom.download.tcia.</code><code class="sig-name descname">get_lung_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">number_of_patients</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.download.tcia.get_lung_data" title="Permalink to this definition">¶</a></dt>
@@ -219,7 +206,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.get_modalities_in_collection">
 <code class="sig-prename descclassname">platipy.dicom.download.tcia.</code><code class="sig-name descname">get_modalities_in_collection</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">collection</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.download.tcia.get_modalities_in_collection" title="Permalink to this definition">¶</a></dt>
@@ -236,7 +222,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.dicom.download.tcia.get_patients_in_collection">
 <code class="sig-prename descclassname">platipy.dicom.download.tcia.</code><code class="sig-name descname">get_patients_in_collection</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">collection</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.download.tcia.get_patients_in_collection" title="Permalink to this definition">¶</a></dt>
@@ -253,71 +238,66 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.download">
+</section>
+<section id="module-platipy.dicom.download">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.download" title="Permalink to this headline">¶</a></h2>
-</div>
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-          <footer>
-  
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-    <p>
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+<li><a class="reference internal" href="#">platipy.dicom.download package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.download.tcia">platipy.dicom.download.tcia module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.download">Module contents</a></li>
+</ul>
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diff --git a/docs/site/gen/platipy.dicom.html b/docs/site/gen/platipy.dicom.html
index b95fb08e..a71807dc 100644
--- a/docs/site/gen/platipy.dicom.html
+++ b/docs/site/gen/platipy.dicom.html
@@ -1,153 +1,143 @@
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+<style>
+  :root {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
-  <title>platipy.dicom package &mdash; PlatiPy  documentation</title>
-  
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-  
-  
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+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
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+  .override-dark {
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+</style><link rel="stylesheet" href="../_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
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+        <section id="platipy-dicom-package">
 <h1>platipy.dicom package<a class="headerlink" href="#platipy-dicom-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="subpackages">
+<section id="subpackages">
 <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to this headline">¶</a></h2>
 <div class="toctree-wrapper compound">
 <ul>
@@ -157,111 +147,89 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.communication.html#module-platipy.dicom.communication">Module contents</a></li>
 </ul>
 </li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html">platipy.dicom.dicom_directory_crawler package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html#submodules">Submodules</a></li>
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-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">Module contents</a></li>
-</ul>
-</li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.dicom.download.html">platipy.dicom.download package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.download.html#submodules">Submodules</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.download.html#module-platipy.dicom.download.tcia">platipy.dicom.download.tcia module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.download.html#module-platipy.dicom.download">Module contents</a></li>
 </ul>
 </li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html">platipy.dicom.nifti_to_rtstruct package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.convert">platipy.dicom.nifti_to_rtstruct.convert module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.gen_contours">platipy.dicom.nifti_to_rtstruct.gen_contours module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.dicom.nifti_to_series.html">platipy.dicom.nifti_to_series package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series.convert">platipy.dicom.nifti_to_series.convert module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html">platipy.dicom.rtstruct_to_nifti package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti.convert">platipy.dicom.rtstruct_to_nifti.convert module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">Module contents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="platipy.dicom.io.html">platipy.dicom.io package</a><ul>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#submodules">Submodules</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.crawl">platipy.dicom.io.crawl module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_rtstruct">platipy.dicom.io.nifti_to_rtstruct module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_series">platipy.dicom.io.nifti_to_series module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.rtstruct_to_nifti">platipy.dicom.io.rtstruct_to_nifti module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.dicom.tests.html">platipy.dicom.tests package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_nifti">platipy.dicom.tests.test_convert_nifti module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_rtstruct">platipy.dicom.tests.test_convert_rtstruct module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert">platipy.dicom.tests.test_convert module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_crawl">platipy.dicom.tests.test_crawl module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests">Module contents</a></li>
 </ul>
 </li>
 </ul>
 </div>
-</div>
-<div class="section" id="module-platipy.dicom">
+</section>
+<section id="module-platipy.dicom">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom" title="Permalink to this headline">¶</a></h2>
-</div>
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+<li><a class="reference internal" href="#">platipy.dicom package</a><ul>
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diff --git a/docs/site/gen/platipy.dicom.io.html b/docs/site/gen/platipy.dicom.io.html
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+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../visualiser.html">Image Visualiser</a></li>
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+<li class="toctree-l1"><a class="reference internal" href="../cli.html">Command Line Tools</a></li>
+</ul>
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+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../_examples/visualise.html">Visualise Images</a></li>
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+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="platipy-dicom-io-package">
+<h1>platipy.dicom.io package<a class="headerlink" href="#platipy-dicom-io-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.dicom.io.crawl">
+<span id="platipy-dicom-io-crawl-module"></span><h2>platipy.dicom.io.crawl module<a class="headerlink" href="#module-platipy.dicom.io.crawl" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.fix_missing_data">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">fix_missing_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">contour_data_list</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.fix_missing_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Fixes missing points in contouring using simple linear interpolation</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><p><strong>contour_data_list</strong> (<em>list</em>) – The contour data for each slice</p>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Interpolated contour data</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>contour_data (numpy array)</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.get_dicom_info_from_description">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">get_dicom_info_from_description</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_object</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">sop_class_name</span><span class="o">=</span><span class="default_value">'UNKNOWN'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.get_dicom_info_from_description" title="Permalink to this definition">¶</a></dt>
+<dd><p>Attempts to return some information from a DICOM
+This is typically used for naming converted NIFTI files</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>dicom_object</strong> (<em>pydicom.dataset.FileDataset</em>) – The DICOM object</p></li>
+<li><p><strong>return_extra</strong> (<em>bool</em><em>, </em><em>optional</em>) – return information that is usually not required</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Some extracted information</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>info (str)</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.process_dicom_directory">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">process_dicom_directory</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_directory</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em>, <em class="sig-param"><span class="n">output_image_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{Modality}_{image_desc}_{SeriesNumber}'</span></em>, <em class="sig-param"><span class="n">output_structure_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{Modality}_{structure_name}'</span></em>, <em class="sig-param"><span class="n">output_dose_name_format</span><span class="o">=</span><span class="default_value">'{parent_sorting_data}_{study_uid_index}_{DoseSummationType}'</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./'</span></em>, <em class="sig-param"><span class="n">output_file_suffix</span><span class="o">=</span><span class="default_value">'.nii.gz'</span></em>, <em class="sig-param"><span class="n">overwrite_existing_files</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">write_to_disk</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_sop_class_name_default</span><span class="o">=</span><span class="default_value">'UNKNOWN'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.process_dicom_directory" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.process_dicom_file_list">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">process_dicom_file_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_file_list</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.process_dicom_file_list" title="Permalink to this definition">¶</a></dt>
+<dd><p>Organise the DICOM files by the series UID</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.process_dicom_series">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">process_dicom_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_series_dict</span></em>, <em class="sig-param"><span class="n">series_uid</span></em>, <em class="sig-param"><span class="n">parent_sorting_field</span><span class="o">=</span><span class="default_value">'PatientName'</span></em>, <em class="sig-param"><span class="n">return_extra</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">individual_file</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_sop_class_name_default</span><span class="o">=</span><span class="default_value">'UNKNOWN'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.process_dicom_series" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.safe_sort_dicom_image_list">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">safe_sort_dicom_image_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_image_list</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.safe_sort_dicom_image_list" title="Permalink to this definition">¶</a></dt>
+<dd><p>Sorts a list of DICOM image files based on a DICOM tag value.
+This is a much safer method than reading SliceLocation.
+It takes mandatory DICOM fields (Image Position [Patient]) and (Image Orientation [Patient]).
+The list of DICOM files is sorted by projecting the image position onto the axis normal to the
+place defined by the image orientation.</p>
+<p>This accounts for differences in patient position (e.g. HFS/FFS).</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><p><strong>dicom_image_list</strong> (<em>list</em>) – [description]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.transform_point_set_from_dicom_struct">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">transform_point_set_from_dicom_struct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">dicom_struct</span></em>, <em class="sig-param"><span class="n">spacing_override</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.transform_point_set_from_dicom_struct" title="Permalink to this definition">¶</a></dt>
+<dd><p>This function is used to generate a binary mask from a set of vertices.
+This allows us to convert from DICOM-RTStruct format to any imaging format.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The image, used to copy imaging information
+(e.g. resolution, spacing)</p></li>
+<li><p><strong>dicom_struct</strong> (<em>[</em><em>pydicom.Dataset</em><em>]</em>) – The DICOM-RTStruct file</p></li>
+<li><p><strong>spacing_override</strong> (<em>bool | tuple</em><em>, </em><em>optional</em>) – Overwrite the spacing.
+Set with (axial_spacing, coronal_spacing, sagittal spacing). Defaults to False.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>final_struct_name_sequence, structure_list</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>list, list</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.crawl.write_output_data_to_disk">
+<code class="sig-prename descclassname">platipy.dicom.io.crawl.</code><code class="sig-name descname">write_output_data_to_disk</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">output_data_dict</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./'</span></em>, <em class="sig-param"><span class="n">output_file_suffix</span><span class="o">=</span><span class="default_value">'.nii.gz'</span></em>, <em class="sig-param"><span class="n">overwrite_existing_files</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.crawl.write_output_data_to_disk" title="Permalink to this definition">¶</a></dt>
+<dd><p>Write output to disk</p>
+</dd></dl>
+</section>
+<section id="module-platipy.dicom.io.nifti_to_rtstruct">
+<span id="platipy-dicom-io-nifti-to-rtstruct-module"></span><h2>platipy.dicom.io.nifti_to_rtstruct module<a class="headerlink" href="#module-platipy.dicom.io.nifti_to_rtstruct" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.io.nifti_to_rtstruct.convert_nifti">
+<code class="sig-prename descclassname">platipy.dicom.io.nifti_to_rtstruct.</code><code class="sig-name descname">convert_nifti</code><span class="sig-paren">(</span><em class="sig-param">dcm_path</em>, <em class="sig-param">mask_input</em>, <em class="sig-param">output_file</em>, <em class="sig-param">color_map=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.nifti_to_rtstruct.convert_nifti" title="Permalink to this definition">¶</a></dt>
+<dd><p>Convert a set of masks to a DICOM RTStruct object.</p>
+<p>This function now utilises the rt-utils package: <a class="reference external" href="https://github.com/qurit/rt-utils">https://github.com/qurit/rt-utils</a>
+We keep this function in here for compatibility</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>dcm_path</strong> (<em>str|pathlib.Path</em>) – Path to the reference DICOM series</p></li>
+<li><p><strong>mask_input</strong> (<em>dict|list</em>) – A dictionary containing the name as key and image as value. Or a
+list of string with comma separated name and mask paths (name,path)</p></li>
+<li><p><strong>output_file</strong> (<em>str|pathlib.Path</em>) – <p>The path to the file to write the RTStruct
+color_map (matplotlib.colors.Colormap, optional): Colormap to use for output. Defaults to</p>
+<blockquote>
+<div><p>cm.get_cmap(“rainbow”).</p>
+</div></blockquote>
+</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.dicom.io.nifti_to_series">
+<span id="platipy-dicom-io-nifti-to-series-module"></span><h2>platipy.dicom.io.nifti_to_series module<a class="headerlink" href="#module-platipy.dicom.io.nifti_to_series" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.io.nifti_to_series.convert_nifti_to_dicom_series">
+<code class="sig-prename descclassname">platipy.dicom.io.nifti_to_series.</code><code class="sig-name descname">convert_nifti_to_dicom_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">reference_dcm</span></em>, <em class="sig-param"><span class="n">tag_overrides</span><span class="o">=</span><span class="default_value">[]</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'.'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.nifti_to_series.convert_nifti_to_dicom_series" title="Permalink to this definition">¶</a></dt>
+<dd><p>Converts a Nifti image to a Dicom image series</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>sitk.Image</em>) – A SimpleITK image object to convert</p></li>
+<li><p><strong>reference_dcm</strong> (<em>str</em>) – A directory path containing a reference Dicom series to use</p></li>
+<li><p><strong>tag_overrides</strong> (<em>list</em><em>, </em><em>optional</em>) – A list of tags to override containing tuples of
+(key, value). Defaults to [].</p></li>
+<li><p><strong>output_directory</strong> (<em>str</em><em>, </em><em>optional</em>) – The directory in which to place the generated Dicom
+files. Defaults to “.”.</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.dicom.io.rtstruct_to_nifti">
+<span id="platipy-dicom-io-rtstruct-to-nifti-module"></span><h2>platipy.dicom.io.rtstruct_to_nifti module<a class="headerlink" href="#module-platipy.dicom.io.rtstruct_to_nifti" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.io.rtstruct_to_nifti.convert_rtstruct">
+<code class="sig-prename descclassname">platipy.dicom.io.rtstruct_to_nifti.</code><code class="sig-name descname">convert_rtstruct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dcm_img</span></em>, <em class="sig-param"><span class="n">dcm_rt_file</span></em>, <em class="sig-param"><span class="n">prefix</span><span class="o">=</span><span class="default_value">'Struct_'</span></em>, <em class="sig-param"><span class="n">output_dir</span><span class="o">=</span><span class="default_value">'.'</span></em>, <em class="sig-param"><span class="n">output_img</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">spacing</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.rtstruct_to_nifti.convert_rtstruct" title="Permalink to this definition">¶</a></dt>
+<dd><p>Convert a DICOM RTSTRUCT to NIFTI masks.</p>
+<p>The masks are stored as NIFTI files in the output directory</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>dcm_img</strong> (<em>str|pathlib.Path</em>) – Path to the reference DICOM image series</p></li>
+<li><p><strong>dcm_rt_file</strong> (<em>str|pathlib.Path</em>) – Path to the DICOM RTSTRUCT file</p></li>
+<li><p><strong>prefix</strong> (<em>str</em><em>, </em><em>optional</em>) – The prefix to give the output files. Defaults to “<a href="#id1"><span class="problematic" id="id2">Struct_</span></a>”.</p></li>
+<li><p><strong>output_dir</strong> (<em>str|pathlib.Path</em><em>, </em><em>optional</em>) – Path to the output directory. Defaults to “.”.</p></li>
+<li><p><strong>output_img</strong> (<em>str|pathlib.Path</em><em>, </em><em>optional</em>) – If set, write the reference image to this file as
+in NIFTI format. Defaults to None.</p></li>
+<li><p><strong>spacing</strong> (<em>list</em><em>, </em><em>optional</em>) – Values of image spacing to override. Defaults to None.</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.rtstruct_to_nifti.fix_missing_data">
+<code class="sig-prename descclassname">platipy.dicom.io.rtstruct_to_nifti.</code><code class="sig-name descname">fix_missing_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">contour_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.rtstruct_to_nifti.fix_missing_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Fixed a set of contour data if there are values missing</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><p><strong>contour_data</strong> (<em>pydicom.Sequence</em>) – The contour sequence from the DICOM object</p>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The array of contour data with missing values fixed</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>np.array</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.rtstruct_to_nifti.read_dicom_image">
+<code class="sig-prename descclassname">platipy.dicom.io.rtstruct_to_nifti.</code><code class="sig-name descname">read_dicom_image</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_path</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.rtstruct_to_nifti.read_dicom_image" title="Permalink to this definition">¶</a></dt>
+<dd><p>Read a DICOM image series</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><p><strong>dicom_path</strong> (<em>str|pathlib.Path</em>) – Path to the DICOM series to read</p>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The image as a SimpleITK Image</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>sitk.Image</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.rtstruct_to_nifti.read_dicom_struct_file">
+<code class="sig-prename descclassname">platipy.dicom.io.rtstruct_to_nifti.</code><code class="sig-name descname">read_dicom_struct_file</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.rtstruct_to_nifti.read_dicom_struct_file" title="Permalink to this definition">¶</a></dt>
+<dd><p>Read a DICOM RTSTRUCT file</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><p><strong>filename</strong> (<em>str|pathlib.Path</em>) – Path to the RTSTRUCT to read</p>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The RTSTRUCT as a DICOM Dataset</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>pydicom.Dataset</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.io.rtstruct_to_nifti.transform_point_set_from_dicom_struct">
+<code class="sig-prename descclassname">platipy.dicom.io.rtstruct_to_nifti.</code><code class="sig-name descname">transform_point_set_from_dicom_struct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_image</span></em>, <em class="sig-param"><span class="n">dicom_struct</span></em>, <em class="sig-param"><span class="n">spacing_override</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.io.rtstruct_to_nifti.transform_point_set_from_dicom_struct" title="Permalink to this definition">¶</a></dt>
+<dd><p>Converts a set of points from a DICOM RTSTRUCT into a mask array</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>dicom_image</strong> (<em>sitk.Image</em>) – The reference image</p></li>
+<li><p><strong>dicom_struct</strong> (<em>pydicom.Dataset</em>) – The DICOM RTSTRUCT</p></li>
+<li><p><strong>spacing_override</strong> (<em>list</em>) – The spacing to override. Defaults to None</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Returns a list of masks and a list of structure names</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>tuple</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.dicom.io">
+<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.io" title="Permalink to this headline">¶</a></h2>
+</section>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          
+          
+        </div>
+
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/gen/platipy.dicom.io.rst.txt"
+               rel="nofollow">
+              Show Source
+            </a>
+        </div>
+        
+      </footer>
+    </div>
+    <aside class="toc-drawer">
+      
+      
+      <div class="toc-sticky toc-scroll">
+        <div class="toc-title-container">
+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.dicom.io package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.io.crawl">platipy.dicom.io.crawl module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.io.nifti_to_rtstruct">platipy.dicom.io.nifti_to_rtstruct module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.io.nifti_to_series">platipy.dicom.io.nifti_to_series module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.io.rtstruct_to_nifti">platipy.dicom.io.rtstruct_to_nifti module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.io">Module contents</a></li>
+</ul>
+</li>
+</ul>
+
+          </div>
+        </div>
+      </div>
+      
+      
+    </aside>
+  </main>
+</div>
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+        <section id="platipy-dicom-nifti-to-rtstruct-package">
 <h1>platipy.dicom.nifti_to_rtstruct package<a class="headerlink" href="#platipy-dicom-nifti-to-rtstruct-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.dicom.nifti_to_rtstruct.convert">
-<span id="platipy-dicom-nifti-to-rtstruct-convert-module"></span><h2>platipy.dicom.nifti_to_rtstruct.convert module<a class="headerlink" href="#module-platipy.dicom.nifti_to_rtstruct.convert" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_rtstruct.convert.convert_nifti">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_rtstruct.convert.</code><code class="sig-name descname">convert_nifti</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dcm_file</span></em>, <em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">out_rt_filename</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_rtstruct.convert.convert_nifti" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct">
-<span id="platipy-dicom-nifti-to-rtstruct-export-to-rtstruct-module"></span><h2>platipy.dicom.nifti_to_rtstruct.export_to_rtstruct module<a class="headerlink" href="#module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.copy_attrs_s2t">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.</code><code class="sig-name descname">copy_attrs_s2t</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">attrs</span></em>, <em class="sig-param"><span class="n">source</span></em>, <em class="sig-param"><span class="n">target</span></em>, <em class="sig-param"><span class="n">debug</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.copy_attrs_s2t" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.export_to_rtstruct">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.</code><code class="sig-name descname">export_to_rtstruct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">params</span></em>, <em class="sig-param"><span class="n">dat_ct</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.export_to_rtstruct" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.load_param_file">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.</code><code class="sig-name descname">load_param_file</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.load_param_file" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.nifti_to_rtstruct.gen_contours">
-<span id="platipy-dicom-nifti-to-rtstruct-gen-contours-module"></span><h2>platipy.dicom.nifti_to_rtstruct.gen_contours module<a class="headerlink" href="#module-platipy.dicom.nifti_to_rtstruct.gen_contours" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_rtstruct.gen_contours.gen_contours">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_rtstruct.gen_contours.</code><code class="sig-name descname">gen_contours</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_file</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_rtstruct.gen_contours.gen_contours" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.nifti_to_rtstruct">
+</section>
+<section id="platipy-dicom-nifti-to-rtstruct-convert-module">
+<h2>platipy.dicom.nifti_to_rtstruct.convert module<a class="headerlink" href="#platipy-dicom-nifti-to-rtstruct-convert-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-dicom-nifti-to-rtstruct-export-to-rtstruct-module">
+<h2>platipy.dicom.nifti_to_rtstruct.export_to_rtstruct module<a class="headerlink" href="#platipy-dicom-nifti-to-rtstruct-export-to-rtstruct-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-dicom-nifti-to-rtstruct-gen-contours-module">
+<h2>platipy.dicom.nifti_to_rtstruct.gen_contours module<a class="headerlink" href="#platipy-dicom-nifti-to-rtstruct-gen-contours-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.dicom.nifti_to_rtstruct">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.nifti_to_rtstruct" title="Permalink to this headline">¶</a></h2>
-</div>
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+<li><a class="reference internal" href="#">platipy.dicom.nifti_to_rtstruct package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-dicom-nifti-to-rtstruct-convert-module">platipy.dicom.nifti_to_rtstruct.convert module</a></li>
+<li><a class="reference internal" href="#platipy-dicom-nifti-to-rtstruct-export-to-rtstruct-module">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct module</a></li>
+<li><a class="reference internal" href="#platipy-dicom-nifti-to-rtstruct-gen-contours-module">platipy.dicom.nifti_to_rtstruct.gen_contours module</a></li>
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+<h1>platipy.dicom.nifti_to_series package<a class="headerlink" href="#platipy-dicom-nifti-to-series-package" title="Permalink to this headline">¶</a></h1>
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+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
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+<section id="platipy-dicom-nifti-to-series-convert-module">
+<h2>platipy.dicom.nifti_to_series.convert module<a class="headerlink" href="#platipy-dicom-nifti-to-series-convert-module" title="Permalink to this headline">¶</a></h2>
+</section>
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+<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.nifti_to_series" title="Permalink to this headline">¶</a></h2>
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-<div class="section" id="module-platipy.dicom.nifti_to_series.convert">
-<span id="platipy-dicom-nifti-to-series-convert-module"></span><h2>platipy.dicom.nifti_to_series.convert module<a class="headerlink" href="#module-platipy.dicom.nifti_to_series.convert" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.nifti_to_series.convert.convert_nifti_to_dicom_series">
-<code class="sig-prename descclassname">platipy.dicom.nifti_to_series.convert.</code><code class="sig-name descname">convert_nifti_to_dicom_series</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">reference_dcm</span></em>, <em class="sig-param"><span class="n">tag_overrides</span><span class="o">=</span><span class="default_value">[]</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'.'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.nifti_to_series.convert.convert_nifti_to_dicom_series" title="Permalink to this definition">¶</a></dt>
-<dd><p>Converts a Nifti image to a Dicom image series</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>image</strong> (<em>sitk.Image</em>) – A SimpleITK image object to convert</p></li>
-<li><p><strong>reference_dcm</strong> (<em>str</em>) – A directory path containing a reference Dicom series to use</p></li>
-<li><p><strong>tag_overrides</strong> (<em>list</em><em>, </em><em>optional</em>) – A list of tags to override containing tuples of
-(key, value). Defaults to [].</p></li>
-<li><p><strong>output_directory</strong> (<em>str</em><em>, </em><em>optional</em>) – The directory in which to place the generated Dicom
-files. Defaults to “.”.</p></li>
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 <h1>platipy.dicom.rtstruct_to_nifti package<a class="headerlink" href="#platipy-dicom-rtstruct-to-nifti-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.dicom.rtstruct_to_nifti.convert">
-<span id="platipy-dicom-rtstruct-to-nifti-convert-module"></span><h2>platipy.dicom.rtstruct_to_nifti.convert module<a class="headerlink" href="#module-platipy.dicom.rtstruct_to_nifti.convert" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.dicom.rtstruct_to_nifti.convert.convert_rtstruct">
-<code class="sig-prename descclassname">platipy.dicom.rtstruct_to_nifti.convert.</code><code class="sig-name descname">convert_rtstruct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dcm_img</span></em>, <em class="sig-param"><span class="n">dcm_rt_file</span></em>, <em class="sig-param"><span class="n">prefix</span><span class="o">=</span><span class="default_value">'Struct_'</span></em>, <em class="sig-param"><span class="n">output_dir</span><span class="o">=</span><span class="default_value">'.'</span></em>, <em class="sig-param"><span class="n">output_img</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">spacing</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.rtstruct_to_nifti.convert.convert_rtstruct" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.rtstruct_to_nifti.convert.fixMissingData">
-<code class="sig-prename descclassname">platipy.dicom.rtstruct_to_nifti.convert.</code><code class="sig-name descname">fixMissingData</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">SS</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.rtstruct_to_nifti.convert.fixMissingData" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
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-<dt id="platipy.dicom.rtstruct_to_nifti.convert.readDICOMImage">
-<code class="sig-prename descclassname">platipy.dicom.rtstruct_to_nifti.convert.</code><code class="sig-name descname">readDICOMImage</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.rtstruct_to_nifti.convert.readDICOMImage" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.rtstruct_to_nifti.convert.readDICOMStructFile">
-<code class="sig-prename descclassname">platipy.dicom.rtstruct_to_nifti.convert.</code><code class="sig-name descname">readDICOMStructFile</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.rtstruct_to_nifti.convert.readDICOMStructFile" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.dicom.rtstruct_to_nifti.convert.transformPointSetFromDICOMStruct">
-<code class="sig-prename descclassname">platipy.dicom.rtstruct_to_nifti.convert.</code><code class="sig-name descname">transformPointSetFromDICOMStruct</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">DICOMImage</span></em>, <em class="sig-param"><span class="n">DICOMStruct</span></em>, <em class="sig-param"><span class="n">writeImage</span></em>, <em class="sig-param"><span class="n">imageOutputName</span></em>, <em class="sig-param"><span class="n">spacingOverride</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.rtstruct_to_nifti.convert.transformPointSetFromDICOMStruct" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
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+</section>
+<section id="platipy-dicom-rtstruct-to-nifti-convert-module">
+<h2>platipy.dicom.rtstruct_to_nifti.convert module<a class="headerlink" href="#platipy-dicom-rtstruct-to-nifti-convert-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.dicom.rtstruct_to_nifti">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.rtstruct_to_nifti" title="Permalink to this headline">¶</a></h2>
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 <h1>platipy.dicom.tests package<a class="headerlink" href="#platipy-dicom-tests-package" title="Permalink to this headline">¶</a></h1>
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+</section>
+<section id="module-platipy.dicom.tests.test_convert">
+<span id="platipy-dicom-tests-test-convert-module"></span><h2>platipy.dicom.tests.test_convert module<a class="headerlink" href="#module-platipy.dicom.tests.test_convert" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_convert.dicom_data">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_convert.</code><code class="sig-name descname">dicom_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert.dicom_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Gets the data needed for converting DICOM</p>
+<dl class="field-list simple">
+<dt class="field-odd">Returns</dt>
+<dd class="field-odd"><p>Path to DICOM data</p>
+</dd>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>pathlib.Path</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_convert.nifti_data">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_convert.</code><code class="sig-name descname">nifti_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert.nifti_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Gets the data needed for converting NIFTI</p>
+<dl class="field-list simple">
+<dt class="field-odd">Returns</dt>
+<dd class="field-odd"><p>Path to NIFTI data</p>
+</dd>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>pathlib.Path</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.dicom.tests.test_convert_nifti.test_convert_nifti">
-<code class="sig-prename descclassname">platipy.dicom.tests.test_convert_nifti.</code><code class="sig-name descname">test_convert_nifti</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert_nifti.test_convert_nifti" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.dicom.tests.test_convert.test_convert_dicom_to_nifti">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_convert.</code><code class="sig-name descname">test_convert_dicom_to_nifti</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert.test_convert_dicom_to_nifti" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.tests.test_convert_rtstruct">
-<span id="platipy-dicom-tests-test-convert-rtstruct-module"></span><h2>platipy.dicom.tests.test_convert_rtstruct module<a class="headerlink" href="#module-platipy.dicom.tests.test_convert_rtstruct" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.dicom.tests.test_convert_rtstruct.test_convert_rtstruct">
-<code class="sig-prename descclassname">platipy.dicom.tests.test_convert_rtstruct.</code><code class="sig-name descname">test_convert_rtstruct</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert_rtstruct.test_convert_rtstruct" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.dicom.tests.test_convert.test_convert_nifti_to_dicom">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_convert.</code><code class="sig-name descname">test_convert_nifti_to_dicom</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em>, <em class="sig-param"><span class="n">dicom_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_convert.test_convert_nifti_to_dicom" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.dicom.tests">
+</section>
+<section id="module-platipy.dicom.tests.test_crawl">
+<span id="platipy-dicom-tests-test-crawl-module"></span><h2>platipy.dicom.tests.test_crawl module<a class="headerlink" href="#module-platipy.dicom.tests.test_crawl" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_crawl.dicom_data">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_crawl.</code><code class="sig-name descname">dicom_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_crawl.dicom_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Gets the data needed for converting DICOM</p>
+<dl class="field-list simple">
+<dt class="field-odd">Returns</dt>
+<dd class="field-odd"><p>Path to DICOM data</p>
+</dd>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>pathlib.Path</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_crawl.nifti_data">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_crawl.</code><code class="sig-name descname">nifti_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_crawl.nifti_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Gets the data needed for converting NIFTI</p>
+<dl class="field-list simple">
+<dt class="field-odd">Returns</dt>
+<dd class="field-odd"><p>Path to NIFTI data</p>
+</dd>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>pathlib.Path</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_crawl.test_convert_dicom_to_nifti">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_crawl.</code><code class="sig-name descname">test_convert_dicom_to_nifti</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dicom_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_crawl.test_convert_dicom_to_nifti" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.dicom.tests.test_crawl.test_convert_nifti_to_dicom">
+<code class="sig-prename descclassname">platipy.dicom.tests.test_crawl.</code><code class="sig-name descname">test_convert_nifti_to_dicom</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em>, <em class="sig-param"><span class="n">dicom_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.dicom.tests.test_crawl.test_convert_nifti_to_dicom" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</section>
+<section id="module-platipy.dicom.tests">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.dicom.tests" title="Permalink to this headline">¶</a></h2>
-</div>
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+<li><a class="reference internal" href="#">platipy.dicom.tests package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.tests.test_convert">platipy.dicom.tests.test_convert module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.tests.test_crawl">platipy.dicom.tests.test_crawl module</a></li>
+<li><a class="reference internal" href="#module-platipy.dicom.tests">Module contents</a></li>
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-<div class="section" id="subpackages">
+<section id="subpackages">
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@@ -155,7 +145,7 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
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-<li class="toctree-l4"><a class="reference internal" href="platipy.backend.sample.html#module-platipy.backend.sample.sample">platipy.backend.sample.sample module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.backend.sample.html#platipy-backend-sample-sample-module">platipy.backend.sample.sample module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.backend.sample.html#module-platipy.backend.sample">Module contents</a></li>
 </ul>
 </li>
@@ -180,7 +170,6 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 <li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">platipy.cli.rtstruct_to_nifti module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.run">platipy.cli.run module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.segmentation">platipy.cli.segmentation module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.sort_dicom_from_directory">platipy.cli.sort_dicom_from_directory module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli.tcia_download">platipy.cli.tcia_download module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.cli.html#module-platipy.cli">Module contents</a></li>
 </ul>
@@ -193,42 +182,25 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.communication.html#module-platipy.dicom.communication">Module contents</a></li>
 </ul>
 </li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html">platipy.dicom.dicom_directory_crawler package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler.conversion_utils">platipy.dicom.dicom_directory_crawler.conversion_utils module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">Module contents</a></li>
-</ul>
-</li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.dicom.download.html">platipy.dicom.download package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.download.html#submodules">Submodules</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.download.html#module-platipy.dicom.download.tcia">platipy.dicom.download.tcia module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.download.html#module-platipy.dicom.download">Module contents</a></li>
 </ul>
 </li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html">platipy.dicom.nifti_to_rtstruct package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.convert">platipy.dicom.nifti_to_rtstruct.convert module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.gen_contours">platipy.dicom.nifti_to_rtstruct.gen_contours module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.dicom.nifti_to_series.html">platipy.dicom.nifti_to_series package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series.convert">platipy.dicom.nifti_to_series.convert module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html">platipy.dicom.rtstruct_to_nifti package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti.convert">platipy.dicom.rtstruct_to_nifti.convert module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">Module contents</a></li>
+<li class="toctree-l3"><a class="reference internal" href="platipy.dicom.io.html">platipy.dicom.io package</a><ul>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#submodules">Submodules</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.crawl">platipy.dicom.io.crawl module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_rtstruct">platipy.dicom.io.nifti_to_rtstruct module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_series">platipy.dicom.io.nifti_to_series module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io.rtstruct_to_nifti">platipy.dicom.io.rtstruct_to_nifti module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.io.html#module-platipy.dicom.io">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.dicom.tests.html">platipy.dicom.tests package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_nifti">platipy.dicom.tests.test_convert_nifti module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_rtstruct">platipy.dicom.tests.test_convert_rtstruct module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert">platipy.dicom.tests.test_convert module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests.test_crawl">platipy.dicom.tests.test_crawl module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.dicom.tests.html#module-platipy.dicom.tests">Module contents</a></li>
 </ul>
 </li>
@@ -239,29 +211,22 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.html">platipy.imaging package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.html#subpackages">Subpackages</a><ul>
-<li class="toctree-l3"><a class="reference internal" href="platipy.imaging.atlas.html">platipy.imaging.atlas package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.atlas.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas.iterative_atlas_removal">platipy.imaging.atlas.iterative_atlas_removal module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas.label_fusion">platipy.imaging.atlas.label_fusion module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.imaging.augment.html">platipy.imaging.augment package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.augment.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.augment.html#module-platipy.imaging.augment.defaug">platipy.imaging.augment.defaug module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.augment.html#module-platipy.imaging.augment">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l3"><a class="reference internal" href="platipy.imaging.deformation_fields.html">platipy.imaging.deformation_fields package</a><ul>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.deformation_fields.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields.deformation_field_operations">platipy.imaging.deformation_fields.deformation_field_operations module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields">Module contents</a></li>
+<li class="toctree-l3"><a class="reference internal" href="platipy.imaging.generation.html">platipy.imaging.generation package</a><ul>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#submodules">Submodules</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.augment">platipy.imaging.generation.augment module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.dvf">platipy.imaging.generation.dvf module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.image">platipy.imaging.generation.image module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.mask">platipy.imaging.generation.mask module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.label.html">platipy.imaging.label package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.label_comparison">platipy.imaging.label.label_comparison module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.label_operations">platipy.imaging.label.label_operations module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.comparison">platipy.imaging.label.comparison module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.fusion">platipy.imaging.label.fusion module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.iar">platipy.imaging.label.iar module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.projection">platipy.imaging.label.projection module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.utils">platipy.imaging.label.utils module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label">Module contents</a></li>
 </ul>
 </li>
@@ -272,32 +237,35 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.registration.html">platipy.imaging.registration package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.registration">platipy.imaging.registration.registration module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.deformable">platipy.imaging.registration.deformable module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.linear">platipy.imaging.registration.linear module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.utils">platipy.imaging.registration.utils module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.tests.html">platipy.imaging.tests package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.pull_data">platipy.imaging.tests.pull_data module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.data">platipy.imaging.tests.data module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">platipy.imaging.tests.test_bronchus module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">platipy.imaging.tests.test_cardiac module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_visualiser">platipy.imaging.tests.test_visualiser module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.utils.html">platipy.imaging.utils package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.tools">platipy.imaging.utils.tools module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.crop">platipy.imaging.utils.crop module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.lung">platipy.imaging.utils.lung module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.valve">platipy.imaging.utils.valve module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.vessel">platipy.imaging.utils.vessel module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.visualisation.html">platipy.imaging.visualisation package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#submodules">Submodules</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-python3dmesh-module">platipy.imaging.visualisation.Python3DMesh module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-vesselsurfaces-auto-module">platipy.imaging.visualisation.VesselSurfaces-Auto module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-crosshairs-module">platipy.imaging.visualisation.crosshairs module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-surface-operations-module">platipy.imaging.visualisation.surface_operations module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.tools">platipy.imaging.visualisation.tools module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.vis_tools">platipy.imaging.visualisation.vis_tools module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.animation">platipy.imaging.visualisation.animation module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.utils">platipy.imaging.visualisation.utils module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.visualiser">platipy.imaging.visualisation.visualiser module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">Module contents</a></li>
 </ul>
 </li>
@@ -308,70 +276,65 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 </li>
 </ul>
 </div>
-</div>
-<div class="section" id="module-platipy">
+</section>
+<section id="module-platipy">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy" title="Permalink to this headline">¶</a></h2>
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+        <section id="platipy-imaging-atlas-package">
+<h1>platipy.imaging.atlas package<a class="headerlink" href="#platipy-imaging-atlas-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-imaging-atlas-iterative-atlas-removal-module">
+<h2>platipy.imaging.atlas.iterative_atlas_removal module<a class="headerlink" href="#platipy-imaging-atlas-iterative-atlas-removal-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-imaging-atlas-label-fusion-module">
+<h2>platipy.imaging.atlas.label_fusion module<a class="headerlink" href="#platipy-imaging-atlas-label-fusion-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-contents">
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-<h1>platipy.imaging.atlas package<a class="headerlink" href="#platipy-imaging-atlas-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
-<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.atlas.iterative_atlas_removal">
-<span id="platipy-imaging-atlas-iterative-atlas-removal-module"></span><h2>platipy.imaging.atlas.iterative_atlas_removal module<a class="headerlink" href="#module-platipy.imaging.atlas.iterative_atlas_removal" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_on_surface">
-<code class="sig-prename descclassname">platipy.imaging.atlas.iterative_atlas_removal.</code><code class="sig-name descname">evaluate_distance_on_surface</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_volume</span></em>, <em class="sig-param"><span class="n">test_volume</span></em>, <em class="sig-param"><span class="n">abs_distance</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">reference_as_distance_map</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_on_surface" title="Permalink to this definition">¶</a></dt>
-<dd><p>Evaluates a distance map on a surface
-Input: reference_volume: binary volume SimpleITK image, or alternatively a distance map</p>
-<blockquote>
-<div><p>test_volume: binary volume SimpleITK image</p>
-</div></blockquote>
-<p>Output: theta, phi, values</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_to_reference">
-<code class="sig-prename descclassname">platipy.imaging.atlas.iterative_atlas_removal.</code><code class="sig-name descname">evaluate_distance_to_reference</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_volume</span></em>, <em class="sig-param"><span class="n">test_volume</span></em>, <em class="sig-param"><span class="n">resample_factor</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_to_reference" title="Permalink to this definition">¶</a></dt>
-<dd><p>Evaluates the distance from the surface of a test volume to a reference
-Input: reference_volume: binary volume SimpleITK image</p>
-<blockquote>
-<div><p>test_volume: binary volume SimpleITK image</p>
-</div></blockquote>
-<p>Output: values : the distance to each point on the reference volume surface</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.atlas.iterative_atlas_removal.regrid_spherical_data">
-<code class="sig-prename descclassname">platipy.imaging.atlas.iterative_atlas_removal.</code><code class="sig-name descname">regrid_spherical_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">theta</span></em>, <em class="sig-param"><span class="n">phi</span></em>, <em class="sig-param"><span class="n">values</span></em>, <em class="sig-param"><span class="n">resolution</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.iterative_atlas_removal.regrid_spherical_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Re-grids spherical data
-Input: theta, phi, values
-Options: plot a figure (plotFig), save a figure (saveFig), case identifier (figName)
-Output: p_lat, p_long, grid_values (, fig)</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.atlas.iterative_atlas_removal.run_iar">
-<code class="sig-prename descclassname">platipy.imaging.atlas.iterative_atlas_removal.</code><code class="sig-name descname">run_iar</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">atlas_set</span></em>, <em class="sig-param"><span class="n">structure_name</span></em>, <em class="sig-param"><span class="n">smooth_maps</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">smooth_sigma</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">z_score</span><span class="o">=</span><span class="default_value">'MAD'</span></em>, <em class="sig-param"><span class="n">outlier_method</span><span class="o">=</span><span class="default_value">'IQR'</span></em>, <em class="sig-param"><span class="n">min_best_atlases</span><span class="o">=</span><span class="default_value">10</span></em>, <em class="sig-param"><span class="n">n_factor</span><span class="o">=</span><span class="default_value">1.5</span></em>, <em class="sig-param"><span class="n">iteration</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">single_step</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">project_on_sphere</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">label</span><span class="o">=</span><span class="default_value">'DIR'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.iterative_atlas_removal.run_iar" title="Permalink to this definition">¶</a></dt>
-<dd><p>Perform iterative atlas removal on the atlas_set</p>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.atlas.label_fusion">
-<span id="platipy-imaging-atlas-label-fusion-module"></span><h2>platipy.imaging.atlas.label_fusion module<a class="headerlink" href="#module-platipy.imaging.atlas.label_fusion" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.atlas.label_fusion.combine_labels">
-<code class="sig-prename descclassname">platipy.imaging.atlas.label_fusion.</code><code class="sig-name descname">combine_labels</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">atlas_set</span></em>, <em class="sig-param"><span class="n">structure_name</span></em>, <em class="sig-param"><span class="n">label</span><span class="o">=</span><span class="default_value">'DIR'</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.0001</span></em>, <em class="sig-param"><span class="n">smooth_sigma</span><span class="o">=</span><span class="default_value">1.0</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.label_fusion.combine_labels" title="Permalink to this definition">¶</a></dt>
-<dd><p>Combine labels using weight maps</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.atlas.label_fusion.combine_labels_staple">
-<code class="sig-prename descclassname">platipy.imaging.atlas.label_fusion.</code><code class="sig-name descname">combine_labels_staple</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_list_dict</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.0001</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.label_fusion.combine_labels_staple" title="Permalink to this definition">¶</a></dt>
-<dd><p>Combine labels using STAPLE</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.atlas.label_fusion.compute_weight_map">
-<code class="sig-prename descclassname">platipy.imaging.atlas.label_fusion.</code><code class="sig-name descname">compute_weight_map</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">target_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">vote_type</span><span class="o">=</span><span class="default_value">'unweighted'</span></em>, <em class="sig-param"><span class="n">vote_params</span><span class="o">=</span><span class="default_value">{'blockSize': 5, 'epsilon': 1e-05, 'factor': 1000000000000.0, 'gain': 6, 'sigma': 2.0}</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.atlas.label_fusion.compute_weight_map" title="Permalink to this definition">¶</a></dt>
-<dd><p>Computes the weight map</p>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.atlas">
-<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.atlas" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
+        </div>
 
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
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+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-imaging-atlas-iterative-atlas-removal-module">platipy.imaging.atlas.iterative_atlas_removal module</a></li>
+<li><a class="reference internal" href="#platipy-imaging-atlas-label-fusion-module">platipy.imaging.atlas.label_fusion module</a></li>
+<li><a class="reference internal" href="#module-contents">Module contents</a></li>
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+        <section id="platipy-imaging-augment-package">
+<h1>platipy.imaging.augment package<a class="headerlink" href="#platipy-imaging-augment-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-imaging-augment-defaug-module">
+<h2>platipy.imaging.augment.defaug module<a class="headerlink" href="#platipy-imaging-augment-defaug-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-contents">
+<h2>Module contents<a class="headerlink" href="#module-contents" title="Permalink to this headline">¶</a></h2>
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-<h1>platipy.imaging.augment package<a class="headerlink" href="#platipy-imaging-augment-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
-<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.augment.defaug">
-<span id="platipy-imaging-augment-defaug-module"></span><h2>platipy.imaging.augment.defaug module<a class="headerlink" href="#module-platipy.imaging.augment.defaug" title="Permalink to this headline">¶</a></h2>
-<dl class="py class">
-<dt id="platipy.imaging.augment.defaug.ContractAugment">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">ContractAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_contract</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ContractAugment" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.augment.defaug.DeformableAugment" title="platipy.imaging.augment.defaug.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.augment.defaug.DeformableAugment</span></code></a></p>
-<dl class="py method">
-<dt id="platipy.imaging.augment.defaug.ContractAugment.augment">
-<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ContractAugment.augment" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.augment.defaug.DeformableAugment">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">DeformableAugment</code><a class="headerlink" href="#platipy.imaging.augment.defaug.DeformableAugment" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">abc.ABC</span></code></p>
-<dl class="py method">
-<dt id="platipy.imaging.augment.defaug.DeformableAugment.augment">
-<em class="property">abstract </em><code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.DeformableAugment.augment" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.augment.defaug.ExpandAugment">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">ExpandAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_expand</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ExpandAugment" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.augment.defaug.DeformableAugment" title="platipy.imaging.augment.defaug.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.augment.defaug.DeformableAugment</span></code></a></p>
-<dl class="py method">
-<dt id="platipy.imaging.augment.defaug.ExpandAugment.augment">
-<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ExpandAugment.augment" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.augment.defaug.ShiftAugment">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">ShiftAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_shift</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ShiftAugment" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.augment.defaug.DeformableAugment" title="platipy.imaging.augment.defaug.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.augment.defaug.DeformableAugment</span></code></a></p>
-<dl class="py method">
-<dt id="platipy.imaging.augment.defaug.ShiftAugment.augment">
-<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.ShiftAugment.augment" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.augment.defaug.apply_augmentation">
-<code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">apply_augmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">augmentation</span></em>, <em class="sig-param"><span class="n">masks</span><span class="o">=</span><span class="default_value">[]</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.apply_augmentation" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.augment.defaug.generate_random_augmentation">
-<code class="sig-prename descclassname">platipy.imaging.augment.defaug.</code><code class="sig-name descname">generate_random_augmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">ct_image</span></em>, <em class="sig-param"><span class="n">masks</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.augment.defaug.generate_random_augmentation" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.augment">
-<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.augment" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
+        </div>
 
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
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+<li><a class="reference internal" href="#">platipy.imaging.augment package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-imaging-augment-defaug-module">platipy.imaging.augment.defaug module</a></li>
+<li><a class="reference internal" href="#module-contents">Module contents</a></li>
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+        <section id="platipy-imaging-deformation-fields-package">
+<h1>platipy.imaging.deformation_fields package<a class="headerlink" href="#platipy-imaging-deformation-fields-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="platipy-imaging-deformation-fields-deformation-field-operations-module">
+<h2>platipy.imaging.deformation_fields.deformation_field_operations module<a class="headerlink" href="#platipy-imaging-deformation-fields-deformation-field-operations-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-contents">
+<h2>Module contents<a class="headerlink" href="#module-contents" title="Permalink to this headline">¶</a></h2>
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-  <div class="section" id="platipy-imaging-deformation-fields-package">
-<h1>platipy.imaging.deformation_fields package<a class="headerlink" href="#platipy-imaging-deformation-fields-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
-<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.deformation_fields.deformation_field_operations">
-<span id="platipy-imaging-deformation-fields-deformation-field-operations-module"></span><h2>platipy.imaging.deformation_fields.deformation_field_operations module<a class="headerlink" href="#module-platipy.imaging.deformation_fields.deformation_field_operations" title="Permalink to this headline">¶</a></h2>
-<p>Deformatoin field operations</p>
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_contract">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">generate_field_asymmetric_contract</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_asymmetric_contract</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_contract" title="Permalink to this definition">¶</a></dt>
-<dd><p>Contracts a structure (defined using a binary mask) using a specified vector.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to contract.</p></li>
-<li><p><strong>vector_asymmetric_contract</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The contraction vector applied to the entire binary mask.
-Convention: (+/-, +/-, +/-) = (sup/inf, post/ant, left/right) border is contracted.
-Defined in millimetres.
-Defaults to (10, 10, 10).</p></li>
-<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the deformation vector field. Defaults to 5.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary mask following the contract.
-[SimpleITK.DisplacementFieldTransform]: The transform representing the contract.
-[SimpleITK.Image]: The displacement vector field representing the contract.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_extend">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">generate_field_asymmetric_extend</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_asymmetric_extend</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_extend" title="Permalink to this definition">¶</a></dt>
-<dd><p>Extends a structure (defined using a binary mask) using a specified vector.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to extend.</p></li>
-<li><p><strong>vector_asymmetric_extend</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The extension vector applied to the entire binary mask.
-Convention: (+/-, +/-, +/-) = (sup/inf, post/ant, left/right) border is extended.
-Defined in millimetres.
-Defaults to (10, 10, 10).</p></li>
-<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the deformation vector field. Defaults to 5.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary mask following the extension.
-[SimpleITK.DisplacementFieldTransform]: The transform representing the extension.
-[SimpleITK.Image]: The displacement vector field representing the extension.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.generate_field_expand">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">generate_field_expand</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">expand</span><span class="o">=</span><span class="default_value">3</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_expand" title="Permalink to this definition">¶</a></dt>
-<dd><p>Expands a structure (defined using a binary mask) using a specified vector to define the dilation kernel.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to expand.</p></li>
-<li><p><strong>bone_mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>, </em><em>optional</em><em>]</em>) – A binary mask defining regions where we expect restricted deformations.</p></li>
-<li><p><strong>vector_asymmetric_extend</strong> (int <a href="#id1"><span class="problematic" id="id2">|</span></a>tuple, optional) – The expansion vector applied to the entire binary mask.
-Convention: (z,y,x) size of expansion kernel.
-Defined in millimetres.
-Defaults to 3.</p></li>
-<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the deformation vector field. Defaults to 5.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary mask following the expansion.
-[SimpleITK.DisplacementFieldTransform]: The transform representing the expansion.
-[SimpleITK.Image]: The displacement vector field representing the expansion.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.generate_field_radial_bend">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">generate_field_radial_bend</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_image</span></em>, <em class="sig-param"><span class="n">body_mask</span></em>, <em class="sig-param"><span class="n">reference_point</span></em>, <em class="sig-param"><span class="n">axis_of_rotation</span><span class="o">=</span><span class="default_value">[0, 0, - 1]</span></em>, <em class="sig-param"><span class="n">scale</span><span class="o">=</span><span class="default_value">0.1</span></em>, <em class="sig-param"><span class="n">mask_bend_from_reference_point</span><span class="o">=</span><span class="default_value">'z', 'inf'</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_radial_bend" title="Permalink to this definition">¶</a></dt>
-<dd><p>Generates a synthetic field characterised by radial bending.
-Typically, this field would be used to simulate a moving head and so masking is important.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>reference_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The image to be deformed.</p></li>
-<li><p><strong>body_mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – A binary mask in which the deformation field will be defined</p></li>
-<li><p><strong>reference_point</strong> (<em>[</em><em>tuple</em><em>]</em>) – The point (z,y,x) about which the rotation field is defined.</p></li>
-<li><p><strong>axis_of_rotation</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The axis of rotation (z,y,x). Defaults to [0, 0, -1].</p></li>
-<li><p><strong>scale</strong> (<em>int</em><em>, </em><em>optional</em>) – The deformation vector length at each point will equal scale multiplied by the distance to that point from reference_point. Defaults to 1.</p></li>
-<li><p><strong>mask_bend_from_reference_point</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The dimension (z=axial, y=coronal, x=sagittal) and limit (inf/sup, post/ant, left/right) for masking the vector field, relative to the reference point. Defaults to (“z”, “inf”).</p></li>
-<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the deformation vector field. Defaults to 5.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary mask following the expansion.
-[SimpleITK.DisplacementFieldTransform]: The transform representing the expansion.
-[SimpleITK.Image]: The displacement vector field representing the expansion.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
+        </div>
 
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.generate_field_shift">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">generate_field_shift</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_shift</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_shift" title="Permalink to this definition">¶</a></dt>
-<dd><p>Shifts (moves) a structure defined using a binary mask.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to shift.</p></li>
-<li><p><strong>vector_shift</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The displacement vector applied to the entire binary mask.
-Convention: (+/-, +/-, +/-) = (sup/inf, post/ant, left/right) shift.
-Defined in millimetres.
-Defaults to (10, 10, 10).</p></li>
-<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the deformation vector field. Defaults to 5.</p></li>
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/gen/platipy.imaging.deformation_fields.rst.txt"
+               rel="nofollow">
+              Show Source
+            </a>
+        </div>
+        
+      </footer>
+    </div>
+    <aside class="toc-drawer">
+      
+      
+      <div class="toc-sticky toc-scroll">
+        <div class="toc-title-container">
+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.deformation_fields package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#platipy-imaging-deformation-fields-deformation-field-operations-module">platipy.imaging.deformation_fields.deformation_field_operations module</a></li>
+<li><a class="reference internal" href="#module-contents">Module contents</a></li>
 </ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary mask following the shift.
-[SimpleITK.DisplacementFieldTransform]: The transform representing the shift.
-[SimpleITK.Image]: The displacement vector field representing the shift.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.get_bone_mask">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">get_bone_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">350</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">3500</span></em>, <em class="sig-param"><span class="n">max_hole_size</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.get_bone_mask" title="Permalink to this definition">¶</a></dt>
-<dd><p>Automatically generate a binary mask of bones from a CT image.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The patient x-ray CT image to segment.</p></li>
-<li><p><strong>lower_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Lower voxel value for threshold. Defaults to 350.</p></li>
-<li><p><strong>upper_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Upper voxel value for threshold. Defaults to 3500.</p></li>
-<li><p><strong>max_hole_size</strong> (<em>int | list | bool</em><em>, </em><em>optional</em>) – Maximum hole size to be filled in millimetres. Can be specified as a vector (z,y,x). Defaults to 5.</p></li>
+</li>
 </ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary bone mask.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
 
-<dl class="py function">
-<dt id="platipy.imaging.deformation_fields.deformation_field_operations.get_external_mask">
-<code class="sig-prename descclassname">platipy.imaging.deformation_fields.deformation_field_operations.</code><code class="sig-name descname">get_external_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">- 100</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">2500</span></em>, <em class="sig-param"><span class="n">dilate</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">max_hole_size</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.deformation_fields.deformation_field_operations.get_external_mask" title="Permalink to this definition">¶</a></dt>
-<dd><p>Automatically generate a binary mask of the patient external contour.
-Uses slice-wise convex hull generation.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The patient x-ray CT image to segment. May work with other modalities with modified thresholds.</p></li>
-<li><p><strong>lower_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Lower voxel value for threshold. Defaults to -100.</p></li>
-<li><p><strong>upper_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Upper voxel value for threshold. Defaults to 2500.</p></li>
-<li><p><strong>dilate</strong> (<em>int | list | bool</em><em>, </em><em>optional</em>) – Dilation filter size applied to the binary mask. Can be specified as a vector (z,y,x). Defaults to 1.</p></li>
-<li><p><strong>max_hole_size</strong> (<em>int  | list | bool</em><em>, </em><em>optional</em>) – Maximum hole size to be filled in millimetres. Can be specified as a vector (z,y,x). Defaults to False.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The binary external mask.</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>[SimpleITK.Image]</p>
-</dd>
-</dl>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.deformation_fields">
-<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.deformation_fields" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
-
-           </div>
           </div>
-          <footer>
-  
-
-  <hr/>
-
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-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
-
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-  </div> 
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+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="../visualiser.html">Image Visualiser</a></li>
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+        <section id="platipy-imaging-generation-package">
+<h1>platipy.imaging.generation package<a class="headerlink" href="#platipy-imaging-generation-package" title="Permalink to this headline">¶</a></h1>
+<section id="submodules">
+<h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.imaging.generation.augment">
+<span id="platipy-imaging-generation-augment-module"></span><h2>platipy.imaging.generation.augment module<a class="headerlink" href="#module-platipy.imaging.generation.augment" title="Permalink to this headline">¶</a></h2>
+<dl class="py class">
+<dt id="platipy.imaging.generation.augment.ContractAugment">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">ContractAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_contract</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ContractAugment" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.generation.augment.DeformableAugment" title="platipy.imaging.generation.augment.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.generation.augment.DeformableAugment</span></code></a></p>
+<dl class="py method">
+<dt id="platipy.imaging.generation.augment.ContractAugment.augment">
+<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ContractAugment.augment" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</dd></dl>
+<dl class="py class">
+<dt id="platipy.imaging.generation.augment.DeformableAugment">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">DeformableAugment</code><a class="headerlink" href="#platipy.imaging.generation.augment.DeformableAugment" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">abc.ABC</span></code></p>
+<dl class="py method">
+<dt id="platipy.imaging.generation.augment.DeformableAugment.augment">
+<em class="property">abstract </em><code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.DeformableAugment.augment" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</dd></dl>
+<dl class="py class">
+<dt id="platipy.imaging.generation.augment.ExpandAugment">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">ExpandAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_expand</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ExpandAugment" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.generation.augment.DeformableAugment" title="platipy.imaging.generation.augment.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.generation.augment.DeformableAugment</span></code></a></p>
+<dl class="py method">
+<dt id="platipy.imaging.generation.augment.ExpandAugment.augment">
+<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ExpandAugment.augment" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</dd></dl>
+<dl class="py class">
+<dt id="platipy.imaging.generation.augment.ShiftAugment">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">ShiftAugment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">vector_shift</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ShiftAugment" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <a class="reference internal" href="#platipy.imaging.generation.augment.DeformableAugment" title="platipy.imaging.generation.augment.DeformableAugment"><code class="xref py py-class docutils literal notranslate"><span class="pre">platipy.imaging.generation.augment.DeformableAugment</span></code></a></p>
+<dl class="py method">
+<dt id="platipy.imaging.generation.augment.ShiftAugment.augment">
+<code class="sig-name descname">augment</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.ShiftAugment.augment" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.augment.apply_augmentation">
+<code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">apply_augmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">augmentation</span></em>, <em class="sig-param"><span class="n">masks</span><span class="o">=</span><span class="default_value">[]</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.apply_augmentation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.augment.generate_random_augmentation">
+<code class="sig-prename descclassname">platipy.imaging.generation.augment.</code><code class="sig-name descname">generate_random_augmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">ct_image</span></em>, <em class="sig-param"><span class="n">masks</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.augment.generate_random_augmentation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</section>
+<section id="module-platipy.imaging.generation.dvf">
+<span id="platipy-imaging-generation-dvf-module"></span><h2>platipy.imaging.generation.dvf module<a class="headerlink" href="#module-platipy.imaging.generation.dvf" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.generation.dvf.generate_field_asymmetric_contract">
+<code class="sig-prename descclassname">platipy.imaging.generation.dvf.</code><code class="sig-name descname">generate_field_asymmetric_contract</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_asymmetric_contract</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.dvf.generate_field_asymmetric_contract" title="Permalink to this definition">¶</a></dt>
+<dd><p>Contracts a structure (defined using a binary mask) using a specified vector.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to contract.</p></li>
+<li><p><strong>vector_asymmetric_contract</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The contraction vector applied to the entire
+binary mask.
+Convention: (+/-, +/-, +/-) = (sup/inf,
+post/ant, left/right) border is contracted.
+Defined in millimetres.
+Defaults to (10, 10, 10).</p></li>
+<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the
+deformation vector field. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary mask following the contract.
+[SimpleITK.DisplacementFieldTransform]: The transform representing the contract.
+[SimpleITK.Image]: The displacement vector field representing the contract.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.dvf.generate_field_asymmetric_extend">
+<code class="sig-prename descclassname">platipy.imaging.generation.dvf.</code><code class="sig-name descname">generate_field_asymmetric_extend</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_asymmetric_extend</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.dvf.generate_field_asymmetric_extend" title="Permalink to this definition">¶</a></dt>
+<dd><p>Extends a structure (defined using a binary mask) using a specified vector.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to extend.</p></li>
+<li><p><strong>vector_asymmetric_extend</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The extension vector applied to the entire
+binary mask.
+Convention: (+/-, +/-, +/-) = (sup/inf,
+post/ant, left/right) border is extended.
+Defined in millimetres.
+Defaults to (10, 10, 10).</p></li>
+<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the
+deformation vector field. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary mask following the extension.
+[SimpleITK.DisplacementFieldTransform]: The transform representing the extension.
+[SimpleITK.Image]: The displacement vector field representing the extension.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.dvf.generate_field_expand">
+<code class="sig-prename descclassname">platipy.imaging.generation.dvf.</code><code class="sig-name descname">generate_field_expand</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">bone_mask</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">expand</span><span class="o">=</span><span class="default_value">3</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em>, <em class="sig-param"><span class="n">use_internal_deformation</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.dvf.generate_field_expand" title="Permalink to this definition">¶</a></dt>
+<dd><p>Expands a structure (defined using a binary mask) using a specified vector to define the
+dilation kernel.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to expand.</p></li>
+<li><p><strong>bone_mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>, </em><em>optional</em><em>]</em>) – A binary mask defining regions where we expect
+restricted deformations.</p></li>
+<li><p><strong>vector_asymmetric_extend</strong> (int <a href="#id1"><span class="problematic" id="id2">|</span></a>tuple, optional) – <dl class="simple">
+<dt>The expansion vector applied to the entire</dt><dd><p>binary mask.</p>
+</dd>
+</dl>
+<p>Convention: (z,y,x) size of expansion kernel.
+Defined in millimetres.
+Defaults to 3.</p>
+</p></li>
+<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the
+deformation vector field. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary mask following the expansion.
+[SimpleITK.DisplacementFieldTransform]: The transform representing the expansion.
+[SimpleITK.Image]: The displacement vector field representing the expansion.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.dvf.generate_field_radial_bend">
+<code class="sig-prename descclassname">platipy.imaging.generation.dvf.</code><code class="sig-name descname">generate_field_radial_bend</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_image</span></em>, <em class="sig-param"><span class="n">body_mask</span></em>, <em class="sig-param"><span class="n">reference_point</span></em>, <em class="sig-param"><span class="n">axis_of_rotation</span><span class="o">=</span><span class="default_value">[0, 0, - 1]</span></em>, <em class="sig-param"><span class="n">scale</span><span class="o">=</span><span class="default_value">0.1</span></em>, <em class="sig-param"><span class="n">mask_bend_from_reference_point</span><span class="o">=</span><span class="default_value">'z', 'inf'</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.dvf.generate_field_radial_bend" title="Permalink to this definition">¶</a></dt>
+<dd><p>Generates a synthetic field characterised by radial bending.
+Typically, this field would be used to simulate a moving head and so masking is important.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>reference_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The image to be deformed.</p></li>
+<li><p><strong>body_mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – A binary mask in which the deformation field will be defined</p></li>
+<li><p><strong>reference_point</strong> (<em>[</em><em>tuple</em><em>]</em>) – The point (z,y,x) about which the rotation field is defined.</p></li>
+<li><p><strong>axis_of_rotation</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The axis of rotation (z,y,x). Defaults to [0, 0, -1].</p></li>
+<li><p><strong>scale</strong> (<em>int</em><em>, </em><em>optional</em>) – The deformation vector length at each point will equal scale
+multiplied by the distance to that point from reference_point.
+Defaults to 1.</p></li>
+<li><p><strong>mask_bend_from_reference_point</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The dimension (z=axial, y=coronal,
+x=sagittal) and limit (inf/sup, post/ant,
+left/right) for masking the vector field,
+relative to the reference point. Defaults
+to (“z”, “inf”).</p></li>
+<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the
+deformation vector field. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary mask following the expansion.
+[SimpleITK.DisplacementFieldTransform]: The transform representing the expansion.
+[SimpleITK.Image]: The displacement vector field representing the expansion.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.dvf.generate_field_shift">
+<code class="sig-prename descclassname">platipy.imaging.generation.dvf.</code><code class="sig-name descname">generate_field_shift</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask_image</span></em>, <em class="sig-param"><span class="n">vector_shift</span><span class="o">=</span><span class="default_value">10, 10, 10</span></em>, <em class="sig-param"><span class="n">gaussian_smooth</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.dvf.generate_field_shift" title="Permalink to this definition">¶</a></dt>
+<dd><p>Shifts (moves) a structure defined using a binary mask.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary mask to shift.</p></li>
+<li><p><strong>vector_shift</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The displacement vector applied to the entire binary mask.
+Convention: (+/-, +/-, +/-) = (sup/inf, post/ant,
+left/right) shift.
+Defined in millimetres.
+Defaults to (10, 10, 10).</p></li>
+<li><p><strong>gaussian_smooth</strong> (<em>int | list</em><em>, </em><em>optional</em>) – Scale of a Gaussian kernel used to smooth the
+deformation vector field. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary mask following the shift.
+[SimpleITK.DisplacementFieldTransform]: The transform representing the shift.
+[SimpleITK.Image]: The displacement vector field representing the shift.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.generation.image">
+<span id="platipy-imaging-generation-image-module"></span><h2>platipy.imaging.generation.image module<a class="headerlink" href="#module-platipy.imaging.generation.image" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.generation.image.insert_sphere">
+<code class="sig-prename descclassname">platipy.imaging.generation.image.</code><code class="sig-name descname">insert_sphere</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">arr</span></em>, <em class="sig-param"><span class="n">sp_radius</span><span class="o">=</span><span class="default_value">4</span></em>, <em class="sig-param"><span class="n">sp_centre</span><span class="o">=</span><span class="default_value">0, 0, 0</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.image.insert_sphere" title="Permalink to this definition">¶</a></dt>
+<dd><p>Insert a sphere into the give array</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>arr</strong> (<em>np.array</em>) – Array in which to insert sphere</p></li>
+<li><p><strong>sp_radius</strong> (<em>int</em><em>, </em><em>optional</em>) – The radius of the sphere. Defaults to 4.</p></li>
+<li><p><strong>sp_centre</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The position at which the sphere should be inserted. Defaults
+to (0, 0, 0).</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>An array with the sphere inserted</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>np.array</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.image.insert_sphere_image">
+<code class="sig-prename descclassname">platipy.imaging.generation.image.</code><code class="sig-name descname">insert_sphere_image</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">sp_radius</span></em>, <em class="sig-param"><span class="n">sp_centre</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.image.insert_sphere_image" title="Permalink to this definition">¶</a></dt>
+<dd><p>Insert a sphere into a blank image with the same size as image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>sitk.Image</em>) – Image in which to insert sphere</p></li>
+<li><p><strong>sp_radius</strong> (<em>int | list</em><em>, </em><em>optional</em>) – The radius of the sphere. Can also be defined as a vector. Defaults to 4.</p></li>
+<li><p><strong>sp_centre</strong> (<em>tuple</em><em>, </em><em>optional</em>) – The position at which the sphere should be inserted. Defaults
+to (0, 0, 0).</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>An array with the sphere inserted</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>np.array</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.generation.mask">
+<span id="platipy-imaging-generation-mask-module"></span><h2>platipy.imaging.generation.mask module<a class="headerlink" href="#module-platipy.imaging.generation.mask" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.generation.mask.get_bone_mask">
+<code class="sig-prename descclassname">platipy.imaging.generation.mask.</code><code class="sig-name descname">get_bone_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">350</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">3500</span></em>, <em class="sig-param"><span class="n">max_hole_size</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.mask.get_bone_mask" title="Permalink to this definition">¶</a></dt>
+<dd><p>Automatically generate a binary mask of bones from a CT image.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The patient x-ray CT image to segment.</p></li>
+<li><p><strong>lower_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Lower voxel value for threshold. Defaults to 350.</p></li>
+<li><p><strong>upper_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Upper voxel value for threshold. Defaults to 3500.</p></li>
+<li><p><strong>max_hole_size</strong> (<em>int | list | bool</em><em>, </em><em>optional</em>) – Maximum hole size to be filled in millimetres.
+Can be specified as a vector (z,y,x). Defaults
+to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary bone mask.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.generation.mask.get_external_mask">
+<code class="sig-prename descclassname">platipy.imaging.generation.mask.</code><code class="sig-name descname">get_external_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">- 100</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">2500</span></em>, <em class="sig-param"><span class="n">dilate</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">max_hole_size</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.generation.mask.get_external_mask" title="Permalink to this definition">¶</a></dt>
+<dd><p>Automatically generate a binary mask of the patient external contour.
+Uses slice-wise convex hull generation.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The patient x-ray CT image to segment. May work with other
+modalities with modified thresholds.</p></li>
+<li><p><strong>lower_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Lower voxel value for threshold. Defaults to -100.</p></li>
+<li><p><strong>upper_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – Upper voxel value for threshold. Defaults to 2500.</p></li>
+<li><p><strong>dilate</strong> (<em>int | list | bool</em><em>, </em><em>optional</em>) – Dilation filter size applied to the binary mask. Can
+be specified as a vector (z,y,x). Defaults to 1.</p></li>
+<li><p><strong>max_hole_size</strong> (<em>int  | list | bool</em><em>, </em><em>optional</em>) – Maximum hole size to be filled in
+millimetres. Can be specified as a vector
+(z,y,x). Defaults to False.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The binary external mask.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.generation">
+<span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.generation" title="Permalink to this headline">¶</a></h2>
+</section>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          
+          
+        </div>
+
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/gen/platipy.imaging.generation.rst.txt"
+               rel="nofollow">
+              Show Source
+            </a>
+        </div>
+        
+      </footer>
+    </div>
+    <aside class="toc-drawer">
+      
+      
+      <div class="toc-sticky toc-scroll">
+        <div class="toc-title-container">
+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.generation package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.generation.augment">platipy.imaging.generation.augment module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.generation.dvf">platipy.imaging.generation.dvf module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.generation.image">platipy.imaging.generation.image module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.generation.mask">platipy.imaging.generation.mask module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.generation">Module contents</a></li>
+</ul>
+</li>
+</ul>
+
+          </div>
+        </div>
+      </div>
+      
+      
+    </aside>
+  </main>
+</div>
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+        <section id="platipy-imaging-package">
 <h1>platipy.imaging package<a class="headerlink" href="#platipy-imaging-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="subpackages">
+<section id="subpackages">
 <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to this headline">¶</a></h2>
 <div class="toctree-wrapper compound">
 <ul>
-<li class="toctree-l1"><a class="reference internal" href="platipy.imaging.atlas.html">platipy.imaging.atlas package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.atlas.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas.iterative_atlas_removal">platipy.imaging.atlas.iterative_atlas_removal module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas.label_fusion">platipy.imaging.atlas.label_fusion module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.atlas.html#module-platipy.imaging.atlas">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.imaging.augment.html">platipy.imaging.augment package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.augment.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.augment.html#module-platipy.imaging.augment.defaug">platipy.imaging.augment.defaug module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.augment.html#module-platipy.imaging.augment">Module contents</a></li>
-</ul>
-</li>
-<li class="toctree-l1"><a class="reference internal" href="platipy.imaging.deformation_fields.html">platipy.imaging.deformation_fields package</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.deformation_fields.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields.deformation_field_operations">platipy.imaging.deformation_fields.deformation_field_operations module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields">Module contents</a></li>
+<li class="toctree-l1"><a class="reference internal" href="platipy.imaging.generation.html">platipy.imaging.generation package</a><ul>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#submodules">Submodules</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.augment">platipy.imaging.generation.augment module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.dvf">platipy.imaging.generation.dvf module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.image">platipy.imaging.generation.image module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation.mask">platipy.imaging.generation.mask module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.generation.html#module-platipy.imaging.generation">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.label.html">platipy.imaging.label package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.label_comparison">platipy.imaging.label.label_comparison module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.label_operations">platipy.imaging.label.label_operations module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.comparison">platipy.imaging.label.comparison module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.fusion">platipy.imaging.label.fusion module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.iar">platipy.imaging.label.iar module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.projection">platipy.imaging.label.projection module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label.utils">platipy.imaging.label.utils module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.label.html#module-platipy.imaging.label">Module contents</a></li>
 </ul>
 </li>
@@ -190,8 +173,7 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 <li class="toctree-l3"><a class="reference internal" href="platipy.imaging.projects.cardiac.html">platipy.imaging.projects.cardiac package</a><ul>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#submodules">Submodules</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">platipy.imaging.projects.cardiac.run module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.service">platipy.imaging.projects.cardiac.service module</a></li>
-<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.utils">platipy.imaging.projects.cardiac.utils module</a></li>
+<li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#platipy-imaging-projects-cardiac-service-module">platipy.imaging.projects.cardiac.service module</a></li>
 <li class="toctree-l4"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">Module contents</a></li>
 </ul>
 </li>
@@ -202,101 +184,99 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.registration.html">platipy.imaging.registration package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.registration">platipy.imaging.registration.registration module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.deformable">platipy.imaging.registration.deformable module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.linear">platipy.imaging.registration.linear module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration.utils">platipy.imaging.registration.utils module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.registration.html#module-platipy.imaging.registration">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.tests.html">platipy.imaging.tests package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.pull_data">platipy.imaging.tests.pull_data module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.data">platipy.imaging.tests.data module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">platipy.imaging.tests.test_bronchus module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">platipy.imaging.tests.test_cardiac module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests.test_visualiser">platipy.imaging.tests.test_visualiser module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.tests.html#module-platipy.imaging.tests">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.utils.html">platipy.imaging.utils package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.tools">platipy.imaging.utils.tools module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.crop">platipy.imaging.utils.crop module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.lung">platipy.imaging.utils.lung module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.valve">platipy.imaging.utils.valve module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils.vessel">platipy.imaging.utils.vessel module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.utils.html#module-platipy.imaging.utils">Module contents</a></li>
 </ul>
 </li>
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.visualisation.html">platipy.imaging.visualisation package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#submodules">Submodules</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-python3dmesh-module">platipy.imaging.visualisation.Python3DMesh module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-vesselsurfaces-auto-module">platipy.imaging.visualisation.VesselSurfaces-Auto module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-crosshairs-module">platipy.imaging.visualisation.crosshairs module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#platipy-imaging-visualisation-surface-operations-module">platipy.imaging.visualisation.surface_operations module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.tools">platipy.imaging.visualisation.tools module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.vis_tools">platipy.imaging.visualisation.vis_tools module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.animation">platipy.imaging.visualisation.animation module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.utils">platipy.imaging.visualisation.utils module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.visualiser">platipy.imaging.visualisation.visualiser module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">Module contents</a></li>
 </ul>
 </li>
 </ul>
 </div>
-</div>
-<div class="section" id="module-platipy.imaging">
+</section>
+<section id="module-platipy.imaging">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging" title="Permalink to this headline">¶</a></h2>
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+        <section id="platipy-imaging-label-package">
 <h1>platipy.imaging.label package<a class="headerlink" href="#platipy-imaging-label-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.label.label_comparison">
-<span id="platipy-imaging-label-label-comparison-module"></span><h2>platipy.imaging.label.label_comparison module<a class="headerlink" href="#module-platipy.imaging.label.label_comparison" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.imaging.label.comparison">
+<span id="platipy-imaging-label-comparison-module"></span><h2>platipy.imaging.label.comparison module<a class="headerlink" href="#module-platipy.imaging.label.comparison" title="Permalink to this headline">¶</a></h2>
 <p>Module name: LabelComparison
 Author:      Robert Finnegan
 Date:        December 2018
@@ -162,123 +152,315 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 - Surface metrics
 ———————————</p>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_metric_dsc">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_metric_dsc</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imA</span></em>, <em class="sig-param"><span class="n">imB</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_metric_dsc" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.label.comparison.compute_metric_dsc">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_metric_dsc</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_metric_dsc" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute the Dice Similarity Coefficient between two labels</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The Dice Similarity Coefficient</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>float</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_metric_hd">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_metric_hd</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_metric_hd" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.label.comparison.compute_metric_hd">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_metric_hd</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_metric_hd" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute the Hausdorff distance between two labels</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The maximum Hausdorff distance</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>float</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_metric_masd">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_metric_masd</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_metric_masd" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.label.comparison.compute_metric_masd">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_metric_masd</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_metric_masd" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute the mean absolute distance between two labels</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The mean absolute surface distance</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>float</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_metric_sensitivity">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_metric_sensitivity</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_metric_sensitivity" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.label.comparison.compute_metric_sensitivity">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_metric_sensitivity</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_metric_sensitivity" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute the sensitivity between two labels</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The sensitivity between the two labels</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>float</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_metric_specificity">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_metric_specificity</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_metric_specificity" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.label.comparison.compute_metric_specificity">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_metric_specificity</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_metric_specificity" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute the specificity between two labels</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The specificity between the two labels</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>float</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_surface_metrics">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_surface_metrics</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_surface_metrics" title="Permalink to this definition">¶</a></dt>
-<dd><p>HD, meanSurfDist, medianSurfDist, maxSurfDist, stdSurfDist</p>
+<dt id="platipy.imaging.label.comparison.compute_surface_metrics">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_surface_metrics</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_surface_metrics" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute surface distance metrics between two labels. Surface metrics computed are:
+hausdorffDistance, meanSurfaceDistance, medianSurfaceDistance, maximumSurfaceDistance,
+sigmaSurfaceDistance</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+<li><p><strong>verbose</strong> (<em>bool</em><em>, </em><em>optional</em>) – Whether to print verbose output. Defaults to False.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Dictionary object containing surface distance metrics</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>dict</p>
+</dd>
+</dl>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.label.label_comparison.compute_volume_metrics">
-<code class="sig-prename descclassname">platipy.imaging.label.label_comparison.</code><code class="sig-name descname">compute_volume_metrics</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">imFixed</span></em>, <em class="sig-param"><span class="n">imMoving</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_comparison.compute_volume_metrics" title="Permalink to this definition">¶</a></dt>
-<dd><p>DSC, VolOverlap, FracOverlap, TruePosFrac, TrueNegFrac, FalsePosFrac, FalseNegFrac</p>
+<dt id="platipy.imaging.label.comparison.compute_volume_metrics">
+<code class="sig-prename descclassname">platipy.imaging.label.comparison.</code><code class="sig-name descname">compute_volume_metrics</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_a</span></em>, <em class="sig-param"><span class="n">label_b</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.comparison.compute_volume_metrics" title="Permalink to this definition">¶</a></dt>
+<dd><p>Compute volume metrics between two labels. Volume metrics computed are:
+DSC, volumeOverlap fractionOverlap truePositiveFraction trueNegativeFraction
+falsePositiveFraction falseNegativeFraction</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_a</strong> (<em>sitk.Image</em>) – A mask to compare</p></li>
+<li><p><strong>label_b</strong> (<em>sitk.Image</em>) – Another mask to compare</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Dictionary object containing volume metrics</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>dict</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.label.fusion">
+<span id="platipy-imaging-label-fusion-module"></span><h2>platipy.imaging.label.fusion module<a class="headerlink" href="#module-platipy.imaging.label.fusion" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.label.fusion.combine_labels">
+<code class="sig-prename descclassname">platipy.imaging.label.fusion.</code><code class="sig-name descname">combine_labels</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">atlas_set</span></em>, <em class="sig-param"><span class="n">structure_name</span></em>, <em class="sig-param"><span class="n">label</span><span class="o">=</span><span class="default_value">'DIR'</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.0001</span></em>, <em class="sig-param"><span class="n">smooth_sigma</span><span class="o">=</span><span class="default_value">1.0</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.fusion.combine_labels" title="Permalink to this definition">¶</a></dt>
+<dd><p>Combine labels using weight maps</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.label.label_operations">
-<span id="platipy-imaging-label-label-operations-module"></span><h2>platipy.imaging.label.label_operations module<a class="headerlink" href="#module-platipy.imaging.label.label_operations" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.label.label_operations.morphological_interpolate">
-<code class="sig-prename descclassname">platipy.imaging.label.label_operations.</code><code class="sig-name descname">morphological_interpolate</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">sitk_image</span></em>, <em class="sig-param"><span class="n">copy_info</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_operations.morphological_interpolate" title="Permalink to this definition">¶</a></dt>
-<dd><p>Performs morphological interpolation
-See: <a class="reference external" href="https://github.com/KitwareMedical/ITKMorphologicalContourInterpolation">https://github.com/KitwareMedical/ITKMorphologicalContourInterpolation</a></p>
-<p>Useful for filling in gaps in contouring between slices</p>
+<dt id="platipy.imaging.label.fusion.combine_labels_staple">
+<code class="sig-prename descclassname">platipy.imaging.label.fusion.</code><code class="sig-name descname">combine_labels_staple</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_list_dict</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.0001</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.fusion.combine_labels_staple" title="Permalink to this definition">¶</a></dt>
+<dd><p>Combine labels using STAPLE</p>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.label.label_operations.process_probability_image">
-<code class="sig-prename descclassname">platipy.imaging.label.label_operations.</code><code class="sig-name descname">process_probability_image</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">probability_image</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.label_operations.process_probability_image" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.label.fusion.compute_weight_map">
+<code class="sig-prename descclassname">platipy.imaging.label.fusion.</code><code class="sig-name descname">compute_weight_map</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">target_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">vote_type</span><span class="o">=</span><span class="default_value">'unweighted'</span></em>, <em class="sig-param"><span class="n">vote_params</span><span class="o">=</span><span class="default_value">{'blockSize': 5, 'epsilon': 1e-05, 'factor': 1000000000000.0, 'gain': 6, 'sigma': 2.0}</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.fusion.compute_weight_map" title="Permalink to this definition">¶</a></dt>
+<dd><p>Computes the weight map</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.fusion.process_probability_image">
+<code class="sig-prename descclassname">platipy.imaging.label.fusion.</code><code class="sig-name descname">process_probability_image</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">probability_image</span></em>, <em class="sig-param"><span class="n">threshold</span><span class="o">=</span><span class="default_value">0.5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.fusion.process_probability_image" title="Permalink to this definition">¶</a></dt>
 <dd><p>Generate a mask given a probability image, performing some basic post processing as well.</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.label">
+</section>
+<section id="module-platipy.imaging.label.iar">
+<span id="platipy-imaging-label-iar-module"></span><h2>platipy.imaging.label.iar module<a class="headerlink" href="#module-platipy.imaging.label.iar" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.label.iar.gaussian_curve">
+<code class="sig-prename descclassname">platipy.imaging.label.iar.</code><code class="sig-name descname">gaussian_curve</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">x</span></em>, <em class="sig-param"><span class="n">a</span></em>, <em class="sig-param"><span class="n">m</span></em>, <em class="sig-param"><span class="n">s</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.iar.gaussian_curve" title="Permalink to this definition">¶</a></dt>
+<dd><p>Returns a Gaussian (normal) curve</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>x</strong> (<em>np.ndarray</em>) – values to sample the normal curve</p></li>
+<li><p><strong>a</strong> (<em>float</em>) – magnitude</p></li>
+<li><p><strong>m</strong> (<em>float</em>) – location (mean)</p></li>
+<li><p><strong>s</strong> (<em>float</em>) – scale (standard deviation)</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>sampled values along the normal curve</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>np.ndarray</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.iar.median_absolute_deviation">
+<code class="sig-prename descclassname">platipy.imaging.label.iar.</code><code class="sig-name descname">median_absolute_deviation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">data</span></em>, <em class="sig-param"><span class="n">axis</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.iar.median_absolute_deviation" title="Permalink to this definition">¶</a></dt>
+<dd><p>Median Absolute Deviation: a “Robust” version of standard deviation.
+Indices variabililty of the sample.
+<a class="reference external" href="https://en.wikipedia.org/wiki/Median_absolute_deviation">https://en.wikipedia.org/wiki/Median_absolute_deviation</a></p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.iar.run_iar">
+<code class="sig-prename descclassname">platipy.imaging.label.iar.</code><code class="sig-name descname">run_iar</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">atlas_set</span></em>, <em class="sig-param"><span class="n">reference_structure</span></em>, <em class="sig-param"><span class="n">smooth_distance_maps</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">smooth_sigma</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">z_score_statistic</span><span class="o">=</span><span class="default_value">'MAD'</span></em>, <em class="sig-param"><span class="n">outlier_method</span><span class="o">=</span><span class="default_value">'IQR'</span></em>, <em class="sig-param"><span class="n">min_best_atlases</span><span class="o">=</span><span class="default_value">10</span></em>, <em class="sig-param"><span class="n">outlier_factor</span><span class="o">=</span><span class="default_value">1.5</span></em>, <em class="sig-param"><span class="n">iteration</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">single_step</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">project_on_sphere</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">label</span><span class="o">=</span><span class="default_value">'DIR'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.iar.run_iar" title="Permalink to this definition">¶</a></dt>
+<dd><p>Perform iterative atlas removal on the atlas_set</p>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.label.projection">
+<span id="platipy-imaging-label-projection-module"></span><h2>platipy.imaging.label.projection module<a class="headerlink" href="#module-platipy.imaging.label.projection" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.label.projection.evaluate_distance_on_surface">
+<code class="sig-prename descclassname">platipy.imaging.label.projection.</code><code class="sig-name descname">evaluate_distance_on_surface</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_volume</span></em>, <em class="sig-param"><span class="n">test_volume</span></em>, <em class="sig-param"><span class="n">abs_distance</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">reference_as_distance_map</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.projection.evaluate_distance_on_surface" title="Permalink to this definition">¶</a></dt>
+<dd><p>Evaluates a distance map on a surface
+Input: reference_volume: binary volume SimpleITK image, or alternatively a distance map</p>
+<blockquote>
+<div><p>test_volume: binary volume SimpleITK image</p>
+</div></blockquote>
+<p>Output: theta, phi, values</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.projection.evaluate_distance_to_reference">
+<code class="sig-prename descclassname">platipy.imaging.label.projection.</code><code class="sig-name descname">evaluate_distance_to_reference</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_volume</span></em>, <em class="sig-param"><span class="n">test_volume</span></em>, <em class="sig-param"><span class="n">resample_factor</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.projection.evaluate_distance_to_reference" title="Permalink to this definition">¶</a></dt>
+<dd><p>Evaluates the distance from the surface of a test volume to a reference
+Input: reference_volume: binary volume SimpleITK image</p>
+<blockquote>
+<div><p>test_volume: binary volume SimpleITK image</p>
+</div></blockquote>
+<p>Output: values : the distance to each point on the reference volume surface</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.projection.regrid_spherical_data">
+<code class="sig-prename descclassname">platipy.imaging.label.projection.</code><code class="sig-name descname">regrid_spherical_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">theta</span></em>, <em class="sig-param"><span class="n">phi</span></em>, <em class="sig-param"><span class="n">values</span></em>, <em class="sig-param"><span class="n">resolution</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.projection.regrid_spherical_data" title="Permalink to this definition">¶</a></dt>
+<dd><p>Re-grids spherical data
+Input: theta, phi, values
+Options: plot a figure (plotFig), save a figure (saveFig), case identifier (figName)
+Output: p_lat, p_long, grid_values (, fig)</p>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.label.utils">
+<span id="platipy-imaging-label-utils-module"></span><h2>platipy.imaging.label.utils module<a class="headerlink" href="#module-platipy.imaging.label.utils" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.label.utils.get_com">
+<code class="sig-prename descclassname">platipy.imaging.label.utils.</code><code class="sig-name descname">get_com</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">real_coords</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.utils.get_com" title="Permalink to this definition">¶</a></dt>
+<dd><p>Get centre of mass of a SimpleITK.Image</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.utils.vectorised_transform_index_to_physical_point">
+<code class="sig-prename descclassname">platipy.imaging.label.utils.</code><code class="sig-name descname">vectorised_transform_index_to_physical_point</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">point_array</span></em>, <em class="sig-param"><span class="n">rotate</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.utils.vectorised_transform_index_to_physical_point" title="Permalink to this definition">¶</a></dt>
+<dd><p>Transforms a set of points from array indices to real-space</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.label.utils.vectorised_transform_physical_point_to_index">
+<code class="sig-prename descclassname">platipy.imaging.label.utils.</code><code class="sig-name descname">vectorised_transform_physical_point_to_index</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">point_array</span></em>, <em class="sig-param"><span class="n">rotate</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.label.utils.vectorised_transform_physical_point_to_index" title="Permalink to this definition">¶</a></dt>
+<dd><p>Transforms a set of points from real-space to array indices</p>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.label">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.label" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
+</section>
+</section>
 
-           </div>
-          </div>
-          <footer>
-  
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-  <div role="contentinfo">
-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
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+      </article>
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+        
+        <div class="related-pages">
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+            Contents
+          </span>
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+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.label package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label.comparison">platipy.imaging.label.comparison module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label.fusion">platipy.imaging.label.fusion module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label.iar">platipy.imaging.label.iar module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label.projection">platipy.imaging.label.projection module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label.utils">platipy.imaging.label.utils module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.label">Module contents</a></li>
+</ul>
+</li>
+</ul>
 
+          </div>
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diff --git a/docs/site/gen/platipy.imaging.projects.bronchus.html b/docs/site/gen/platipy.imaging.projects.bronchus.html
index 17cbc8da..112c5baf 100644
--- a/docs/site/gen/platipy.imaging.projects.bronchus.html
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@@ -1,156 +1,146 @@
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+        </label>
+        <section id="platipy-imaging-projects-bronchus-package">
 <h1>platipy.imaging.projects.bronchus package<a class="headerlink" href="#platipy-imaging-projects-bronchus-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.projects.bronchus.bronchus">
+</section>
+<section id="module-platipy.imaging.projects.bronchus.bronchus">
 <span id="platipy-imaging-projects-bronchus-bronchus-module"></span><h2>platipy.imaging.projects.bronchus.bronchus module<a class="headerlink" href="#module-platipy.imaging.projects.bronchus.bronchus" title="Permalink to this headline">¶</a></h2>
 <p>Created on Wed Feb 21 16:39:27 2018</p>
 <p>Bronchus segmentation.  The superior extent of bronchus is around 4cm SUP from Carina (From first
@@ -161,7 +151,7 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 by checking the top (sup) slice for an airhole and then connected thresholding.</p>
 <p>Code fails on two Liverpool cases:  13 (lungs appear in the sup slice) and 36 (the mask failed to
 generate - need to look at this)</p>
-<p>&#64;author: Jason Dowling (CSIRO)</p>
+<p>@author: Jason Dowling (CSIRO)</p>
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.bronchus.fast_mask">
 <code class="sig-prename descclassname">platipy.imaging.projects.bronchus.bronchus.</code><code class="sig-name descname">fast_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">start</span></em>, <em class="sig-param"><span class="n">end</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.bronchus.bronchus.fast_mask" title="Permalink to this definition">¶</a></dt>
@@ -177,7 +167,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.bronchus.generate_airway_mask">
 <code class="sig-prename descclassname">platipy.imaging.projects.bronchus.bronchus.</code><code class="sig-name descname">generate_airway_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">dest</span></em>, <em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">lung_mask</span></em>, <em class="sig-param"><span class="n">config_dict</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.bronchus.bronchus.generate_airway_mask" title="Permalink to this definition">¶</a></dt>
@@ -191,7 +180,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.bronchus.generate_lung_mask">
 <code class="sig-prename descclassname">platipy.imaging.projects.bronchus.bronchus.</code><code class="sig-name descname">generate_lung_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.bronchus.bronchus.generate_lung_mask" title="Permalink to this definition">¶</a></dt>
@@ -208,7 +196,6 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.bronchus.get_distance">
 <code class="sig-prename descclassname">platipy.imaging.projects.bronchus.bronchus.</code><code class="sig-name descname">get_distance</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">a_mask</span></em>, <em class="sig-param"><span class="n">b_mask</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.bronchus.bronchus.get_distance" title="Permalink to this definition">¶</a></dt>
@@ -226,9 +213,8 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.bronchus.run">
+</section>
+<section id="module-platipy.imaging.projects.bronchus.run">
 <span id="platipy-imaging-projects-bronchus-run-module"></span><h2>platipy.imaging.projects.bronchus.run module<a class="headerlink" href="#module-platipy.imaging.projects.bronchus.run" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.run.run_bronchus_segmentation">
@@ -250,80 +236,76 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.bronchus.service">
+</section>
+<section id="module-platipy.imaging.projects.bronchus.service">
 <span id="platipy-imaging-projects-bronchus-service-module"></span><h2>platipy.imaging.projects.bronchus.service module<a class="headerlink" href="#module-platipy.imaging.projects.bronchus.service" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.imaging.projects.bronchus.service.bronchus_service">
 <code class="sig-prename descclassname">platipy.imaging.projects.bronchus.service.</code><code class="sig-name descname">bronchus_service</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">data_objects</span></em>, <em class="sig-param"><span class="n">working_dir</span></em>, <em class="sig-param"><span class="n">settings</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.bronchus.service.bronchus_service" title="Permalink to this definition">¶</a></dt>
 <dd><p>Implements the platipy framework to provide bronchus segmentation.</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.bronchus">
+</section>
+<section id="module-platipy.imaging.projects.bronchus">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.projects.bronchus" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
-
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-          <footer>
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+</section>
+</section>
 
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+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.projects.bronchus package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.bronchus.bronchus">platipy.imaging.projects.bronchus.bronchus module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.bronchus.run">platipy.imaging.projects.bronchus.run module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.bronchus.service">platipy.imaging.projects.bronchus.service module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.bronchus">Module contents</a></li>
+</ul>
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diff --git a/docs/site/gen/platipy.imaging.projects.cardiac.html b/docs/site/gen/platipy.imaging.projects.cardiac.html
index f7b639a6..9f6e612c 100644
--- a/docs/site/gen/platipy.imaging.projects.cardiac.html
+++ b/docs/site/gen/platipy.imaging.projects.cardiac.html
@@ -1,160 +1,150 @@
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+        <section id="platipy-imaging-projects-cardiac-package">
 <h1>platipy.imaging.projects.cardiac package<a class="headerlink" href="#platipy-imaging-projects-cardiac-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.projects.cardiac.run">
+</section>
+<section id="module-platipy.imaging.projects.cardiac.run">
 <span id="platipy-imaging-projects-cardiac-run-module"></span><h2>platipy.imaging.projects.cardiac.run module<a class="headerlink" href="#module-platipy.imaging.projects.cardiac.run" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.imaging.projects.cardiac.run.run_cardiac_segmentation">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.run.</code><code class="sig-name descname">run_cardiac_segmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">settings</span><span class="o">=</span><span class="default_value">{'IARSettings': {'minBestAtlases': 5, 'outlierFactor': 1.5, 'outlierMethod': 'IQR', 'project_on_sphere': False, 'referenceStructure': 'WHOLEHEART', 'smoothDistanceMaps': True, 'smoothSigma': 1, 'zScoreStatistic': 'MAD'}, 'atlasSettings': {'atlasIdList': ['13', '17', '33', '12', '16', '22', '27'], 'atlasImageFormat': 'Case_{0}/Images/Case_{0}_CROP.nii.gz', 'atlasLabelFormat': 'Case_{0}/Structures/Case_{0}_{1}_CROP.nii.gz', 'atlasPath': '/atlas', 'atlasStructures': ['WHOLEHEART', 'LANTDESCARTERY_SPLINE'], 'autoCropAtlas': True}, 'autoCropSettings': {'expansion': [2, 2, 2]}, 'deformableSettings': {'isotropicResample': True, 'iterationStaging': [5, 5, 5], 'ncores': 8, 'resolutionStaging': [16, 8, 2], 'smoothingSigmas': [0, 0, 0], 'trace': False}, 'labelFusionSettings': {'optimalThreshold': {'WHOLEHEART': 0.44}, 'voteParams': {}, 'voteType': 'unweighted'}, 'outputFormat': 'Auto_{0}.nii.gz', 'returnAsCropped': False, 'rigidSettings': {'guideStructure': False, 'initialReg': 'Similarity', 'options': {'default_value': - 1024, 'final_interp': 3, 'metric': 'mean_squares', 'number_of_iterations': 50, 'optimiser': 'gradient_descent_line_search', 'sampling_rate': 0.75, 'shrink_factors': [16, 8, 4], 'smooth_sigmas': [0, 0, 0]}, 'trace': False}, 'vesselSpliningSettings': {'spliningDirection': {'LANTDESCARTERY_SPLINE': 'z'}, 'stopCondition': {'LANTDESCARTERY_SPLINE': 'count'}, 'stopConditionValue': {'LANTDESCARTERY_SPLINE': 1}, 'vesselNameList': ['LANTDESCARTERY_SPLINE'], 'vesselRadius_mm': {'LANTDESCARTERY_SPLINE': 2}}}</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.run.run_cardiac_segmentation" title="Permalink to this definition">¶</a></dt>
+<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.run.</code><code class="sig-name descname">run_cardiac_segmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">guide_structure</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">settings</span><span class="o">=</span><span class="default_value">{'atlas_settings': {'atlas_id_list': ['13', '17', '33', '12', '16', '22', '27'], 'atlas_image_format': 'Case_{0}/Images/Case_{0}_CROP.nii.gz', 'atlas_label_format': 'Case_{0}/Structures/Case_{0}_{1}_CROP.nii.gz', 'atlas_path': '/atlas', 'atlas_structure_list': ['WHOLEHEART', 'LANTDESCARTERY_SPLINE'], 'crop_atlas_expansion_mm': 10, 10, 10, 'crop_atlas_to_structures': False, 'guide_structure_name': 'WHOLEHEART'}, 'auto_crop_target_image_settings': {'expansion_mm': [2, 2, 2]}, 'deformable_registration_settings': {'default_value': - 1000, 'isotropic_resample': True, 'iteration_staging': [5, 5, 5], 'ncores': 8, 'resolution_staging': [16, 8, 2], 'smoothing_sigmas': [0, 0, 0], 'verbose': False}, 'iar_settings': {'min_best_atlases': 5, 'outlier_factor': 1.5, 'outlier_method': 'iqr', 'project_on_sphere': False, 'reference_structure': 'WHOLEHEART', 'smooth_distance_maps': True, 'smooth_sigma': 1, 'z_score_statistic': 'mad'}, 'label_fusion_settings': {'optimal_threshold': {'WHOLEHEART': 0.5}, 'vote_params': {}, 'vote_type': 'unweighted'}, 'linear_registration_settings': {'default_value': - 1024, 'metric': 'mean_squares', 'number_of_iterations': 50, 'optimiser': 'gradient_descent_line_search', 'reg_method': 'similarity', 'sampling_rate': 0.75, 'shrink_factors': [16, 8, 4], 'smooth_sigmas': [0, 0, 0], 'verbose': False}, 'return_additional_probability_dict': True, 'return_as_cropped': False, 'structure_guided_registration_settings': {'default_value': 0, 'isotropic_resample': True, 'iteration_staging': [25, 25, 25], 'ncores': 8, 'resolution_staging': [16, 8, 2], 'smoothing_sigmas': [0, 0, 0], 'verbose': False}, 'vessel_spline_settings': {'scan_direction_dict': {'LANTDESCARTERY_SPLINE': 'z'}, 'stop_condition_type_dict': {'LANTDESCARTERY_SPLINE': 'count'}, 'stop_condition_value_dict': {'LANTDESCARTERY_SPLINE': 1}, 'vessel_name_list': ['LANTDESCARTERY_SPLINE'], 'vessel_radius_mm_dict': {'LANTDESCARTERY_SPLINE': 2}}}</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.run.run_cardiac_segmentation" title="Permalink to this definition">¶</a></dt>
 <dd><p>Runs the atlas-based cardiac segmentation</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
@@ -172,189 +162,70 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.cardiac.service">
-<span id="platipy-imaging-projects-cardiac-service-module"></span><h2>platipy.imaging.projects.cardiac.service module<a class="headerlink" href="#module-platipy.imaging.projects.cardiac.service" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.service.cardiac_service">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.service.</code><code class="sig-name descname">cardiac_service</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">data_objects</span></em>, <em class="sig-param"><span class="n">working_dir</span></em>, <em class="sig-param"><span class="n">settings</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.service.cardiac_service" title="Permalink to this definition">¶</a></dt>
-<dd><p>Implements the platipy framework to provide cardiac atlas based segmentation.</p>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.cardiac.utils">
-<span id="platipy-imaging-projects-cardiac-utils-module"></span><h2>platipy.imaging.projects.cardiac.utils module<a class="headerlink" href="#module-platipy.imaging.projects.cardiac.utils" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.AutoLungSegment">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">AutoLungSegment</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">l</span><span class="o">=</span><span class="default_value">0.05</span></em>, <em class="sig-param"><span class="n">u</span><span class="o">=</span><span class="default_value">0.4</span></em>, <em class="sig-param"><span class="n">NPthresh</span><span class="o">=</span><span class="default_value">100000.0</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.AutoLungSegment" title="Permalink to this definition">¶</a></dt>
-<dd><p>Segments the lungs, generating a bounding box</p>
-<dl class="simple">
-<dt>Args</dt><dd><p>image (sitk.Image)  : the input image
-l (float)           : the lower (normalised) threshold
-u (float)           : the upper (normalised) threshold
-NPthresh (int)      : lower limit of voxel counts for a structure to be tested</p>
-</dd>
-<dt>Returns</dt><dd><p>maskBox (np.ndarray)    : bounding box of the automatically segmented lungs
-maskBinary (sitk.Image) : the segmented lungs (+/- airways)</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.COMFromImageList">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">COMFromImageList</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">sitkImageList</span></em>, <em class="sig-param"><span class="n">conditionType</span><span class="o">=</span><span class="default_value">'count'</span></em>, <em class="sig-param"><span class="n">conditionValue</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">scanDirection</span><span class="o">=</span><span class="default_value">'z'</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.COMFromImageList" title="Permalink to this definition">¶</a></dt>
-<dd><dl class="simple">
-<dt>Input: list of SimpleITK images</dt><dd><p>minimum total slice area required for the tube to be inserted at that slice
-scan direction: x = sagittal, y=coronal, z=axial</p>
-</dd>
-</dl>
-<p>Output: mean centre of mass positions, with shape (NumSlices, 2)
-Note: positions are converted into image space by default</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.ConvertSimpleITKtoVTK">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">ConvertSimpleITKtoVTK</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.ConvertSimpleITKtoVTK" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.CropImage">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">CropImage</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">cropBox</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.CropImage" title="Permalink to this definition">¶</a></dt>
-<dd><p>Crops an image using a bounding box</p>
-<dl>
-<dt>Args</dt><dd><p>image (sitk.Image)          : the input image
-cropBox (list, np.ndarray)  : the bounding box</p>
-<blockquote>
-<div><p>(sag0, cor0, ax0, sagD, corD, axD)</p>
-</div></blockquote>
-</dd>
-<dt>Returns</dt><dd><p>imCrop (sitk.Image)         : the cropped image</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.SimpleITKImageFromVTKTube">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">SimpleITKImageFromVTKTube</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">tube</span></em>, <em class="sig-param"><span class="n">SITKReferenceImage</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.SimpleITKImageFromVTKTube" title="Permalink to this definition">¶</a></dt>
-<dd><p>Input: VTK tube, referenceImage (used for spacing, etc.)
-Output: SimpleITK image
-Note: Uses binary output (background 0, foreground 1)</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.ThresholdAndMeasureLungVolume">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">ThresholdAndMeasureLungVolume</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">l</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">u</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.ThresholdAndMeasureLungVolume" title="Permalink to this definition">¶</a></dt>
-<dd><p>Thresholds an image using upper and lower bounds in the intensity.
-Each non-connected component has the volume and perimeter/border ratio measured</p>
-<dl class="simple">
-<dt>Args</dt><dd><p>image (sitk.Image)  : the input image
-l (float)           : the lower threshold
-u (float)           : the upper threshold</p>
-</dd>
-<dt>Returns</dt><dd><p>NP (np.ndarray)     : a one-dimensional array of the number of pixels in each component
-PBR (np.ndarray)    : a one-dimensional array of the perimeter/border ratio for each component
-mask (sitk.Image)   : the connected component label map
-maxVals (np.ndarray): a one-dimensional array of the label map values</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.norm">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">norm</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">x</span></em>, <em class="sig-param"><span class="n">mean</span></em>, <em class="sig-param"><span class="n">sd</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.norm" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.res">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">res</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">p</span></em>, <em class="sig-param"><span class="n">y</span></em>, <em class="sig-param"><span class="n">x</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.res" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.tubeFromCOMList">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">tubeFromCOMList</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">COMList</span></em>, <em class="sig-param"><span class="n">radius</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.tubeFromCOMList" title="Permalink to this definition">¶</a></dt>
-<dd><p>Input: image-space positions along the tube centreline.
-Output: VTK tube
-Note: positions do not have to be continuous - the tube is interpolated in real space</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.vesselSplineGeneration">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">vesselSplineGeneration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">referenceImage</span></em>, <em class="sig-param"><span class="n">atlasSet</span></em>, <em class="sig-param"><span class="n">vesselNameList</span></em>, <em class="sig-param"><span class="n">vesselRadiusDict</span></em>, <em class="sig-param"><span class="n">stopConditionTypeDict</span></em>, <em class="sig-param"><span class="n">stopConditionValueDict</span></em>, <em class="sig-param"><span class="n">scanDirectionDict</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.vesselSplineGeneration" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.projects.cardiac.utils.writeVTKTubeToFile">
-<code class="sig-prename descclassname">platipy.imaging.projects.cardiac.utils.</code><code class="sig-name descname">writeVTKTubeToFile</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">tube</span></em>, <em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.projects.cardiac.utils.writeVTKTubeToFile" title="Permalink to this definition">¶</a></dt>
-<dd><p>Input: VTK tube
-Output: exit success
-Note: format is XML VTP</p>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.projects.cardiac">
+</section>
+<section id="platipy-imaging-projects-cardiac-service-module">
+<h2>platipy.imaging.projects.cardiac.service module<a class="headerlink" href="#platipy-imaging-projects-cardiac-service-module" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.imaging.projects.cardiac">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.projects.cardiac" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
+</section>
+</section>
 
-           </div>
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-          <footer>
-  
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-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
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+      </article>
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+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.projects.cardiac package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.cardiac.run">platipy.imaging.projects.cardiac.run module</a></li>
+<li><a class="reference internal" href="#platipy-imaging-projects-cardiac-service-module">platipy.imaging.projects.cardiac.service module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects.cardiac">Module contents</a></li>
+</ul>
+</li>
+</ul>
 
+          </div>
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diff --git a/docs/site/gen/platipy.imaging.projects.html b/docs/site/gen/platipy.imaging.projects.html
index 93575726..7558fc35 100644
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@@ -1,153 +1,143 @@
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+        <section id="platipy-imaging-projects-package">
 <h1>platipy.imaging.projects package<a class="headerlink" href="#platipy-imaging-projects-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="subpackages">
+<section id="subpackages">
 <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to this headline">¶</a></h2>
 <div class="toctree-wrapper compound">
 <ul>
@@ -162,77 +152,71 @@ <h2>Subpackages<a class="headerlink" href="#subpackages" title="Permalink to thi
 <li class="toctree-l1"><a class="reference internal" href="platipy.imaging.projects.cardiac.html">platipy.imaging.projects.cardiac package</a><ul>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#submodules">Submodules</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">platipy.imaging.projects.cardiac.run module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.service">platipy.imaging.projects.cardiac.service module</a></li>
-<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.utils">platipy.imaging.projects.cardiac.utils module</a></li>
+<li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#platipy-imaging-projects-cardiac-service-module">platipy.imaging.projects.cardiac.service module</a></li>
 <li class="toctree-l2"><a class="reference internal" href="platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">Module contents</a></li>
 </ul>
 </li>
 </ul>
 </div>
-</div>
-<div class="section" id="module-platipy.imaging.projects">
+</section>
+<section id="module-platipy.imaging.projects">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.projects" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
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+</section>
 
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+<li><a class="reference internal" href="#">platipy.imaging.projects package</a><ul>
+<li><a class="reference internal" href="#subpackages">Subpackages</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.projects">Module contents</a></li>
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+        <section id="platipy-imaging-registration-package">
 <h1>platipy.imaging.registration package<a class="headerlink" href="#platipy-imaging-registration-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.registration.registration">
-<span id="platipy-imaging-registration-registration-module"></span><h2>platipy.imaging.registration.registration module<a class="headerlink" href="#module-platipy.imaging.registration.registration" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.alignment_registration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">alignment_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">moments</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.alignment_registration" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+</section>
+<section id="module-platipy.imaging.registration.deformable">
+<span id="platipy-imaging-registration-deformable-module"></span><h2>platipy.imaging.registration.deformable module<a class="headerlink" href="#module-platipy.imaging.registration.deformable" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.apply_field">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">apply_field</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">input_image</span></em>, <em class="sig-param"><span class="n">transform</span></em>, <em class="sig-param"><span class="n">structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1024</span></em>, <em class="sig-param"><span class="n">interp</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.apply_field" title="Permalink to this definition">¶</a></dt>
-<dd><p>Transform a volume of structure with the given deformation field.</p>
-<dl class="simple">
-<dt>Args</dt><dd><p>input_image (sitk.Image)        : the image to transform
-transform (sitk.Transform)      : the transform to apply to the structure or mask
-structure (bool)  : if true, the input will be treated as a struture, as a volume otherwise
-interp (int)   : the type of interpolation to use, eg. sitk.sitkNearestNeighbor</p>
-</dd>
-<dt>Returns</dt><dd><p>resampled_image (sitk.Image)    : the transformed image</p>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.bspline_registration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">bspline_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">moving_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">fixed_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">options</span><span class="o">=</span><span class="default_value">{'default_value': - 1024, 'grid_scale_factors': [1, 2, 4], 'initial_grid_spacing': 64, 'interp_order': 3, 'metric': 'correlation', 'number_of_iterations': 20, 'optimiser': 'LBFGS', 'resolution_staging': [8, 4, 2], 'sampling_rate': 0.1, 'smooth_sigmas': [4, 2, 1]}</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_isotropic_size</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">initial_isotropic_smooth_scale</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">trace</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">ncores</span><span class="o">=</span><span class="default_value">8</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.bspline_registration" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.registration.deformable.bspline_registration">
+<code class="sig-prename descclassname">platipy.imaging.registration.deformable.</code><code class="sig-name descname">bspline_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">fixed_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">moving_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">resolution_staging</span><span class="o">=</span><span class="default_value">[8, 4, 2]</span></em>, <em class="sig-param"><span class="n">smooth_sigmas</span><span class="o">=</span><span class="default_value">[4, 2, 1]</span></em>, <em class="sig-param"><span class="n">sampling_rate</span><span class="o">=</span><span class="default_value">0.1</span></em>, <em class="sig-param"><span class="n">optimiser</span><span class="o">=</span><span class="default_value">'LBFGS'</span></em>, <em class="sig-param"><span class="n">metric</span><span class="o">=</span><span class="default_value">'mean_squares'</span></em>, <em class="sig-param"><span class="n">initial_grid_spacing</span><span class="o">=</span><span class="default_value">64</span></em>, <em class="sig-param"><span class="n">grid_scale_factors</span><span class="o">=</span><span class="default_value">[1, 2, 4]</span></em>, <em class="sig-param"><span class="n">interp_order</span><span class="o">=</span><span class="default_value">3</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1000</span></em>, <em class="sig-param"><span class="n">number_of_iterations</span><span class="o">=</span><span class="default_value">20</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_isotropic_size</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">number_of_histogram_bins_mi</span><span class="o">=</span><span class="default_value">30</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">ncores</span><span class="o">=</span><span class="default_value">8</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.deformable.bspline_registration" title="Permalink to this definition">¶</a></dt>
 <dd><p>B-Spline image registration using ITK</p>
 <p>IMPORTANT - THIS IS UNDER ACTIVE DEVELOPMENT</p>
-<dl>
-<dt>Args</dt><dd><p>fixed_image (sitk.Image) : the fixed image
-moving_image (sitk.Image): the moving image, transformed to match fixed_image
-options (dict)          : registration options
-structure (bool)        : True if the image is a structure image</p>
-</dd>
-<dt>Returns</dt><dd><p>registered_image (sitk.Image): the rigidly registered moving image
-transform (transform        : the transform, can be used directly with</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>fixed_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The fixed (target/primary) image.</p></li>
+<li><p><strong>moving_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The moving (secondary) image.</p></li>
+<li><p><strong>fixed_structure</strong> (<em>bool</em><em>, </em><em>optional</em>) – If defined, a binary SimpleITK.Image used to mask metric
+evaluation for the moving image. Defaults to False.</p></li>
+<li><p><strong>moving_structure</strong> (<em>bool</em><em>, </em><em>optional</em>) – If defined, a binary SimpleITK.Image used to mask metric
+evaluation for the fixed image. Defaults to False.</p></li>
+<li><p><strong>resolution_staging</strong> (<em>list</em><em>, </em><em>optional</em>) – The multi-resolution downsampling factors.
+Defaults to [8, 4, 2].</p></li>
+<li><p><strong>smooth_sigmas</strong> (<em>list</em><em>, </em><em>optional</em>) – The multi-resolution smoothing kernel scale (Gaussian).
+Defaults to [4, 2, 1].</p></li>
+<li><p><strong>sampling_rate</strong> (<em>float</em><em>, </em><em>optional</em>) – The fraction of voxels sampled during each iteration.
+Defaults to 0.1.</p></li>
+<li><p><strong>optimiser</strong> (<em>str</em><em>, </em><em>optional</em>) – <p>The optimiser algorithm used for image registration.
+Available options:</p>
 <blockquote>
-<div><p>sitk.ResampleImageFilter</p>
+<div><ul>
+<li><p>LBFSGS
+(limited-memory Broyden–Fletcher–Goldfarb–Shanno (bounded).)</p></li>
+<li><p>LBFSG
+(limited-memory Broyden–Fletcher–Goldfarb–Shanno
+(unbounded).)</p></li>
+<li><p>CGLS (conjugate gradient line search)</p></li>
+<li><p>gradient_descent</p></li>
+<li><p>gradient_descent_line_search</p></li>
+</ul>
+</div></blockquote>
+<p>Defaults to “LBFGS”.</p>
+</p></li>
+<li><p><strong>metric</strong> (<em>str</em><em>, </em><em>optional</em>) – <p>The metric to be optimised during image registration.
+Available options:</p>
+<blockquote>
+<div><ul>
+<li><p>correlation</p></li>
+<li><p>mean_squares</p></li>
+<li><p>demons</p></li>
+<li><p>mutual_information
+(used with parameter number_of_histogram_bins_mi)</p></li>
+</ul>
 </div></blockquote>
+<p>Defaults to “mean_squares”.</p>
+</p></li>
+<li><p><strong>initial_grid_spacing</strong> (<em>int</em><em>, </em><em>optional</em>) – Grid spacing of lower resolution stage (in mm).
+Defaults to 64.</p></li>
+<li><p><strong>grid_scale_factors</strong> (<em>list</em><em>, </em><em>optional</em>) – Factors to determine grid spacing at each
+multiresolution stage.
+Defaults to [1, 2, 4].</p></li>
+<li><p><strong>interp_order</strong> (<em>int</em><em>, </em><em>optional</em>) – Interpolation order of final resampling.
+Defaults to 3 (cubic).</p></li>
+<li><p><strong>default_value</strong> (<em>int</em><em>, </em><em>optional</em>) – Default image value. Defaults to -1000.</p></li>
+<li><p><strong>number_of_iterations</strong> (<em>int</em><em>, </em><em>optional</em>) – Number of iterations at each resolution stage.
+Defaults to 20.</p></li>
+<li><p><strong>isotropic_resample</strong> (<em>bool</em><em>, </em><em>optional</em>) – Flag whether to resample to isotropic resampling
+prior to registration.
+Defaults to False.</p></li>
+<li><p><strong>initial_isotropic_size</strong> (<em>int</em><em>, </em><em>optional</em>) – Voxel size (in mm) of resampled isotropic image
+(if used). Defaults to 1.</p></li>
+<li><p><strong>number_of_histogram_bins_mi</strong> (<em>int</em><em>, </em><em>optional</em>) – Number of histogram bins used when calculating
+mutual information. Defaults to 30.</p></li>
+<li><p><strong>verbose</strong> (<em>bool</em><em>, </em><em>optional</em>) – Print image registration process information. Defaults to False.</p></li>
+<li><p><strong>ncores</strong> (<em>int</em><em>, </em><em>optional</em>) – Number of CPU cores used. Defaults to 8.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The registered moving (secondary) image.
+[SimleITK.Transform]: The linear transformation.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
 </dd>
 </dl>
 <p class="rubric">Notes</p>
 <ul class="simple">
 <li><dl class="simple">
-<dt>smooth_sigmas are relative to resolution staging</dt><dd><p>e.g. for image spacing of 1x1x1 mm^3, with smooth sigma=2 and resolution_staging=4, the scale of the Gaussian filter would be 2x4 = 8mm (i.e. 8x8x8 mm^3)</p>
+<dt>smooth_sigmas are relative to resolution staging</dt><dd><p>e.g. for image spacing of 1x1x1 mm^3, with smooth sigma=2 and resolution_staging=4, the
+scale of the Gaussian filter would be 2x4 = 8mm (i.e. 8x8x8 mm^3)</p>
 </dd>
 </dl>
 </li>
 </ul>
 </dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.control_point_spacing_distance_to_number">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">control_point_spacing_distance_to_number</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">grid_spacing</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.control_point_spacing_distance_to_number" title="Permalink to this definition">¶</a></dt>
-<dd><p>Convert grid spacing specified in distance to number of control points</p>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.convert_mask_to_distance_map">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">convert_mask_to_distance_map</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">squaredDistance</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">normalise</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.convert_mask_to_distance_map" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.convert_mask_to_reg_structure">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">convert_mask_to_reg_structure</code><span class="sig-paren">(</span><em class="sig-param">mask</em>, <em class="sig-param">expansion=1</em>, <em class="sig-param">scale=&lt;function &lt;lambda&gt;&gt;</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.convert_mask_to_reg_structure" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.deformable_registration_command_iteration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">deformable_registration_command_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.deformable_registration_command_iteration" title="Permalink to this definition">¶</a></dt>
-<dd><p>Utility function to print information during demons registration</p>
-</dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.fast_symmetric_forces_demons_registration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">fast_symmetric_forces_demons_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">resolution_staging</span><span class="o">=</span><span class="default_value">[8, 4, 1]</span></em>, <em class="sig-param"><span class="n">iteration_staging</span><span class="o">=</span><span class="default_value">[10, 10, 10]</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_displacement_field</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">smoothing_sigma_factor</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">smoothing_sigmas</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1024</span></em>, <em class="sig-param"><span class="n">ncores</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">interp_order</span><span class="o">=</span><span class="default_value">2</span></em>, <em class="sig-param"><span class="n">trace</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">return_field</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.fast_symmetric_forces_demons_registration" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.registration.deformable.fast_symmetric_forces_demons_registration">
+<code class="sig-prename descclassname">platipy.imaging.registration.deformable.</code><code class="sig-name descname">fast_symmetric_forces_demons_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">resolution_staging</span><span class="o">=</span><span class="default_value">[8, 4, 1]</span></em>, <em class="sig-param"><span class="n">iteration_staging</span><span class="o">=</span><span class="default_value">[10, 10, 10]</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">initial_displacement_field</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">smoothing_sigma_factor</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">smoothing_sigmas</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1000</span></em>, <em class="sig-param"><span class="n">ncores</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">interp_order</span><span class="o">=</span><span class="default_value">2</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.deformable.fast_symmetric_forces_demons_registration" title="Permalink to this definition">¶</a></dt>
 <dd><p>Deformable image propagation using Fast Symmetric-Forces Demons</p>
 <dl>
 <dt>Args</dt><dd><p>fixed_image (sitk.Image)        : the fixed image
@@ -236,11 +244,11 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 iteration_staging (list[int])    : number of iterations for each resolution level
 isotropic_resample (bool)        : flag to request isotropic resampling of images, in which</p>
 <blockquote>
-<div><p>case resolution_staging is used to define voxel size (mm) per level</p>
+<div><p>case resolution_staging is used to define voxel size
+(mm) per level</p>
 </div></blockquote>
 <p>initial_displacement_field (sitk.Image) : Initial displacement field to use
 ncores (int)                    : number of processing cores to use
-structure (bool)                : True if the image is a structure image
 smoothing_sigma_factor (float)    : the relative width of the Gaussian smoothing kernel
 interp_order (int)               : the interpolation order</p>
 <blockquote>
@@ -255,35 +263,9 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.initial_registration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">initial_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">moving_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">fixed_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">options</span><span class="o">=</span><span class="default_value">{'final_interp': 3, 'metric': 'mean_squares', 'number_of_iterations': 50, 'optimiser': 'gradient_descent', 'sampling_rate': 0.1, 'shrink_factors': [8, 2, 1], 'smooth_sigmas': [4, 2, 0]}</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1024</span></em>, <em class="sig-param"><span class="n">trace</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">reg_method</span><span class="o">=</span><span class="default_value">'Similarity'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.initial_registration" title="Permalink to this definition">¶</a></dt>
-<dd><p>Rigid image registration using ITK</p>
-<dl>
-<dt>Args</dt><dd><p>fixed_image (sitk.Image) : the fixed image
-moving_image (sitk.Image): the moving image, transformed to match fixed_image
-options (dict)          : registration options
-structure (bool)        : True if the image is a structure image</p>
-</dd>
-<dt>Returns</dt><dd><p>registered_image (sitk.Image): the rigidly registered moving image
-transform (transform        : the transform, can be used directly with</p>
-<blockquote>
-<div><p>sitk.ResampleImageFilter</p>
-</div></blockquote>
-</dd>
-</dl>
-</dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.registration.registration.initial_registration_command_iteration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">initial_registration_command_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.initial_registration_command_iteration" title="Permalink to this definition">¶</a></dt>
-<dd><p>Utility function to print information during initial (rigid, similarity, affine, translation) registration</p>
-</dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.multiscale_demons">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">multiscale_demons</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">registration_algorithm</span></em>, <em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">initial_transform</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">initial_displacement_field</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">shrink_factors</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">smoothing_sigmas</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">iteration_staging</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">return_field</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.multiscale_demons" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.registration.deformable.multiscale_demons">
+<code class="sig-prename descclassname">platipy.imaging.registration.deformable.</code><code class="sig-name descname">multiscale_demons</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">registration_algorithm</span></em>, <em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">initial_transform</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">initial_displacement_field</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">resolution_staging</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">smoothing_sigmas</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">iteration_staging</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.deformable.multiscale_demons" title="Permalink to this definition">¶</a></dt>
 <dd><p>Run the given registration algorithm in a multiscale fashion. The original scale should not be
 given as input as the original images are implicitly incorporated as the base of the pyramid.
 :param registration_algorithm: Any registration algorithm that has an Execute(fixed_image,</p>
@@ -311,123 +293,348 @@ <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this
 </dd>
 </dl>
 </dd></dl>
-
+</section>
+<section id="module-platipy.imaging.registration.linear">
+<span id="platipy-imaging-registration-linear-module"></span><h2>platipy.imaging.registration.linear module<a class="headerlink" href="#module-platipy.imaging.registration.linear" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.smooth_and_resample">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">smooth_and_resample</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">shrink_factor</span></em>, <em class="sig-param"><span class="n">smoothing_sigma</span></em>, <em class="sig-param"><span class="n">isotropic_resample</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">resampler</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.smooth_and_resample" title="Permalink to this definition">¶</a></dt>
-<dd><dl class="field-list simple">
+<dt id="platipy.imaging.registration.linear.alignment_registration">
+<code class="sig-prename descclassname">platipy.imaging.registration.linear.</code><code class="sig-name descname">alignment_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">moments</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.linear.alignment_registration" title="Permalink to this definition">¶</a></dt>
+<dd><p>A simple registration procedure that can align images in a single step.
+Uses the image centres-of-mass (and optionally second moments) to
+estimate the shift (and rotation) needed for alignment.</p>
+<dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
 <dd class="field-odd"><ul class="simple">
-<li><p><strong>image</strong> – The image we want to resample.</p></li>
-<li><p><strong>shrink_factor</strong> – A number greater than one, such that the new image’s size is
-original_size/shrink_factor.
-If isotropic_resample is True, this will instead define the voxel size (mm)</p></li>
-<li><p><strong>smoothing_sigma</strong> – Sigma for Gaussian smoothing, this is in physical (image spacing) units,
-not pixels.</p></li>
-<li><p><strong>isotropic_resample</strong> – A flag that changes the behaviour to resample the image to isotropic voxels of size (shrink_factor)</p></li>
+<li><p><strong>fixed_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The fixed (target/primary) image.</p></li>
+<li><p><strong>moving_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The moving (secondary) image.</p></li>
+<li><p><strong>moments</strong> (<em>bool</em><em>, </em><em>optional</em>) – Option to align images using the second moment. Defaults to True.</p></li>
 </ul>
 </dd>
 <dt class="field-even">Returns</dt>
-<dd class="field-even"><p>Image which is a result of smoothing the input and then resampling it using the given sigma
-and shrink factor.</p>
+<dd class="field-even"><p>The registered moving (secondary) image.
+[SimleITK.Transform]: The linear transformation.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.stage_iteration">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">stage_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.stage_iteration" title="Permalink to this definition">¶</a></dt>
-<dd><p>Utility function to print information during stage change in registration</p>
+<dt id="platipy.imaging.registration.linear.linear_registration">
+<code class="sig-prename descclassname">platipy.imaging.registration.linear.</code><code class="sig-name descname">linear_registration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">fixed_structure</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">moving_structure</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">reg_method</span><span class="o">=</span><span class="default_value">'similarity'</span></em>, <em class="sig-param"><span class="n">metric</span><span class="o">=</span><span class="default_value">'mean_squares'</span></em>, <em class="sig-param"><span class="n">optimiser</span><span class="o">=</span><span class="default_value">'gradient_descent'</span></em>, <em class="sig-param"><span class="n">shrink_factors</span><span class="o">=</span><span class="default_value">[8, 2, 1]</span></em>, <em class="sig-param"><span class="n">smooth_sigmas</span><span class="o">=</span><span class="default_value">[4, 2, 0]</span></em>, <em class="sig-param"><span class="n">sampling_rate</span><span class="o">=</span><span class="default_value">0.25</span></em>, <em class="sig-param"><span class="n">final_interp</span><span class="o">=</span><span class="default_value">2</span></em>, <em class="sig-param"><span class="n">number_of_iterations</span><span class="o">=</span><span class="default_value">50</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1000</span></em>, <em class="sig-param"><span class="n">verbose</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.linear.linear_registration" title="Permalink to this definition">¶</a></dt>
+<dd><p>Initial linear registration between two images.
+The images are not required to be in the same space.
+There are several transforms available, with options for the metric and optimiser to be used.
+Note the default_value, which should be set to match the image modality.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>fixed_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The fixed (target/primary) image.</p></li>
+<li><p><strong>moving_image</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The moving (secondary) image.</p></li>
+<li><p><strong>fixed_structure</strong> (<em>bool</em><em>, </em><em>optional</em>) – If defined, a binary SimpleITK.Image used to mask metric
+evaluation for the moving image. Defaults to False.</p></li>
+<li><p><strong>moving_structure</strong> (<em>bool</em><em>, </em><em>optional</em>) – If defined, a binary SimpleITK.Image used to mask metric
+evaluation for the fixed image. Defaults to False.</p></li>
+<li><p><strong>reg_method</strong> (<em>str</em><em>, </em><em>optional</em>) – <p>The linear transformtation model to be used for image
+registration.
+Available options:</p>
+<blockquote>
+<div><ul>
+<li><p>translation</p></li>
+<li><p>rigid</p></li>
+<li><p>similarity</p></li>
+<li><p>affine</p></li>
+<li><p>scaleversor</p></li>
+<li><p>scaleskewversor</p></li>
+</ul>
+</div></blockquote>
+<p>Defaults to “Similarity”.</p>
+</p></li>
+<li><p><strong>metric</strong> (<em>str</em><em>, </em><em>optional</em>) – <p>The metric to be optimised during image registration.
+Available options:</p>
+<blockquote>
+<div><ul>
+<li><p>correlation</p></li>
+<li><p>mean_squares</p></li>
+<li><p>mattes_mi</p></li>
+<li><p>joint_hist_mi</p></li>
+</ul>
+</div></blockquote>
+<p>Defaults to “mean_squares”.</p>
+</p></li>
+<li><p><strong>optimiser</strong> (<em>str</em><em>, </em><em>optional</em>) – <p>The optimiser algorithm used for image registration.
+Available options:</p>
+<blockquote>
+<div><ul>
+<li><p>lbfgsb
+(limited-memory Broyden–Fletcher–Goldfarb–Shanno (bounded).)</p></li>
+<li><p>gradient_descent</p></li>
+<li><p>gradient_descent_line_search</p></li>
+</ul>
+</div></blockquote>
+<p>Defaults to “gradient_descent”.</p>
+</p></li>
+<li><p><strong>shrink_factors</strong> (<em>list</em><em>, </em><em>optional</em>) – The multi-resolution downsampling factors.
+Defaults to [8, 2, 1].</p></li>
+<li><p><strong>smooth_sigmas</strong> (<em>list</em><em>, </em><em>optional</em>) – The multi-resolution smoothing kernel scale (Gaussian).
+Defaults to [4, 2, 0].</p></li>
+<li><p><strong>sampling_rate</strong> (<em>float</em><em>, </em><em>optional</em>) – The fraction of voxels sampled during each iteration.
+Defaults to 0.25.</p></li>
+<li><p><strong>ants_radius</strong> (<em>int</em><em>, </em><em>optional</em>) – Used is the metric is set as “ants_radius”. Defaults to 3.</p></li>
+<li><p><strong>final_interp</strong> (<em>int</em><em>, </em><em>optional</em>) – The final interpolation order. Defaults to 2 (linear).</p></li>
+<li><p><strong>number_of_iterations</strong> (<em>int</em><em>, </em><em>optional</em>) – Number of iterations in each multi-resolution step.
+Defaults to 50.</p></li>
+<li><p><strong>default_value</strong> (<em>int</em><em>, </em><em>optional</em>) – Default voxel value. Defaults to -1000.</p></li>
+<li><p><strong>verbose</strong> (<em>bool</em><em>, </em><em>optional</em>) – Print image registration process information. Defaults to False.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The registered moving (secondary) image.
+[SimleITK.Transform]: The linear transformation.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
 </dd></dl>
-
+</section>
+<section id="module-platipy.imaging.registration.utils">
+<span id="platipy-imaging-registration-utils-module"></span><h2>platipy.imaging.registration.utils module<a class="headerlink" href="#module-platipy.imaging.registration.utils" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.registration.registration.transform_propagation">
-<code class="sig-prename descclassname">platipy.imaging.registration.registration.</code><code class="sig-name descname">transform_propagation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fixed_image</span></em>, <em class="sig-param"><span class="n">moving_image</span></em>, <em class="sig-param"><span class="n">transform</span></em>, <em class="sig-param"><span class="n">structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1024</span></em>, <em class="sig-param"><span class="n">interp</span><span class="o">=</span><span class="default_value">1</span></em>, <em class="sig-param"><span class="n">debug</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.registration.transform_propagation" title="Permalink to this definition">¶</a></dt>
-<dd><p>Transform propagation using ITK</p>
+<dt id="platipy.imaging.registration.utils.apply_deformable_transform">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">apply_deformable_transform</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">input_image</span></em>, <em class="sig-param"><span class="n">transform</span></em>, <em class="sig-param"><span class="n">is_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">interpolator</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.apply_deformable_transform" title="Permalink to this definition">¶</a></dt>
+<dd><p>Helper function for applying deformable transforms.</p>
 <dl>
-<dt>Args</dt><dd><p>fixed_image (sitk.Image)     : the fixed image
-moving_image (sitk.Image)    : the moving image, to be propagated
-transform (sitk.transform)  : the transformation; e.g. VersorRigid3DTransform,</p>
+<dt>Args</dt><dd><p>input_image (SimpleITK.Image): The image, to which the transform is applied
+reference_image (SimpleITK.Image): The image will be resampled into this reference space.
+transform (SimpleITK.Transform): The transformation
+is_structure (bool): Will set appropriate parameters for transforming labels/structures.
+default_value: Default (background) value. Defaults to 0.
+interpolator (int, optional): The interpolation order.</p>
 <blockquote>
-<div><p>AffineTransform</p>
+<div><dl class="simple">
+<dt>Available options:</dt><dd><ul class="simple">
+<li><p>SimpleITK.sitkNearestNeighbor</p></li>
+<li><p>SimpleITK.sitkLinear</p></li>
+<li><p>SimpleITK.sitkBSpline</p></li>
+</ul>
+</dd>
+</dl>
+<p>Defaults to SimpleITK.sitkNearestNeighbor</p>
 </div></blockquote>
-<p>structure (bool)            : True if the image is a structure image
-interp (int)                : the interpolation</p>
+</dd>
+<dt>Returns</dt><dd><p>(SimpleITK.Image): the transformed image</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.apply_linear_transform">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">apply_linear_transform</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">input_image</span></em>, <em class="sig-param"><span class="n">reference_image</span></em>, <em class="sig-param"><span class="n">transform</span></em>, <em class="sig-param"><span class="n">is_structure</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">interpolator</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.apply_linear_transform" title="Permalink to this definition">¶</a></dt>
+<dd><p>Helper function for applying linear transforms.</p>
+<dl>
+<dt>Args</dt><dd><p>input_image (SimpleITK.Image): The image, to which the transform is applied
+reference_image (SimpleITK.Image): The image will be resampled into this reference space.
+transform (SimpleITK.Transform): The transformation
+is_structure (bool): Will set appropriate parameters for transforming labels/structures.
+default_value: Default (background) value. Defaults to 0.
+interpolator (int, optional): The interpolation order.</p>
 <blockquote>
-<div><p>sitk.sitkNearestNeighbor
-sitk.sitkLinear
-sitk.sitkBSpline</p>
+<div><dl class="simple">
+<dt>Available options:</dt><dd><ul class="simple">
+<li><p>SimpleITK.sitkNearestNeighbor</p></li>
+<li><p>SimpleITK.sitkLinear</p></li>
+<li><p>SimpleITK.sitkBSpline</p></li>
+</ul>
+</dd>
+</dl>
+<p>Defaults to SimpleITK.sitkNearestNeighbor</p>
 </div></blockquote>
 </dd>
-<dt>Returns</dt><dd><p>registered_image (sitk.Image)        : the rigidly registered moving image</p>
+<dt>Returns</dt><dd><p>(SimpleITK.Image): the transformed image</p>
 </dd>
 </dl>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.registration">
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.apply_transform">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">apply_transform</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">input_image</span></em>, <em class="sig-param"><span class="n">reference_image</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">transform</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">interpolator</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.apply_transform" title="Permalink to this definition">¶</a></dt>
+<dd><p>Transform a volume of structure with the given deformation field.</p>
+<dl>
+<dt>Args</dt><dd><p>input_image (SimpleITK.Image): The image, to which the transform is applied
+reference_image (SimpleITK.Image): The image will be resampled into this reference space.
+transform (SimpleITK.Transform): The transformation
+default_value: Default (background) value. Defaults to 0.
+interpolator (int, optional): The interpolation order.</p>
+<blockquote>
+<div><dl class="simple">
+<dt>Available options:</dt><dd><ul class="simple">
+<li><p>SimpleITK.sitkNearestNeighbor</p></li>
+<li><p>SimpleITK.sitkLinear</p></li>
+<li><p>SimpleITK.sitkBSpline</p></li>
+</ul>
+</dd>
+</dl>
+<p>Defaults to SimpleITK.sitkNearestNeighbor</p>
+</div></blockquote>
+</dd>
+<dt>Returns</dt><dd><p>(SimpleITK.Image): the transformed image</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.control_point_spacing_distance_to_number">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">control_point_spacing_distance_to_number</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">grid_spacing</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.control_point_spacing_distance_to_number" title="Permalink to this definition">¶</a></dt>
+<dd><p>Convert grid spacing specified in distance to number of control points</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.convert_mask_to_distance_map">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">convert_mask_to_distance_map</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">mask</span></em>, <em class="sig-param"><span class="n">squared_distance</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">normalise</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.convert_mask_to_distance_map" title="Permalink to this definition">¶</a></dt>
+<dd><p>Generate a distance map from a binary label.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – A binary label.</p></li>
+<li><p><strong>squared_distance</strong> (<em>bool</em><em>, </em><em>optional</em>) – Option to use the squared distance. Defaults to False.</p></li>
+<li><p><strong>normalise</strong> (<em>bool</em><em>, </em><em>optional</em>) – Normalise output to [0,1]. Defaults to False.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The distance map as an image.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.convert_mask_to_reg_structure">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">convert_mask_to_reg_structure</code><span class="sig-paren">(</span><em class="sig-param">mask</em>, <em class="sig-param">expansion=1</em>, <em class="sig-param">scale=&lt;function &lt;lambda&gt;&gt;</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.convert_mask_to_reg_structure" title="Permalink to this definition">¶</a></dt>
+<dd><p>Generate a mask-like image to make structure-guided registration more
+realistic via internal deformation within a binary mask.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>mask</strong> (<em>[</em><em>SimpleITK.Image</em><em>]</em>) – The binary label.</p></li>
+<li><p><strong>expansion</strong> (<em>int</em><em>, </em><em>optional</em>) – For improved smoothness on the surface
+(particularly complex structures) it will
+often help to use some binary dilation. This
+parameter defines the expansion in mm.
+Defaults to 1.</p></li>
+<li><p><strong>scale</strong> (<em>[</em><em>function</em><em>]</em><em>, </em><em>optional</em>) – Defines scaling to the distance map.
+For example: lambda x:sitk.Log(x).
+Defaults to lambda x:x.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>[description]</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>[SimpleITK.Image]</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.deformable_registration_command_iteration">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">deformable_registration_command_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.deformable_registration_command_iteration" title="Permalink to this definition">¶</a></dt>
+<dd><p>Utility function to print information during demons registration</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.registration_command_iteration">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">registration_command_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.registration_command_iteration" title="Permalink to this definition">¶</a></dt>
+<dd><p>Utility function to print information during (rigid, similarity, translation, B-splines)
+registration</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.smooth_and_resample">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">smooth_and_resample</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">isotropic_voxel_size_mm</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">shrink_factor</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">smoothing_sigma</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">interpolator</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.smooth_and_resample" title="Permalink to this definition">¶</a></dt>
+<dd><dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>image</strong> (<em>SimpleITK.Image</em>) – The image we want to resample.</p></li>
+<li><p><strong>isotropic_voxel_size_mm</strong> (<em>float | None</em>) – New voxel size in millimetres</p></li>
+<li><p><strong>shrink_factor</strong> (<em>list | float</em>) – A number greater than one, such that the new image’s size is
+original_size/shrink_factor. Can also be specified independently for each
+dimension (sagittal, coronal, axial).</p></li>
+<li><p><strong>smoothing_sigma</strong> (<em>list | float</em>) – Scale for Gaussian smoothing, this is in physical
+(image spacing) units, not pixels. Can also be specified independently for
+each dimension (sagittal, coronal, axial).</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Image which is a result of smoothing the input and then resampling
+it using the specified Gaussian kernel and shrink factor.</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>SimpleITK.Image</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.registration.utils.stage_iteration">
+<code class="sig-prename descclassname">platipy.imaging.registration.utils.</code><code class="sig-name descname">stage_iteration</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">method</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.registration.utils.stage_iteration" title="Permalink to this definition">¶</a></dt>
+<dd><p>Utility function to print information during stage change in registration</p>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.registration">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.registration" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
-
-           </div>
-          </div>
-          <footer>
-  
-
-  <hr/>
-
-  <div role="contentinfo">
-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
+</section>
+</section>
 
-    </p>
-  </div> 
+      </article>
+      <footer>
+        
+        <div class="related-pages">
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+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.registration package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.registration.deformable">platipy.imaging.registration.deformable module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.registration.linear">platipy.imaging.registration.linear module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.registration.utils">platipy.imaging.registration.utils module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.registration">Module contents</a></li>
+</ul>
+</li>
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+        <section id="platipy-imaging-tests-package">
 <h1>platipy.imaging.tests package<a class="headerlink" href="#platipy-imaging-tests-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.tests.pull_data">
-<span id="platipy-imaging-tests-pull-data-module"></span><h2>platipy.imaging.tests.pull_data module<a class="headerlink" href="#module-platipy.imaging.tests.pull_data" title="Permalink to this headline">¶</a></h2>
-<dl class="py function">
-<dt id="platipy.imaging.tests.pull_data.fetch_data">
-<code class="sig-prename descclassname">platipy.imaging.tests.pull_data.</code><code class="sig-name descname">fetch_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">collection</span></em>, <em class="sig-param"><span class="n">patient_ids</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">save_nifti</span><span class="o">=</span><span class="default_value">True</span></em>, <em class="sig-param"><span class="n">save_dicom</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.pull_data.fetch_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Fetches data from TCIA from the dataset specified</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>collection</strong> (<em>str</em>) – The TCIA collection to fetch from</p></li>
-<li><p><strong>patient_ids</strong> (<em>list</em><em>, </em><em>optional</em>) – The patient IDs to fetch. If not set all patients are
-fetched.</p></li>
-<li><p><strong>output_directory</strong> (<em>str</em>) – The directory in which to place fetched data</p></li>
-<li><p><strong>save_nifti</strong> (<em>bool</em>) – Whether or not to save the data as Nifti in the output directory</p></li>
-<li><p><strong>save_dicom</strong> (<em>bool</em>) – Whether or not to save the data as Dicom in the output directory</p></li>
-</ul>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>The patients and directories where their data was fetched</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>dict</p>
-</dd>
-</dl>
-</dd></dl>
-
+</section>
+<section id="module-platipy.imaging.tests.data">
+<span id="platipy-imaging-tests-data-module"></span><h2>platipy.imaging.tests.data module<a class="headerlink" href="#module-platipy.imaging.tests.data" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.tests.pull_data.get_hn_data">
-<code class="sig-prename descclassname">platipy.imaging.tests.pull_data.</code><code class="sig-name descname">get_hn_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">number_of_patients</span><span class="o">=</span><span class="default_value">3</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.pull_data.get_hn_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Gets some images and structures from the HN (Lung) dataset in TCIA.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Keyword Arguments</dt>
-<dd class="field-odd"><p><strong>{int} -- The number of patients to fetch</strong><strong> (</strong><strong>default</strong> (<em>number_of_patients</em>) – {3})</p>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>dict – dictionary of patient ids as key and path to data as value</p>
-</dd>
-</dl>
-</dd></dl>
-
+<dt id="platipy.imaging.tests.data.download_and_extract_zip_file">
+<code class="sig-prename descclassname">platipy.imaging.tests.data.</code><code class="sig-name descname">download_and_extract_zip_file</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">zip_url</span></em>, <em class="sig-param"><span class="n">output_directory</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.data.download_and_extract_zip_file" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.tests.pull_data.get_lung_data">
-<code class="sig-prename descclassname">platipy.imaging.tests.pull_data.</code><code class="sig-name descname">get_lung_data</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">number_of_patients</span><span class="o">=</span><span class="default_value">3</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.pull_data.get_lung_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Gets some images and structures from the Head-Neck-Radiomics-HN1 (HN) dataset in TCIA.</p>
-<dl class="field-list simple">
-<dt class="field-odd">Keyword Arguments</dt>
-<dd class="field-odd"><p><strong>{int} -- The number of patients to fetch</strong><strong> (</strong><strong>default</strong> (<em>number_of_patients</em>) – {3})</p>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>dict – dictionary of patient ids as key and path to data as value</p>
-</dd>
-</dl>
-</dd></dl>
-
+<dt id="platipy.imaging.tests.data.get_lung_dicom">
+<code class="sig-prename descclassname">platipy.imaging.tests.data.</code><code class="sig-name descname">get_lung_dicom</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./data/dicom'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.data.get_lung_dicom" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.tests.pull_data.get_patients_in_collection">
-<code class="sig-prename descclassname">platipy.imaging.tests.pull_data.</code><code class="sig-name descname">get_patients_in_collection</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">collection</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.pull_data.get_patients_in_collection" title="Permalink to this definition">¶</a></dt>
-<dd><p>Get a list of sorted patient IDs in a TCIA collection</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><p><strong>collection</strong> (<em>str</em>) – TCIA collection</p>
-</dd>
-<dt class="field-even">Returns</dt>
-<dd class="field-even"><p>List of sorted Patient IDs in the collection</p>
-</dd>
-<dt class="field-odd">Return type</dt>
-<dd class="field-odd"><p>list</p>
-</dd>
-</dl>
-</dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.tests.test_bronchus">
+<dt id="platipy.imaging.tests.data.get_lung_nifti">
+<code class="sig-prename descclassname">platipy.imaging.tests.data.</code><code class="sig-name descname">get_lung_nifti</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">output_directory</span><span class="o">=</span><span class="default_value">'./data/nifti'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.data.get_lung_nifti" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</section>
+<section id="module-platipy.imaging.tests.test_bronchus">
 <span id="platipy-imaging-tests-test-bronchus-module"></span><h2>platipy.imaging.tests.test_bronchus module<a class="headerlink" href="#module-platipy.imaging.tests.test_bronchus" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.assert_bronchus_mask">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">assert_bronchus_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bronchus_mask</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.assert_bronchus_mask" title="Permalink to this definition">¶</a></dt>
 <dd><p>Checks that the bronchus mask looks as expected for the tests in this file</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.assert_lung_mask">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">assert_lung_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">lung_mask</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.assert_lung_mask" title="Permalink to this definition">¶</a></dt>
 <dd><p>Checks that the lung mask looks as expected for the tests in this file</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.bronchus_data">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">bronchus_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.bronchus_data" title="Permalink to this definition">¶</a></dt>
 <dd><p>Gets the data needed for the bronchus tests</p>
 <dl class="field-list simple">
 <dt class="field-odd">Returns</dt>
-<dd class="field-odd"><p>dict – Data for broncus test</p>
+<dd class="field-odd"><p>Path to Data for bronchus test</p>
+</dd>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>pathlib.Path</p>
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.test_bronchus_segmentation">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">test_bronchus_segmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bronchus_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.test_bronchus_segmentation" title="Permalink to this definition">¶</a></dt>
 <dd><p>Tests the bronchus segmentation algorithm</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.test_bronchus_service">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">test_bronchus_service</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bronchus_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.test_bronchus_service" title="Permalink to this definition">¶</a></dt>
 <dd><p>An end-to-end test to check that the bronchus service is running as expected</p>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_bronchus.test_lung_segmentation">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_bronchus.</code><code class="sig-name descname">test_lung_segmentation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bronchus_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_bronchus.test_lung_segmentation" title="Permalink to this definition">¶</a></dt>
 <dd><p>Tests the lung segmentation used as an initial step of bronchus segmentation</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.tests.test_cardiac">
+</section>
+<section id="module-platipy.imaging.tests.test_cardiac">
 <span id="platipy-imaging-tests-test-cardiac-module"></span><h2>platipy.imaging.tests.test_cardiac module<a class="headerlink" href="#module-platipy.imaging.tests.test_cardiac" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_cardiac.cardiac_data">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_cardiac.</code><code class="sig-name descname">cardiac_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_cardiac.cardiac_data" title="Permalink to this definition">¶</a></dt>
-<dd><p>Gets the data needed for the cardiac tests</p>
+<dd><p>Generates the data needed for the cardiac tests</p>
 <dl class="field-list simple">
 <dt class="field-odd">Returns</dt>
 <dd class="field-odd"><p>dict – Data for cardiac test</p>
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
 <dt id="platipy.imaging.tests.test_cardiac.test_cardiac_service">
 <code class="sig-prename descclassname">platipy.imaging.tests.test_cardiac.</code><code class="sig-name descname">test_cardiac_service</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">cardiac_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_cardiac.test_cardiac_service" title="Permalink to this definition">¶</a></dt>
 <dd><p>An end-to-end test to check that the cardiac service is running as expected</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.tests">
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_cardiac.test_cardiac_structure_guided_service">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_cardiac.</code><code class="sig-name descname">test_cardiac_structure_guided_service</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">cardiac_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_cardiac.test_cardiac_structure_guided_service" title="Permalink to this definition">¶</a></dt>
+<dd><p>An end-to-end test to check that the cardiac structure guided service is running as expected</p>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.tests.test_visualiser">
+<span id="platipy-imaging-tests-test-visualiser-module"></span><h2>platipy.imaging.tests.test_visualiser module<a class="headerlink" href="#module-platipy.imaging.tests.test_visualiser" title="Permalink to this headline">¶</a></h2>
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_visualiser.nifti_data">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_visualiser.</code><code class="sig-name descname">nifti_data</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_visualiser.nifti_data" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_visualiser.test_animation_visualisation">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_visualiser.</code><code class="sig-name descname">test_animation_visualisation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_visualiser.test_animation_visualisation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_visualiser.test_comparison_overlay_visualisation">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_visualiser.</code><code class="sig-name descname">test_comparison_overlay_visualisation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_visualiser.test_comparison_overlay_visualisation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_visualiser.test_contour_visualisation">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_visualiser.</code><code class="sig-name descname">test_contour_visualisation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_visualiser.test_contour_visualisation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.tests.test_visualiser.test_scalar_overlay_visualisation">
+<code class="sig-prename descclassname">platipy.imaging.tests.test_visualiser.</code><code class="sig-name descname">test_scalar_overlay_visualisation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">nifti_data</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.tests.test_visualiser.test_scalar_overlay_visualisation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</section>
+<section id="module-platipy.imaging.tests">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.tests" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
+</section>
+</section>
 
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+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.tests.data">platipy.imaging.tests.data module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.tests.test_bronchus">platipy.imaging.tests.test_bronchus module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.tests.test_cardiac">platipy.imaging.tests.test_cardiac module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.tests.test_visualiser">platipy.imaging.tests.test_visualiser module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.tests">Module contents</a></li>
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+        <section id="platipy-imaging-utils-package">
 <h1>platipy.imaging.utils package<a class="headerlink" href="#platipy-imaging-utils-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.utils.tools">
-<span id="platipy-imaging-utils-tools-module"></span><h2>platipy.imaging.utils.tools module<a class="headerlink" href="#module-platipy.imaging.utils.tools" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.imaging.utils.crop">
+<span id="platipy-imaging-utils-crop-module"></span><h2>platipy.imaging.utils.crop module<a class="headerlink" href="#module-platipy.imaging.utils.crop" title="Permalink to this headline">¶</a></h2>
 <p>Various useful utility functions for atlas based segmentation algorithms.</p>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.crop_to_roi">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">crop_to_roi</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">size</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.crop_to_roi" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.utils.crop.crop_to_roi">
+<code class="sig-prename descclassname">platipy.imaging.utils.crop.</code><code class="sig-name descname">crop_to_roi</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">size</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.crop.crop_to_roi" title="Permalink to this definition">¶</a></dt>
+<dd><p>Utility function for cropping images</p>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.utils.crop.label_to_roi">
+<code class="sig-prename descclassname">platipy.imaging.utils.crop.</code><code class="sig-name descname">label_to_roi</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">expansion_mm</span><span class="o">=</span><span class="default_value">[0, 0, 0]</span></em>, <em class="sig-param"><span class="n">return_as_list</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.crop.label_to_roi" title="Permalink to this definition">¶</a></dt>
+<dd><p>Generates a region of interest (ROI), defined by a starting index (z,y,x)
+and size (s_z, s_y, s_x). This can be used to crop images/labels.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label</strong> (<em>sitk.Image | list</em>) – Binary label image/mask/structure to define to ROI</p></li>
+<li><p><strong>expansion_mm</strong> (<em>list</em><em>, </em><em>optional</em>) – An optional expansion of the box (in each direciton).
+Defaults to [0, 0, 0].</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>crop_box_size, crop_box_starting_index</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>tuple</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.utils.lung">
+<span id="platipy-imaging-utils-lung-module"></span><h2>platipy.imaging.utils.lung module<a class="headerlink" href="#module-platipy.imaging.utils.lung" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.detect_holes">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">detect_holes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">- 10000</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">- 400</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.detect_holes" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.utils.lung.detect_holes">
+<code class="sig-prename descclassname">platipy.imaging.utils.lung.</code><code class="sig-name descname">detect_holes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">lower_threshold</span><span class="o">=</span><span class="default_value">- 10000</span></em>, <em class="sig-param"><span class="n">upper_threshold</span><span class="o">=</span><span class="default_value">- 400</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.lung.detect_holes" title="Permalink to this definition">¶</a></dt>
 <dd><p>Detect all (air) holes in given image. Default threshold values given are defined for CT.</p>
 <dl class="field-list simple">
-<dt class="field-odd">Returns</dt>
-<dd class="field-odd"><p>image containing labels of all holes detected
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>img</strong> (<em>sitk.Image</em>) – The image in which to detect holes.</p></li>
+<li><p><strong>lower_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – The lower threshold of intensities. Defaults to -10000.</p></li>
+<li><p><strong>upper_threshold</strong> (<em>int</em><em>, </em><em>optional</em>) – The upper threshold of intensities. Defaults to -400.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>image containing labels of all holes detected
 labels: a list of holes detected and some of their properties</p>
 </dd>
-<dt class="field-even">Return type</dt>
-<dd class="field-even"><p>label_image</p>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>label_image</p>
 </dd>
 </dl>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.fill_holes">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">fill_holes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">labels</span></em>, <em class="sig-param"><span class="n">external_mask</span></em>, <em class="sig-param"><span class="n">lung_mask</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.fill_holes" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.utils.lung.fill_holes">
+<code class="sig-prename descclassname">platipy.imaging.utils.lung.</code><code class="sig-name descname">fill_holes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">external_mask</span></em>, <em class="sig-param"><span class="n">lung_mask</span></em>, <em class="sig-param"><span class="n">fill_value</span><span class="o">=</span><span class="default_value">50</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.lung.fill_holes" title="Permalink to this definition">¶</a></dt>
+<dd><p>Returns the input image with all holes filled (except for the external and lung holes).</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>img</strong> (<em>sitk.Image</em>) – The image to fill</p></li>
+<li><p><strong>label_image</strong> (<em>sitk.Image</em>) – Label image from detect_holes</p></li>
+<li><p><strong>external_mask</strong> (<em>sitk.Image</em>) – The external mask of the patient.</p></li>
+<li><p><strong>lung_mask</strong> (<em>sitk.Image</em>) – The lung mask of the patient.</p></li>
+<li><p><strong>fill_value</strong> (<em>int</em>) – The value to use to fill the holes. Defaults to 50.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>The image with holes filled</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>sitk.Image</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.gaussian_curve">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">gaussian_curve</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">x</span></em>, <em class="sig-param"><span class="n">a</span></em>, <em class="sig-param"><span class="n">m</span></em>, <em class="sig-param"><span class="n">s</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.gaussian_curve" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.utils.lung.get_external_mask">
+<code class="sig-prename descclassname">platipy.imaging.utils.lung.</code><code class="sig-name descname">get_external_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">labels</span></em>, <em class="sig-param"><span class="n">kernel_radius</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.lung.get_external_mask" title="Permalink to this definition">¶</a></dt>
+<dd><p>Get a External mask given a label image and labels computed with detect_holes</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_image</strong> (<em>sitk.Image</em>) – Label image from detect_holes</p></li>
+<li><p><strong>labels</strong> (<em>list</em>) – List of labels from detect_holes</p></li>
+<li><p><strong>kernel_radius</strong> (<em>int</em><em>, </em><em>optional</em>) – The width of the radius used by binary close. Defaults to 5.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>External mask</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>sitk.Image</p>
+</dd>
+</dl>
+</dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.get_com">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">get_com</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">as_int</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.get_com" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.utils.lung.get_lung_mask">
+<code class="sig-prename descclassname">platipy.imaging.utils.lung.</code><code class="sig-name descname">get_lung_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">labels</span></em>, <em class="sig-param"><span class="n">kernel_radius</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.lung.get_lung_mask" title="Permalink to this definition">¶</a></dt>
+<dd><p>Get a Lung mask given a label image and labels computed with detect_holes</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label_image</strong> (<em>sitk.Image</em>) – Label image from detect_holes</p></li>
+<li><p><strong>labels</strong> (<em>list</em>) – List of labels from detect_holes</p></li>
+<li><p><strong>kernel_radius</strong> (<em>int</em><em>, </em><em>optional</em>) – The width of the radius used by binary close. Defaults to 2.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Returns</dt>
+<dd class="field-even"><p>Lung mask</p>
+</dd>
+<dt class="field-odd">Return type</dt>
+<dd class="field-odd"><p>sitk.Image</p>
+</dd>
+</dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.utils.valve">
+<span id="platipy-imaging-utils-valve-module"></span><h2>platipy.imaging.utils.valve module<a class="headerlink" href="#module-platipy.imaging.utils.valve" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.get_crop_bounding_box">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">get_crop_bounding_box</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em>, <em class="sig-param"><span class="n">mask</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.get_crop_bounding_box" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.utils.valve.generate_valves_from_chambers">
+<code class="sig-prename descclassname">platipy.imaging.utils.valve.</code><code class="sig-name descname">generate_valves_from_chambers</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img_chamber_1</span></em>, <em class="sig-param"><span class="n">img_chamber_2</span></em>, <em class="sig-param"><span class="n">radius_mm</span><span class="o">=</span><span class="default_value">10</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.valve.generate_valves_from_chambers" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.utils.tools.get_external_mask">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">get_external_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">labels</span></em>, <em class="sig-param"><span class="n">kernel_radius</span><span class="o">=</span><span class="default_value">5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.get_external_mask" title="Permalink to this definition">¶</a></dt>
-<dd><p>Gets the external mask based on the label image and labels generated using detect_holes</p>
-</dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.get_lung_mask">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">get_lung_mask</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label_image</span></em>, <em class="sig-param"><span class="n">labels</span></em>, <em class="sig-param"><span class="n">kernel_radius</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.get_lung_mask" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.utils.valve.generate_valves_from_vessels">
+<code class="sig-prename descclassname">platipy.imaging.utils.valve.</code><code class="sig-name descname">generate_valves_from_vessels</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">vessel</span></em>, <em class="sig-param"><span class="n">thickness_mm</span><span class="o">=</span><span class="default_value">4</span></em>, <em class="sig-param"><span class="n">erosion_mm</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.valve.generate_valves_from_vessels" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
+</section>
+<section id="module-platipy.imaging.utils.vessel">
+<span id="platipy-imaging-utils-vessel-module"></span><h2>platipy.imaging.utils.vessel module<a class="headerlink" href="#module-platipy.imaging.utils.vessel" title="Permalink to this headline">¶</a></h2>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.itk_to_sitk">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">itk_to_sitk</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">itk_image</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.itk_to_sitk" title="Permalink to this definition">¶</a></dt>
-<dd><p>Helper function to convert ITK images to SimpleITK images</p>
+<dt id="platipy.imaging.utils.vessel.com_from_image_list">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">com_from_image_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">sitk_image_list</span></em>, <em class="sig-param"><span class="n">condition_type</span><span class="o">=</span><span class="default_value">'count'</span></em>, <em class="sig-param"><span class="n">condition_value</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">scan_direction</span><span class="o">=</span><span class="default_value">'z'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.com_from_image_list" title="Permalink to this definition">¶</a></dt>
+<dd><dl class="simple">
+<dt>Input: list of SimpleITK images</dt><dd><p>minimum total slice area required for the tube to be inserted at that slice
+scan direction: x = sagittal, y=coronal, z=axial</p>
+</dd>
+</dl>
+<p>Output: mean centre of mass positions, with shape (NumSlices, 2)
+Note: positions are converted into image space by default</p>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.label_to_roi">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">label_to_roi</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">label_list</span></em>, <em class="sig-param"><span class="n">expansion</span><span class="o">=</span><span class="default_value">[0, 0, 0]</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.label_to_roi" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.utils.vessel.convert_simpleitk_to_vtk">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">convert_simpleitk_to_vtk</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">img</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.convert_simpleitk_to_vtk" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.median_absolute_deviation">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">median_absolute_deviation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">data</span></em>, <em class="sig-param"><span class="n">axis</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.median_absolute_deviation" title="Permalink to this definition">¶</a></dt>
-<dd><p>Median Absolute Deviation: a “Robust” version of standard deviation.
-Indices variabililty of the sample.
-<a class="reference external" href="https://en.wikipedia.org/wiki/Median_absolute_deviation">https://en.wikipedia.org/wiki/Median_absolute_deviation</a></p>
+<dt id="platipy.imaging.utils.vessel.simpleitk_image_from_vtk_tube">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">simpleitk_image_from_vtk_tube</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">tube</span></em>, <em class="sig-param"><span class="n">sitk_reference_image</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.simpleitk_image_from_vtk_tube" title="Permalink to this definition">¶</a></dt>
+<dd><p>Input: VTK tube, referenceImage (used for spacing, etc.)
+Output: SimpleITK image
+Note: Uses binary output (background 0, foreground 1)</p>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.sitk_to_itk">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">sitk_to_itk</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">sitk_image</span></em>, <em class="sig-param"><span class="n">copy_info</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.sitk_to_itk" title="Permalink to this definition">¶</a></dt>
-<dd><p>Helper function to convert SimpleITK images to ITK images</p>
+<dt id="platipy.imaging.utils.vessel.tube_from_com_list">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">tube_from_com_list</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">com_list</span></em>, <em class="sig-param"><span class="n">radius</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.tube_from_com_list" title="Permalink to this definition">¶</a></dt>
+<dd><p>Input: image-space positions along the tube centreline.
+Output: VTK tube
+Note: positions do not have to be continuous - the tube is interpolated in real space</p>
 </dd></dl>
-
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.vectorised_transform_index_to_physical_point">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">vectorised_transform_index_to_physical_point</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">point_array</span></em>, <em class="sig-param"><span class="n">rotate</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.vectorised_transform_index_to_physical_point" title="Permalink to this definition">¶</a></dt>
-<dd><p>Transforms a set of points from array indices to real-space</p>
-</dd></dl>
-
+<dt id="platipy.imaging.utils.vessel.vessel_spline_generation">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">vessel_spline_generation</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">reference_image</span></em>, <em class="sig-param"><span class="n">atlas_set</span></em>, <em class="sig-param"><span class="n">vessel_name_list</span></em>, <em class="sig-param"><span class="n">vessel_radius_mm_dict</span></em>, <em class="sig-param"><span class="n">stop_condition_type_dict</span></em>, <em class="sig-param"><span class="n">stop_condition_value_dict</span></em>, <em class="sig-param"><span class="n">scan_direction_dict</span></em>, <em class="sig-param"><span class="n">atlas_label</span><span class="o">=</span><span class="default_value">'DIR'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.vessel_spline_generation" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
 <dl class="py function">
-<dt id="platipy.imaging.utils.tools.vectorised_transform_physical_point_to_index">
-<code class="sig-prename descclassname">platipy.imaging.utils.tools.</code><code class="sig-name descname">vectorised_transform_physical_point_to_index</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">point_array</span></em>, <em class="sig-param"><span class="n">rotate</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.tools.vectorised_transform_physical_point_to_index" title="Permalink to this definition">¶</a></dt>
-<dd><p>Transforms a set of points from real-space to array indices</p>
+<dt id="platipy.imaging.utils.vessel.write_vtk_tube_to_file">
+<code class="sig-prename descclassname">platipy.imaging.utils.vessel.</code><code class="sig-name descname">write_vtk_tube_to_file</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">tube</span></em>, <em class="sig-param"><span class="n">filename</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.utils.vessel.write_vtk_tube_to_file" title="Permalink to this definition">¶</a></dt>
+<dd><p>Input: VTK tube
+Output: exit success
+Note: format is XML VTP</p>
 </dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.utils">
+</section>
+<section id="module-platipy.imaging.utils">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.utils" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
-
-           </div>
-          </div>
-          <footer>
-  
-
-  <hr/>
+</section>
+</section>
 
-  <div role="contentinfo">
-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
-
-    </p>
-  </div> 
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          
+          
+        </div>
 
-</footer>
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="../_sources/gen/platipy.imaging.utils.rst.txt"
+               rel="nofollow">
+              Show Source
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+          <span class="toc-title">
+            Contents
+          </span>
+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.utils package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.utils.crop">platipy.imaging.utils.crop module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.utils.lung">platipy.imaging.utils.lung module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.utils.valve">platipy.imaging.utils.valve module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.utils.vessel">platipy.imaging.utils.vessel module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.utils">Module contents</a></li>
+</ul>
+</li>
+</ul>
 
+          </div>
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+        <section id="platipy-imaging-visualisation-package">
 <h1>platipy.imaging.visualisation package<a class="headerlink" href="#platipy-imaging-visualisation-package" title="Permalink to this headline">¶</a></h1>
-<div class="section" id="submodules">
+<section id="submodules">
 <h2>Submodules<a class="headerlink" href="#submodules" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="platipy-imaging-visualisation-python3dmesh-module">
-<h2>platipy.imaging.visualisation.Python3DMesh module<a class="headerlink" href="#platipy-imaging-visualisation-python3dmesh-module" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="platipy-imaging-visualisation-vesselsurfaces-auto-module">
-<h2>platipy.imaging.visualisation.VesselSurfaces-Auto module<a class="headerlink" href="#platipy-imaging-visualisation-vesselsurfaces-auto-module" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="platipy-imaging-visualisation-crosshairs-module">
-<h2>platipy.imaging.visualisation.crosshairs module<a class="headerlink" href="#platipy-imaging-visualisation-crosshairs-module" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="platipy-imaging-visualisation-surface-operations-module">
-<h2>platipy.imaging.visualisation.surface_operations module<a class="headerlink" href="#platipy-imaging-visualisation-surface-operations-module" title="Permalink to this headline">¶</a></h2>
-</div>
-<div class="section" id="module-platipy.imaging.visualisation.tools">
-<span id="platipy-imaging-visualisation-tools-module"></span><h2>platipy.imaging.visualisation.tools module<a class="headerlink" href="#module-platipy.imaging.visualisation.tools" title="Permalink to this headline">¶</a></h2>
+</section>
+<section id="module-platipy.imaging.visualisation.animation">
+<span id="platipy-imaging-visualisation-animation-module"></span><h2>platipy.imaging.visualisation.animation module<a class="headerlink" href="#module-platipy.imaging.visualisation.animation" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">ImageVisualiser</code><span class="sig-paren">(</span><em class="sig-param">image, cut=None, axis='ortho', window=[-250, 500], figure_size_in=10, limits=None, colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to assist with visualising images and overlaying contours, scalars and bounding boxes.</p>
+<dt id="platipy.imaging.visualisation.animation.FileWriter">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.animation.</code><code class="sig-name descname">FileWriter</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">*</span><span class="n">args</span></em>, <em class="sig-param"><span class="o">**</span><span class="n">kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.animation.FileWriter" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">matplotlib.animation.FileMovieWriter</span></code></p>
+<p>Class to write image frames for animation</p>
 <dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.add_bounding_box">
-<code class="sig-name descname">add_bounding_box</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bounding_box</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.add_bounding_box" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
+<dt id="platipy.imaging.visualisation.animation.FileWriter.finish">
+<code class="sig-name descname">finish</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.animation.FileWriter.finish" title="Permalink to this definition">¶</a></dt>
+<dd><p>Finish any processing for writing the movie.</p>
+</dd></dl>
 <dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.add_comparison_overlay">
-<code class="sig-name descname">add_comparison_overlay</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.add_comparison_overlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay a comparison image on the existing image</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>sitk.Image</strong><strong>)</strong> (<em>image</em>) – Image (will be displayed as a comparison).</p></li>
-<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the image. Defaults to None.</p></li>
-<li><p><strong>color_rotation</strong> (<em>float</em><em>, </em><em>optional</em>) – Defines the hue of the original image (0 - 0.5).</p></li>
-</ul>
-</dd>
-<dt class="field-even">Raises</dt>
-<dd class="field-even"><p><strong>ValueError</strong> – Comparison overlay must be of type sitk.Image.</p>
-</dd>
-</dl>
+<dt id="platipy.imaging.visualisation.animation.FileWriter.grab_frame">
+<code class="sig-name descname">grab_frame</code><span class="sig-paren">(</span><em class="sig-param"><span class="o">**</span><span class="n">savefig_kwargs</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.animation.FileWriter.grab_frame" title="Permalink to this definition">¶</a></dt>
+<dd><p>Grab the image information from the figure and save as a movie frame.</p>
+<p>All keyword arguments in <em>savefig_kwargs</em> are passed on to the
+<cite>~.Figure.savefig</cite> call that saves the figure.</p>
 </dd></dl>
-
 <dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.add_contour">
-<code class="sig-name descname">add_contour</code><span class="sig-paren">(</span><em class="sig-param">contour</em>, <em class="sig-param">name=None</em>, <em class="sig-param">color=None</em>, <em class="sig-param">colorbase=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">linewidth=2</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.add_contour" title="Permalink to this definition">¶</a></dt>
-<dd><p>Add a contour to overlay</p>
+<dt id="platipy.imaging.visualisation.animation.FileWriter.setup">
+<code class="sig-name descname">setup</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">fig</span></em>, <em class="sig-param"><span class="n">dpi</span></em>, <em class="sig-param"><span class="n">frame_prefix</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.animation.FileWriter.setup" title="Permalink to this definition">¶</a></dt>
+<dd><p>Setup for writing the movie file.</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
 <dd class="field-odd"><ul class="simple">
-<li><p><strong>contour</strong> (<em>sitk.Image|dict</em>) – Contour mask or dict containing contour masks.</p></li>
-<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the contour (only used if passing sitk.Image as
-contour). Defaults to None.</p></li>
-<li><p><strong>color</strong> (<em>str|tuple|list</em><em>, </em><em>optional</em>) – The color to use when drawing the contour(s).
-Defaults to None.</p></li>
-</ul>
-</dd>
-<dt class="field-even">Raises</dt>
-<dd class="field-even"><ul class="simple">
-<li><p><strong>ValueError</strong> – Contour must be dict of sitk.Image.</p></li>
-<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
+<li><p><strong>fig</strong> (<cite>~matplotlib.figure.Figure</cite>) – The figure to grab the rendered frames from.</p></li>
+<li><p><strong>outfile</strong> (<em>str</em>) – The filename of the resulting movie file.</p></li>
+<li><p><strong>dpi</strong> (<em>float</em><em>, </em><em>optional</em>) – The dpi of the output file. This, with the figure size,
+controls the size in pixels of the resulting movie file.
+Default is <code class="docutils literal notranslate"><span class="pre">fig.dpi</span></code>.</p></li>
+<li><p><strong>frame_prefix</strong> (<em>str</em><em>, </em><em>optional</em>) – The filename prefix to use for temporary files.  If None (the
+default), files are written to a temporary directory which is
+deleted by <cite>cleanup</cite> (regardless of the value of <em>clear_temp</em>).</p></li>
+<li><p><strong>clear_temp</strong> (<em>bool</em><em>, </em><em>optional</em>) – If the temporary files should be deleted after stitching
+the final result.  Setting this to <code class="docutils literal notranslate"><span class="pre">False</span></code> can be useful for
+debugging.  Defaults to <code class="docutils literal notranslate"><span class="pre">True</span></code>.</p></li>
 </ul>
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.add_scalar_overlay">
-<code class="sig-name descname">add_scalar_overlay</code><span class="sig-paren">(</span><em class="sig-param">scalar_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">min_value=0.1</em>, <em class="sig-param">max_value=False</em>, <em class="sig-param">discrete_levels=False</em>, <em class="sig-param">show_colorbar=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.add_scalar_overlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay a scalar image on to the existing image</p>
+<dl class="py attribute">
+<dt id="platipy.imaging.visualisation.animation.FileWriter.supported_formats">
+<code class="sig-name descname">supported_formats</code><em class="property"> = ['png']</em><a class="headerlink" href="#platipy.imaging.visualisation.animation.FileWriter.supported_formats" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+</dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.animation.generate_animation_from_image_sequence">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.animation.</code><code class="sig-name descname">generate_animation_from_image_sequence</code><span class="sig-paren">(</span><em class="sig-param">image_list, output_file='animation.gif', fps=10, contour_list=None, scalar_list=None, figure_size_in=6, image_cmap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, contour_cmap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, scalar_cmap=&lt;matplotlib.colors.ListedColormap object&gt;, image_window=[-1000, 800], scalar_min=None, scalar_max=None, scalar_alpha=0.5, image_origin='lower'</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.animation.generate_animation_from_image_sequence" title="Permalink to this definition">¶</a></dt>
+<dd><p>Make a GIF animation from the list of images supplied</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
 <dd class="field-odd"><ul class="simple">
-<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>scalar_image</em>) – Scalar image or dict containing scalar images.</p></li>
-<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the scalar image (only used if passing sitk.Image as
-scalar image). Defaults to None.</p></li>
-<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
-overlaying this scalar image. Defaults
-to plt.cm.get_cmap(“Spectral”).</p></li>
-<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay. Defaults to 0.75.</p></li>
-<li><p><strong>min_value</strong> (<em>float</em><em>, </em><em>optional</em>) – Values below this value aren’t rendered. Defaults to 0.1.</p></li>
+<li><p><strong>image_list</strong> (<em>list</em>) – List of 2D sitk.Image’s to render</p></li>
+<li><p><strong>output_file</strong> (<em>str</em><em>, </em><em>optional</em>) – Path to output GIF file. Defaults to “animation.gif”.</p></li>
+<li><p><strong>fps</strong> (<em>int</em><em>, </em><em>optional</em>) – Frames per second. Defaults to 10.</p></li>
+<li><p><strong>contour_list</strong> (<em>list</em><em>, </em><em>optional</em>) – List of contours to overlay. Defaults to None.</p></li>
+<li><p><strong>scalar_list</strong> (<em>list</em><em>, </em><em>optional</em>) – List of scalars to overlay. Defaults to None.</p></li>
+<li><p><strong>figure_size_in</strong> (<em>int</em><em>, </em><em>optional</em>) – Size of figure. Defaults to 6.</p></li>
+<li><p><strong>image_cmap</strong> (<em>[</em><em>type</em><em>]</em><em>, </em><em>optional</em>) – Colormap for image. Defaults to plt.cm.get_cmap(“Greys_r”).</p></li>
+<li><p><strong>contour_cmap</strong> (<em>[</em><em>type</em><em>]</em><em>, </em><em>optional</em>) – Colormap for contours. Defaults to plt.cm.get_cmap(“jet”).</p></li>
+<li><p><strong>scalar_cmap</strong> (<em>[</em><em>type</em><em>]</em><em>, </em><em>optional</em>) – Colormap for scalars. Defaults to plt.cm.get_cmap(“magma”).</p></li>
+<li><p><strong>image_window</strong> (<em>list</em><em>, </em><em>optional</em>) – Window for image. Defaults to [-1000, 800].</p></li>
+<li><p><strong>scalar_min</strong> (<em>float</em><em>, </em><em>optional</em>) – Minimum value for scalar. Defaults to None.</p></li>
+<li><p><strong>scalar_max</strong> (<em>float</em><em>, </em><em>optional</em>) – Maximum value for scalar. Defaults to None.</p></li>
+<li><p><strong>scalar_alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha value for scalar. Defaults to 0.5.</p></li>
+<li><p><strong>image_origin</strong> (<em>str</em><em>, </em><em>optional</em>) – Origin of image. Defaults to “lower”.</p></li>
 </ul>
 </dd>
 <dt class="field-even">Raises</dt>
-<dd class="field-even"><ul class="simple">
-<li><p><strong>ValueError</strong> – Scalar overlay must be dict of sitk.Image.</p></li>
-<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
-</ul>
+<dd class="field-even"><p><strong>ValueError</strong> – Raised if image list does not contain sitk.Image’s</p>
 </dd>
-</dl>
-</dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.add_vector_overlay">
-<code class="sig-name descname">add_vector_overlay</code><span class="sig-paren">(</span><em class="sig-param">vector_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">arrow_scale=0.25</em>, <em class="sig-param">arrow_width=1</em>, <em class="sig-param">subsample=4</em>, <em class="sig-param">color_function='perpendicular'</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.add_vector_overlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay a vector field on to the existing image</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><ul class="simple">
-<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>vector_image</em>) – Vector image (will be displayed as ).</p></li>
-<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the vector field (only used if passing
-sitk.Image as vector field). Defaults to None.</p></li>
-<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
-overlaying this vector field. Defaults
-to plt.cm.get_cmap(“Spectral”).</p></li>
-<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay vectors. Defaults to 0.75.</p></li>
-<li><p><strong>arrow_scale</strong> (<em>float</em><em>, </em><em>optional</em>) – Relative scaling of vectors. Defaults to 0.25.</p></li>
-<li><p><strong>arrow_width</strong> (<em>float</em><em>, </em><em>optional</em>) – Width of vector field arrow. Defaults to 0.25.</p></li>
-<li><p><strong>subsample</strong> (<em>int</em><em>, </em><em>optional</em>) – Defines to subsampling ratio of displayed vectors.
-Defaults to 4.</p></li>
-<li><p><strong>color_function</strong> (<em>str</em><em>, </em><em>optional</em>) – Determines how vectors are colored. Options:
-‘perpendicular’ - vectors colored by perpendicular value
-‘magnitude’ - vectors colored by magnitude.</p></li>
-</ul>
+<dt class="field-odd">Returns</dt>
+<dd class="field-odd"><p>The animation object</p>
 </dd>
-<dt class="field-even">Raises</dt>
-<dd class="field-even"><p><strong>ValueError</strong> – Vector overlay must be of type sitk.Image.</p>
+<dt class="field-even">Return type</dt>
+<dd class="field-even"><p>matplotlib.animation.FuncAnimation</p>
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.adjust_view">
-<code class="sig-name descname">adjust_view</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.adjust_view" title="Permalink to this definition">¶</a></dt>
-<dd><p>adjust_view is a helper function for modifying axis limits.
-Specify <em>limits</em> when initialising the ImageVisulaiser to use.</p>
-</dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.clear">
-<code class="sig-name descname">clear</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.clear" title="Permalink to this definition">¶</a></dt>
-<dd><p>Clear all overlays</p>
-</dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.display_slice">
-<code class="sig-name descname">display_slice</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.display_slice" title="Permalink to this definition">¶</a></dt>
-<dd><p>Display the configured image slice</p>
-</dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.image">
-<em class="property">property </em><code class="sig-name descname">image</code><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.image" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.labelmap">
-<em class="property">property </em><code class="sig-name descname">labelmap</code><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.labelmap" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.overlay_bounding_boxes">
-<code class="sig-name descname">overlay_bounding_boxes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">'r'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_bounding_boxes" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay bounding boxes onto existing figure</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><p><strong>color</strong> (<em>str|list|tuple</em><em>, </em><em>optional</em>) – Color of bounding box. Defaults to “r”.</p>
-</dd>
-</dl>
+</section>
+<section id="module-platipy.imaging.visualisation.utils">
+<span id="platipy-imaging-visualisation-utils-module"></span><h2>platipy.imaging.visualisation.utils module<a class="headerlink" href="#module-platipy.imaging.visualisation.utils" title="Permalink to this headline">¶</a></h2>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.utils.VisualiseBoundingBox">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">VisualiseBoundingBox</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bounding_box</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">'r'</span></em>, <em class="sig-param"><span class="n">linewidth</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.VisualiseBoundingBox" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to represent the visualiation of a bounding box</p>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.overlay_comparison">
-<code class="sig-name descname">overlay_comparison</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_comparison" title="Permalink to this definition">¶</a></dt>
-<dd><p>Display an overlay comparison</p>
-<dl class="field-list simple">
-<dt class="field-odd">Parameters</dt>
-<dd class="field-odd"><p><strong>color_rotation</strong> (<em>float</em><em>, </em><em>optional</em>) – The hue used to color the original image (0 - 0.5).</p>
-</dd>
-</dl>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.utils.VisualiseComparisonOverlay">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">VisualiseComparisonOverlay</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.VisualiseComparisonOverlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to represent the visualiation of a comparison image</p>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.overlay_contours">
-<code class="sig-name descname">overlay_contours</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_contours" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay the contours on to the current figure image</p>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.utils.VisualiseContour">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">VisualiseContour</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">linewidth</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.VisualiseContour" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to represent the visualiation of a contour</p>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.overlay_scalar_field">
-<code class="sig-name descname">overlay_scalar_field</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_scalar_field" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay the scalar image onto the existing figure</p>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.utils.VisualiseScalarOverlay">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">VisualiseScalarOverlay</code><span class="sig-paren">(</span><em class="sig-param">image</em>, <em class="sig-param">name</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">min_value=False</em>, <em class="sig-param">max_value=False</em>, <em class="sig-param">discrete_levels=False</em>, <em class="sig-param">mid_ticks=False</em>, <em class="sig-param">show_colorbar=True</em>, <em class="sig-param">norm=None</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.VisualiseScalarOverlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to represent the visualiation of a scalar overlay</p>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.overlay_vector_field">
-<code class="sig-name descname">overlay_vector_field</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_vector_field" title="Permalink to this definition">¶</a></dt>
-<dd><p>Overlay vector field onto existing figure</p>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.utils.VisualiseVectorOverlay">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">VisualiseVectorOverlay</code><span class="sig-paren">(</span><em class="sig-param">image</em>, <em class="sig-param">name</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">arrow_scale=0.25</em>, <em class="sig-param">arrow_width=1</em>, <em class="sig-param">subsample=4</em>, <em class="sig-param">color_function='perpendicular'</em>, <em class="sig-param">invert_field=True</em>, <em class="sig-param">show_colorbar=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.VisualiseVectorOverlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to represent the visualiation of a vector overlay</p>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.reorientate_vector_field">
-<code class="sig-name descname">reorientate_vector_field</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">vector_ax</span></em>, <em class="sig-param"><span class="n">vector_cor</span></em>, <em class="sig-param"><span class="n">vector_sag</span></em>, <em class="sig-param"><span class="n">invert_field</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.reorientate_vector_field" title="Permalink to this definition">¶</a></dt>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.generate_comparison_colormix">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">generate_comparison_colormix</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image_list</span></em>, <em class="sig-param"><span class="n">arr_slice</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">window</span><span class="o">=</span><span class="default_value">- 250, 500</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.generate_comparison_colormix" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.project_onto_arbitrary_plane">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">project_onto_arbitrary_plane</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">projection_name</span><span class="o">=</span><span class="default_value">'mean'</span></em>, <em class="sig-param"><span class="n">projection_axis</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">rotation_axis</span><span class="o">=</span><span class="default_value">[1, 0, 0]</span></em>, <em class="sig-param"><span class="n">rotation_angle</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1000</span></em>, <em class="sig-param"><span class="n">resample_interpolation</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.project_onto_arbitrary_plane" title="Permalink to this definition">¶</a></dt>
+<dd></dd></dl>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.reorientate_vector_field">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">reorientate_vector_field</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">vector_ax</span></em>, <em class="sig-param"><span class="n">vector_cor</span></em>, <em class="sig-param"><span class="n">vector_sag</span></em>, <em class="sig-param"><span class="n">invert_field</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.reorientate_vector_field" title="Permalink to this definition">¶</a></dt>
 <dd><p>Reorients vector field components for rendering
 This is necessary after converting from sitk.Image to np.array</p>
 <dl class="field-list simple">
@@ -361,10 +283,9 @@ <h2>platipy.imaging.visualisation.surface_operations module<a class="headerlink"
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.return_slice">
-<code class="sig-name descname">return_slice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.return_slice" title="Permalink to this definition">¶</a></dt>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.return_slice">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">return_slice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.return_slice" title="Permalink to this definition">¶</a></dt>
 <dd><p>Prepares a slice tuple to use for extracting a slice for rendering</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
@@ -381,21 +302,9 @@ <h2>platipy.imaging.visualisation.surface_operations module<a class="headerlink"
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.set_limits_from_label">
-<code class="sig-name descname">set_limits_from_label</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">expansion</span><span class="o">=</span><span class="default_value">[0, 0, 0]</span></em>, <em class="sig-param"><span class="n">min_value</span><span class="o">=</span><span class="default_value">0</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.set_limits_from_label" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.show">
-<code class="sig-name descname">show</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.show" title="Permalink to this definition">¶</a></dt>
-<dd><p>Render the image with all overlays</p>
-</dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.subsample_vector_field">
-<code class="sig-name descname">subsample_vector_field</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">cut</span></em>, <em class="sig-param"><span class="n">subsample</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.subsample_vector_field" title="Permalink to this definition">¶</a></dt>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.subsample_vector_field">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">subsample_vector_field</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">cut</span></em>, <em class="sig-param"><span class="n">subsample</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.subsample_vector_field" title="Permalink to this definition">¶</a></dt>
 <dd><p>Prepares a slice tuple to use for extracting a slice for rendering</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
@@ -413,10 +322,9 @@ <h2>platipy.imaging.visualisation.surface_operations module<a class="headerlink"
 </dd>
 </dl>
 </dd></dl>
-
-<dl class="py method">
-<dt id="platipy.imaging.visualisation.tools.ImageVisualiser.vector_image_grid">
-<code class="sig-name descname">vector_image_grid</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">vector_field_array</span></em>, <em class="sig-param"><span class="n">subsample</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.ImageVisualiser.vector_image_grid" title="Permalink to this definition">¶</a></dt>
+<dl class="py function">
+<dt id="platipy.imaging.visualisation.utils.vector_image_grid">
+<code class="sig-prename descclassname">platipy.imaging.visualisation.utils.</code><code class="sig-name descname">vector_image_grid</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">vector_field_array</span></em>, <em class="sig-param"><span class="n">subsample</span><span class="o">=</span><span class="default_value">1</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.utils.vector_image_grid" title="Permalink to this definition">¶</a></dt>
 <dd><p>Prepares a grid for rendering a vector field on an image</p>
 <dl class="field-list simple">
 <dt class="field-odd">Parameters</dt>
@@ -434,200 +342,229 @@ <h2>platipy.imaging.visualisation.surface_operations module<a class="headerlink"
 </dd>
 </dl>
 </dd></dl>
-
-</dd></dl>
-
+</section>
+<section id="module-platipy.imaging.visualisation.visualiser">
+<span id="platipy-imaging-visualisation-visualiser-module"></span><h2>platipy.imaging.visualisation.visualiser module<a class="headerlink" href="#module-platipy.imaging.visualisation.visualiser" title="Permalink to this headline">¶</a></h2>
 <dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.VisualiseBoundingBox">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">VisualiseBoundingBox</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bounding_box</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">None</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.VisualiseBoundingBox" title="Permalink to this definition">¶</a></dt>
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.visualiser.</code><code class="sig-name descname">ImageVisualiser</code><span class="sig-paren">(</span><em class="sig-param">image, cut=None, axis='ortho', window=[-250, 500], figure_size_in=10, limits=None, colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, origin='normal', projection=False</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser" title="Permalink to this definition">¶</a></dt>
 <dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to represent the visualiation of a bounding box</p>
+<p>Class to assist with visualising images and overlaying contours, scalars and bounding
+boxes.</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box">
+<code class="sig-name descname">add_bounding_box</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bounding_box</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">'r'</span></em>, <em class="sig-param"><span class="n">linewidth</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box" title="Permalink to this definition">¶</a></dt>
+<dd><p>Add a bounding box to draw.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>bounding_box</strong> (<em>dict|list|tuple|sitk.Image</em>) – Dictionary of bounding boxes where list key
+is the name of the bounding box. If list or tuple then pass
+bounding box in format (x, y, z, w, h, d). If sitk.Image then
+mask is assumed and bounding box around this mask is used.</p></li>
+<li><p><strong>name</strong> (<em>list</em><em>, </em><em>optional</em>) – Name of this bounding box if bounding_box is list, tuple or
+sitk.Image. Defaults to None.</p></li>
+<li><p><strong>color</strong> (<em>str|tuple|list</em><em>, </em><em>optional</em>) – The color to use when drawing the bounding box(es).
+Defaults to None.</p></li>
+<li><p><strong>linewidth</strong> (<em>int</em><em>, </em><em>optional</em>) – The line width of the bounding box(es). Defaults to 2.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Raised if input is not a list or tuple of length 6 or and sitk.Image.</p>
+</dd>
+</dl>
 </dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.VisualiseComparisonOverlay">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">VisualiseComparisonOverlay</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.VisualiseComparisonOverlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to represent the visualiation of a comparison image</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay">
+<code class="sig-name descname">add_comparison_overlay</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a comparison image on the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image</strong><strong>)</strong> (<em>image</em>) – Image (will be displayed as a comparison).</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the image. Defaults to None.</p></li>
+<li><p><strong>color_rotation</strong> (<em>float</em><em>, </em><em>optional</em>) – Defines the hue of the original image (0 - 0.5).</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Comparison overlay must be of type sitk.Image.</p>
+</dd>
+</dl>
 </dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.VisualiseContour">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">VisualiseContour</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">linewidth</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.VisualiseContour" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to represent the visualiation of a contour</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour">
+<code class="sig-name descname">add_contour</code><span class="sig-paren">(</span><em class="sig-param">contour</em>, <em class="sig-param">name=None</em>, <em class="sig-param">color=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">linewidth=2</em>, <em class="sig-param">show_legend=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour" title="Permalink to this definition">¶</a></dt>
+<dd><p>Add a contour as overlay</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>contour</strong> (<em>sitk.Image|dict</em>) – Contour mask or dict containing contour masks.</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the contour (only used if passing sitk.Image as
+contour). Defaults to None.</p></li>
+<li><p><strong>color</strong> (<em>str|tuple|list</em><em>, </em><em>optional</em>) – The color to use when drawing the contour(s).
+Defaults to None.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><ul class="simple">
+<li><p><strong>ValueError</strong> – Contour must be dict of sitk.Image.</p></li>
+<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
+</ul>
+</dd>
+</dl>
 </dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.VisualiseScalarOverlay">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">VisualiseScalarOverlay</code><span class="sig-paren">(</span><em class="sig-param">image</em>, <em class="sig-param">name</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">min_value=0.1</em>, <em class="sig-param">max_value=False</em>, <em class="sig-param">discrete_levels=False</em>, <em class="sig-param">show_colorbar=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.VisualiseScalarOverlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to represent the visualiation of a scalar overlay</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay">
+<code class="sig-name descname">add_scalar_overlay</code><span class="sig-paren">(</span><em class="sig-param">scalar_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">min_value=False</em>, <em class="sig-param">max_value=False</em>, <em class="sig-param">discrete_levels=False</em>, <em class="sig-param">mid_ticks=False</em>, <em class="sig-param">show_colorbar=True</em>, <em class="sig-param">norm=None</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a scalar image on to the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>scalar_image</em>) – Scalar image or dict containing scalar images.</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the scalar image (only used if passing sitk.Image as
+scalar image). Defaults to None.</p></li>
+<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
+overlaying this scalar image. Defaults
+to plt.cm.get_cmap(“Spectral”).</p></li>
+<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay. Defaults to 0.75.</p></li>
+<li><p><strong>min_value</strong> (<em>float</em><em>, </em><em>optional</em>) – Values below this value aren’t rendered. Defaults to 0.1.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><ul class="simple">
+<li><p><strong>ValueError</strong> – Scalar overlay must be dict of sitk.Image.</p></li>
+<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
+</ul>
+</dd>
+</dl>
 </dd></dl>
-
-<dl class="py class">
-<dt id="platipy.imaging.visualisation.tools.VisualiseVectorOverlay">
-<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">VisualiseVectorOverlay</code><span class="sig-paren">(</span><em class="sig-param">image</em>, <em class="sig-param">name</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">arrow_scale=0.25</em>, <em class="sig-param">arrow_width=1</em>, <em class="sig-param">subsample=4</em>, <em class="sig-param">color_function='perpendicular'</em>, <em class="sig-param">invert_field=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.VisualiseVectorOverlay" title="Permalink to this definition">¶</a></dt>
-<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
-<p>Class to represent the visualiation of a vector overlay</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay">
+<code class="sig-name descname">add_vector_overlay</code><span class="sig-paren">(</span><em class="sig-param">vector_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">arrow_scale=0.25</em>, <em class="sig-param">arrow_width=1</em>, <em class="sig-param">subsample=4</em>, <em class="sig-param">color_function='perpendicular'</em>, <em class="sig-param">show_colorbar=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a vector field on to the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>vector_image</em>) – Vector image (will be displayed as ).</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the vector field (only used if passing
+sitk.Image as vector field). Defaults to None.</p></li>
+<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
+overlaying this vector field. Defaults
+to plt.cm.get_cmap(“Spectral”).</p></li>
+<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay vectors. Defaults to 0.75.</p></li>
+<li><p><strong>arrow_scale</strong> (<em>float</em><em>, </em><em>optional</em>) – Relative scaling of vectors. Defaults to 0.25.</p></li>
+<li><p><strong>arrow_width</strong> (<em>float</em><em>, </em><em>optional</em>) – Width of vector field arrow. Defaults to 0.25.</p></li>
+<li><p><strong>subsample</strong> (<em>int</em><em>, </em><em>optional</em>) – Defines to subsampling ratio of displayed vectors.
+Defaults to 4.</p></li>
+<li><p><strong>color_function</strong> (<em>str</em><em>, </em><em>optional</em>) – Determines how vectors are colored. Options:
+‘perpendicular’ - vectors colored by perpendicular
+value
+‘magnitude’ - vectors colored by magnitude.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Vector overlay must be of type sitk.Image.</p>
+</dd>
+</dl>
 </dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.tools.generate_animation_from_image_sequence">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">generate_animation_from_image_sequence</code><span class="sig-paren">(</span><em class="sig-param">image_list, output_file='animation.gif', fps=10, contour_list=False, scalar_list=False, figure_size_in=6, image_cmap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, contour_cmap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, scalar_cmap=&lt;matplotlib.colors.ListedColormap object&gt;, image_window=[-1000, 800], scalar_min=False, scalar_max=False, scalar_alpha=0.5, image_origin='lower'</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.generate_animation_from_image_sequence" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.tools.project_onto_arbitrary_plane">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.tools.</code><code class="sig-name descname">project_onto_arbitrary_plane</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">projection_name</span><span class="o">=</span><span class="default_value">'mean'</span></em>, <em class="sig-param"><span class="n">projection_axis</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">rotation_axis</span><span class="o">=</span><span class="default_value">[1, 0, 0]</span></em>, <em class="sig-param"><span class="n">rotation_angle</span><span class="o">=</span><span class="default_value">0</span></em>, <em class="sig-param"><span class="n">default_value</span><span class="o">=</span><span class="default_value">- 1000</span></em>, <em class="sig-param"><span class="n">resample_interpolation</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.tools.project_onto_arbitrary_plane" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.visualisation.vis_tools">
-<span id="platipy-imaging-visualisation-vis-tools-module"></span><h2>platipy.imaging.visualisation.vis_tools module<a class="headerlink" href="#module-platipy.imaging.visualisation.vis_tools" title="Permalink to this headline">¶</a></h2>
-<p>Module name: Visualisation
-Author:      Robert Finnegan
-Date:        December 2018
-Description:
-———————————
-- Medical Imaging
-- AutoSegmentation Output: deformation fields, delineations
-- Slice generation
-———————————</p>
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.displayComparisonSlice">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">displayComparisonSlice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">im_a</span></em>, <em class="sig-param"><span class="n">im_b</span></em>, <em class="sig-param"><span class="n">axis</span><span class="o">=</span><span class="default_value">'ortho'</span></em>, <em class="sig-param"><span class="n">cut</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">figSize</span><span class="o">=</span><span class="default_value">6</span></em>, <em class="sig-param"><span class="n">window</span><span class="o">=</span><span class="default_value">[- 250, 500]</span></em>, <em class="sig-param"><span class="n">addCBar</span><span class="o">=</span><span class="default_value">False</span></em>, <em class="sig-param"><span class="n">colour_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em>, <em class="sig-param"><span class="n">cmap_label</span><span class="o">=</span><span class="default_value">''</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.displayComparisonSlice" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.displaySlice">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">displaySlice</code><span class="sig-paren">(</span><em class="sig-param">im, axis='ortho', cut=None, figSize=6, cmap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, window=[-250, 500], addCBar=False, cmap_label=''</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.displaySlice" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.keepLargestConnectedComponent">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">keepLargestConnectedComponent</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">binaryImage</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.keepLargestConnectedComponent" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.main">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">main</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">arguments</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.main" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.overlayBox">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">overlayBox</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">box</span></em>, <em class="sig-param"><span class="n">fig</span></em>, <em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">'r'</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.overlayBox" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.overlayContour">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">overlayContour</code><span class="sig-paren">(</span><em class="sig-param">contour_input</em>, <em class="sig-param">fig</em>, <em class="sig-param">axis</em>, <em class="sig-param">cut</em>, <em class="sig-param">use_legend=True</em>, <em class="sig-param">color_base=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.overlayContour" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.overlayScalarField">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">overlayScalarField</code><span class="sig-paren">(</span><em class="sig-param">scalarIm, fig, axis, cut, color_base=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, addCBar=False, window=[0, 1], plotArgs={'alpha': 0.75, 'sMin': 0.01}</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.overlayScalarField" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.probabilityThreshold">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">probabilityThreshold</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">inputImage</span></em>, <em class="sig-param"><span class="n">lowerThreshold</span><span class="o">=</span><span class="default_value">0.5</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.probabilityThreshold" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.reorientateVectorField">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">reorientateVectorField</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">u</span></em>, <em class="sig-param"><span class="n">v</span></em>, <em class="sig-param"><span class="n">w</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.reorientateVectorField" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.resampleVF">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">resampleVF</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">index</span></em>, <em class="sig-param"><span class="n">skipStep</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.resampleVF" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.returnSlice">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">returnSlice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.returnSlice" title="Permalink to this definition">¶</a></dt>
-<dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.returnVectorFieldSlice">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">returnVectorFieldSlice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">index</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.returnVectorFieldSlice" title="Permalink to this definition">¶</a></dt>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.clear">
+<code class="sig-name descname">clear</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.clear" title="Permalink to this definition">¶</a></dt>
+<dd><p>Clear all overlays</p>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.draw_bounding_box_on_axes">
+<code class="sig-name descname">draw_bounding_box_on_axes</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">ax</span></em>, <em class="sig-param"><span class="n">view</span></em>, <em class="sig-param"><span class="n">box</span></em>, <em class="sig-param"><span class="n">add_label</span><span class="o">=</span><span class="default_value">True</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.draw_bounding_box_on_axes" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.returnVectorSlice">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">returnVectorSlice</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">skipStep</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.returnVectorSlice" title="Permalink to this definition">¶</a></dt>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.image">
+<em class="property">property </em><code class="sig-name descname">image</code><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.image" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-<dl class="py function">
-<dt id="platipy.imaging.visualisation.vis_tools.vectorImageGrid">
-<code class="sig-prename descclassname">platipy.imaging.visualisation.vis_tools.</code><code class="sig-name descname">vectorImageGrid</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">axis</span></em>, <em class="sig-param"><span class="n">vf</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.vis_tools.vectorImageGrid" title="Permalink to this definition">¶</a></dt>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.labelmap">
+<em class="property">property </em><code class="sig-name descname">labelmap</code><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.labelmap" title="Permalink to this definition">¶</a></dt>
 <dd></dd></dl>
-
-</div>
-<div class="section" id="module-platipy.imaging.visualisation">
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label">
+<code class="sig-name descname">set_limits_from_label</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">expansion</span><span class="o">=</span><span class="default_value">[0, 0, 0]</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label" title="Permalink to this definition">¶</a></dt>
+<dd><p>Sets the limits of the axes to the bounds of the given label.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label</strong> (<em>sitk.Image</em>) – The label around which to set the limits</p></li>
+<li><p><strong>expansion</strong> (<em>list</em><em>, </em><em>optional</em>) – Expansion (in mm) around the label. Defaults to [0, 0, 0].</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.show">
+<code class="sig-name descname">show</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">interact</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.show" title="Permalink to this definition">¶</a></dt>
+<dd><p>Render the image with all overlays</p>
+</dd></dl>
+</dd></dl>
+</section>
+<section id="module-platipy.imaging.visualisation">
 <span id="module-contents"></span><h2>Module contents<a class="headerlink" href="#module-platipy.imaging.visualisation" title="Permalink to this headline">¶</a></h2>
-</div>
-</div>
-
-
-           </div>
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-  
+</section>
+</section>
 
-  <hr/>
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-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
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+            <ul>
+<li><a class="reference internal" href="#">platipy.imaging.visualisation package</a><ul>
+<li><a class="reference internal" href="#submodules">Submodules</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.visualisation.animation">platipy.imaging.visualisation.animation module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.visualisation.utils">platipy.imaging.visualisation.utils module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.visualisation.visualiser">platipy.imaging.visualisation.visualiser module</a></li>
+<li><a class="reference internal" href="#module-platipy.imaging.visualisation">Module contents</a></li>
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+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
 </ul>
 
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-          
-        </div>
+</div>
+</div>
       </div>
-    </nav>
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-          <a href="index.html">PlatiPy</a>
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-        <div class="rst-content">
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+    </div>
+  </aside>
+  <main class="main">
+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
         
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-</div>
-          <div role="main" class="document" itemscope="itemscope" itemtype="http://schema.org/Article">
-           <div itemprop="articleBody">
-            
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-<h1 id="index">Index</h1>
-
-<div class="genindex-jumpbox">
- <a href="#Symbols"><strong>Symbols</strong></a>
- | <a href="#A"><strong>A</strong></a>
- | <a href="#B"><strong>B</strong></a>
- | <a href="#C"><strong>C</strong></a>
- | <a href="#D"><strong>D</strong></a>
- | <a href="#E"><strong>E</strong></a>
- | <a href="#F"><strong>F</strong></a>
- | <a href="#G"><strong>G</strong></a>
- | <a href="#H"><strong>H</strong></a>
- | <a href="#I"><strong>I</strong></a>
- | <a href="#K"><strong>K</strong></a>
- | <a href="#L"><strong>L</strong></a>
- | <a href="#M"><strong>M</strong></a>
- | <a href="#N"><strong>N</strong></a>
- | <a href="#O"><strong>O</strong></a>
- | <a href="#P"><strong>P</strong></a>
- | <a href="#R"><strong>R</strong></a>
- | <a href="#S"><strong>S</strong></a>
- | <a href="#T"><strong>T</strong></a>
- | <a href="#V"><strong>V</strong></a>
- | <a href="#W"><strong>W</strong></a>
- 
-</div>
-<h2 id="Symbols">Symbols</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li>
+<section class="genindex-section">
+  <h1 id="index">Index</h1>
+  <div class="genindex-jumpbox"><a href="#Symbols"><strong>Symbols</strong></a> | <a href="#A"><strong>A</strong></a> | <a href="#B"><strong>B</strong></a> | <a href="#C"><strong>C</strong></a> | <a href="#D"><strong>D</strong></a> | <a href="#E"><strong>E</strong></a> | <a href="#F"><strong>F</strong></a> | <a href="#G"><strong>G</strong></a> | <a href="#H"><strong>H</strong></a> | <a href="#I"><strong>I</strong></a> | <a href="#K"><strong>K</strong></a> | <a href="#L"><strong>L</strong></a> | <a href="#M"><strong>M</strong></a> | <a href="#N"><strong>N</strong></a> | <a href="#O"><strong>O</strong></a> | <a href="#P"><strong>P</strong></a> | <a href="#R"><strong>R</strong></a> | <a href="#S"><strong>S</strong></a> | <a href="#T"><strong>T</strong></a> | <a href="#V"><strong>V</strong></a> | <a href="#W"><strong>W</strong></a></div>
+</section>
+<section id="Symbols" class="genindex-section">
+  <h2>Symbols</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li>
     --config &lt;config&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-c">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-c">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --dcm &lt;dcm&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-d">nifti_to_series command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-d">nifti_to_series command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --dcm_file &lt;dcm_file&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">nifti_to_rtstruct command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --dcm_img &lt;dcm_img&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --dcm_rt_file &lt;dcm_rt_file&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">rtstruct_to_nifti command line option</a>
-</li>
-      </ul></li>
-      <li>
-    --debug
-
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-debug">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --default
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-d">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-d">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --dose_format &lt;dose_format&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-dose_format">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-dose_format">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --file_suffix &lt;file_suffix&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-file_suffix">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-file_suffix">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --image &lt;image&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-i">nifti_to_series command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-i">nifti_to_series command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --image_format &lt;image_format&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-image_format">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-image_format">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --input_dir &lt;input_dir&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-i">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-i">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --mask &lt;mask&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">nifti_to_rtstruct command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --out_rt_filename &lt;out_rt_filename&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">nifti_to_rtstruct command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --output &lt;output&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-o">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-o">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --output_dir &lt;output_dir&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-o">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-o">dicom_crawler command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">rtstruct_to_nifti command line option</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --output_directory &lt;output_directory&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-o">nifti_to_series command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-o">nifti_to_series command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --output_img &lt;output_img&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --overwrite
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-overwrite">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-overwrite">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --prefix &lt;prefix&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li>
+        </ul></li>
+        <li>
     --short_description
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-s">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-s">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --sort_by &lt;sort_by&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-b">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-b">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li>
     --spacing &lt;spacing&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-spacing">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-spacing">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --structure_format &lt;structure_format&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-structure_format">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-structure_format">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     --tag &lt;tag&gt;
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-t">nifti_to_series command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-t">nifti_to_series command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
+    --verbose
+
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-v">dicom_crawler command line option</a>
+</li>
+        </ul></li>
+        <li>
     -b
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-b">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-b">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -c
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-c">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-c">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -d
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">nifti_to_rtstruct command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-d">nifti_to_series command line option</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-d">nifti_to_series command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-d">segmentation command line option</a>
+          <li><a href="cli.html#cmdoption-segmentation-d">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -i
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-i">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-i">dicom_crawler command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-i">nifti_to_series command line option</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-i">nifti_to_series command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">rtstruct_to_nifti command line option</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -m
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">nifti_to_rtstruct command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">nifti_to_rtstruct command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -o
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-o">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-o">dicom_crawler command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">nifti_to_rtstruct command line option</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">nifti_to_rtstruct command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-o">nifti_to_series command line option</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-o">nifti_to_series command line option</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-o">segmentation command line option</a>
+          <li><a href="cli.html#cmdoption-segmentation-o">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -od
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -oi
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -p
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -r
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">rtstruct_to_nifti command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">rtstruct_to_nifti command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -s
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-s">dicom_crawler command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-s">dicom_crawler command line option</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     -t
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-t">nifti_to_series command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-t">nifti_to_series command line option</a>
 </li>
-      </ul></li>
-  </ul></td>
-</tr></table>
+        </ul></li>
+        <li>
+    -v
 
-<h2 id="A">A</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.manage.add_api_key">add_api_key() (in module platipy.backend.manage)</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-v">dicom_crawler command line option</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.add_bounding_box">add_bounding_box() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        </ul></li>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="A" class="genindex-section">
+  <h2>A</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.manage.add_api_key">add_api_key() (in module platipy.backend.manage)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.add_comparison_overlay">add_comparison_overlay() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box">add_bounding_box() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box">[1]</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.add_contour">add_contour() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay">add_comparison_overlay() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay">[1]</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_data_object">add_data_object() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour">add_contour() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour">[1]</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_dataset">add_dataset() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_data_object">add_data_object() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_dicom_location">add_dicom_location() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_dataset">add_dataset() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.views.add_endpoint">add_endpoint() (in module platipy.backend.views)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.add_dicom_location">add_dicom_location() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.add_scalar_overlay">add_scalar_overlay() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.views.add_endpoint">add_endpoint() (in module platipy.backend.views)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.add_vector_overlay">add_vector_overlay() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay">add_scalar_overlay() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay">[1]</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.adjust_view">adjust_view() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay">add_vector_overlay() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay">[1]</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.ae_title">ae_title (platipy.backend.models.DicomLocation attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.ae_title">ae_title (platipy.backend.models.DicomLocation attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.AlchemyEncoder">AlchemyEncoder (class in platipy.backend.models)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.AlchemyEncoder">AlchemyEncoder (class in platipy.backend.models)</a>
 </li>
-      <li>
+        <li>
     ALGORITHM
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-arg-ALGORITHM">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-arg-ALGORITHM">segmentation command line option</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.Algorithm">Algorithm (class in platipy.backend.application)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.Algorithm">Algorithm (class in platipy.backend.application)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint">AlgorithmEndpoint (class in platipy.backend.api)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint">AlgorithmEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.algorithms">algorithms (platipy.backend.application.FlaskApp attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.algorithms">algorithms (platipy.backend.application.FlaskApp attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.alignment_registration">alignment_registration() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.linear.alignment_registration">alignment_registration() (in module platipy.imaging.registration.linear)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.api">api (platipy.backend.application.FlaskApp attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.api">api (platipy.backend.application.FlaskApp attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey">APIKey (class in platipy.backend.models)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey">APIKey (class in platipy.backend.models)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.apply_augmentation">apply_augmentation() (in module platipy.imaging.augment.defaug)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.apply_augmentation">apply_augmentation() (in module platipy.imaging.generation.augment)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.apply_field">apply_field() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.apply_deformable_transform">apply_deformable_transform() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.assert_bronchus_mask">assert_bronchus_mask() (in module platipy.imaging.tests.test_bronchus)</a>
-</li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.assert_lung_mask">assert_lung_mask() (in module platipy.imaging.tests.test_bronchus)</a>
-</li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ContractAugment.augment">augment() (platipy.imaging.augment.defaug.ContractAugment method)</a>
-
-      <ul>
-        <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.DeformableAugment.augment">(platipy.imaging.augment.defaug.DeformableAugment method)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.apply_linear_transform">apply_linear_transform() (in module platipy.imaging.registration.utils)</a>
 </li>
-        <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ExpandAugment.augment">(platipy.imaging.augment.defaug.ExpandAugment method)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.apply_transform">apply_transform() (in module platipy.imaging.registration.utils)</a>
 </li>
-        <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ShiftAugment.augment">(platipy.imaging.augment.defaug.ShiftAugment method)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.assert_bronchus_mask">assert_bronchus_mask() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.authenticate">authenticate() (in module platipy.backend.api)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.assert_lung_mask">assert_lung_mask() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.AutoLungSegment">AutoLungSegment() (in module platipy.imaging.projects.cardiac.utils)</a>
-</li>
-  </ul></td>
-</tr></table>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ContractAugment.augment">augment() (platipy.imaging.generation.augment.ContractAugment method)</a>
 
-<h2 id="B">B</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.beat_started">beat_started (platipy.backend.application.FlaskApp attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.DeformableAugment.augment">(platipy.imaging.generation.augment.DeformableAugment method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.bronchus_data">bronchus_data() (in module platipy.imaging.tests.test_bronchus)</a>
+          <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ExpandAugment.augment">(platipy.imaging.generation.augment.ExpandAugment method)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.service.bronchus_service">bronchus_service() (in module platipy.imaging.projects.bronchus.service)</a>
+          <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ShiftAugment.augment">(platipy.imaging.generation.augment.ShiftAugment method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.bspline_registration">bspline_registration() (in module platipy.imaging.registration.registration)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.authenticate">authenticate() (in module platipy.backend.api)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="C">C</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_cardiac.cardiac_data">cardiac_data() (in module platipy.imaging.tests.test_cardiac)</a>
+<section id="B" class="genindex-section">
+  <h2>B</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.beat_started">beat_started (platipy.backend.application.FlaskApp attribute)</a>
+</li>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.bronchus_data">bronchus_data() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.service.cardiac_service">cardiac_service() (in module platipy.imaging.projects.cardiac.service)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.service.bronchus_service">bronchus_service() (in module platipy.imaging.projects.bronchus.service)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.celery_started">celery_started (platipy.backend.application.FlaskApp attribute)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.deformable.bspline_registration">bspline_registration() (in module platipy.imaging.registration.deformable)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.children">children (platipy.backend.models.DataObject attribute)</a>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="C" class="genindex-section">
+  <h2>C</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_cardiac.cardiac_data">cardiac_data() (in module platipy.imaging.tests.test_cardiac)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.clear">clear() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.celery_started">celery_started (platipy.backend.application.FlaskApp attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.label_fusion.combine_labels">combine_labels() (in module platipy.imaging.atlas.label_fusion)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.children">children (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.label_fusion.combine_labels_staple">combine_labels_staple() (in module platipy.imaging.atlas.label_fusion)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.clear">clear() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.clear">[1]</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.COMFromImageList">COMFromImageList() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.com_from_image_list">com_from_image_list() (in module platipy.imaging.utils.vessel)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_metric_dsc">compute_metric_dsc() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.fusion.combine_labels">combine_labels() (in module platipy.imaging.label.fusion)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_metric_hd">compute_metric_hd() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.fusion.combine_labels_staple">combine_labels_staple() (in module platipy.imaging.label.fusion)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_metric_masd">compute_metric_masd() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_metric_dsc">compute_metric_dsc() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_metric_sensitivity">compute_metric_sensitivity() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_metric_hd">compute_metric_hd() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_metric_specificity">compute_metric_specificity() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_metric_masd">compute_metric_masd() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_surface_metrics">compute_surface_metrics() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_metric_sensitivity">compute_metric_sensitivity() (in module platipy.imaging.label.comparison)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_comparison.compute_volume_metrics">compute_volume_metrics() (in module platipy.imaging.label.label_comparison)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_metric_specificity">compute_metric_specificity() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.label_fusion.compute_weight_map">compute_weight_map() (in module platipy.imaging.atlas.label_fusion)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_surface_metrics">compute_surface_metrics() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ContractAugment">ContractAugment (class in platipy.imaging.augment.defaug)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.comparison.compute_volume_metrics">compute_volume_metrics() (in module platipy.imaging.label.comparison)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.control_point_spacing_distance_to_number">control_point_spacing_distance_to_number() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.fusion.compute_weight_map">compute_weight_map() (in module platipy.imaging.label.fusion)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.convert_mask_to_distance_map">convert_mask_to_distance_map() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ContractAugment">ContractAugment (class in platipy.imaging.generation.augment)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.convert_mask_to_reg_structure">convert_mask_to_reg_structure() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.control_point_spacing_distance_to_number">control_point_spacing_distance_to_number() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#platipy.dicom.nifti_to_rtstruct.convert.convert_nifti">convert_nifti() (in module platipy.dicom.nifti_to_rtstruct.convert)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.convert_mask_to_distance_map">convert_mask_to_distance_map() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_series.html#platipy.dicom.nifti_to_series.convert.convert_nifti_to_dicom_series">convert_nifti_to_dicom_series() (in module platipy.dicom.nifti_to_series.convert)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.convert_mask_to_reg_structure">convert_mask_to_reg_structure() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#platipy.dicom.rtstruct_to_nifti.convert.convert_rtstruct">convert_rtstruct() (in module platipy.dicom.rtstruct_to_nifti.convert)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.nifti_to_rtstruct.convert_nifti">convert_nifti() (in module platipy.dicom.io.nifti_to_rtstruct)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.ConvertSimpleITKtoVTK">ConvertSimpleITKtoVTK() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.nifti_to_series.convert_nifti_to_dicom_series">convert_nifti_to_dicom_series() (in module platipy.dicom.io.nifti_to_series)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.copy_attrs_s2t">copy_attrs_s2t() (in module platipy.dicom.nifti_to_rtstruct.export_to_rtstruct)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.rtstruct_to_nifti.convert_rtstruct">convert_rtstruct() (in module platipy.dicom.io.rtstruct_to_nifti)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.manage.create_db">create_db() (in module platipy.backend.manage)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.convert_simpleitk_to_vtk">convert_simpleitk_to_vtk() (in module platipy.imaging.utils.vessel)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.crop_to_roi">crop_to_roi() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.manage.create_db">create_db() (in module platipy.backend.manage)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.CropImage">CropImage() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.crop.crop_to_roi">crop_to_roi() (in module platipy.imaging.utils.crop)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.CustomConfig">CustomConfig (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.CustomConfig">CustomConfig (class in platipy.backend.api)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="D">D</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.views.dashboard">dashboard() (in module platipy.backend.views)</a>
+<section id="D" class="genindex-section">
+  <h2>D</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.views.dashboard">dashboard() (in module platipy.backend.views)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject">DataObject (class in platipy.backend.models)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject">DataObject (class in platipy.backend.models)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint">DataObjectDownloadEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint">DataObjectDownloadEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint">DataObjectEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint">DataObjectEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint">DataObjectsEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint">DataObjectsEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset">Dataset (class in platipy.backend.models)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset">Dataset (class in platipy.backend.models)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.dataset">dataset (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.dataset">dataset (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.dataset_id">dataset_id (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.dataset_id">dataset_id (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint">DatasetEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint">DatasetEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint">DatasetReadyEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint">DatasetReadyEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint">DatasetsEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint">DatasetsEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.AlchemyEncoder.default">default() (platipy.backend.models.AlchemyEncoder method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.AlchemyEncoder.default">default() (platipy.backend.models.AlchemyEncoder method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.default_timeout">default_timeout() (in module platipy.backend.models)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.default_timeout">default_timeout() (in module platipy.backend.models)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.deformable_registration_command_iteration">deformable_registration_command_iteration() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.deformable_registration_command_iteration">deformable_registration_command_iteration() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.DeformableAugment">DeformableAugment (class in platipy.imaging.augment.defaug)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.DeformableAugment">DeformableAugment (class in platipy.imaging.generation.augment)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.delete">delete() (platipy.backend.api.DataObjectEndpoint method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.delete">delete() (platipy.backend.api.DataObjectEndpoint method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.detect_holes">detect_holes() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.lung.detect_holes">detect_holes() (in module platipy.imaging.utils.lung)</a>
 </li>
-      <li>
+        <li>
     dicom_crawler command line option
 
-      <ul>
-        <li><a href="cli.html#cmdoption-dicom_crawler-dose_format">--dose_format &lt;dose_format&gt;</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-dicom_crawler-dose_format">--dose_format &lt;dose_format&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-file_suffix">--file_suffix &lt;file_suffix&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-file_suffix">--file_suffix &lt;file_suffix&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-image_format">--image_format &lt;image_format&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-image_format">--image_format &lt;image_format&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-i">--input_dir &lt;input_dir&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-i">--input_dir &lt;input_dir&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-o">--output_dir &lt;output_dir&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-o">--output_dir &lt;output_dir&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-overwrite">--overwrite</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-overwrite">--overwrite</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-s">--short_description</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-s">--short_description</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-b">--sort_by &lt;sort_by&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-b">--sort_by &lt;sort_by&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-structure_format">--structure_format &lt;structure_format&gt;</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-structure_format">--structure_format &lt;structure_format&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-b">-b</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-v">--verbose</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-i">-i</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-b">-b</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-o">-o</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-i">-i</a>
 </li>
-        <li><a href="cli.html#cmdoption-dicom_crawler-s">-s</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-o">-o</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.dicom_listener_aetitle">dicom_listener_aetitle (platipy.backend.application.FlaskApp attribute)</a>
+          <li><a href="cli.html#cmdoption-dicom_crawler-s">-s</a>
+</li>
+          <li><a href="cli.html#cmdoption-dicom_crawler-v">-v</a>
+</li>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert.dicom_data">dicom_data() (in module platipy.dicom.tests.test_convert)</a>
+
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_crawl.dicom_data">(in module platipy.dicom.tests.test_crawl)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.dicom_listener_port">dicom_listener_port (platipy.backend.application.FlaskApp attribute)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.dicom_listener_aetitle">dicom_listener_aetitle (platipy.backend.application.FlaskApp attribute)</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector">DicomConnector (class in platipy.dicom.communication.connector)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.dicom_listener_port">dicom_listener_port (platipy.backend.application.FlaskApp attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation">DicomLocation (class in platipy.backend.models)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector">DicomConnector (class in platipy.dicom.communication.connector)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint">DicomLocationEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation">DicomLocation (class in platipy.backend.models)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.display_slice">display_slice() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint">DicomLocationEndpoint (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.displayComparisonSlice">displayComparisonSlice() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.do_find">do_find() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.displaySlice">displaySlice() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.data.download_and_extract_zip_file">download_and_extract_zip_file() (in module platipy.imaging.tests.data)</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.do_find">do_find() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.download_output_objects">download_output_objects() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.download_output_objects">download_output_objects() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.download_series">download_series() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.download_series">download_series() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.draw_bounding_box_on_axes">draw_bounding_box_on_axes() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="E">E</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.endpoint">endpoint (platipy.backend.api.AlgorithmEndpoint attribute)</a>
+<section id="E" class="genindex-section">
+  <h2>E</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.endpoint">endpoint (platipy.backend.api.AlgorithmEndpoint attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.endpoint">(platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.endpoint">(platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.endpoint">(platipy.backend.api.DataObjectEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.endpoint">(platipy.backend.api.DataObjectEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.endpoint">(platipy.backend.api.DataObjectsEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.endpoint">(platipy.backend.api.DataObjectsEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.endpoint">(platipy.backend.api.DatasetEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.endpoint">(platipy.backend.api.DatasetEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.endpoint">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.endpoint">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.endpoint">(platipy.backend.api.DatasetsEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.endpoint">(platipy.backend.api.DatasetsEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.endpoint">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.endpoint">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.endpoint">(platipy.backend.api.TaskStatus attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.endpoint">(platipy.backend.api.TaskStatus attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.endpoint">(platipy.backend.api.TriggerEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.endpoint">(platipy.backend.api.TriggerEndpoint attribute)</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li>
     environment variable
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#index-1">FLASK_DEBUG</a>
-</li>
-        <li><a href="gen/platipy.backend.html#index-0">FLASK_ENV</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#index-1">FLASK_DEBUG</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_on_surface">evaluate_distance_on_surface() (in module platipy.imaging.atlas.iterative_atlas_removal)</a>
+          <li><a href="gen/platipy.backend.html#index-0">FLASK_ENV</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.iterative_atlas_removal.evaluate_distance_to_reference">evaluate_distance_to_reference() (in module platipy.imaging.atlas.iterative_atlas_removal)</a>
+        </ul></li>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.projection.evaluate_distance_on_surface">evaluate_distance_on_surface() (in module platipy.imaging.label.projection)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ExpandAugment">ExpandAugment (class in platipy.imaging.augment.defaug)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.projection.evaluate_distance_to_reference">evaluate_distance_to_reference() (in module platipy.imaging.label.projection)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.export_to_rtstruct">export_to_rtstruct() (in module platipy.dicom.nifti_to_rtstruct.export_to_rtstruct)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ExpandAugment">ExpandAugment (class in platipy.imaging.generation.augment)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="F">F</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.fast_mask">fast_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
+<section id="F" class="genindex-section">
+  <h2>F</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.fast_mask">fast_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.fast_symmetric_forces_demons_registration">fast_symmetric_forces_demons_registration() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.deformable.fast_symmetric_forces_demons_registration">fast_symmetric_forces_demons_registration() (in module platipy.imaging.registration.deformable)</a>
 </li>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.fetch_data">fetch_data() (in module platipy.dicom.download.tcia)</a>
-
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.pull_data.fetch_data">(in module platipy.imaging.tests.pull_data)</a>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.fetch_data">fetch_data() (in module platipy.dicom.download.tcia)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.views.fetch_log">fetch_log() (in module platipy.backend.views)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.views.fetch_log">fetch_log() (in module platipy.backend.views)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.views.fetch_status">fetch_status() (in module platipy.backend.views)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.views.fetch_status">fetch_status() (in module platipy.backend.views)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.fill_holes">fill_holes() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.FileWriter">FileWriter (class in platipy.imaging.visualisation.animation)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.fix_missing_data">fix_missing_data() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.lung.fill_holes">fill_holes() (in module platipy.imaging.utils.lung)</a>
 </li>
-      <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#platipy.dicom.rtstruct_to_nifti.convert.fixMissingData">fixMissingData() (in module platipy.dicom.rtstruct_to_nifti.convert)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.FileWriter.finish">finish() (platipy.imaging.visualisation.animation.FileWriter method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#index-1">FLASK_DEBUG</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.fix_missing_data">fix_missing_data() (in module platipy.dicom.io.crawl)</a>
+
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.rtstruct_to_nifti.fix_missing_data">(in module platipy.dicom.io.rtstruct_to_nifti)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#index-0">FLASK_ENV</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#index-1">FLASK_DEBUG</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp">FlaskApp (class in platipy.backend.application)</a>
+        <li><a href="gen/platipy.backend.html#index-0">FLASK_ENV</a>
+</li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp">FlaskApp (class in platipy.backend.application)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.from_dicom_location">from_dicom_location (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.from_dicom_location">from_dicom_location (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.from_dicom_location_id">from_dicom_location_id (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.from_dicom_location_id">from_dicom_location_id (platipy.backend.models.Dataset attribute)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="G">G</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.gaussian_curve">gaussian_curve() (in module platipy.imaging.utils.tools)</a>
+<section id="G" class="genindex-section">
+  <h2>G</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.iar.gaussian_curve">gaussian_curve() (in module platipy.imaging.label.iar)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#platipy.dicom.nifti_to_rtstruct.gen_contours.gen_contours">gen_contours() (in module platipy.dicom.nifti_to_rtstruct.gen_contours)</a>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.generate_airway_mask">generate_airway_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.generate_airway_mask">generate_airway_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.generate_animation_from_image_sequence">generate_animation_from_image_sequence() (in module platipy.imaging.visualisation.animation)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.generate_animation_from_image_sequence">generate_animation_from_image_sequence() (in module platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.generate_comparison_colormix">generate_comparison_colormix() (in module platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_contract">generate_field_asymmetric_contract() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.dvf.generate_field_asymmetric_contract">generate_field_asymmetric_contract() (in module platipy.imaging.generation.dvf)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_asymmetric_extend">generate_field_asymmetric_extend() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.dvf.generate_field_asymmetric_extend">generate_field_asymmetric_extend() (in module platipy.imaging.generation.dvf)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_expand">generate_field_expand() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.dvf.generate_field_expand">generate_field_expand() (in module platipy.imaging.generation.dvf)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_radial_bend">generate_field_radial_bend() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.dvf.generate_field_radial_bend">generate_field_radial_bend() (in module platipy.imaging.generation.dvf)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.generate_field_shift">generate_field_shift() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.dvf.generate_field_shift">generate_field_shift() (in module platipy.imaging.generation.dvf)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.generate_lung_mask">generate_lung_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.generate_lung_mask">generate_lung_mask() (in module platipy.imaging.projects.bronchus.bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.generate_random_augmentation">generate_random_augmentation() (in module platipy.imaging.augment.defaug)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.generate_random_augmentation">generate_random_augmentation() (in module platipy.imaging.generation.augment)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.get">get() (platipy.backend.api.AlgorithmEndpoint method)</a>
-
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.get">(platipy.backend.api.DataObjectDownloadEndpoint method)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.valve.generate_valves_from_chambers">generate_valves_from_chambers() (in module platipy.imaging.utils.valve)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.get">(platipy.backend.api.DataObjectEndpoint method)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.valve.generate_valves_from_vessels">generate_valves_from_vessels() (in module platipy.imaging.utils.valve)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.get">(platipy.backend.api.DataObjectsEndpoint method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.get">get() (platipy.backend.api.AlgorithmEndpoint method)</a>
+
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.get">(platipy.backend.api.DataObjectDownloadEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.get">(platipy.backend.api.DatasetEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.get">(platipy.backend.api.DataObjectEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.get">(platipy.backend.api.DatasetReadyEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.get">(platipy.backend.api.DataObjectsEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.get">(platipy.backend.api.DatasetsEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.get">(platipy.backend.api.DatasetEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.get">(platipy.backend.api.DicomLocationEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.get">(platipy.backend.api.DatasetReadyEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.get">(platipy.backend.api.TaskStatus method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.get">(platipy.backend.api.DatasetsEndpoint method)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.get_bone_mask">get_bone_mask() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.get">(platipy.backend.api.DicomLocationEndpoint method)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_collections">get_collections() (in module platipy.dicom.download.tcia)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.get">(platipy.backend.api.TaskStatus method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.get_com">get_com() (in module platipy.imaging.utils.tools)</a>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.mask.get_bone_mask">get_bone_mask() (in module platipy.imaging.generation.mask)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.get_crop_bounding_box">get_crop_bounding_box() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_collections">get_collections() (in module platipy.dicom.download.tcia)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dataset">get_dataset() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.utils.get_com">get_com() (in module platipy.imaging.label.utils)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dataset_ready">get_dataset_ready() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dataset">get_dataset() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_default_settings">get_default_settings() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dataset_ready">get_dataset_ready() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.get_dicom_info_from_description">get_dicom_info_from_description() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_default_settings">get_default_settings() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dicom_location">get_dicom_location() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.get_dicom_info_from_description">get_dicom_info_from_description() (in module platipy.dicom.io.crawl)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.get_distance">get_distance() (in module platipy.imaging.projects.bronchus.bronchus)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.get_dicom_location">get_dicom_location() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.deformation_fields.html#platipy.imaging.deformation_fields.deformation_field_operations.get_external_mask">get_external_mask() (in module platipy.imaging.deformation_fields.deformation_field_operations)</a>
-
-      <ul>
-        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.get_external_mask">(in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.bronchus.get_distance">get_distance() (in module platipy.imaging.projects.bronchus.bronchus)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_hn_data">get_hn_data() (in module platipy.dicom.download.tcia)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.mask.get_external_mask">get_external_mask() (in module platipy.imaging.generation.mask)</a>
 
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.pull_data.get_hn_data">(in module platipy.imaging.tests.pull_data)</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.lung.get_external_mask">(in module platipy.imaging.utils.lung)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_lung_data">get_lung_data() (in module platipy.dicom.download.tcia)</a>
-
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.pull_data.get_lung_data">(in module platipy.imaging.tests.pull_data)</a>
+        </ul></li>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_hn_data">get_hn_data() (in module platipy.dicom.download.tcia)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.get_lung_mask">get_lung_mask() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_lung_data">get_lung_data() (in module platipy.dicom.download.tcia)</a>
 </li>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_modalities_in_collection">get_modalities_in_collection() (in module platipy.dicom.download.tcia)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.data.get_lung_dicom">get_lung_dicom() (in module platipy.imaging.tests.data)</a>
 </li>
-      <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_patients_in_collection">get_patients_in_collection() (in module platipy.dicom.download.tcia)</a>
-
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.pull_data.get_patients_in_collection">(in module platipy.imaging.tests.pull_data)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.lung.get_lung_mask">get_lung_mask() (in module platipy.imaging.utils.lung)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.get_series_for_study">get_series_for_study() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.data.get_lung_nifti">get_lung_nifti() (in module platipy.imaging.tests.data)</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.get_studies_for_patient">get_studies_for_patient() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_modalities_in_collection">get_modalities_in_collection() (in module platipy.dicom.download.tcia)</a>
 </li>
-  </ul></td>
-</tr></table>
+        <li><a href="gen/platipy.dicom.download.html#platipy.dicom.download.tcia.get_patients_in_collection">get_patients_in_collection() (in module platipy.dicom.download.tcia)</a>
+</li>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.get_series_for_study">get_series_for_study() (platipy.dicom.communication.connector.DicomConnector method)</a>
+</li>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.get_studies_for_patient">get_studies_for_patient() (platipy.dicom.communication.connector.DicomConnector method)</a>
+</li>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.FileWriter.grab_frame">grab_frame() (platipy.imaging.visualisation.animation.FileWriter method)</a>
+</li>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="H">H</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.host">host (platipy.backend.models.DicomLocation attribute)</a>
+<section id="H" class="genindex-section">
+  <h2>H</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.host">host (platipy.backend.models.DicomLocation attribute)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="I">I</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.id">id (platipy.backend.models.DataObject attribute)</a>
+<section id="I" class="genindex-section">
+  <h2>I</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.id">id (platipy.backend.models.DataObject attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.id">(platipy.backend.models.Dataset attribute)</a>
-</li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.id">(platipy.backend.models.DicomLocation attribute)</a>
-</li>
-      </ul></li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.image">image() (platipy.imaging.visualisation.tools.ImageVisualiser property)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.id">(platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser">ImageVisualiser (class in platipy.imaging.visualisation.tools)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.id">(platipy.backend.models.DicomLocation attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.initial_registration">initial_registration() (in module platipy.imaging.registration.registration)</a>
+        </ul></li>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.image">image() (platipy.imaging.visualisation.visualiser.ImageVisualiser property)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.initial_registration_command_iteration">initial_registration_command_iteration() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser">ImageVisualiser (class in platipy.imaging.visualisation.visualiser)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser">[1]</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.input_data_objects">input_data_objects (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.input_data_objects">input_data_objects (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li>
+        <li>
     INPUT_PATH
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-arg-INPUT_PATH">segmentation command line option</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-arg-INPUT_PATH">segmentation command line option</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.is_admin">is_admin (platipy.backend.models.APIKey attribute)</a>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.image.insert_sphere">insert_sphere() (in module platipy.imaging.generation.image)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_fetched">is_fetched (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.image.insert_sphere_image">insert_sphere_image() (in module platipy.imaging.generation.image)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_input">is_input (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.is_admin">is_admin (platipy.backend.models.APIKey attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_sent">is_sent (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_fetched">is_fetched (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.itk_to_sitk">itk_to_sitk() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_input">is_input (platipy.backend.models.DataObject attribute)</a>
 </li>
-  </ul></td>
-</tr></table>
-
-<h2 id="K">K</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.keepLargestConnectedComponent">keepLargestConnectedComponent() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.is_sent">is_sent (platipy.backend.models.DataObject attribute)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.key">key (platipy.backend.models.APIKey attribute)</a>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="K" class="genindex-section">
+  <h2>K</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.key">key (platipy.backend.models.APIKey attribute)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="L">L</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.label_to_roi">label_to_roi() (in module platipy.imaging.utils.tools)</a>
+<section id="L" class="genindex-section">
+  <h2>L</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.crop.label_to_roi">label_to_roi() (in module platipy.imaging.utils.crop)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.labelmap">labelmap() (platipy.imaging.visualisation.tools.ImageVisualiser property)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.labelmap">labelmap() (platipy.imaging.visualisation.visualiser.ImageVisualiser property)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.listen">listen() (platipy.dicom.communication.connector.DicomConnector method)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.linear.linear_registration">linear_registration() (in module platipy.imaging.registration.linear)</a>
 </li>
-      <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#platipy.dicom.nifti_to_rtstruct.export_to_rtstruct.load_param_file">load_param_file() (in module platipy.dicom.nifti_to_rtstruct.export_to_rtstruct)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.listen">listen() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="M">M</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.main">main() (in module platipy.imaging.visualisation.vis_tools)</a>
+<section id="M" class="genindex-section">
+  <h2>M</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.iar.median_absolute_deviation">median_absolute_deviation() (in module platipy.imaging.label.iar)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.median_absolute_deviation">median_absolute_deviation() (in module platipy.imaging.utils.tools)</a>
-</li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.mediatypes">mediatypes() (platipy.backend.api.AlgorithmEndpoint method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.mediatypes">mediatypes() (platipy.backend.api.AlgorithmEndpoint method)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.mediatypes">(platipy.backend.api.DataObjectDownloadEndpoint method)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.mediatypes">(platipy.backend.api.DataObjectDownloadEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.mediatypes">(platipy.backend.api.DataObjectEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.mediatypes">(platipy.backend.api.DataObjectEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.mediatypes">(platipy.backend.api.DataObjectsEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.mediatypes">(platipy.backend.api.DataObjectsEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.mediatypes">(platipy.backend.api.DatasetEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.mediatypes">(platipy.backend.api.DatasetEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.mediatypes">(platipy.backend.api.DatasetReadyEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.mediatypes">(platipy.backend.api.DatasetReadyEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.mediatypes">(platipy.backend.api.DatasetsEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.mediatypes">(platipy.backend.api.DatasetsEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.mediatypes">(platipy.backend.api.DicomLocationEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.mediatypes">(platipy.backend.api.DicomLocationEndpoint method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.mediatypes">(platipy.backend.api.TaskStatus method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.mediatypes">(platipy.backend.api.TaskStatus method)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.mediatypes">(platipy.backend.api.TriggerEndpoint method)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.mediatypes">(platipy.backend.api.TriggerEndpoint method)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.meta_data">meta_data (platipy.backend.models.DataObject attribute)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.meta_data">meta_data (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.Resource.method_decorators">method_decorators (platipy.backend.api.Resource attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.Resource.method_decorators">method_decorators (platipy.backend.api.Resource attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.methods">methods (platipy.backend.api.AlgorithmEndpoint attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.AlgorithmEndpoint.methods">methods (platipy.backend.api.AlgorithmEndpoint attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.methods">(platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.methods">(platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.methods">(platipy.backend.api.DataObjectEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.methods">(platipy.backend.api.DataObjectEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.methods">(platipy.backend.api.DataObjectsEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectsEndpoint.methods">(platipy.backend.api.DataObjectsEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.methods">(platipy.backend.api.DatasetEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.methods">(platipy.backend.api.DatasetEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.methods">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.methods">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.methods">(platipy.backend.api.DatasetsEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetsEndpoint.methods">(platipy.backend.api.DatasetsEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.methods">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.methods">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.methods">(platipy.backend.api.TaskStatus attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus.methods">(platipy.backend.api.TaskStatus attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.methods">(platipy.backend.api.TriggerEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.methods">(platipy.backend.api.TriggerEndpoint attribute)</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     module
 
-      <ul>
-        <li><a href="gen/platipy.html#module-platipy">platipy</a>
+        <ul>
+          <li><a href="gen/platipy.html#module-platipy">platipy</a>
+</li>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend">platipy.backend</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend">platipy.backend</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.api">platipy.backend.api</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.api">platipy.backend.api</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.application">platipy.backend.application</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.application">platipy.backend.application</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.client">platipy.backend.client</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.client">platipy.backend.client</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.manage">platipy.backend.manage</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.manage">platipy.backend.manage</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.models">platipy.backend.models</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.models">platipy.backend.models</a>
+          <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample">platipy.backend.sample</a>
 </li>
-        <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample">platipy.backend.sample</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.tasks">platipy.backend.tasks</a>
 </li>
-        <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample.sample">platipy.backend.sample.sample</a>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.views">platipy.backend.views</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.tasks">platipy.backend.tasks</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli">platipy.cli</a>
 </li>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.views">platipy.backend.views</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.dicom_crawler">platipy.cli.dicom_crawler</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli">platipy.cli</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_rtstruct">platipy.cli.nifti_to_rtstruct</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.dicom_crawler">platipy.cli.dicom_crawler</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_series">platipy.cli.nifti_to_series</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_rtstruct">platipy.cli.nifti_to_rtstruct</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">platipy.cli.rtstruct_to_nifti</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_series">platipy.cli.nifti_to_series</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.run">platipy.cli.run</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">platipy.cli.rtstruct_to_nifti</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.segmentation">platipy.cli.segmentation</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.run">platipy.cli.run</a>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.tcia_download">platipy.cli.tcia_download</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.segmentation">platipy.cli.segmentation</a>
+          <li><a href="gen/platipy.dicom.html#module-platipy.dicom">platipy.dicom</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.sort_dicom_from_directory">platipy.cli.sort_dicom_from_directory</a>
+          <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication">platipy.dicom.communication</a>
 </li>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.tcia_download">platipy.cli.tcia_download</a>
+          <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication.connector">platipy.dicom.communication.connector</a>
 </li>
-        <li><a href="gen/platipy.dicom.html#module-platipy.dicom">platipy.dicom</a>
+          <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">platipy.dicom.dicom_directory_crawler</a>
 </li>
-        <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication">platipy.dicom.communication</a>
+          <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download">platipy.dicom.download</a>
 </li>
-        <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication.connector">platipy.dicom.communication.connector</a>
+          <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download.tcia">platipy.dicom.download.tcia</a>
 </li>
-        <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">platipy.dicom.dicom_directory_crawler</a>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io">platipy.dicom.io</a>
 </li>
-        <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler.conversion_utils">platipy.dicom.dicom_directory_crawler.conversion_utils</a>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.crawl">platipy.dicom.io.crawl</a>
 </li>
-        <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download">platipy.dicom.download</a>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_rtstruct">platipy.dicom.io.nifti_to_rtstruct</a>
 </li>
-        <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download.tcia">platipy.dicom.download.tcia</a>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_series">platipy.dicom.io.nifti_to_series</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">platipy.dicom.nifti_to_rtstruct</a>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.rtstruct_to_nifti">platipy.dicom.io.rtstruct_to_nifti</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.convert">platipy.dicom.nifti_to_rtstruct.convert</a>
+          <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">platipy.dicom.nifti_to_rtstruct</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct">platipy.dicom.nifti_to_rtstruct.export_to_rtstruct</a>
+          <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">platipy.dicom.nifti_to_series</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.gen_contours">platipy.dicom.nifti_to_rtstruct.gen_contours</a>
+          <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">platipy.dicom.rtstruct_to_nifti</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">platipy.dicom.nifti_to_series</a>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests">platipy.dicom.tests</a>
 </li>
-        <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series.convert">platipy.dicom.nifti_to_series.convert</a>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert">platipy.dicom.tests.test_convert</a>
 </li>
-        <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">platipy.dicom.rtstruct_to_nifti</a>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_crawl">platipy.dicom.tests.test_crawl</a>
 </li>
-        <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti.convert">platipy.dicom.rtstruct_to_nifti.convert</a>
+          <li><a href="gen/platipy.imaging.html#module-platipy.imaging">platipy.imaging</a>
 </li>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests">platipy.dicom.tests</a>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation">platipy.imaging.generation</a>
 </li>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_nifti">platipy.dicom.tests.test_convert_nifti</a>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.augment">platipy.imaging.generation.augment</a>
 </li>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_rtstruct">platipy.dicom.tests.test_convert_rtstruct</a>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.dvf">platipy.imaging.generation.dvf</a>
 </li>
-        <li><a href="gen/platipy.imaging.html#module-platipy.imaging">platipy.imaging</a>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.image">platipy.imaging.generation.image</a>
 </li>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas">platipy.imaging.atlas</a>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.mask">platipy.imaging.generation.mask</a>
 </li>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas.iterative_atlas_removal">platipy.imaging.atlas.iterative_atlas_removal</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label">platipy.imaging.label</a>
 </li>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas.label_fusion">platipy.imaging.atlas.label_fusion</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.comparison">platipy.imaging.label.comparison</a>
 </li>
-        <li><a href="gen/platipy.imaging.augment.html#module-platipy.imaging.augment">platipy.imaging.augment</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.fusion">platipy.imaging.label.fusion</a>
 </li>
-        <li><a href="gen/platipy.imaging.augment.html#module-platipy.imaging.augment.defaug">platipy.imaging.augment.defaug</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.iar">platipy.imaging.label.iar</a>
 </li>
-        <li><a href="gen/platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields">platipy.imaging.deformation_fields</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.projection">platipy.imaging.label.projection</a>
 </li>
-        <li><a href="gen/platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields.deformation_field_operations">platipy.imaging.deformation_fields.deformation_field_operations</a>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.utils">platipy.imaging.label.utils</a>
 </li>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label">platipy.imaging.label</a>
+          <li><a href="gen/platipy.imaging.projects.html#module-platipy.imaging.projects">platipy.imaging.projects</a>
 </li>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.label_comparison">platipy.imaging.label.label_comparison</a>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus">platipy.imaging.projects.bronchus</a>
 </li>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.label_operations">platipy.imaging.label.label_operations</a>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.bronchus">platipy.imaging.projects.bronchus.bronchus</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.html#module-platipy.imaging.projects">platipy.imaging.projects</a>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.run">platipy.imaging.projects.bronchus.run</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus">platipy.imaging.projects.bronchus</a>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.service">platipy.imaging.projects.bronchus.service</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.bronchus">platipy.imaging.projects.bronchus.bronchus</a>
+          <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">platipy.imaging.projects.cardiac</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.run">platipy.imaging.projects.bronchus.run</a>
+          <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">platipy.imaging.projects.cardiac.run</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.service">platipy.imaging.projects.bronchus.service</a>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration">platipy.imaging.registration</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">platipy.imaging.projects.cardiac</a>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.deformable">platipy.imaging.registration.deformable</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">platipy.imaging.projects.cardiac.run</a>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.linear">platipy.imaging.registration.linear</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.service">platipy.imaging.projects.cardiac.service</a>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.utils">platipy.imaging.registration.utils</a>
 </li>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.utils">platipy.imaging.projects.cardiac.utils</a>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests">platipy.imaging.tests</a>
 </li>
-        <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration">platipy.imaging.registration</a>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.data">platipy.imaging.tests.data</a>
 </li>
-        <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.registration">platipy.imaging.registration.registration</a>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">platipy.imaging.tests.test_bronchus</a>
 </li>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests">platipy.imaging.tests</a>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">platipy.imaging.tests.test_cardiac</a>
 </li>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.pull_data">platipy.imaging.tests.pull_data</a>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_visualiser">platipy.imaging.tests.test_visualiser</a>
 </li>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">platipy.imaging.tests.test_bronchus</a>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils">platipy.imaging.utils</a>
 </li>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">platipy.imaging.tests.test_cardiac</a>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.crop">platipy.imaging.utils.crop</a>
 </li>
-        <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils">platipy.imaging.utils</a>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.lung">platipy.imaging.utils.lung</a>
 </li>
-        <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.tools">platipy.imaging.utils.tools</a>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.valve">platipy.imaging.utils.valve</a>
 </li>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">platipy.imaging.visualisation</a>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.vessel">platipy.imaging.utils.vessel</a>
 </li>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.tools">platipy.imaging.visualisation.tools</a>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">platipy.imaging.visualisation</a>
 </li>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.vis_tools">platipy.imaging.visualisation.vis_tools</a>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.animation">platipy.imaging.visualisation.animation</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_operations.morphological_interpolate">morphological_interpolate() (in module platipy.imaging.label.label_operations)</a>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.utils">platipy.imaging.visualisation.utils</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.move_series">move_series() (platipy.dicom.communication.connector.DicomConnector method)</a>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.visualiser">platipy.imaging.visualisation.visualiser</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.multiscale_demons">multiscale_demons() (in module platipy.imaging.registration.registration)</a>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.move_series">move_series() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-  </ul></td>
-</tr></table>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.deformable.multiscale_demons">multiscale_demons() (in module platipy.imaging.registration.deformable)</a>
+</li>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="N">N</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.name">name (platipy.backend.models.APIKey attribute)</a>
+<section id="N" class="genindex-section">
+  <h2>N</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.APIKey.name">name (platipy.backend.models.APIKey attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.name">(platipy.backend.models.DicomLocation attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.name">(platipy.backend.models.DicomLocation attribute)</a>
 </li>
-      </ul></li>
-      <li>
-    nifti_to_rtstruct command line option
+        </ul></li>
+        <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert.nifti_data">nifti_data() (in module platipy.dicom.tests.test_convert)</a>
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">--dcm_file &lt;dcm_file&gt;</a>
-</li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-debug">--debug</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_crawl.nifti_data">(in module platipy.dicom.tests.test_crawl)</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">--mask &lt;mask&gt;</a>
+          <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_visualiser.nifti_data">(in module platipy.imaging.tests.test_visualiser)</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">--out_rt_filename &lt;out_rt_filename&gt;</a>
-</li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">-d</a>
-</li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">-m</a>
-</li>
-        <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">-o</a>
-</li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li>
-    nifti_to_series command line option
+        </ul></li>
+        <li>
+    nifti_to_rtstruct command line option
 
-      <ul>
-        <li><a href="cli.html#cmdoption-nifti_to_series-d">--dcm &lt;dcm&gt;</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">--dcm_file &lt;dcm_file&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-i">--image &lt;image&gt;</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">--mask &lt;mask&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-o">--output_directory &lt;output_directory&gt;</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">--out_rt_filename &lt;out_rt_filename&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-t">--tag &lt;tag&gt;</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-d">-d</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-d">-d</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-m">-m</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-i">-i</a>
+          <li><a href="cli.html#cmdoption-nifti_to_rtstruct-o">-o</a>
 </li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-o">-o</a>
-</li>
-        <li><a href="cli.html#cmdoption-nifti_to_series-t">-t</a>
-</li>
-      </ul></li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.norm">norm() (in module platipy.imaging.projects.cardiac.utils)</a>
-</li>
-  </ul></td>
-</tr></table>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li>
+    nifti_to_series command line option
 
-<h2 id="O">O</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_association_accepted">on_association_accepted() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-nifti_to_series-d">--dcm &lt;dcm&gt;</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_association_released">on_association_released() (platipy.dicom.communication.connector.DicomConnector method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-i">--image &lt;image&gt;</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_c_echo">on_c_echo() (platipy.dicom.communication.connector.DicomConnector method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-o">--output_directory &lt;output_directory&gt;</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_c_store">on_c_store() (platipy.dicom.communication.connector.DicomConnector method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-t">--tag &lt;tag&gt;</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.output_data_objects">output_data_objects (platipy.backend.models.Dataset attribute)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-d">-d</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_bounding_boxes">overlay_bounding_boxes() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-i">-i</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_comparison">overlay_comparison() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-o">-o</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_contours">overlay_contours() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+          <li><a href="cli.html#cmdoption-nifti_to_series-t">-t</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_scalar_field">overlay_scalar_field() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        </ul></li>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="O" class="genindex-section">
+  <h2>O</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_association_accepted">on_association_accepted() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.overlay_vector_field">overlay_vector_field() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_association_released">on_association_released() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.overlayBox">overlayBox() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_c_echo">on_c_echo() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.overlayContour">overlayContour() (in module platipy.imaging.visualisation.vis_tools)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.on_c_store">on_c_store() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.overlayScalarField">overlayScalarField() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.output_data_objects">output_data_objects (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.owner_key">owner_key (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.owner_key">owner_key (platipy.backend.models.Dataset attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.owner_key">(platipy.backend.models.DicomLocation attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.owner_key">(platipy.backend.models.DicomLocation attribute)</a>
 </li>
-      </ul></li>
-  </ul></td>
-</tr></table>
+        </ul></li>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="P">P</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.parent">parent (platipy.backend.models.DataObject attribute)</a>
+<section id="P" class="genindex-section">
+  <h2>P</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.parent">parent (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.parent_id">parent_id (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.parent_id">parent_id (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.parser">parser (platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectDownloadEndpoint.parser">parser (platipy.backend.api.DataObjectDownloadEndpoint attribute)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.parser">(platipy.backend.api.DataObjectEndpoint attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.parser">(platipy.backend.api.DataObjectEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.parser">(platipy.backend.api.DatasetEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.parser">(platipy.backend.api.DatasetEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.parser">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetReadyEndpoint.parser">(platipy.backend.api.DatasetReadyEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.parser">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.parser">(platipy.backend.api.DicomLocationEndpoint attribute)</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.parser">(platipy.backend.api.TriggerEndpoint attribute)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.parser">(platipy.backend.api.TriggerEndpoint attribute)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.path">path (platipy.backend.models.DataObject attribute)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.path">path (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li>
+        <li>
     platipy
 
-      <ul>
-        <li><a href="gen/platipy.html#module-platipy">module</a>
+        <ul>
+          <li><a href="gen/platipy.html#module-platipy">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.api
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.api">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.api">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.application
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.application">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.application">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.client
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.client">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.client">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.manage
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.manage">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.manage">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.models
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.models">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.models">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.sample
 
-      <ul>
-        <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample">module</a>
-</li>
-      </ul></li>
-      <li>
-    platipy.backend.sample.sample
-
-      <ul>
-        <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample.sample">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.sample.html#module-platipy.backend.sample">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.tasks
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.tasks">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.tasks">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.backend.views
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#module-platipy.backend.views">module</a>
+        <ul>
+          <li><a href="gen/platipy.backend.html#module-platipy.backend.views">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.dicom_crawler
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.dicom_crawler">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.dicom_crawler">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.nifti_to_rtstruct
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_rtstruct">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_rtstruct">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.nifti_to_series
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_series">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_series">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.rtstruct_to_nifti
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.rtstruct_to_nifti">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.run
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.run">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.run">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.segmentation
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.segmentation">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.segmentation">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.cli.sort_dicom_from_directory
-
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.sort_dicom_from_directory">module</a>
-</li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.cli.tcia_download
 
-      <ul>
-        <li><a href="gen/platipy.cli.html#module-platipy.cli.tcia_download">module</a>
+        <ul>
+          <li><a href="gen/platipy.cli.html#module-platipy.cli.tcia_download">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom
 
-      <ul>
-        <li><a href="gen/platipy.dicom.html#module-platipy.dicom">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.html#module-platipy.dicom">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.communication
 
-      <ul>
-        <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.communication.connector
 
-      <ul>
-        <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication.connector">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication.connector">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.dicom_directory_crawler
 
-      <ul>
-        <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">module</a>
-</li>
-      </ul></li>
-      <li>
-    platipy.dicom.dicom_directory_crawler.conversion_utils
-
-      <ul>
-        <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler.conversion_utils">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#module-platipy.dicom.dicom_directory_crawler">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.download
 
-      <ul>
-        <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.download.tcia
 
-      <ul>
-        <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download.tcia">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.download.html#module-platipy.dicom.download.tcia">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_rtstruct
+        </ul></li>
+        <li>
+    platipy.dicom.io
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_rtstruct.convert
+        </ul></li>
+        <li>
+    platipy.dicom.io.crawl
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.convert">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.crawl">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_rtstruct.export_to_rtstruct
+        </ul></li>
+        <li>
+    platipy.dicom.io.nifti_to_rtstruct
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.export_to_rtstruct">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_rtstruct">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_rtstruct.gen_contours
+        </ul></li>
+        <li>
+    platipy.dicom.io.nifti_to_series
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct.gen_contours">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.nifti_to_series">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_series
+        </ul></li>
+        <li>
+    platipy.dicom.io.rtstruct_to_nifti
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.rtstruct_to_nifti">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.nifti_to_series.convert
+        </ul></li>
+        <li>
+    platipy.dicom.nifti_to_rtstruct
 
-      <ul>
-        <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series.convert">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.rtstruct_to_nifti
+        </ul></li>
+        <li>
+    platipy.dicom.nifti_to_series
 
-      <ul>
-        <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.rtstruct_to_nifti.convert
+        </ul></li>
+        <li>
+    platipy.dicom.rtstruct_to_nifti
 
-      <ul>
-        <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti.convert">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.dicom.tests
 
-      <ul>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests">module</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li>
-    platipy.dicom.tests.test_convert_nifti
+        </ul></li>
+        <li>
+    platipy.dicom.tests.test_convert
 
-      <ul>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_nifti">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.dicom.tests.test_convert_rtstruct
+        </ul></li>
+        <li>
+    platipy.dicom.tests.test_crawl
 
-      <ul>
-        <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert_rtstruct">module</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_crawl">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging
 
-      <ul>
-        <li><a href="gen/platipy.imaging.html#module-platipy.imaging">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.html#module-platipy.imaging">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.atlas
+        </ul></li>
+        <li>
+    platipy.imaging.generation
 
-      <ul>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.atlas.iterative_atlas_removal
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li>
+    platipy.imaging.generation.augment
 
-      <ul>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas.iterative_atlas_removal">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.augment">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.atlas.label_fusion
+        </ul></li>
+        <li>
+    platipy.imaging.generation.dvf
 
-      <ul>
-        <li><a href="gen/platipy.imaging.atlas.html#module-platipy.imaging.atlas.label_fusion">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.dvf">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.augment
+        </ul></li>
+        <li>
+    platipy.imaging.generation.image
 
-      <ul>
-        <li><a href="gen/platipy.imaging.augment.html#module-platipy.imaging.augment">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.image">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.augment.defaug
+        </ul></li>
+        <li>
+    platipy.imaging.generation.mask
 
-      <ul>
-        <li><a href="gen/platipy.imaging.augment.html#module-platipy.imaging.augment.defaug">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.mask">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.deformation_fields
+        </ul></li>
+        <li>
+    platipy.imaging.label
 
-      <ul>
-        <li><a href="gen/platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.deformation_fields.deformation_field_operations
+        </ul></li>
+        <li>
+    platipy.imaging.label.comparison
 
-      <ul>
-        <li><a href="gen/platipy.imaging.deformation_fields.html#module-platipy.imaging.deformation_fields.deformation_field_operations">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.comparison">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.label
+        </ul></li>
+        <li>
+    platipy.imaging.label.fusion
 
-      <ul>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.fusion">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.label.label_comparison
+        </ul></li>
+        <li>
+    platipy.imaging.label.iar
 
-      <ul>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.label_comparison">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.iar">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.label.label_operations
+        </ul></li>
+        <li>
+    platipy.imaging.label.projection
 
-      <ul>
-        <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.label_operations">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.projection">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
+    platipy.imaging.label.utils
+
+        <ul>
+          <li><a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.utils">module</a>
+</li>
+        </ul></li>
+        <li>
     platipy.imaging.projects
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.html#module-platipy.imaging.projects">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.html#module-platipy.imaging.projects">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.bronchus
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.bronchus.bronchus
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.bronchus">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.bronchus">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.bronchus.run
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.run">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.run">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.bronchus.service
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.service">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.service">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.cardiac
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.projects.cardiac.run
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.projects.cardiac.service
+        </ul></li>
+        <li>
+    platipy.imaging.registration
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.service">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.projects.cardiac.utils
+        </ul></li>
+        <li>
+    platipy.imaging.registration.deformable
 
-      <ul>
-        <li><a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.utils">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.deformable">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.registration
+        </ul></li>
+        <li>
+    platipy.imaging.registration.linear
 
-      <ul>
-        <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.linear">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.registration.registration
+        </ul></li>
+        <li>
+    platipy.imaging.registration.utils
 
-      <ul>
-        <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.registration">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.utils">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.tests
 
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.tests.pull_data
+        </ul></li>
+        <li>
+    platipy.imaging.tests.data
 
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.pull_data">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.data">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.tests.test_bronchus
 
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus">module</a>
 </li>
-      </ul></li>
-      <li>
+        </ul></li>
+        <li>
     platipy.imaging.tests.test_cardiac
 
-      <ul>
-        <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.utils
+        </ul></li>
+        <li>
+    platipy.imaging.tests.test_visualiser
 
-      <ul>
-        <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_visualiser">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.utils.tools
+        </ul></li>
+        <li>
+    platipy.imaging.utils
 
-      <ul>
-        <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.tools">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.visualisation
+        </ul></li>
+        <li>
+    platipy.imaging.utils.crop
 
-      <ul>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.crop">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.visualisation.tools
+        </ul></li>
+        <li>
+    platipy.imaging.utils.lung
 
-      <ul>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.tools">module</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.lung">module</a>
 </li>
-      </ul></li>
-      <li>
-    platipy.imaging.visualisation.vis_tools
+        </ul></li>
+        <li>
+    platipy.imaging.utils.valve
 
-      <ul>
-        <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.vis_tools">module</a>
-</li>
-      </ul></li>
-      <li><a href="gen/platipy.cli.html#platipy.cli.run.platipy_cli">platipy_cli() (in module platipy.cli.run)</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.valve">module</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient">PlatiPyClient (class in platipy.backend.client)</a>
-</li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.port">port (platipy.backend.models.DicomLocation attribute)</a>
+        </ul></li>
+        <li>
+    platipy.imaging.utils.vessel
+
+        <ul>
+          <li><a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.vessel">module</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.post">post() (platipy.backend.api.DataObjectEndpoint method)</a>
+        </ul></li>
+        <li>
+    platipy.imaging.visualisation
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.post">(platipy.backend.api.DatasetEndpoint method)</a>
+        <ul>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation">module</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.post">(platipy.backend.api.DicomLocationEndpoint method)</a>
+        </ul></li>
+        <li>
+    platipy.imaging.visualisation.animation
+
+        <ul>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.animation">module</a>
 </li>
-        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.post">(platipy.backend.api.TriggerEndpoint method)</a>
+        </ul></li>
+        <li>
+    platipy.imaging.visualisation.utils
+
+        <ul>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.utils">module</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.sample.html#platipy.backend.sample.sample.primitive_body_segmentation">primitive_body_segmentation() (in module platipy.backend.sample.sample)</a>
+        </ul></li>
+        <li>
+    platipy.imaging.visualisation.visualiser
+
+        <ul>
+          <li><a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.visualiser">module</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.probabilityThreshold">probabilityThreshold() (in module platipy.imaging.visualisation.vis_tools)</a>
+        </ul></li>
+        <li><a href="gen/platipy.cli.html#platipy.cli.run.platipy_cli">platipy_cli() (in module platipy.cli.run)</a>
 </li>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_directory">process_dicom_directory() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient">PlatiPyClient (class in platipy.backend.client)</a>
 </li>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_file_list">process_dicom_file_list() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DicomLocation.port">port (platipy.backend.models.DicomLocation attribute)</a>
 </li>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.process_dicom_series">process_dicom_series() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.DataObjectEndpoint.post">post() (platipy.backend.api.DataObjectEndpoint method)</a>
+
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DatasetEndpoint.post">(platipy.backend.api.DatasetEndpoint method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.label_operations.process_probability_image">process_probability_image() (in module platipy.imaging.label.label_operations)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.DicomLocationEndpoint.post">(platipy.backend.api.DicomLocationEndpoint method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.project_onto_arbitrary_plane">project_onto_arbitrary_plane() (in module platipy.imaging.visualisation.tools)</a>
+          <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint.post">(platipy.backend.api.TriggerEndpoint method)</a>
 </li>
-  </ul></td>
-</tr></table>
-
-<h2 id="R">R</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#platipy.dicom.rtstruct_to_nifti.convert.readDICOMImage">readDICOMImage() (in module platipy.dicom.rtstruct_to_nifti.convert)</a>
+        </ul></li>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.process_dicom_directory">process_dicom_directory() (in module platipy.dicom.io.crawl)</a>
 </li>
-      <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#platipy.dicom.rtstruct_to_nifti.convert.readDICOMStructFile">readDICOMStructFile() (in module platipy.dicom.rtstruct_to_nifti.convert)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.process_dicom_file_list">process_dicom_file_list() (in module platipy.dicom.io.crawl)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.register">register() (platipy.backend.application.FlaskApp method)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.process_dicom_series">process_dicom_series() (in module platipy.dicom.io.crawl)</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.iterative_atlas_removal.regrid_spherical_data">regrid_spherical_data() (in module platipy.imaging.atlas.iterative_atlas_removal)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.fusion.process_probability_image">process_probability_image() (in module platipy.imaging.label.fusion)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.reorientate_vector_field">reorientate_vector_field() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.project_onto_arbitrary_plane">project_onto_arbitrary_plane() (in module platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.reorientateVectorField">reorientateVectorField() (in module platipy.imaging.visualisation.vis_tools)</a>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="R" class="genindex-section">
+  <h2>R</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.rtstruct_to_nifti.read_dicom_image">read_dicom_image() (in module platipy.dicom.io.rtstruct_to_nifti)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.res">res() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.rtstruct_to_nifti.read_dicom_struct_file">read_dicom_struct_file() (in module platipy.dicom.io.rtstruct_to_nifti)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.resampleVF">resampleVF() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.register">register() (platipy.backend.application.FlaskApp method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.Resource">Resource (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.registration_command_iteration">registration_command_iteration() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.CustomConfig.RESTFUL_JSON">RESTFUL_JSON (platipy.backend.api.CustomConfig attribute)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.projection.regrid_spherical_data">regrid_spherical_data() (in module platipy.imaging.label.projection)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.return_slice">return_slice() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.reorientate_vector_field">reorientate_vector_field() (in module platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.returnSlice">returnSlice() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.Resource">Resource (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.returnVectorFieldSlice">returnVectorFieldSlice() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.CustomConfig.RESTFUL_JSON">RESTFUL_JSON (platipy.backend.api.CustomConfig attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.returnVectorSlice">returnVectorSlice() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.return_slice">return_slice() (in module platipy.imaging.visualisation.utils)</a>
 </li>
-      <li>
+        <li>
     rtstruct_to_nifti command line option
 
-      <ul>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">--dcm_img &lt;dcm_img&gt;</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">--dcm_img &lt;dcm_img&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">--dcm_rt_file &lt;dcm_rt_file&gt;</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">--dcm_rt_file &lt;dcm_rt_file&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">--output_dir &lt;output_dir&gt;</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">--output_dir &lt;output_dir&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">--output_img &lt;output_img&gt;</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">--output_img &lt;output_img&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">--prefix &lt;prefix&gt;</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">--prefix &lt;prefix&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-spacing">--spacing &lt;spacing&gt;</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-spacing">--spacing &lt;spacing&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">-i</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-i">-i</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">-od</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-od">-od</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">-oi</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-oi">-oi</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">-p</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-p">-p</a>
 </li>
-        <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">-r</a>
+          <li><a href="cli.html#cmdoption-rtstruct_to_nifti-r">-r</a>
 </li>
-      </ul></li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run">run() (platipy.backend.application.FlaskApp method)</a>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run">run() (platipy.backend.application.FlaskApp method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.run_algorithm">run_algorithm() (platipy.backend.client.PlatiPyClient method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.client.PlatiPyClient.run_algorithm">run_algorithm() (platipy.backend.client.PlatiPyClient method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_beat">run_beat() (platipy.backend.application.FlaskApp method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_beat">run_beat() (platipy.backend.application.FlaskApp method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.run.run_bronchus_segmentation">run_bronchus_segmentation() (in module platipy.imaging.projects.bronchus.run)</a>
+        <li><a href="gen/platipy.imaging.projects.bronchus.html#platipy.imaging.projects.bronchus.run.run_bronchus_segmentation">run_bronchus_segmentation() (in module platipy.imaging.projects.bronchus.run)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.run.run_cardiac_segmentation">run_cardiac_segmentation() (in module platipy.imaging.projects.cardiac.run)</a>
+        <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.run.run_cardiac_segmentation">run_cardiac_segmentation() (in module platipy.imaging.projects.cardiac.run)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_celery">run_celery() (platipy.backend.application.FlaskApp method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_celery">run_celery() (platipy.backend.application.FlaskApp method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_dicom_listener">run_dicom_listener() (platipy.backend.application.FlaskApp method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.FlaskApp.run_dicom_listener">run_dicom_listener() (platipy.backend.application.FlaskApp method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.atlas.html#platipy.imaging.atlas.iterative_atlas_removal.run_iar">run_iar() (in module platipy.imaging.atlas.iterative_atlas_removal)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.iar.run_iar">run_iar() (in module platipy.imaging.label.iar)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="S">S</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.safe_sort_dicom_image_list">safe_sort_dicom_image_list() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+<section id="S" class="genindex-section">
+  <h2>S</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.safe_sort_dicom_image_list">safe_sort_dicom_image_list() (in module platipy.dicom.io.crawl)</a>
 </li>
-      <li>
+        <li>
     segmentation command line option
 
-      <ul>
-        <li><a href="cli.html#cmdoption-segmentation-c">--config &lt;config&gt;</a>
+        <ul>
+          <li><a href="cli.html#cmdoption-segmentation-c">--config &lt;config&gt;</a>
+</li>
+          <li><a href="cli.html#cmdoption-segmentation-d">--default</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-d">--default</a>
+          <li><a href="cli.html#cmdoption-segmentation-o">--output &lt;output&gt;</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-o">--output &lt;output&gt;</a>
+          <li><a href="cli.html#cmdoption-segmentation-c">-c</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-c">-c</a>
+          <li><a href="cli.html#cmdoption-segmentation-d">-d</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-d">-d</a>
+          <li><a href="cli.html#cmdoption-segmentation-o">-o</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-o">-o</a>
+          <li><a href="cli.html#cmdoption-segmentation-arg-ALGORITHM">ALGORITHM</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-arg-ALGORITHM">ALGORITHM</a>
+          <li><a href="cli.html#cmdoption-segmentation-arg-INPUT_PATH">INPUT_PATH</a>
 </li>
-        <li><a href="cli.html#cmdoption-segmentation-arg-INPUT_PATH">INPUT_PATH</a>
+        </ul></li>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.send_dcm">send_dcm() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.send_dcm">send_dcm() (platipy.dicom.communication.connector.DicomConnector method)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.series_instance_uid">series_instance_uid (platipy.backend.models.DataObject attribute)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.series_instance_uid">series_instance_uid (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label">set_limits_from_label() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label">[1]</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.set_limits_from_label">set_limits_from_label() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.application.Algorithm.settings_to_json">settings_to_json() (platipy.backend.application.Algorithm method)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.application.Algorithm.settings_to_json">settings_to_json() (platipy.backend.application.Algorithm method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.FileWriter.setup">setup() (platipy.imaging.visualisation.animation.FileWriter method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.augment.html#platipy.imaging.augment.defaug.ShiftAugment">ShiftAugment (class in platipy.imaging.augment.defaug)</a>
+        <li><a href="gen/platipy.imaging.generation.html#platipy.imaging.generation.augment.ShiftAugment">ShiftAugment (class in platipy.imaging.generation.augment)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.show">show() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.show">show() (platipy.imaging.visualisation.visualiser.ImageVisualiser method)</a>, <a href="visualiser.html#platipy.imaging.visualisation.visualiser.ImageVisualiser.show">[1]</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.SimpleITKImageFromVTKTube">SimpleITKImageFromVTKTube() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.simpleitk_image_from_vtk_tube">simpleitk_image_from_vtk_tube() (in module platipy.imaging.utils.vessel)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.sitk_to_itk">sitk_to_itk() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.smooth_and_resample">smooth_and_resample() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.smooth_and_resample">smooth_and_resample() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.utils.stage_iteration">stage_iteration() (in module platipy.imaging.registration.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.stage_iteration">stage_iteration() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.status">status (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.status">status (platipy.backend.models.DataObject attribute)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.subsample_vector_field">subsample_vector_field() (in module platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.subsample_vector_field">subsample_vector_field() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.animation.FileWriter.supported_formats">supported_formats (platipy.imaging.visualisation.animation.FileWriter attribute)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="T">T</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus">TaskStatus (class in platipy.backend.api)</a>
+<section id="T" class="genindex-section">
+  <h2>T</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.TaskStatus">TaskStatus (class in platipy.backend.api)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_bronchus_segmentation">test_bronchus_segmentation() (in module platipy.imaging.tests.test_bronchus)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_visualiser.test_animation_visualisation">test_animation_visualisation() (in module platipy.imaging.tests.test_visualiser)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_bronchus_service">test_bronchus_service() (in module platipy.imaging.tests.test_bronchus)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_bronchus_segmentation">test_bronchus_segmentation() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_cardiac.test_cardiac_service">test_cardiac_service() (in module platipy.imaging.tests.test_cardiac)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_bronchus_service">test_bronchus_service() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert_nifti.test_convert_nifti">test_convert_nifti() (in module platipy.dicom.tests.test_convert_nifti)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_cardiac.test_cardiac_service">test_cardiac_service() (in module platipy.imaging.tests.test_cardiac)</a>
 </li>
-      <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert_rtstruct.test_convert_rtstruct">test_convert_rtstruct() (in module platipy.dicom.tests.test_convert_rtstruct)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_cardiac.test_cardiac_structure_guided_service">test_cardiac_structure_guided_service() (in module platipy.imaging.tests.test_cardiac)</a>
 </li>
-      <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_lung_segmentation">test_lung_segmentation() (in module platipy.imaging.tests.test_bronchus)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_visualiser.test_comparison_overlay_visualisation">test_comparison_overlay_visualisation() (in module platipy.imaging.tests.test_visualiser)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.ThresholdAndMeasureLungVolume">ThresholdAndMeasureLungVolume() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_visualiser.test_contour_visualisation">test_contour_visualisation() (in module platipy.imaging.tests.test_visualiser)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.timeout">timeout (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert.test_convert_dicom_to_nifti">test_convert_dicom_to_nifti() (in module platipy.dicom.tests.test_convert)</a>
+
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_crawl.test_convert_dicom_to_nifti">(in module platipy.dicom.tests.test_crawl)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.timestamp">timestamp (platipy.backend.models.DataObject attribute)</a>
+        </ul></li>
+        <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_convert.test_convert_nifti_to_dicom">test_convert_nifti_to_dicom() (in module platipy.dicom.tests.test_convert)</a>
 
-      <ul>
-        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.timestamp">(platipy.backend.models.Dataset attribute)</a>
+        <ul>
+          <li><a href="gen/platipy.dicom.tests.html#platipy.dicom.tests.test_crawl.test_convert_nifti_to_dicom">(in module platipy.dicom.tests.test_crawl)</a>
 </li>
-      </ul></li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.to_dicom_location">to_dicom_location (platipy.backend.models.Dataset attribute)</a>
+        </ul></li>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_bronchus.test_lung_segmentation">test_lung_segmentation() (in module platipy.imaging.tests.test_bronchus)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.to_dicom_location_id">to_dicom_location_id (platipy.backend.models.Dataset attribute)</a>
+        <li><a href="gen/platipy.imaging.tests.html#platipy.imaging.tests.test_visualiser.test_scalar_overlay_visualisation">test_scalar_overlay_visualisation() (in module platipy.imaging.tests.test_visualiser)</a>
 </li>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.transform_point_set_from_dicom_struct">transform_point_set_from_dicom_struct() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.timeout">timeout (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.registration.html#platipy.imaging.registration.registration.transform_propagation">transform_propagation() (in module platipy.imaging.registration.registration)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.timestamp">timestamp (platipy.backend.models.DataObject attribute)</a>
+
+        <ul>
+          <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.timestamp">(platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.dicom.rtstruct_to_nifti.html#platipy.dicom.rtstruct_to_nifti.convert.transformPointSetFromDICOMStruct">transformPointSetFromDICOMStruct() (in module platipy.dicom.rtstruct_to_nifti.convert)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.to_dicom_location">to_dicom_location (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint">TriggerEndpoint (class in platipy.backend.api)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.Dataset.to_dicom_location_id">to_dicom_location_id (platipy.backend.models.Dataset attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.tubeFromCOMList">tubeFromCOMList() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.transform_point_set_from_dicom_struct">transform_point_set_from_dicom_struct() (in module platipy.dicom.io.crawl)</a>
+
+        <ul>
+          <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.rtstruct_to_nifti.transform_point_set_from_dicom_struct">(in module platipy.dicom.io.rtstruct_to_nifti)</a>
 </li>
-      <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.type">type (platipy.backend.models.DataObject attribute)</a>
+        </ul></li>
+        <li><a href="gen/platipy.backend.html#platipy.backend.api.TriggerEndpoint">TriggerEndpoint (class in platipy.backend.api)</a>
 </li>
-  </ul></td>
-</tr></table>
-
-<h2 id="V">V</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.ImageVisualiser.vector_image_grid">vector_image_grid() (platipy.imaging.visualisation.tools.ImageVisualiser method)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.tube_from_com_list">tube_from_com_list() (in module platipy.imaging.utils.vessel)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.vis_tools.vectorImageGrid">vectorImageGrid() (in module platipy.imaging.visualisation.vis_tools)</a>
+        <li><a href="gen/platipy.backend.html#platipy.backend.models.DataObject.type">type (platipy.backend.models.DataObject attribute)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.vectorised_transform_index_to_physical_point">vectorised_transform_index_to_physical_point() (in module platipy.imaging.utils.tools)</a>
+    </ul></td>
+  </tr></table>
+</section>
+
+<section id="V" class="genindex-section">
+  <h2>V</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.vector_image_grid">vector_image_grid() (in module platipy.imaging.visualisation.utils)</a>
+</li>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.utils.vectorised_transform_index_to_physical_point">vectorised_transform_index_to_physical_point() (in module platipy.imaging.label.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.tools.vectorised_transform_physical_point_to_index">vectorised_transform_physical_point_to_index() (in module platipy.imaging.utils.tools)</a>
+        <li><a href="gen/platipy.imaging.label.html#platipy.imaging.label.utils.vectorised_transform_physical_point_to_index">vectorised_transform_physical_point_to_index() (in module platipy.imaging.label.utils)</a>
 </li>
-      <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.verify">verify() (platipy.dicom.communication.connector.DicomConnector method)</a>
+        <li><a href="gen/platipy.dicom.communication.html#platipy.dicom.communication.connector.DicomConnector.verify">verify() (platipy.dicom.communication.connector.DicomConnector method)</a>
 </li>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.vesselSplineGeneration">vesselSplineGeneration() (in module platipy.imaging.projects.cardiac.utils)</a>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.vessel_spline_generation">vessel_spline_generation() (in module platipy.imaging.utils.vessel)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.backend.html#platipy.backend.views.view_endpoint">view_endpoint() (in module platipy.backend.views)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.backend.html#platipy.backend.views.view_endpoint">view_endpoint() (in module platipy.backend.views)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.VisualiseBoundingBox">VisualiseBoundingBox (class in platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.VisualiseBoundingBox">VisualiseBoundingBox (class in platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.VisualiseComparisonOverlay">VisualiseComparisonOverlay (class in platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.VisualiseComparisonOverlay">VisualiseComparisonOverlay (class in platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.VisualiseContour">VisualiseContour (class in platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.VisualiseContour">VisualiseContour (class in platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.VisualiseScalarOverlay">VisualiseScalarOverlay (class in platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.VisualiseScalarOverlay">VisualiseScalarOverlay (class in platipy.imaging.visualisation.utils)</a>
 </li>
-      <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.tools.VisualiseVectorOverlay">VisualiseVectorOverlay (class in platipy.imaging.visualisation.tools)</a>
+        <li><a href="gen/platipy.imaging.visualisation.html#platipy.imaging.visualisation.utils.VisualiseVectorOverlay">VisualiseVectorOverlay (class in platipy.imaging.visualisation.utils)</a>
 </li>
-  </ul></td>
-</tr></table>
+    </ul></td>
+  </tr></table>
+</section>
 
-<h2 id="W">W</h2>
-<table style="width: 100%" class="indextable genindextable"><tr>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.dicom.dicom_directory_crawler.html#platipy.dicom.dicom_directory_crawler.conversion_utils.write_output_data_to_disk">write_output_data_to_disk() (in module platipy.dicom.dicom_directory_crawler.conversion_utils)</a>
+<section id="W" class="genindex-section">
+  <h2>W</h2>
+  <table style="width: 100%" class="indextable genindextable"><tr>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.dicom.io.html#platipy.dicom.io.crawl.write_output_data_to_disk">write_output_data_to_disk() (in module platipy.dicom.io.crawl)</a>
 </li>
-  </ul></td>
-  <td style="width: 33%; vertical-align: top;"><ul>
-      <li><a href="gen/platipy.imaging.projects.cardiac.html#platipy.imaging.projects.cardiac.utils.writeVTKTubeToFile">writeVTKTubeToFile() (in module platipy.imaging.projects.cardiac.utils)</a>
+    </ul></td>
+    <td style="width: 33%; vertical-align: top;"><ul>
+        <li><a href="gen/platipy.imaging.utils.html#platipy.imaging.utils.vessel.write_vtk_tube_to_file">write_vtk_tube_to_file() (in module platipy.imaging.utils.vessel)</a>
 </li>
-  </ul></td>
-</tr></table>
-
-
-
-           </div>
-          </div>
-          <footer>
-  
-
-  <hr/>
-
-  <div role="contentinfo">
-    <p>
-        &copy; Copyright 2020, Phillip Chlap &amp; Rob Finnegan.
-
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-  </div> 
+    </ul></td>
+  </tr></table>
+</section>
 
-</footer>
 
+      </article>
+      <footer>
+        
+        <div class="related-pages">
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-        var DOCUMENTATION_OPTIONS = {
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+    <script async="async" src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS-MML_HTMLorMML"></script>
+    <script type="text/x-mathjax-config">MathJax.Hub.Config({"tex2jax": {"inlineMath": [["$", "$"], ["\\(", "\\)"]], "processEscapes": true, "ignoreClass": "document", "processClass": "math|output_area"}})</script>
+    <script src="_static/scripts/main.js?digest=e931d09b2a40c1bb82b542effe772014573baf67"></script></body>
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\ No newline at end of file
diff --git a/docs/site/getting_started.html b/docs/site/getting_started.html
new file mode 100644
index 00000000..2b1962dc
--- /dev/null
+++ b/docs/site/getting_started.html
@@ -0,0 +1,254 @@
+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><meta name="generator" content="Docutils 0.17.1: http://docutils.sourceforge.net/" />
+<link rel="index" title="Index" href="genindex.html" /><link rel="search" title="Search" href="search.html" /><link rel="next" title="Image Visualiser" href="visualiser.html" /><link rel="prev" title="PlatiPy documentation" href="index.html" />
+
+    <meta name="generator" content="sphinx-3.0.3, furo 2021.04.11.beta34"/>
+        <title>Getting Started - PlatiPy documentation</title>
+      <link rel="stylesheet" href="_static/styles/furo.css?digest=59ab60ac09ea94ccfe6deddff6d715cce948a6fc">
+    <link rel="stylesheet" href="_static/pygments.css">
+    <link media="(prefers-color-scheme: dark)" rel="stylesheet" href="_static/pygments_dark.css">
+    
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+  
+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
+  
+    }
+  }
+
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
+  
+  }
+  .override-dark {
+    --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
+  
+  }
+</style><link rel="stylesheet" href="_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
+  <body dir="">
+    
+<svg xmlns="http://www.w3.org/2000/svg" style="display: none;">
+  <symbol id="svg-toc" viewBox="0 0 24 24">
+    <title>Contents</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke-width="1.5" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round">
+      <path stroke="none" d="M0 0h24v24H0z"/>
+      <line x1="4" y1="6" x2="20" y2="6" />
+      <line x1="10" y1="12" x2="20" y2="12" />
+      <line x1="6" y1="18" x2="20" y2="18" />
+    </svg>
+  </symbol>
+  <symbol id="svg-menu" viewBox="0 0 24 24">
+    <title>Menu</title>
+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
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+    <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none"
+      stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"
+      class="feather feather-chevron-right">
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+</svg>
+
+<input type="checkbox" class="sidebar-toggle" name="__navigation" id="__navigation">
+<input type="checkbox" class="sidebar-toggle" name="__toc" id="__toc">
+<label class="overlay sidebar-overlay" for="__navigation"></label>
+<label class="overlay toc-overlay" for="__toc"></label>
+
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+<div class="page">
+  <header class="mobile-header">
+    <div class="header-left">
+      <label class="nav-overlay-icon" for="__navigation">
+        <i class="icon"><svg><use href="#svg-menu"></use></svg></i>
+      </label>
+    </div>
+    <div class="header-center">
+      <a href="index.html"><div class="brand">PlatiPy  documentation</div></a>
+    </div>
+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon" for="__toc">
+        <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+      </label>
+    </div>
+  </header>
+  <aside class="sidebar-drawer">
+    <div class="sidebar-container">
+      
+      <div class="sidebar-sticky"><a class="sidebar-brand" href="index.html">
+  
+  
+  <span class="sidebar-brand-text">PlatiPy  documentation</span>
+  
+</a><form class="sidebar-search-container" method="get" action="search.html">
+  <input class="sidebar-search" placeholder=Search name="q">
+  <input type="hidden" name="check_keywords" value="yes">
+  <input type="hidden" name="area" value="default">
+</form><div class="sidebar-scroll"><div class="sidebar-tree">
+  <p><span class="caption-text">Introduction</span></p>
+<ul class="current">
+<li class="toctree-l1 current current-page"><a class="current reference internal" href="#">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="registration.html">Registration</a></li>
+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
+</ul>
+
+</div>
+</div>
+      </div>
+      
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+  </aside>
+  <main class="main">
+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="getting-started">
+<h1>Getting Started<a class="headerlink" href="#getting-started" title="Permalink to this headline">¶</a></h1>
+<section id="installation">
+<h2>Installation<a class="headerlink" href="#installation" title="Permalink to this headline">¶</a></h2>
+<p>Currently this repository is not available in the official Python repositories. However, you can
+install it with pip using the following command:</p>
+<p><code class="docutils literal notranslate"><span class="pre">pip</span> <span class="pre">install</span> <span class="pre">git+git://github.com/pyplati/platipy</span></code></p>
+<p>If you have already installed the library, you can install the latest updates using:</p>
+<p><code class="docutils literal notranslate"><span class="pre">pip</span> <span class="pre">install</span> <span class="pre">--upgrade</span> <span class="pre">git+git://github.com/pyplati/platipy</span></code></p>
+</section>
+<section id="id1">
+<h2>Getting Started<a class="headerlink" href="#id1" title="Permalink to this headline">¶</a></h2>
+<section id="command-line-interface-cli">
+<h3>Command Line Interface (CLI)<a class="headerlink" href="#command-line-interface-cli" title="Permalink to this headline">¶</a></h3>
+<p>Once you have installed PlatiPy, the <code class="docutils literal notranslate"><span class="pre">platipy</span></code> command should be available in your environment.
+Try the following command to check that is is working:</p>
+<p><code class="docutils literal notranslate"><span class="pre">platipy</span> <span class="pre">--help</span></code></p>
+<p>This lists the different tools which are available via the command line interface. Learn more about
+these tools and how to use them here: <a class="reference internal" href="cli.html"><span class="doc">here</span></a>.</p>
+</section>
+<section id="python">
+<h3>Python<a class="headerlink" href="#python" title="Permalink to this headline">¶</a></h3>
+<section id="jupyter-notebooks">
+<h4>Jupyter Notebooks<a class="headerlink" href="#jupyter-notebooks" title="Permalink to this headline">¶</a></h4>
+<p>The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
+functionality from your Python code:</p>
+<ul class="simple">
+<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb">Nifti to RTStruct</a></p></li>
+<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb">RTStruct to Nifti</a></p></li>
+<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb">Visualise Segmentation</a></p></li>
+</ul>
+</section>
+</section>
+</section>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          <a class="next-page" href="visualiser.html">
+              <div class="page-info">
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+              <svg><use href="#svg-arrow-right"></use></svg>
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+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="_sources/getting_started.rst.txt"
+               rel="nofollow">
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+            Contents
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+        </div>
+        <div class="toc-tree-container">
+          <div class="toc-tree">
+            <ul>
+<li><a class="reference internal" href="#">Getting Started</a><ul>
+<li><a class="reference internal" href="#installation">Installation</a></li>
+<li><a class="reference internal" href="#id1">Getting Started</a><ul>
+<li><a class="reference internal" href="#command-line-interface-cli">Command Line Interface (CLI)</a></li>
+<li><a class="reference internal" href="#python">Python</a><ul>
+<li><a class="reference internal" href="#jupyter-notebooks">Jupyter Notebooks</a></li>
+</ul>
+</li>
+</ul>
+</li>
+</ul>
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diff --git a/docs/site/index.html b/docs/site/index.html
index 8cf3b66c..570047aa 100644
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-  
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+<style>
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+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
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+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
+  }
+  .override-dark {
+    --color-code-background: #202020;
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+</style><link rel="stylesheet" href="_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
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+  <input class="sidebar-search" placeholder=Search name="q">
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+<ul>
+<li class="toctree-l1"><a class="reference internal" href="getting_started.html">Getting Started</a></li>
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-</li>
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+<p><span class="caption-text">Features</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1"><a class="reference internal" href="registration.html">Registration</a></li>
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+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
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+  <main class="main">
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+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="platipy-documentation">
 <h1>PlatiPy documentation<a class="headerlink" href="#platipy-documentation" title="Permalink to this headline">¶</a></h1>
-<div class="toctree-wrapper compound">
-<p class="caption"><span class="caption-text">Contents:</span></p>
-<ul class="current">
-<li class="toctree-l1 current"><a class="current reference internal" href="#">PlatiPy documentation</a><ul>
-<li class="toctree-l2"><a class="reference internal" href="#installation">Installation</a></li>
-<li class="toctree-l2"><a class="reference internal" href="#getting-started">Getting Started</a><ul>
-<li class="toctree-l3"><a class="reference internal" href="#command-line-interface-cli">Command Line Interface (CLI)</a></li>
-<li class="toctree-l3"><a class="reference internal" href="#python">Python</a></li>
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-<li class="toctree-l2"><a class="reference internal" href="#links">Links</a></li>
-</ul>
-</li>
-</ul>
-</div>
 <p>PlatiPy is a <strong>P</strong>rocessing <strong>L</strong>ibrary and <strong>A</strong>nalysis <strong>T</strong>oolkit for Medical
 <strong>I</strong>maging in <strong>Py</strong>thon. It contains a collections of tools and scripts useful for processing
 and analysis of medical images.</p>
 <p>Generally these tools are accesible via a Command Line Interface or by calling them in a Python
 script directly. Examples are provided in Jupyter Notebooks to demonstrate how to use them from
 within Python code.</p>
-<div class="section" id="installation">
-<h2>Installation<a class="headerlink" href="#installation" title="Permalink to this headline">¶</a></h2>
-<p>Currently this repository is not available in the official Python repositories. However, you can
-install it with pip using the following command:</p>
-<p><code class="docutils literal notranslate"><span class="pre">pip</span> <span class="pre">install</span> <span class="pre">git+git://github.com/pyplati/platipy</span></code></p>
-<p>If you have already installed the library, you can install the latest updates using:</p>
-<p><code class="docutils literal notranslate"><span class="pre">pip</span> <span class="pre">install</span> <span class="pre">--upgrade</span> <span class="pre">git+git://github.com/pyplati/platipy</span></code></p>
-</div>
-<div class="section" id="getting-started">
-<h2>Getting Started<a class="headerlink" href="#getting-started" title="Permalink to this headline">¶</a></h2>
-<div class="section" id="command-line-interface-cli">
-<h3>Command Line Interface (CLI)<a class="headerlink" href="#command-line-interface-cli" title="Permalink to this headline">¶</a></h3>
-<p>Once you have installed PlatiPy, the <code class="docutils literal notranslate"><span class="pre">platipy</span></code> command should be available in your environment.
-Try the following command to check that is is working:</p>
-<p><code class="docutils literal notranslate"><span class="pre">platipy</span> <span class="pre">--help</span></code></p>
-<p>This lists the different tools which are available via the command line interface. Learn more about
-these tools and how to use them here: <a class="reference internal" href="cli.html"><span class="doc">here</span></a>.</p>
-</div>
-<div class="section" id="python">
-<h3>Python<a class="headerlink" href="#python" title="Permalink to this headline">¶</a></h3>
-<div class="section" id="jupyter-notebooks">
-<h4>Jupyter Notebooks<a class="headerlink" href="#jupyter-notebooks" title="Permalink to this headline">¶</a></h4>
-<p>The following Jupyter Notebooks are provided to demonstrate how to use some of the PlatiPy
-functionality from your Python code:</p>
-<ul class="simple">
-<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/dicom/nifti_to_rtstruct/convert_sample.ipynb">Nifti to RTStruct</a></p></li>
-<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/dicom/rtstruct_to_nifti/convert_sample.ipynb">RTStruct to Nifti</a></p></li>
-<li><p><a class="reference external" href="https://github.com/pyplati/platipy/blob/master/platipy/imaging/visualisation/examples/visualise_segmentation.ipynb">Visualise Segmentation</a></p></li>
-</ul>
-</div>
-<div class="section" id="module-reference">
-<h4>Module Reference<a class="headerlink" href="#module-reference" title="Permalink to this headline">¶</a></h4>
-<p>You can find more detailed documentation on how to use the different classes and functions found in
-PlatiPy <a class="reference internal" href="gen/modules.html"><span class="doc">here</span></a>.</p>
-</div>
-</div>
+<div class="toctree-wrapper compound">
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+        <a href="gen/platipy.dicom.io.html#module-platipy.dicom.io.rtstruct_to_nifti"><code class="xref">platipy.dicom.io.rtstruct_to_nifti</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.nifti_to_rtstruct.html#module-platipy.dicom.nifti_to_rtstruct"><code class="xref">platipy.dicom.nifti_to_rtstruct</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.nifti_to_series.html#module-platipy.dicom.nifti_to_series"><code class="xref">platipy.dicom.nifti_to_series</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.rtstruct_to_nifti.html#module-platipy.dicom.rtstruct_to_nifti"><code class="xref">platipy.dicom.rtstruct_to_nifti</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests"><code class="xref">platipy.dicom.tests</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_convert"><code class="xref">platipy.dicom.tests.test_convert</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.dicom.tests.html#module-platipy.dicom.tests.test_crawl"><code class="xref">platipy.dicom.tests.test_crawl</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.html#module-platipy.imaging"><code class="xref">platipy.imaging</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation"><code class="xref">platipy.imaging.generation</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.augment"><code class="xref">platipy.imaging.generation.augment</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.dvf"><code class="xref">platipy.imaging.generation.dvf</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.image"><code class="xref">platipy.imaging.generation.image</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.generation.html#module-platipy.imaging.generation.mask"><code class="xref">platipy.imaging.generation.mask</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label"><code class="xref">platipy.imaging.label</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.comparison"><code class="xref">platipy.imaging.label.comparison</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.fusion"><code class="xref">platipy.imaging.label.fusion</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.iar"><code class="xref">platipy.imaging.label.iar</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.projection"><code class="xref">platipy.imaging.label.projection</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.label.html#module-platipy.imaging.label.utils"><code class="xref">platipy.imaging.label.utils</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.html#module-platipy.imaging.projects"><code class="xref">platipy.imaging.projects</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus"><code class="xref">platipy.imaging.projects.bronchus</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.bronchus"><code class="xref">platipy.imaging.projects.bronchus.bronchus</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.run"><code class="xref">platipy.imaging.projects.bronchus.run</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.bronchus.html#module-platipy.imaging.projects.bronchus.service"><code class="xref">platipy.imaging.projects.bronchus.service</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac"><code class="xref">platipy.imaging.projects.cardiac</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.projects.cardiac.html#module-platipy.imaging.projects.cardiac.run"><code class="xref">platipy.imaging.projects.cardiac.run</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration"><code class="xref">platipy.imaging.registration</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.deformable"><code class="xref">platipy.imaging.registration.deformable</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.linear"><code class="xref">platipy.imaging.registration.linear</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.registration.html#module-platipy.imaging.registration.utils"><code class="xref">platipy.imaging.registration.utils</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests"><code class="xref">platipy.imaging.tests</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.data"><code class="xref">platipy.imaging.tests.data</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_bronchus"><code class="xref">platipy.imaging.tests.test_bronchus</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_cardiac"><code class="xref">platipy.imaging.tests.test_cardiac</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.tests.html#module-platipy.imaging.tests.test_visualiser"><code class="xref">platipy.imaging.tests.test_visualiser</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils"><code class="xref">platipy.imaging.utils</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.crop"><code class="xref">platipy.imaging.utils.crop</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.lung"><code class="xref">platipy.imaging.utils.lung</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.valve"><code class="xref">platipy.imaging.utils.valve</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.utils.html#module-platipy.imaging.utils.vessel"><code class="xref">platipy.imaging.utils.vessel</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation"><code class="xref">platipy.imaging.visualisation</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.animation"><code class="xref">platipy.imaging.visualisation.animation</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.utils"><code class="xref">platipy.imaging.visualisation.utils</code></a></td><td>
+    <em></em></td>
+  </tr>
+  <tr class="cg-1">
+    <td></td>
+    <td>&#160;&#160;&#160;
+        <a href="gen/platipy.imaging.visualisation.html#module-platipy.imaging.visualisation.visualiser"><code class="xref">platipy.imaging.visualisation.visualiser</code></a></td><td>
+    <em></em></td>
+  </tr>
+</table>
+
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-     <tr class="cg-1">
-       <td></td>
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-       <a href="gen/platipy.backend.html#module-platipy.backend.models"><code class="xref">platipy.backend.models</code></a></td><td>
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-     <tr class="cg-1">
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-       <a href="gen/platipy.backend.sample.html#module-platipy.backend.sample.sample"><code class="xref">platipy.backend.sample.sample</code></a></td><td>
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-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.backend.html#module-platipy.backend.tasks"><code class="xref">platipy.backend.tasks</code></a></td><td>
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-     <tr class="cg-1">
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-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.backend.html#module-platipy.backend.views"><code class="xref">platipy.backend.views</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli"><code class="xref">platipy.cli</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.dicom_crawler"><code class="xref">platipy.cli.dicom_crawler</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_rtstruct"><code class="xref">platipy.cli.nifti_to_rtstruct</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.nifti_to_series"><code class="xref">platipy.cli.nifti_to_series</code></a></td><td>
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-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.rtstruct_to_nifti"><code class="xref">platipy.cli.rtstruct_to_nifti</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.run"><code class="xref">platipy.cli.run</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.segmentation"><code class="xref">platipy.cli.segmentation</code></a></td><td>
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-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.sort_dicom_from_directory"><code class="xref">platipy.cli.sort_dicom_from_directory</code></a></td><td>
-       <em></em></td></tr>
-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.cli.html#module-platipy.cli.tcia_download"><code class="xref">platipy.cli.tcia_download</code></a></td><td>
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-     <tr class="cg-1">
-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.dicom.html#module-platipy.dicom"><code class="xref">platipy.dicom</code></a></td><td>
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-       <td></td>
-       <td>&#160;&#160;&#160;
-       <a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication"><code class="xref">platipy.dicom.communication</code></a></td><td>
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-       <a href="gen/platipy.dicom.communication.html#module-platipy.dicom.communication.connector"><code class="xref">platipy.dicom.communication.connector</code></a></td><td>
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+<li class="toctree-l1"><a class="reference internal" href="visualiser.html">Image Visualiser</a></li>
+<li class="toctree-l1 current current-page"><a class="current reference internal" href="#">Registration</a></li>
+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
+</ul>
+
+</div>
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+    <div class="content">
+      <article role="main">
+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
+          <i class="icon"><svg><use href="#svg-toc"></use></svg></i>
+        </label>
+        <section id="registration">
+<h1>Registration<a class="headerlink" href="#registration" title="Permalink to this headline">¶</a></h1>
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+        </div>
+
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
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+    <script async="async" src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS-MML_HTMLorMML"></script>
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+</html>
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diff --git a/docs/site/search.html b/docs/site/search.html
index 241ee808..9d0302f2 100644
--- a/docs/site/search.html
+++ b/docs/site/search.html
@@ -1,225 +1,179 @@
+<!doctype html>
+<html class="no-js">
+  <head><meta charset="utf-8"/>
+    <meta name="viewport" content="width=device-width,initial-scale=1"/>
+    <meta name="color-scheme" content="light dark"><link rel="index" title="Index" href="genindex.html" /><link rel="search" title="Search" href="#" />
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+    <meta name="generator" content="sphinx-3.0.3, furo 2021.04.11.beta34"/><title>Search - PlatiPy  documentation</title><link rel="stylesheet" href="_static/styles/furo.css?digest=59ab60ac09ea94ccfe6deddff6d715cce948a6fc">
+    <link rel="stylesheet" href="_static/pygments.css">
+    <link media="(prefers-color-scheme: dark)" rel="stylesheet" href="_static/pygments_dark.css">
+    
 
 
-<!DOCTYPE html>
-<!--[if IE 8]><html class="no-js lt-ie9" lang="en" > <![endif]-->
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-  
-  <title>Search &mdash; PlatiPy  documentation</title>
-  
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-  
+<style>
+  :root {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
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+  }
+  @media (prefers-color-scheme: dark) {
+    :root {
+      --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+    }
+  }
 
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
   
+  }
+  .override-dark {
+    --color-code-background: #202020;
+  --color-code-foreground: #d0d0d0;
   
+  }
+</style><link rel="stylesheet" href="_static/styles/furo-extensions.css?digest=d391b54134226e4196576da3bdb6dddb7e05ba2b"></head>
+  <body dir="">
     
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+    <title>Expand</title>
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+      <label class="nav-overlay-icon" for="__navigation">
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+    <div class="header-center">
+      <a href="index.html"><div class="brand">PlatiPy  documentation</div></a>
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+    <div class="header-right">
+      <label class="toc-overlay-icon toc-header-icon no-toc" for="__toc">
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+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul>
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+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
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+<p><span class="caption-text">Examples</span></p>
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+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
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index c061ca76..7933a6b4 100644
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+  
+  }
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+      --color-code-background: #202020;
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+  
+    }
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+
+  /* For allowing end-user-specific overrides */
+  .override-light {
+    --color-code-background: #f8f8f8;
+  --color-code-foreground: black;
+  
+  }
+  .override-dark {
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+  }
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+  <p><span class="caption-text">Introduction</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="getting_started.html">Getting Started</a></li>
+</ul>
+<p><span class="caption-text">Features</span></p>
+<ul class="current">
+<li class="toctree-l1 current current-page"><a class="current reference internal" href="#">Image Visualiser</a></li>
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+<li class="toctree-l1"><a class="reference internal" href="cli.html">Command Line Tools</a></li>
+</ul>
+<p><span class="caption-text">Examples</span></p>
+<ul>
+<li class="toctree-l1"><a class="reference internal" href="_examples/visualise.html">Visualise Images</a></li>
+</ul>
+
+</div>
+</div>
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+        <label class="toc-overlay-icon toc-content-icon no-toc" for="__toc">
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+        </label>
+        <section id="image-visualiser">
+<h1>Image Visualiser<a class="headerlink" href="#image-visualiser" title="Permalink to this headline">¶</a></h1>
+<dl class="py class">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser">
+<em class="property">class </em><code class="sig-prename descclassname">platipy.imaging.visualisation.visualiser.</code><code class="sig-name descname">ImageVisualiser</code><span class="sig-paren">(</span><em class="sig-param">image, cut=None, axis='ortho', window=[-250, 500], figure_size_in=10, limits=None, colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;, origin='normal', projection=False</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser" title="Permalink to this definition">¶</a></dt>
+<dd><p>Bases: <code class="xref py py-class docutils literal notranslate"><span class="pre">object</span></code></p>
+<p>Class to assist with visualising images and overlaying contours, scalars and bounding
+boxes.</p>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box">
+<code class="sig-name descname">add_bounding_box</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">bounding_box</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color</span><span class="o">=</span><span class="default_value">'r'</span></em>, <em class="sig-param"><span class="n">linewidth</span><span class="o">=</span><span class="default_value">2</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_bounding_box" title="Permalink to this definition">¶</a></dt>
+<dd><p>Add a bounding box to draw.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>bounding_box</strong> (<em>dict|list|tuple|sitk.Image</em>) – Dictionary of bounding boxes where list key
+is the name of the bounding box. If list or tuple then pass
+bounding box in format (x, y, z, w, h, d). If sitk.Image then
+mask is assumed and bounding box around this mask is used.</p></li>
+<li><p><strong>name</strong> (<em>list</em><em>, </em><em>optional</em>) – Name of this bounding box if bounding_box is list, tuple or
+sitk.Image. Defaults to None.</p></li>
+<li><p><strong>color</strong> (<em>str|tuple|list</em><em>, </em><em>optional</em>) – The color to use when drawing the bounding box(es).
+Defaults to None.</p></li>
+<li><p><strong>linewidth</strong> (<em>int</em><em>, </em><em>optional</em>) – The line width of the bounding box(es). Defaults to 2.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Raised if input is not a list or tuple of length 6 or and sitk.Image.</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay">
+<code class="sig-name descname">add_comparison_overlay</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">image</span></em>, <em class="sig-param"><span class="n">name</span><span class="o">=</span><span class="default_value">None</span></em>, <em class="sig-param"><span class="n">color_rotation</span><span class="o">=</span><span class="default_value">0.35</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_comparison_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a comparison image on the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image</strong><strong>)</strong> (<em>image</em>) – Image (will be displayed as a comparison).</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the image. Defaults to None.</p></li>
+<li><p><strong>color_rotation</strong> (<em>float</em><em>, </em><em>optional</em>) – Defines the hue of the original image (0 - 0.5).</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Comparison overlay must be of type sitk.Image.</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour">
+<code class="sig-name descname">add_contour</code><span class="sig-paren">(</span><em class="sig-param">contour</em>, <em class="sig-param">name=None</em>, <em class="sig-param">color=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">linewidth=2</em>, <em class="sig-param">show_legend=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_contour" title="Permalink to this definition">¶</a></dt>
+<dd><p>Add a contour as overlay</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>contour</strong> (<em>sitk.Image|dict</em>) – Contour mask or dict containing contour masks.</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the contour (only used if passing sitk.Image as
+contour). Defaults to None.</p></li>
+<li><p><strong>color</strong> (<em>str|tuple|list</em><em>, </em><em>optional</em>) – The color to use when drawing the contour(s).
+Defaults to None.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><ul class="simple">
+<li><p><strong>ValueError</strong> – Contour must be dict of sitk.Image.</p></li>
+<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay">
+<code class="sig-name descname">add_scalar_overlay</code><span class="sig-paren">(</span><em class="sig-param">scalar_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">min_value=False</em>, <em class="sig-param">max_value=False</em>, <em class="sig-param">discrete_levels=False</em>, <em class="sig-param">mid_ticks=False</em>, <em class="sig-param">show_colorbar=True</em>, <em class="sig-param">norm=None</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_scalar_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a scalar image on to the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>scalar_image</em>) – Scalar image or dict containing scalar images.</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the scalar image (only used if passing sitk.Image as
+scalar image). Defaults to None.</p></li>
+<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
+overlaying this scalar image. Defaults
+to plt.cm.get_cmap(“Spectral”).</p></li>
+<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay. Defaults to 0.75.</p></li>
+<li><p><strong>min_value</strong> (<em>float</em><em>, </em><em>optional</em>) – Values below this value aren’t rendered. Defaults to 0.1.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><ul class="simple">
+<li><p><strong>ValueError</strong> – Scalar overlay must be dict of sitk.Image.</p></li>
+<li><p><strong>ValueError</strong> – If passing a dict for contour, all values must be sitk.Image.</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay">
+<code class="sig-name descname">add_vector_overlay</code><span class="sig-paren">(</span><em class="sig-param">vector_image</em>, <em class="sig-param">name=None</em>, <em class="sig-param">colormap=&lt;matplotlib.colors.LinearSegmentedColormap object&gt;</em>, <em class="sig-param">alpha=0.75</em>, <em class="sig-param">arrow_scale=0.25</em>, <em class="sig-param">arrow_width=1</em>, <em class="sig-param">subsample=4</em>, <em class="sig-param">color_function='perpendicular'</em>, <em class="sig-param">show_colorbar=True</em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.add_vector_overlay" title="Permalink to this definition">¶</a></dt>
+<dd><p>Overlay a vector field on to the existing image</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>sitk.Image|dict</strong><strong>)</strong> (<em>vector_image</em>) – Vector image (will be displayed as ).</p></li>
+<li><p><strong>name</strong> (<em>str</em><em>, </em><em>optional</em>) – Name to give the vector field (only used if passing
+sitk.Image as vector field). Defaults to None.</p></li>
+<li><p><strong>colormap</strong> (<em>matplotlib.colors.Colormap</em><em>, </em><em>optional</em>) – The colormap to be used when
+overlaying this vector field. Defaults
+to plt.cm.get_cmap(“Spectral”).</p></li>
+<li><p><strong>alpha</strong> (<em>float</em><em>, </em><em>optional</em>) – Alpha to apply to overlay vectors. Defaults to 0.75.</p></li>
+<li><p><strong>arrow_scale</strong> (<em>float</em><em>, </em><em>optional</em>) – Relative scaling of vectors. Defaults to 0.25.</p></li>
+<li><p><strong>arrow_width</strong> (<em>float</em><em>, </em><em>optional</em>) – Width of vector field arrow. Defaults to 0.25.</p></li>
+<li><p><strong>subsample</strong> (<em>int</em><em>, </em><em>optional</em>) – Defines to subsampling ratio of displayed vectors.
+Defaults to 4.</p></li>
+<li><p><strong>color_function</strong> (<em>str</em><em>, </em><em>optional</em>) – Determines how vectors are colored. Options:
+‘perpendicular’ - vectors colored by perpendicular
+value
+‘magnitude’ - vectors colored by magnitude.</p></li>
+</ul>
+</dd>
+<dt class="field-even">Raises</dt>
+<dd class="field-even"><p><strong>ValueError</strong> – Vector overlay must be of type sitk.Image.</p>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.clear">
+<code class="sig-name descname">clear</code><span class="sig-paren">(</span><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.clear" title="Permalink to this definition">¶</a></dt>
+<dd><p>Clear all overlays</p>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label">
+<code class="sig-name descname">set_limits_from_label</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">label</span></em>, <em class="sig-param"><span class="n">expansion</span><span class="o">=</span><span class="default_value">[0, 0, 0]</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.set_limits_from_label" title="Permalink to this definition">¶</a></dt>
+<dd><p>Sets the limits of the axes to the bounds of the given label.</p>
+<dl class="field-list simple">
+<dt class="field-odd">Parameters</dt>
+<dd class="field-odd"><ul class="simple">
+<li><p><strong>label</strong> (<em>sitk.Image</em>) – The label around which to set the limits</p></li>
+<li><p><strong>expansion</strong> (<em>list</em><em>, </em><em>optional</em>) – Expansion (in mm) around the label. Defaults to [0, 0, 0].</p></li>
+</ul>
+</dd>
+</dl>
+</dd></dl>
+<dl class="py method">
+<dt id="platipy.imaging.visualisation.visualiser.ImageVisualiser.show">
+<code class="sig-name descname">show</code><span class="sig-paren">(</span><em class="sig-param"><span class="n">interact</span><span class="o">=</span><span class="default_value">False</span></em><span class="sig-paren">)</span><a class="headerlink" href="#platipy.imaging.visualisation.visualiser.ImageVisualiser.show" title="Permalink to this definition">¶</a></dt>
+<dd><p>Render the image with all overlays</p>
+</dd></dl>
+</dd></dl>
+</section>
+
+      </article>
+      <footer>
+        
+        <div class="related-pages">
+          <a class="next-page" href="registration.html">
+              <div class="page-info">
+                <div class="context">
+                  <span>Next</span>
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+                <div class="title">Registration</div>
+              </div>
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+            </a>
+          <a class="prev-page" href="getting_started.html">
+              <svg><use href="#svg-arrow-right"></use></svg>
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+                </div>
+                
+                <div class="title">Getting Started</div>
+                
+              </div>
+            </a>
+        </div>
+
+        <div class="related-information">
+              Copyright &#169; 2021, Phillip Chlap &amp; Rob Finnegan
+            |
+            <a class="muted-link" href="_sources/visualiser.rst.txt"
+               rel="nofollow">
+              Show Source
+            </a>
+        </div>
+        
+      </footer>
+    </div>
+    <aside class="toc-drawer no-toc">
+      
+      
+      
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+    <script async="async" src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.5/latest.js?config=TeX-AMS-MML_HTMLorMML"></script>
+    <script type="text/x-mathjax-config">MathJax.Hub.Config({"tex2jax": {"inlineMath": [["$", "$"], ["\\(", "\\)"]], "processEscapes": true, "ignoreClass": "document", "processClass": "math|output_area"}})</script>
+    <script src="_static/scripts/main.js?digest=e931d09b2a40c1bb82b542effe772014573baf67"></script></body>
+</html>
\ No newline at end of file
diff --git a/docs/visualiser.rst b/docs/visualiser.rst
new file mode 100644
index 00000000..f1bd7568
--- /dev/null
+++ b/docs/visualiser.rst
@@ -0,0 +1,7 @@
+#####################
+Image Visualiser
+#####################
+
+.. autoclass:: platipy.imaging.visualisation.visualiser.ImageVisualiser
+    :members:
+    :show-inheritance:
diff --git a/examples/generate_synthetic_deformations/README.md b/examples/README.md
similarity index 58%
rename from examples/generate_synthetic_deformations/README.md
rename to examples/README.md
index 74016b4e..0f1d316e 100644
--- a/examples/generate_synthetic_deformations/README.md
+++ b/examples/README.md
@@ -1,3 +1,7 @@
+# Download from TCIA Example
+
+[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/pyplati/platipy/blob/master/platipy/examples/download/tcia.ipynb)
+
 # Examples to Generate Synthetic Deformations for Head & Neck
 
 [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/pyplati/platipy/blob/master/examples/generate_synthetic_deformations/generate_synthetic_head_neck_deformation.ipynb)
diff --git a/examples/animation.gif b/examples/animation.gif
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diff --git a/examples/animations/generate_animations.ipynb b/examples/animations/generate_animations.ipynb
deleted file mode 100644
index b1dcce3d..00000000
--- a/examples/animations/generate_animations.ipynb
+++ /dev/null
@@ -1,335 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "FOR TESTING PURPOSES\n",
-    "\"\"\"\n",
-    "%load_ext autoreload\n",
-    "%autoreload 2"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "Import relevant modules\n",
-    "\"\"\"\n",
-    "\n",
-    "import pathlib\n",
-    "\n",
-    "import SimpleITK as sitk\n",
-    "import numpy as np\n",
-    "\n",
-    "from platipy.imaging.registration.registration import apply_field\n",
-    "\n",
-    "from platipy.imaging.visualisation.tools import ImageVisualiser, project_onto_arbitrary_plane, generate_animation_from_image_sequence\n",
-    "\n",
-    "from platipy.imaging.utils.tools import label_to_roi, get_com\n",
-    "\n",
-    "from platipy.imaging.tests.pull_data import get_lung_data\n",
-    "\n",
-    "\"\"\"\n",
-    "Deformation field operations\n",
-    "\"\"\"\n",
-    "from platipy.imaging.deformation_fields.deformation_field_operations import (\n",
-    "get_bone_mask,\n",
-    "get_external_mask,\n",
-    "generate_field_shift,\n",
-    "generate_field_asymmetric_contract,\n",
-    "generate_field_asymmetric_extend,\n",
-    "generate_field_expand,\n",
-    "generate_field_radial_bend\n",
-    ")\n",
-    "\n",
-    "%matplotlib notebook"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "Read in some images and structures for this demonstration\n",
-    "We are using a lung radiotherapy dataset comprising CT and RTSTRUCT\n",
-    "\"\"\"\n",
-    "\n",
-    "image_ct = sitk.ReadImage(\"../../imaging/tests/data/LCTSC/LCTSC-Test-S1-101/CT.nii.gz\")\n",
-    "\n",
-    "structure_list = [\"Heart\", \"Esophagus\", \"Lung_L\", \"Lung_R\", \"SpinalCord\"]\n",
-    "label_images = {i:sitk.ReadImage(f\"../../imaging/tests/data/LCTSC/LCTSC-Test-S1-101/Struct_{i}.nii.gz\") for i in structure_list}"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "external_mask = get_external_mask(image_ct, dilate=5)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "label_expand, expand_transform, expand_dvf = generate_field_radial_bend(\n",
-    "    image_ct,\n",
-    "    external_mask,\n",
-    "    reference_point=get_com(label_images[\"Heart\"]),\n",
-    "    axis_of_rotation=[0,0,1],\n",
-    "    scale=0.5\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "interp_list = np.linspace(0, 1, 10)\n",
-    "image_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for index, interp_value in enumerate(interp_list):\n",
-    "    \n",
-    "    print(index, interp_value)\n",
-    "    \n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate interpolated DVF\n",
-    "    \"\"\"\n",
-    "\n",
-    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(expand_dvf, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
-    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
-    "\n",
-    "    #print(\"  Interpolation complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected image\n",
-    "    \"\"\"\n",
-    "\n",
-    "    im_deform = apply_field(image_ct, expand_transform_interpolate, interp=2)\n",
-    "\n",
-    "\n",
-    "    im_project = project_onto_arbitrary_plane(\n",
-    "        im_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=0\n",
-    "    )\n",
-    "\n",
-    "    image_list.append(im_project)\n",
-    "    \n",
-    "    #print(\"  Deformation and projection complete.\")\n",
-    "\n",
-    "#     \"\"\"\n",
-    "#     Generate deformed and projected scalar field (Heart contour)\n",
-    "#     \"\"\"\n",
-    "\n",
-    "#     scalar_deform = apply_field(label_images[\"Lung_L\"]+label_images[\"Lung_R\"], expand_transform_interpolate, structure=True, default_value=0, interp=1)\n",
-    "\n",
-    "#     scalar_rotate = project_onto_arbitrary_plane(\n",
-    "#         scalar_deform,\n",
-    "#         projection_name='mean',\n",
-    "#         rotation_axis=[0,0,1],\n",
-    "#         rotation_angle=0,\n",
-    "#         projection_axis=1\n",
-    "#     )\n",
-    "\n",
-    "#     scalar_list.append(scalar_rotate)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "animation = generate_animation_from_image_sequence(image_list + image_list[::-1], \"animation_twist.gif\", scalar_list=False, fps=25)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "angle_list = np.linspace(0, np.pi*2, 50)\n",
-    "image_list = []\n",
-    "contour_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for angle in angle_list:\n",
-    "    im_rotate = project_onto_arbitrary_plane(\n",
-    "        image_ct,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "    image_list.append(im_rotate)\n",
-    "    \n",
-    "    contour_rotate_lung_l = project_onto_arbitrary_plane(\n",
-    "        label_images[\"Lung_L\"],\n",
-    "        projection_name='max',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    contour_rotate_lung_r= project_onto_arbitrary_plane(\n",
-    "        label_images[\"Lung_R\"],\n",
-    "        projection_name='max',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    contour_list.append({\"LUNG L\": contour_rotate_lung_l, \"LUNG R\": contour_rotate_lung_r})\n",
-    "    \n",
-    "    scalar_rotate =  project_onto_arbitrary_plane(\n",
-    "        label_images[\"Heart\"],\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    combined_scalar = 1*contour_rotate_lung_l + 2*contour_rotate_lung_r + 3+scalar_rotate\n",
-    "    \n",
-    "    scalar_list.append(scalar_rotate)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "animation = generate_animation_from_image_sequence(image_list, contour_list=contour_list, scalar_list=scalar_list, scalar_alpha=1, scalar_min=0.01, fps=12.5)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "interp_list = np.linspace(0, 1, 25)\n",
-    "image_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for index, interp_value in enumerate(interp_list):\n",
-    "    \n",
-    "    print(index, interp_value)\n",
-    "    \n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate interpolated DVF\n",
-    "    \"\"\"\n",
-    "\n",
-    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(expand_dvf, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
-    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
-    "\n",
-    "    #print(\"  Interpolation complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected image\n",
-    "    \"\"\"\n",
-    "\n",
-    "    im_deform = apply_field(image_ct, expand_transform_interpolate, interp=2)\n",
-    "\n",
-    "\n",
-    "    im_project = project_onto_arbitrary_plane(\n",
-    "        im_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "\n",
-    "    image_list.append(im_project)\n",
-    "    \n",
-    "    #print(\"  Deformation and projection complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected scalar field (Heart contour)\n",
-    "    \"\"\"\n",
-    "\n",
-    "    scalar_deform = apply_field(label_images[\"Lung_L\"]+label_images[\"Lung_R\"], expand_transform_interpolate, structure=True, default_value=0, interp=1)\n",
-    "\n",
-    "    scalar_rotate = project_onto_arbitrary_plane(\n",
-    "        scalar_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "\n",
-    "    scalar_list.append(scalar_rotate)"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.7.7"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/examples/bronchus_segmentation/bronchus_segmentation.ipynb b/examples/bronchus_segmentation.ipynb
similarity index 100%
rename from examples/bronchus_segmentation/bronchus_segmentation.ipynb
rename to examples/bronchus_segmentation.ipynb
diff --git a/examples/service/bronchus.ipynb b/examples/bronchus_service.ipynb
similarity index 100%
rename from examples/service/bronchus.ipynb
rename to examples/bronchus_service.ipynb
diff --git a/examples/cardiac_atlas_segmentation/cardiac_segmentation.ipynb b/examples/cardiac_segmentation.ipynb
similarity index 100%
rename from examples/cardiac_atlas_segmentation/cardiac_segmentation.ipynb
rename to examples/cardiac_segmentation.ipynb
diff --git a/examples/service/cardiac.ipynb b/examples/cardiac_service.ipynb
similarity index 100%
rename from examples/service/cardiac.ipynb
rename to examples/cardiac_service.ipynb
diff --git a/examples/download/README.md b/examples/download/README.md
deleted file mode 100644
index ef999537..00000000
--- a/examples/download/README.md
+++ /dev/null
@@ -1,3 +0,0 @@
-# Download from TCIA Example
-
-[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/pyplati/platipy/blob/master/platipy/examples/download/tcia.ipynb)
diff --git a/examples/generate_animations.ipynb b/examples/generate_animations.ipynb
new file mode 100644
index 00000000..94882eb4
--- /dev/null
+++ b/examples/generate_animations.ipynb
@@ -0,0 +1,316 @@
+{
+ "cells": [
+  {
+   "source": [
+    "## Animation Generation Example"
+   ],
+   "cell_type": "markdown",
+   "metadata": {}
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
+    "import pathlib\n",
+    "\n",
+    "import SimpleITK as sitk\n",
+    "import numpy as np\n",
+    "\n",
+    "from platipy.imaging.registration.utils import apply_transform\n",
+    "\n",
+    "from platipy.imaging.visualisation.visualiser import ImageVisualiser\n",
+    "from platipy.imaging.visualisation.utils import project_onto_arbitrary_plane\n",
+    "from platipy.imaging.visualisation.animation import generate_animation_from_image_sequence\n",
+    "\n",
+    "from platipy.imaging.utils.crop import label_to_roi\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "\"\"\"\n",
+    "Deformation field operations\n",
+    "\"\"\"\n",
+    "from platipy.imaging.generation.mask import (\n",
+    "get_bone_mask,\n",
+    "get_external_mask)\n",
+    "\n",
+    "from platipy.imaging.generation.dvf import (\n",
+    "generate_field_shift,\n",
+    "generate_field_asymmetric_contract,\n",
+    "generate_field_asymmetric_extend,\n",
+    "generate_field_expand,\n",
+    "generate_field_radial_bend\n",
+    ")\n",
+    "\n",
+    "%matplotlib inline"
+   ]
+  },
+  {
+   "source": [
+    "## Load data\n",
+    "\n",
+    "Read in some images and structures for this demonstration\n",
+    "We are using a lung radiotherapy dataset comprising CT and RTSTRUCT"
+   ],
+   "cell_type": "markdown",
+   "metadata": {}
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nifti_data = get_lung_nifti()\n",
+    "\n",
+    "image_ct = sitk.ReadImage(str(nifti_data.joinpath(\"LCTSC-Test-S1-101/IMAGES/LCTSC_TEST_S1_101_0_CT_0.nii.gz\")))\n",
+    "\n",
+    "structure_list = [\"HEART\", \"ESOPHAGUS\", \"LUNG_L\", \"LUNG_R\", \"SPINALCORD\"]\n",
+    "label_images = {i:sitk.ReadImage(str(nifti_data.joinpath(f\"LCTSC-Test-S1-101/STRUCTURES/LCTSC_TEST_S1_101_0_RTSTRUCT_{i}.nii.gz\"))) for i in structure_list}"
+   ]
+  },
+  {
+   "source": [
+    "## Get the an external mask and generate a radial bend"
+   ],
+   "cell_type": "markdown",
+   "metadata": {}
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "external_mask = get_external_mask(image_ct, dilate=5)\n",
+    "\n",
+    "label_expand, expand_transform, expand_dvf = generate_field_radial_bend(\n",
+    "    image_ct,\n",
+    "    external_mask,\n",
+    "    reference_point=get_com(label_images[\"HEART\"]),\n",
+    "    axis_of_rotation=[0,0,1],\n",
+    "    scale=0.5\n",
+    ")"
+   ]
+  },
+  {
+   "source": [
+    "## Interpolate at different positions for the animation"
+   ],
+   "cell_type": "markdown",
+   "metadata": {}
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "stream",
+     "name": "stdout",
+     "text": [
+      "0 0.0\n",
+      "1 0.1111111111111111\n",
+      "2 0.2222222222222222\n",
+      "3 0.3333333333333333\n",
+      "4 0.4444444444444444\n",
+      "5 0.5555555555555556\n",
+      "6 0.6666666666666666\n",
+      "7 0.7777777777777777\n",
+      "8 0.8888888888888888\n",
+      "9 1.0\n"
+     ]
+    }
+   ],
+   "source": [
+    "interp_list = np.linspace(0, 1, 10)\n",
+    "image_list = []\n",
+    "scalar_list = []\n",
+    "\n",
+    "for index, interp_value in enumerate(interp_list):\n",
+    "    \n",
+    "    print(index, interp_value)\n",
+    "    \n",
+    "\n",
+    "    \"\"\"\n",
+    "    Generate interpolated DVF\n",
+    "    \"\"\"\n",
+    "\n",
+    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(expand_dvf, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
+    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
+    "\n",
+    "    #print(\"  Interpolation complete.\")\n",
+    "\n",
+    "    \"\"\"\n",
+    "    Generate deformed and projected image\n",
+    "    \"\"\"\n",
+    "\n",
+    "    im_deform = apply_transform(image_ct, transform=expand_transform_interpolate, interpolator=sitk.sitkLinear)\n",
+    "\n",
+    "\n",
+    "    im_project = project_onto_arbitrary_plane(\n",
+    "        im_deform,\n",
+    "        projection_name='mean',\n",
+    "        rotation_axis=[0,0,1],\n",
+    "        rotation_angle=0,\n",
+    "        projection_axis=0\n",
+    "    )\n",
+    "\n",
+    "    image_list.append(im_project)\n",
+    "    "
+   ]
+  },
+  {
+   "source": [
+    "## Generate the Animation"
+   ],
+   "cell_type": "markdown",
+   "metadata": {}
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 432x336 with 1 Axes>",
+      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Created with matplotlib (https://matplotlib.org/) -->\n<svg height=\"350.4pt\" version=\"1.1\" viewBox=\"0 0 445.16902 350.4\" width=\"445.16902pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n <metadata>\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n   <cc:Work>\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n    <dc:date>2021-05-25T05:47:43.644764</dc:date>\n    <dc:format>image/svg+xml</dc:format>\n    <dc:creator>\n     <cc:Agent>\n      <dc:title>Matplotlib v3.3.4, https://matplotlib.org/</dc:title>\n     </cc:Agent>\n    </dc:creator>\n   </cc:Work>\n  </rdf:RDF>\n </metadata>\n <defs>\n  <style 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\" 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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "animation = generate_animation_from_image_sequence(image_list + image_list[::-1], \"animation_twist.gif\", scalar_list=None, fps=25)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 39,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "angle_list = np.linspace(0, np.pi*2, 50)\n",
+    "image_list = []\n",
+    "contour_list = []\n",
+    "scalar_list = []\n",
+    "\n",
+    "for angle in angle_list:\n",
+    "    im_rotate = project_onto_arbitrary_plane(\n",
+    "        image_ct,\n",
+    "        projection_name='mean',\n",
+    "        rotation_axis=[0,0,1],\n",
+    "        rotation_angle=angle,\n",
+    "        projection_axis=1\n",
+    "    )\n",
+    "    image_list.append(im_rotate)\n",
+    "    \n",
+    "    contour_rotate_lung_l = project_onto_arbitrary_plane(\n",
+    "        label_images[\"LUNG_L\"],\n",
+    "        projection_name='max',\n",
+    "        rotation_axis=[0,0,1],\n",
+    "        rotation_angle=angle,\n",
+    "        projection_axis=1,\n",
+    "        resample_interpolation=1,\n",
+    "        default_value=0    \n",
+    "    )\n",
+    "    \n",
+    "    contour_rotate_lung_r= project_onto_arbitrary_plane(\n",
+    "        label_images[\"LUNG_R\"],\n",
+    "        projection_name='max',\n",
+    "        rotation_axis=[0,0,1],\n",
+    "        rotation_angle=angle,\n",
+    "        projection_axis=1,\n",
+    "        resample_interpolation=1,\n",
+    "        default_value=0    \n",
+    "    )\n",
+    "    \n",
+    "    contour_list.append({\"LUNG L\": contour_rotate_lung_l, \"LUNG R\": contour_rotate_lung_r})\n",
+    "    \n",
+    "    scalar_rotate =  project_onto_arbitrary_plane(\n",
+    "        label_images[\"HEART\"],\n",
+    "        projection_name='mean',\n",
+    "        rotation_axis=[0,0,1],\n",
+    "        rotation_angle=angle,\n",
+    "        projection_axis=1,\n",
+    "        resample_interpolation=1,\n",
+    "        default_value=0    \n",
+    "    )\n",
+    "    \n",
+    "    combined_scalar = 1*contour_rotate_lung_l + 2*contour_rotate_lung_r + 3+sitk.Cast(scalar_rotate, sitk.sitkUInt8)\n",
+    "    \n",
+    "    scalar_list.append(scalar_rotate)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 40,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "stream",
+     "name": "stderr",
+     "text": [
+      "No contour levels were found within the data range.\n",
+      "No contour levels were found within the data range.\n",
+      "No contour levels were found within the data range.\n"
+     ]
+    },
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 432x336 with 1 Axes>",
+      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Created with matplotlib (https://matplotlib.org/) -->\n<svg height=\"350.4pt\" version=\"1.1\" viewBox=\"0 0 445.16902 350.4\" width=\"445.16902pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n <metadata>\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n   <cc:Work>\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n    <dc:date>2021-05-25T06:09:38.701794</dc:date>\n    <dc:format>image/svg+xml</dc:format>\n    <dc:creator>\n     <cc:Agent>\n      <dc:title>Matplotlib v3.3.4, https://matplotlib.org/</dc:title>\n     </cc:Agent>\n    </dc:creator>\n   </cc:Work>\n  </rdf:RDF>\n </metadata>\n <defs>\n  <style 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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "animation = generate_animation_from_image_sequence(image_list, contour_list=contour_list, scalar_list=scalar_list, scalar_alpha=1, scalar_min=0.01, fps=2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.6.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
\ No newline at end of file
diff --git a/examples/generate_synthetic_deformations/generate_animations.ipynb b/examples/generate_synthetic_deformations/generate_animations.ipynb
deleted file mode 100644
index f031a509..00000000
--- a/examples/generate_synthetic_deformations/generate_animations.ipynb
+++ /dev/null
@@ -1,405 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "FOR TESTING PURPOSES\n",
-    "\"\"\"\n",
-    "%load_ext autoreload\n",
-    "%autoreload 2"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "Import relevant modules\n",
-    "\"\"\"\n",
-    "\n",
-    "import pathlib\n",
-    "\n",
-    "import SimpleITK as sitk\n",
-    "import numpy as np\n",
-    "\n",
-    "from platipy.imaging.registration.registration import apply_field\n",
-    "\n",
-    "from platipy.imaging.visualisation.tools import ImageVisualiser, project_onto_arbitrary_plane, generate_animation_from_image_sequence\n",
-    "\n",
-    "from platipy.imaging.utils.tools import label_to_roi, get_com\n",
-    "\n",
-    "from platipy.imaging.tests.pull_data import get_lung_data\n",
-    "\n",
-    "\"\"\"\n",
-    "Deformation field operations\n",
-    "\"\"\"\n",
-    "from platipy.imaging.deformation_fields.deformation_field_operations import (\n",
-    "get_bone_mask,\n",
-    "get_external_mask,\n",
-    "generate_field_shift,\n",
-    "generate_field_asymmetric_contract,\n",
-    "generate_field_asymmetric_extend,\n",
-    "generate_field_expand,\n",
-    "generate_field_radial_bend\n",
-    ")\n",
-    "\n",
-    "%matplotlib notebook"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\"\"\"\n",
-    "Read in some images and structures for this demonstration\n",
-    "We are using a lung radiotherapy dataset comprising CT and RTSTRUCT\n",
-    "\"\"\"\n",
-    "\n",
-    "image_ct = sitk.ReadImage(\"../../imaging/tests/data/LCTSC/LCTSC-Test-S1-101/CT.nii.gz\")\n",
-    "\n",
-    "structure_list = [\"Heart\", \"Esophagus\", \"Lung_L\", \"Lung_R\", \"SpinalCord\"]\n",
-    "label_images = {i:sitk.ReadImage(f\"../../imaging/tests/data/LCTSC/LCTSC-Test-S1-101/Struct_{i}.nii.gz\") for i in structure_list}"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "external_mask = get_external_mask(image_ct, dilate=5)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "label_expand, expand_transform, expand_dvf = generate_field_radial_bend(\n",
-    "    image_ct,\n",
-    "    external_mask,\n",
-    "    reference_point=get_com(label_images[\"Heart\"]),\n",
-    "    axis_of_rotation=[0,1,0],\n",
-    "    scale=0.5\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "interp_list = np.linspace(0, 1, 10)\n",
-    "image_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for index, interp_value in enumerate(interp_list):\n",
-    "    \n",
-    "    print(index, interp_value)\n",
-    "    \n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate interpolated DVF\n",
-    "    \"\"\"\n",
-    "\n",
-    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(expand_dvf, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
-    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
-    "\n",
-    "    #print(\"  Interpolation complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected image\n",
-    "    \"\"\"\n",
-    "\n",
-    "    im_deform = apply_field(image_ct, expand_transform_interpolate, interp=2)\n",
-    "\n",
-    "\n",
-    "    im_project = project_onto_arbitrary_plane(\n",
-    "        im_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=0\n",
-    "    )\n",
-    "\n",
-    "    image_list.append(im_project)\n",
-    "    \n",
-    "    #print(\"  Deformation and projection complete.\")\n",
-    "\n",
-    "#     \"\"\"\n",
-    "#     Generate deformed and projected scalar field (Heart contour)\n",
-    "#     \"\"\"\n",
-    "\n",
-    "#     scalar_deform = apply_field(label_images[\"Lung_L\"]+label_images[\"Lung_R\"], expand_transform_interpolate, structure=True, default_value=0, interp=1)\n",
-    "\n",
-    "#     scalar_rotate = project_onto_arbitrary_plane(\n",
-    "#         scalar_deform,\n",
-    "#         projection_name='mean',\n",
-    "#         rotation_axis=[0,0,1],\n",
-    "#         rotation_angle=0,\n",
-    "#         projection_axis=1\n",
-    "#     )\n",
-    "\n",
-    "#     scalar_list.append(scalar_rotate)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "animation = generate_animation_from_image_sequence(image_list + image_list[::-1], \"animation_twist.gif\", scalar_list=False, fps=25)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "angle_list = np.linspace(0, np.pi*2, 50)\n",
-    "image_list = []\n",
-    "contour_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for angle in angle_list:\n",
-    "    im_rotate = project_onto_arbitrary_plane(\n",
-    "        image_ct,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "    image_list.append(im_rotate)\n",
-    "    \n",
-    "    contour_rotate_lung_l = project_onto_arbitrary_plane(\n",
-    "        label_images[\"Lung_L\"],\n",
-    "        projection_name='max',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    contour_rotate_lung_r= project_onto_arbitrary_plane(\n",
-    "        label_images[\"Lung_R\"],\n",
-    "        projection_name='max',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    contour_list.append({\"LUNG L\": contour_rotate_lung_l, \"LUNG R\": contour_rotate_lung_r})\n",
-    "    \n",
-    "    scalar_rotate =  project_onto_arbitrary_plane(\n",
-    "        label_images[\"Heart\"],\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=angle,\n",
-    "        projection_axis=1,\n",
-    "        resample_interpolation=1,\n",
-    "        default_value=0    \n",
-    "    )\n",
-    "    \n",
-    "    combined_scalar = 1*contour_rotate_lung_l + 2*contour_rotate_lung_r + 3+scalar_rotate\n",
-    "    \n",
-    "    scalar_list.append(scalar_rotate)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "animation = generate_animation_from_image_sequence(image_list, contour_list=contour_list, scalar_list=scalar_list, scalar_alpha=1, scalar_min=0.01, fps=12.5)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "interp_list = np.linspace(0, 1, 25)\n",
-    "image_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for index, interp_value in enumerate(interp_list):\n",
-    "    \n",
-    "    print(index, interp_value)\n",
-    "    \n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate interpolated DVF\n",
-    "    \"\"\"\n",
-    "\n",
-    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(expand_dvf, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
-    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
-    "\n",
-    "    #print(\"  Interpolation complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected image\n",
-    "    \"\"\"\n",
-    "\n",
-    "    im_deform = apply_field(image_ct, expand_transform_interpolate, interp=2)\n",
-    "\n",
-    "\n",
-    "    im_project = project_onto_arbitrary_plane(\n",
-    "        im_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "\n",
-    "    image_list.append(im_project)\n",
-    "    \n",
-    "    #print(\"  Deformation and projection complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected scalar field (Heart contour)\n",
-    "    \"\"\"\n",
-    "\n",
-    "    scalar_deform = apply_field(label_images[\"Lung_L\"]+label_images[\"Lung_R\"], expand_transform_interpolate, structure=True, default_value=0, interp=1)\n",
-    "\n",
-    "    scalar_rotate = project_onto_arbitrary_plane(\n",
-    "        scalar_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=1\n",
-    "    )\n",
-    "\n",
-    "    scalar_list.append(scalar_rotate)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "deformed_ct, dvf_transform, dvf_field = generate_field_radial_bend(\n",
-    "    ct,\n",
-    "    external_mask,\n",
-    "    (70,381,255),\n",
-    "    axis_of_rotation=[0, 1, 0],\n",
-    "    scale=0.1\n",
-    ")\n",
-    "\n",
-    "interp_list = np.linspace(0, 1, 10)\n",
-    "image_list = []\n",
-    "scalar_list = []\n",
-    "\n",
-    "for index, interp_value in enumerate(interp_list):\n",
-    "    \n",
-    "    print(index, interp_value)\n",
-    "    \n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate interpolated DVF\n",
-    "    \"\"\"\n",
-    "\n",
-    "    expand_dvf_interpolate = sitk.Compose(*[float(interp_value)*sitk.VectorIndexSelectionCast(dvf_field, i, sitk.sitkFloat64) for i in [0,1,2]])\n",
-    "    expand_transform_interpolate = sitk.DisplacementFieldTransform( expand_dvf_interpolate )\n",
-    "\n",
-    "    #print(\"  Interpolation complete.\")\n",
-    "\n",
-    "    \"\"\"\n",
-    "    Generate deformed and projected image\n",
-    "    \"\"\"\n",
-    "\n",
-    "    im_deform = apply_field(ct, expand_transform_interpolate, interp=2)\n",
-    "\n",
-    "\n",
-    "    im_project = project_onto_arbitrary_plane(\n",
-    "        im_deform,\n",
-    "        projection_name='mean',\n",
-    "        rotation_axis=[0,0,1],\n",
-    "        rotation_angle=0,\n",
-    "        projection_axis=0\n",
-    "    )\n",
-    "\n",
-    "    image_list.append(im_project)\n",
-    "    \n",
-    "    #print(\"  Deformation and projection complete.\")\n",
-    "\n",
-    "#     \"\"\"\n",
-    "#     Generate deformed and projected scalar field (Heart contour)\n",
-    "#     \"\"\"\n",
-    "\n",
-    "#     scalar_deform = apply_field(label_images[\"Lung_L\"]+label_images[\"Lung_R\"], expand_transform_interpolate, structure=True, default_value=0, interp=1)\n",
-    "\n",
-    "#     scalar_rotate = project_onto_arbitrary_plane(\n",
-    "#         scalar_deform,\n",
-    "#         projection_name='mean',\n",
-    "#         rotation_axis=[0,0,1],\n",
-    "#         rotation_angle=0,\n",
-    "#         projection_axis=1\n",
-    "#     )\n",
-    "\n",
-    "#     scalar_list.append(scalar_rotate)\n",
-    "\n",
-    "animation = generate_animation_from_image_sequence(image_list + image_list[::-1], \"animation_twist.gif\", scalar_list=False, fps=25)"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.7.7"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/examples/generate_synthetic_deformations/generate_synthetic_head_neck_deformation.ipynb b/examples/generate_synthetic_head_neck_deformation.ipynb
similarity index 90%
rename from examples/generate_synthetic_deformations/generate_synthetic_head_neck_deformation.ipynb
rename to examples/generate_synthetic_head_neck_deformation.ipynb
index 80f1c8e8..cd35e588 100644
--- a/examples/generate_synthetic_deformations/generate_synthetic_head_neck_deformation.ipynb
+++ b/examples/generate_synthetic_head_neck_deformation.ipynb
@@ -9,31 +9,46 @@
   },
   {
    "cell_type": "code",
-   "execution_count": null,
+   "execution_count": 1,
    "metadata": {},
    "outputs": [],
    "source": [
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
     "import re\n",
     "from pathlib import Path\n",
     "\n",
     "import SimpleITK as sitk\n",
     "\n",
     "from platipy.dicom.download.tcia import get_hn_data\n",
-    "from platipy.dicom.dicom_directory_crawler.conversion_utils import process_dicom_directory\n",
+    "from platipy.dicom.io.crawl import process_dicom_directory\n",
     "\n",
-    "from platipy.imaging.visualisation.tools import ImageVisualiser\n",
-    "from platipy.imaging.utils.tools import get_com\n",
-    "from platipy.imaging.registration.registration import apply_field\n",
+    "from platipy.imaging.registration.utils import apply_transform\n",
     "\n",
-    "from platipy.imaging.deformation_fields.deformation_field_operations import (\n",
-    "    get_external_mask,\n",
-    "    get_bone_mask,\n",
-    "    generate_field_radial_bend,\n",
-    "    generate_field_shift,\n",
-    "    generate_field_asymmetric_contract,\n",
-    "    generate_field_asymmetric_extend,\n",
-    "    generate_field_expand\n",
-    ")"
+    "from platipy.imaging.visualisation.visualiser import ImageVisualiser\n",
+    "from platipy.imaging.visualisation.utils import project_onto_arbitrary_plane\n",
+    "from platipy.imaging.visualisation.animation import generate_animation_from_image_sequence\n",
+    "\n",
+    "from platipy.imaging.utils.crop import label_to_roi\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "from platipy.imaging.generation.mask import (\n",
+    "get_bone_mask,\n",
+    "get_external_mask)\n",
+    "\n",
+    "from platipy.imaging.generation.dvf import (\n",
+    "generate_field_shift,\n",
+    "generate_field_asymmetric_contract,\n",
+    "generate_field_asymmetric_extend,\n",
+    "generate_field_expand,\n",
+    "generate_field_radial_bend\n",
+    ")\n"
    ]
   },
   {
@@ -362,9 +377,9 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.6.9-final"
+   "version": "3.6.9"
   }
  },
  "nbformat": 4,
  "nbformat_minor": 2
-}
+}
\ No newline at end of file
diff --git a/examples/generate_synthetic_deformations/generate_synthetic_deformations.ipynb b/examples/generate_synthetic_lung_deformations.ipynb
similarity index 100%
rename from examples/generate_synthetic_deformations/generate_synthetic_deformations.ipynb
rename to examples/generate_synthetic_lung_deformations.ipynb
diff --git a/examples/sample/1_convert_data.ipynb b/examples/sample/1_convert_data.ipynb
deleted file mode 100644
index 42f421c5..00000000
--- a/examples/sample/1_convert_data.ipynb
+++ /dev/null
@@ -1,129 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Dicom -> Nifti data conversion\n",
-    "\n",
-    "Before making use of the atlas based segmentation tools in this repository, all data should be converted from Dicom to Nifti as a first step. This Jupyter Notebook demonstrates how this can be done."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import sys\n",
-    "import os\n",
-    "sys.path.append('../../..')\n",
-    "\n",
-    "import pydicom\n",
-    "\n",
-    "from platipy.dicom.rtstruct_to_nifti.convert import convert_rtstruct\n",
-    "\n",
-    "dicom_search_path = \"/path/to/dicom/data\" # Location where Dicom data is stored\n",
-    "data_path = './data' # Path where converted files should be placed"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "**The following cell crawls the Dicom search path to find one series per directory**\n",
-    "\n",
-    "*Note: this was designed to be run on data that was exported from MIM*"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "data_objects = {}\n",
-    "\n",
-    "for root, dirs, files in os.walk(dicom_search_path, topdown=False):\n",
-    "    for name in files:\n",
-    "        f = os.path.join(root, name)\n",
-    "        ds = pydicom.read_file(f, force=True)\n",
-    "        \n",
-    "        if not 'Modality' in ds:\n",
-    "            continue\n",
-    "        \n",
-    "        case = ds.PatientID.split(' ')[1]\n",
-    "\n",
-    "        if not case in data_objects:\n",
-    "            data_objects[case] = {}\n",
-    "        \n",
-    "        p = f\n",
-    "        if ds.Modality == 'CT':\n",
-    "            p = os.path.dirname(f)\n",
-    "            \n",
-    "        do = {\n",
-    "            'seriesInstanceUID': ds.SeriesInstanceUID, \n",
-    "            'path': p}\n",
-    "        data_objects[case][ds.Modality] = do\n",
-    "        \n",
-    "        break # Only read one file per dir\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "**Now that all Dicom data has been found, convert it to Nifti**"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import SimpleITK as sitk\n",
-    "\n",
-    "for case in data_objects:\n",
-    "    \n",
-    "    case_dir = os.path.join(data_path, case)\n",
-    "    if not os.path.exists(case_dir):\n",
-    "        os.makedirs(case_dir)\n",
-    "    do = data_objects[case]\n",
-    "   \n",
-    "    # Convert the CT and RT Struct\n",
-    "    ct_path = do['CT']['path']\n",
-    "    rtstruct_path = do['RTSTRUCT']['path']\n",
-    "    convert_rtstruct(ct_path, rtstruct_path, output_img='CT.nii.gz', output_dir=case_dir)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.8"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/examples/sample/2_inter_observer_variability.ipynb b/examples/sample/2_inter_observer_variability.ipynb
deleted file mode 100644
index cb3bf24a..00000000
--- a/examples/sample/2_inter_observer_variability.ipynb
+++ /dev/null
@@ -1,192 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Interobserver Variability\n",
-    "\n",
-    "This Notebook demonstrates how to compute the interobserver variability of your Atlas data."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "slideshow": {
-     "slide_type": "skip"
-    }
-   },
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "import gc\n",
-    "import re\n",
-    "import time\n",
-    "\n",
-    "sys.path.append('../../..')\n",
-    "\n",
-    "import pandas as pd\n",
-    "\n",
-    "import SimpleITK as sitk\n",
-    "\n",
-    "from loguru import logger\n",
-    "\n",
-    "# Format the output a bit nicer for Jupyter\n",
-    "logger.remove()\n",
-    "logger.add(sys.stdout, format=\"{time:YYYY-MM-DD HH:mm:ss} {level} {message}\", level=\"DEBUG\")\n",
-    "\n",
-    "data_path = './data'\n",
-    "working_path = \"./working\"\n",
-    "if not os.path.exists(working_path):\n",
-    "    os.makedirs(working_path)\n",
-    "\n",
-    "# Read the data into a dictionary\n",
-    "\n",
-    "data = {}\n",
-    "\n",
-    "for root, dirs, files in os.walk(data_path, topdown=False):\n",
-    "    \n",
-    "    if root == data_path:\n",
-    "        continue\n",
-    "        \n",
-    "    case = root.split('/')[-1]\n",
-    "    data[case] = {}\n",
-    "    for f in files:\n",
-    "        file_path = os.path.join(root, f)\n",
-    "        \n",
-    "        name = f.split('.')[0].upper()\n",
-    "        \n",
-    "        # Clean up names with double underscore:\n",
-    "        name = name.replace('__','_')\n",
-    "        \n",
-    "        observer = None\n",
-    "        \n",
-    "        matches = re.findall(r\"(.*)_([0-9])\", f.split('.')[0])\n",
-    "        \n",
-    "        if len(matches) > 0:\n",
-    "            name = matches[0][0].upper()\n",
-    "            observer = matches[0][1]\n",
-    "        \n",
-    "        if observer: \n",
-    "            if name in data[case]:\n",
-    "                data[case][name][observer] = file_path\n",
-    "            else:\n",
-    "                data[case][name] = {observer: file_path}\n",
-    "                \n",
-    "        else:\n",
-    "            data[case][name] = file_path\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Compute the interobserver variability for each case"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "df_inter_ob_var_file = os.path.join(working_path, \"df_inter_ob_var.pkl\")\n",
-    "\n",
-    "# If already computed, read the data from a file\n",
-    "if os.path.exists(df_inter_ob_var_file):\n",
-    "    print(f'Reading from file: {df_inter_ob_var_file}')\n",
-    "    df_inter_ob_var = pd.read_pickle(df_inter_ob_var_file)\n",
-    "else:\n",
-    "\n",
-    "    inter_observe_var = []\n",
-    "\n",
-    "    for c in data:\n",
-    "        for s in data[c]:\n",
-    "            if not s.startswith('STRUCT_'):\n",
-    "                continue\n",
-    "\n",
-    "            for o1 in data[c][s]:\n",
-    "                for o2 in data[c][s]:\n",
-    "\n",
-    "                    if o1==o2:\n",
-    "                        continue\n",
-    "\n",
-    "                    mask_1 = sitk.ReadImage(data[c][s][o1])\n",
-    "                    mask_2 = sitk.ReadImage(data[c][s][o2])\n",
-    "\n",
-    "                    lomif = sitk.LabelOverlapMeasuresImageFilter()\n",
-    "                    lomif.Execute(mask_1, mask_2)\n",
-    "\n",
-    "                    hdif = sitk.HausdorffDistanceImageFilter()\n",
-    "                    hdif.Execute(mask_1, mask_2)\n",
-    "\n",
-    "                    dce = lomif.GetDiceCoefficient()\n",
-    "                    hmax = hdif.GetHausdorffDistance()\n",
-    "                    havg = hdif.GetAverageHausdorffDistance()\n",
-    "\n",
-    "                    row = {'o1': o1, \n",
-    "                           'o2': o2, \n",
-    "                           'case': c, \n",
-    "                           'struct': s, \n",
-    "                           'dce': dce, \n",
-    "                           'hausdorff_max': hmax, \n",
-    "                           'hausdorff_avg': havg }\n",
-    "\n",
-    "                    inter_observe_var.append(row)\n",
-    "\n",
-    "    df_inter_ob_var = pd.DataFrame(inter_observe_var)\n",
-    "    print(f'Saving to file: {df_inter_ob_var_file}')\n",
-    "    df_inter_ob_var.to_pickle(df_inter_ob_var_file)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Output the results"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "df_inter = df_inter_ob_var.groupby(['struct']).aggregate(['mean', 'std', 'min', 'max'])\n",
-    "df_inter = df_inter[['dce','hausdorff_max','hausdorff_avg']]\n",
-    "df_inter"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.8"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/examples/sample/3_registration.ipynb b/examples/sample/3_registration.ipynb
deleted file mode 100644
index 05c5d35d..00000000
--- a/examples/sample/3_registration.ipynb
+++ /dev/null
@@ -1,258 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Atlas Registration\n",
-    "\n",
-    "This Notebook will assist with registering every atlas case to every other atlas case. This is useful to conduct a leave-one-out analysis."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "slideshow": {
-     "slide_type": "skip"
-    }
-   },
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "import gc\n",
-    "import re\n",
-    "import time\n",
-    "\n",
-    "sys.path.append('../../..')\n",
-    "\n",
-    "import pandas as pd\n",
-    "\n",
-    "import SimpleITK as sitk\n",
-    "\n",
-    "from loguru import logger\n",
-    "\n",
-    "# Format the output a bit nicer for Jupyter\n",
-    "logger.remove()\n",
-    "logger.add(sys.stdout, format=\"{time:YYYY-MM-DD HH:mm:ss} {level} {message}\", level=\"DEBUG\")\n",
-    "\n",
-    "from platipy.imaging.registration.registration import initial_registration, fast_symmetric_forces_demons_registration, transform_propagation, apply_field\n",
-    "\n",
-    "data_path = './data'\n",
-    "working_path = \"./working\"\n",
-    "if not os.path.exists(working_path):\n",
-    "    os.makedirs(working_path)\n",
-    "\n",
-    "# Read the data into a dictionary\n",
-    "\n",
-    "data = {}\n",
-    "\n",
-    "for root, dirs, files in os.walk(data_path, topdown=False):\n",
-    "    \n",
-    "    if root == data_path:\n",
-    "        continue\n",
-    "        \n",
-    "    case = root.split('/')[-1]\n",
-    "    data[case] = {}\n",
-    "    for f in files:\n",
-    "        file_path = os.path.join(root, f)\n",
-    "        \n",
-    "        name = f.split('.')[0].upper()\n",
-    "        \n",
-    "        # Clean up names with double underscore:\n",
-    "        name = name.replace('__','_')\n",
-    "        \n",
-    "        observer = None\n",
-    "        \n",
-    "        matches = re.findall(r\"(.*)_([0-9])\", f.split('.')[0])\n",
-    "        \n",
-    "        if len(matches) > 0:\n",
-    "            name = matches[0][0].upper()\n",
-    "            observer = matches[0][1]\n",
-    "        \n",
-    "        if observer: \n",
-    "            if name in data[case]:\n",
-    "                data[case][name][observer] = file_path\n",
-    "            else:\n",
-    "                data[case][name] = {observer: file_path}\n",
-    "                \n",
-    "        else:\n",
-    "            data[case][name] = file_path\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Register each case to every other case\n",
-    "\n",
-    "Used for leave-one-out atlas analysis later"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {
-    "slideshow": {
-     "slide_type": "skip"
-    }
-   },
-   "outputs": [],
-   "source": [
-    "# Log to file to avoid large amounts of output in Notebook\n",
-    "logger.remove()\n",
-    "logger_handler = logger.add(\"./logs/file_{time}.log\", format=\"{time:YYYY-MM-DD HH:mm:ss} {level} {message}\", level=\"DEBUG\")\n",
-    "print(\"Logging to file, check 'logs' directory\")\n",
-    "\n",
-    "for i in data:\n",
-    "\n",
-    "    logger.info(f'Will run case: {i}')   \n",
-    "    for j in data:\n",
-    "\n",
-    "        if i == j: continue\n",
-    "\n",
-    "        start = time.time()\n",
-    "\n",
-    "        fixed_image = sitk.ReadImage(data[i]['CT'])\n",
-    "        moving_image = sitk.ReadImage(data[j]['CT'])\n",
-    "\n",
-    "        reg_dir = os.path.join(working_path, f\"{i}_{j}\")\n",
-    "        if not os.path.exists(reg_dir):\n",
-    "            os.makedirs(reg_dir)\n",
-    "\n",
-    "        # Rigid Reg\n",
-    "        logger.info(f'Rigidly register case {j} (moving) to {i} (fixed)')\n",
-    "        ct_reg_rig, rigid_transform = initial_registration(fixed_image, moving_image)\n",
-    "        ct_reg_rig_path = os.path.join(reg_dir, f'{j}_ct_reg_rig.nii.gz')\n",
-    "        sitk.WriteImage(ct_reg_rig, ct_reg_rig_path)\n",
-    "\n",
-    "        # Deformable Reg\n",
-    "        logger.info(f'Deformably register case {j} (moving) to {i} (fixed)')\n",
-    "        ct_reg_def, deform_field = fast_symmetric_forces_demons_registration(fixed_image, ct_reg_rig, resolution_staging=[16,4,2,1], iteration_staging=[2,2,2,2], ncores=12)\n",
-    "        ct_reg_def_path = os.path.join(reg_dir, f'{j}_ct_reg_def.nii.gz')\n",
-    "        sitk.WriteImage(ct_reg_def, ct_reg_def_path)\n",
-    "\n",
-    "        for s in data[j]:\n",
-    "            if not s.upper().startswith('STRUCT'):\n",
-    "                continue\n",
-    "                \n",
-    "            for o in data[j][s]:\n",
-    "                \n",
-    "                logger.info(f'Deforming structure: {s}')\n",
-    "                \n",
-    "                structure_path = data[j][s][o]\n",
-    "\n",
-    "                structure = sitk.ReadImage(structure_path)\n",
-    "                structure_transformed = transform_propagation(fixed_image, structure, rigid_transform, structure=True)\n",
-    "                structure_deformed = apply_field(structure_transformed, deform_field, structure=True)\n",
-    "                structure_file = os.path.join(reg_dir, structure_path.split('/')[-1].replace('Struct_', f'Struct_def_{j}_'))\n",
-    "                sitk.WriteImage(structure_deformed, structure_file)\n",
-    "\n",
-    "        end = time.time()\n",
-    "        print(f'Took: {end-start}')\n",
-    "    break\n",
-    "\n",
-    "# Revert to logging to output\n",
-    "logger.remove()\n",
-    "logger.add(sys.stdout, format=\"{time:YYYY-MM-DD HH:mm:ss} {level} {message}\", level=\"DEBUG\")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "### Read in registered structured to data dictionary"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "\n",
-    "for k in data:\n",
-    "    data[k]['moving'] = {}    \n",
-    "    \n",
-    "for root, dirs, files in os.walk(working_path, topdown=False):\n",
-    "        \n",
-    "    parts  =  re.findall('([0-9]+)_([0-9]+)$',root)\n",
-    "    \n",
-    "    if len(parts) < 1:\n",
-    "        continue\n",
-    "        \n",
-    "    fixed = parts[0][0]\n",
-    "    moving = parts[0][1]\n",
-    "    \n",
-    "    if not moving in data[fixed]['moving'].keys():\n",
-    "        data[fixed]['moving'][moving] = {}\n",
-    "\n",
-    "    for f in files:\n",
-    "        \n",
-    "        structure_key = f.replace(f'Struct_def_{moving}', 'Struct').split('.')[0]\n",
-    "        \n",
-    "        # Clean up names with double underscore:\n",
-    "        structure_key = structure_key.replace('__','_')\n",
-    "            \n",
-    "        if 'OLD' in structure_key:\n",
-    "            continue\n",
-    "\n",
-    "        file_path = os.path.join(root, f)\n",
-    "        \n",
-    "        if '_ct_reg_def' in f:\n",
-    "            data[fixed]['moving'][moving]['CT'] = file_path\n",
-    "            \n",
-    "        if not 'Struct' in structure_key:\n",
-    "            continue\n",
-    "            \n",
-    "        name = structure_key.upper()\n",
-    "        observer = None\n",
-    "        \n",
-    "        matches = re.findall(r\"(.*)_([0-9])\", structure_key)\n",
-    "        \n",
-    "        if len(matches) > 0:\n",
-    "            name = matches[0][0].upper()\n",
-    "            observer = matches[0][1]\n",
-    "        \n",
-    "        if observer: \n",
-    "            if name in data[fixed]['moving'][moving]:\n",
-    "                data[fixed]['moving'][moving][name][observer] = file_path\n",
-    "            else:\n",
-    "                data[fixed]['moving'][moving][name] = {observer: file_path}\n",
-    "                \n",
-    "        else:\n",
-    "            data[fixed]['moving'][moving][name] = file_path\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.7.6"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/examples/download/tcia.ipynb b/examples/tcia.ipynb
similarity index 100%
rename from examples/download/tcia.ipynb
rename to examples/tcia.ipynb
diff --git a/examples/visualise.ipynb b/examples/visualise.ipynb
new file mode 100644
index 00000000..1bdd986e
--- /dev/null
+++ b/examples/visualise.ipynb
@@ -0,0 +1,379 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Visualise Images\n",
+    "\n",
+    "This notebook demonstrates how to display an image along with some contours, scalar overlays and bounding boxes.\n",
+    "\n",
+    "## Import Modules\n",
+    "\n",
+    "The following cell imports the modules needed for this example. This 'ImageVisualiser' class does most of the heavy lifting regarding visualisation. It has a number of helpful functions, and makes adding additional information to an image (relatively) pain-free."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Check if platipy is installed, if not install it.\n",
+    "try:\n",
+    "    import platipy\n",
+    "except:\n",
+    "    !pip install git+https://github.com/pyplati/platipy.git\n",
+    "    import platipy\n",
+    "\n",
+    "# The ImageVisualiser clas\n",
+    "from platipy.imaging import ImageVisualiser\n",
+    "\n",
+    "# Function to grab some test data\n",
+    "from platipy.imaging.tests.data import get_lung_nifti\n",
+    "\n",
+    "# Usual suspects\n",
+    "import numpy as np\n",
+    "import SimpleITK as sitk\n",
+    "from pathlib import Path\n",
+    "import matplotlib.pyplot as plt\n",
+    "\n",
+    "# Some utilities we use for generating interesting data\n",
+    "from platipy.imaging.registration.utils import convert_mask_to_reg_structure, apply_transform\n",
+    "from platipy.imaging.registration.deformable import fast_symmetric_forces_demons_registration\n",
+    "from platipy.imaging.generation.dvf import generate_field_asymmetric_extend\n",
+    "from platipy.imaging.label.utils import get_com\n",
+    "from platipy.imaging.utils.crop import label_to_roi"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Download Test Data\n",
+    "\n",
+    "Some Lung test data from LCTSC is fetched here for use in this example notebook."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "input_directory = get_lung_nifti()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Read in the data\n",
+    "\n",
+    "- ct_image: the x-ray computed tomography scan (3D)\n",
+    "- contours: a dictionary of binary masks"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "tags": []
+   },
+   "outputs": [],
+   "source": [
+    "pat_directory = input_directory.joinpath(\"LCTSC-Test-S1-101\")\n",
+    "\n",
+    "# Read in the CT image\n",
+    "ct_filename = next(pat_directory.glob(\"**/IMAGES/*.nii.gz\"))\n",
+    "ct_image = sitk.ReadImage(ct_filename.as_posix())\n",
+    "\n",
+    "# Read in the RTStruct contours as binary masks\n",
+    "contour_filename_list = list(pat_directory.glob(\"**/STRUCTURES/*.nii.gz\"))\n",
+    "\n",
+    "contours = {}\n",
+    "for contour_filename in contour_filename_list:\n",
+    "    _name = contour_filename.name.split(\".nii.gz\")[0].split(\"RTSTRUCT_\")[-1]\n",
+    "    \n",
+    "    contours[_name] = sitk.ReadImage(contour_filename.as_posix())"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image with Contours\n",
+    "\n",
+    "Here we define 'cut', the location of orthogonal slices\n",
+    "\n",
+    "- cut: (\n",
+    "        transaxial slice location *or* first axis,\n",
+    "        coronal slice location *or* second axis,\n",
+    "        saggital slice location *or* third axis,\n",
+    "        )\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=(50,256,256))\n",
+    "image_visualiser.add_contour(contours)\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image without Contours\n",
+    "\n",
+    "Here we change the intensity windowing, for example to better visualise lung tissue\n",
+    "\n",
+    "- window: (\n",
+    "        minimum intensity,\n",
+    "        range in intensity\n",
+    "        )\n",
+    "        \n",
+    "It is also possible to use difference colormaps to display the image.\n",
+    "\n",
+    "We can also change the field of view, for example using to the lung volumes.\n",
+    "\n",
+    "We also don't need to set 'cut', in which case the middle of the image volume is displayed.\n",
+    "\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, window=(-900, 1100), colormap=plt.cm.get_cmap(\"terrain\"), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"LUNG_L\"] + contours[\"LUNG_R\"])\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Image using Projection\n",
+    "\n",
+    "Another way to visualise a 3D image volume is using a projection. Here we demonstrate a mean intensity projection."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, projection=True, window=(0.3,0.8))\n",
+    "\n",
+    "image_visualiser.add_bounding_box(label_to_roi(contours[\"HEART\"], return_as_list=True), name=\"HEART BOUNDING BOX\")\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Display Scalar Field on Image\n",
+    "\n",
+    "There are also tools to visualise scalar fields. Here is an example using a normalised distance map, which we compute for the heart volume."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ndm_heart = convert_mask_to_reg_structure(contours[\"HEART\"], expansion=1)\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=6)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name=\"Heart\", show_legend=True)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART\"], expansion=30)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Overlay Vector Fields on Image\n",
+    "\n",
+    "We can also display vector fields. Here we compute one, simulated by expanding the heart volume by 5mm (for this simulation, we also use some nice tools in platipy)."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "contours[\"HEART_EXPAND\"], tfm_expansion, dvf_expansion = generate_field_asymmetric_extend(contours[\"HEART\"])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.75,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Compare two Images\n",
+    "\n",
+    "We can also visualise comparisons between images. This can be helpful for checking registration performance visually.\n",
+    "\n",
+    "In this example, we deform the ct_image using the transformation above (heart expansion).\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ct_image_deformed = apply_transform(\n",
+    "    input_image=ct_image,\n",
+    "    reference_image=None,\n",
+    "    transform=tfm_expansion,\n",
+    "    default_value=-1000,\n",
+    "    interpolator=sitk.sitkBSpline,\n",
+    ")\n",
+    "\n",
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=7, window=(-40, 200))\n",
+    "\n",
+    "image_visualiser.add_comparison_overlay(ct_image_deformed)\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Combine Visualisations\n",
+    "\n",
+    "For experienced matplotlib users, it is also possible to customise the figure after it has been created. We can add test, more axes, etc. as usual..."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "image_visualiser = ImageVisualiser(ct_image, cut=get_com(contours[\"HEART\"]), figure_size_in=9)\n",
+    "\n",
+    "image_visualiser.add_scalar_overlay(ndm_heart, name=\"Normalised distance from edge\", discrete_levels=10)\n",
+    "\n",
+    "image_visualiser.add_contour(contours[\"HEART_EXPAND\"], name = \"Heart (expanded)\", color=\"#880088\", linewidth=5)\n",
+    "image_visualiser.add_contour(contours[\"HEART\"], name = \"Heart (original)\", color=\"#88FF88\", linewidth=5)\n",
+    "\n",
+    "image_visualiser.add_vector_overlay(\n",
+    "    dvf_expansion,\n",
+    "    name=\"DVF magnitude [mm]\",\n",
+    "    colormap=plt.cm.get_cmap(\"gnuplot2\"),\n",
+    "    alpha=0.5,\n",
+    "    arrow_scale=1,\n",
+    "    arrow_width=1,\n",
+    "    subsample=(2,6,6),\n",
+    "    color_function='magnitude',\n",
+    "    show_colorbar=True\n",
+    ")\n",
+    "\n",
+    "image_visualiser.set_limits_from_label(contours[\"HEART_EXPAND\"], expansion=40)\n",
+    "\n",
+    "fig = image_visualiser.show()\n",
+    "\n",
+    "# Here we can add stuff to the figure\n",
+    "\n",
+    "fig.text(0.99, 0.99, \"TEST VISUALISATION\", va=\"top\", ha=\"right\", fontsize=14)\n",
+    "fig.text(0.99, 0.96, \"using platipy\", va=\"top\", ha=\"right\", fontsize=12, style=\"italic\", c=\"red\");\n",
+    "\n",
+    "test_axis = fig.add_axes( (0.85, 0.55, 0.1, 0.1) )\n",
+    "test_axis.hist(np.random.random(1000), histtype=\"stepfilled\", fc = \"#1144EE\", ec=None)\n",
+    "test_axis.set_xlabel(\"Results\")\n",
+    "\n",
+    "# Optionally, save the figure\n",
+    "# fig.savefig(\"./output.jpeg\", dpi=500)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.6.9"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
\ No newline at end of file
diff --git a/platipy/cli/nifti_to_rtstruct.py b/platipy/cli/nifti_to_rtstruct.py
index 6b65ea44..93f28557 100644
--- a/platipy/cli/nifti_to_rtstruct.py
+++ b/platipy/cli/nifti_to_rtstruct.py
@@ -14,7 +14,7 @@
 
 import click
 
-from platipy.dicom.nifti_to_rtstruct.convert import convert_nifti
+from platipy.dicom.io.nifti_to_rtstruct import convert_nifti
 
 
 @click.command()
@@ -24,22 +24,14 @@
     required=True,
     help="Reference DICOM file from which header tags will be copied",
 )
-@click.option(
-    "--debug",
-    default=False,
-    is_flag=True,
-    help="Whether intermediate debug info is written",
-)
-@click.option(
-    "--mask", "-m", multiple=True, required=True, help="Mask pairs with name,filename"
-)
+@click.option("--mask", "-m", multiple=True, required=True, help="Mask pairs with name,filename")
 @click.option("--out_rt_filename", "-o", required=True, help="Name of RT struct output")
-def click_command(dcm_file, debug, mask, out_rt_filename):
+def click_command(dcm_file, mask, out_rt_filename):
     """
     Convert Nifti masks to Dicom RTStruct
     """
 
-    convert_nifti(dcm_file, mask, out_rt_filename, debug=debug)
+    convert_nifti(dcm_file, mask, out_rt_filename)
 
 
 if __name__ == "__main__":
diff --git a/platipy/cli/nifti_to_series.py b/platipy/cli/nifti_to_series.py
index e5f6d2b6..9fdcd5bb 100755
--- a/platipy/cli/nifti_to_series.py
+++ b/platipy/cli/nifti_to_series.py
@@ -17,7 +17,7 @@
 
 import SimpleITK as sitk
 
-from platipy.dicom.nifti_to_series.convert import convert_nifti_to_dicom_series
+from platipy.dicom.io.nifti_to_series import convert_nifti_to_dicom_series
 
 
 @click.command()
diff --git a/platipy/cli/rtstruct_to_nifti.py b/platipy/cli/rtstruct_to_nifti.py
index a14d4f9e..4ac6bafb 100644
--- a/platipy/cli/rtstruct_to_nifti.py
+++ b/platipy/cli/rtstruct_to_nifti.py
@@ -15,7 +15,8 @@
 
 import click
 
-from platipy.dicom.rtstruct_to_nifti.convert import convert_rtstruct
+from platipy.dicom.io.rtstruct_to_nifti import convert_rtstruct
+
 
 @click.command()
 @click.option(
@@ -30,15 +31,13 @@
     required=True,
     help="Dicom RTStruct file containing the contours to convert",
 )
-@click.option(
-    "--prefix", "-p", default="Struct_", help="Prefix for output files (e.g. Case_01_"
-)
+@click.option("--prefix", "-p", default="Struct_", help="Prefix for output files (e.g. Case_01_")
 @click.option(
     "--output_dir",
     "-od",
     default=".",
     help="Directory in which to place converted files",
-    show_default=True
+    show_default=True,
 )
 @click.option("--output_img", "-oi", help="Output name of converted image series")
 @click.option(
diff --git a/platipy/dicom/download/tcia.py b/platipy/dicom/download/tcia.py
index b32f79d1..c5a92574 100644
--- a/platipy/dicom/download/tcia.py
+++ b/platipy/dicom/download/tcia.py
@@ -21,7 +21,9 @@
 import requests
 from loguru import logger
 
-from platipy.dicom.dicom_directory_crawler.conversion_utils import process_dicom_directory
+from platipy.dicom.io.crawl import (
+    process_dicom_directory,
+)
 
 API_URL = "https://services.cancerimagingarchive.net/services/v4/TCIA"
 
diff --git a/platipy/dicom/tests/test_crawl.py b/platipy/dicom/tests/test_crawl.py
new file mode 100644
index 00000000..bb0c3907
--- /dev/null
+++ b/platipy/dicom/tests/test_crawl.py
@@ -0,0 +1,148 @@
+# Copyright 2020 University of New South Wales, University of Sydney, Ingham Institute
+
+# Licensed under the Apache License, Version 2.0 (the "License");
+# you may not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+
+#     http://www.apache.org/licenses/LICENSE-2.0
+
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS,
+# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+
+# pylint: disable=redefined-outer-name,missing-function-docstring
+
+import tempfile
+from pathlib import Path
+
+import pytest
+import pydicom
+import numpy as np
+import SimpleITK as sitk
+
+from platipy.imaging.tests.data import get_lung_dicom, get_lung_nifti
+from platipy.dicom.io.rtstruct_to_nifti import convert_rtstruct
+from platipy.dicom.io.nifti_to_rtstruct import convert_nifti
+
+
+@pytest.fixture
+def dicom_data():
+    """Gets the data needed for converting DICOM
+
+    Returns:
+        pathlib.Path: Path to DICOM data
+    """
+    return get_lung_dicom()
+
+
+@pytest.fixture
+def nifti_data():
+    """Gets the data needed for converting NIFTI
+
+    Returns:
+        pathlib.Path: Path to NIFTI data
+    """
+    return get_lung_nifti()
+
+
+def test_convert_dicom_to_nifti(dicom_data):
+
+    test_pat_id = "LCTSC-Test-S1-101"
+    ct_uid = "1.3.6.1.4.1.14519.5.2.1.7014.4598.106943890850011666503487579262"
+    rtstruct_uid = "1.3.6.1.4.1.14519.5.2.1.7014.4598.280355341349691222365783556597"
+
+    pat_path = dicom_data.joinpath(test_pat_id)
+    ct_path = pat_path.joinpath(ct_uid)
+    rtstruct_path = next(pat_path.joinpath(rtstruct_uid).glob("*.dcm"))
+
+    pre = "Test_"
+
+    output_img = "img.nii.gz"
+    with tempfile.TemporaryDirectory() as temp_dir:
+        output_dir = Path(temp_dir)
+
+        # Run the function
+        convert_rtstruct(
+            ct_path, rtstruct_path, prefix=pre, output_dir=output_dir, output_img=output_img
+        )
+
+        # Check some of the output files for sanity
+        assert len(list(output_dir.glob("*.nii.gz"))) == 6
+
+        # Check the converted image series
+        ct_output = next(output_dir.glob("img.nii.gz"))
+        im = sitk.ReadImage(str(ct_output))
+
+        assert np.allclose(im.GetOrigin(), (-249.51, -483.01, -640.2), atol=0.01)
+        assert np.allclose(im.GetSize(), (512, 512, 130), atol=0.01)
+        assert np.allclose(im.GetSpacing(), (0.97, 0.97, 3.0), atol=0.01)
+
+        nda = sitk.GetArrayFromImage(im)
+        assert nda.sum() == -23952778432
+
+        # Check a converted contour mask
+        heart_output = next(output_dir.glob("Test_Heart.nii.gz"))
+        mask = sitk.ReadImage(str(heart_output))
+        assert np.allclose(mask.GetOrigin(), (-249.51, -483.01, -640.2), atol=0.01)
+        assert np.allclose(mask.GetSize(), (512, 512, 130), atol=0.01)
+        assert np.allclose(mask.GetSpacing(), (0.97, 0.97, 3.0), atol=0.01)
+        nda = sitk.GetArrayFromImage(mask)
+
+        assert nda.sum() == 261048
+
+
+def test_convert_nifti_to_dicom(nifti_data, dicom_data):
+
+    test_pat_id = "LCTSC-Test-S1-101"
+    ct_uid = "1.3.6.1.4.1.14519.5.2.1.7014.4598.106943890850011666503487579262"
+    rtstruct_uid = "1.3.6.1.4.1.14519.5.2.1.7014.4598.280355341349691222365783556597"
+
+    pat_path = dicom_data.joinpath(test_pat_id)
+    ct_path = pat_path.joinpath(ct_uid)
+    rtstruct_path = next(pat_path.joinpath(rtstruct_uid).glob("*.dcm"))
+
+    # Generate dict of masks in the masks directory
+    masks = {}
+    for mask_path in nifti_data.joinpath(test_pat_id).glob("STRUCTURES/*.nii.gz"):
+        name = mask_path.name.split(".")[0].split("RTSTRUCT_")[1]
+        masks[name] = str(mask_path)
+
+    with tempfile.TemporaryDirectory() as temp_dir:
+
+        output_file = Path(temp_dir).joinpath("test.dcm")
+
+        # Run the function
+        convert_nifti(ct_path, masks, output_file)
+
+        # Check some of the output files for sanity
+        original = pydicom.read_file(rtstruct_path)
+        rts = pydicom.read_file(output_file)
+
+        assert rts.Modality == original.Modality
+        assert rts.PatientName == original.PatientName
+        assert rts.PatientID == original.PatientID
+
+        # Check that all the contour names match
+        contour_map = {}
+        for i in original.StructureSetROISequence:
+            for j in rts.StructureSetROISequence:
+                if j.ROIName == i.ROIName:
+                    contour_map[int(i.ROINumber)] = int(j.ROINumber)
+        assert len(contour_map.keys()) == 11
+
+        # Confirm that the min/max contour points land within 1 voxel size of the original
+        i = 1
+        for j in original.ROIContourSequence[i - 1].ContourSequence:
+
+            for k in rts.ROIContourSequence[contour_map[i] - 1].ContourSequence:
+
+                if j.ContourData[2] == k.ContourData[2]:
+                    j_points = np.array(j.ContourData)
+                    j_points = j_points.reshape(j.NumberOfContourPoints, 3)
+
+                    k_points = np.array(k.ContourData)
+                    k_points = k_points.reshape(k.NumberOfContourPoints, 3)
+                    assert (max(abs(k_points.min(axis=0) - j_points.min(axis=0)))) < 0.83
+                    assert (max(abs(k_points.max(axis=0) - j_points.max(axis=0)))) < 0.83
diff --git a/platipy/imaging/tests/test_visualiser.py b/platipy/imaging/tests/test_visualiser.py
index 88349f27..fd3e891f 100644
--- a/platipy/imaging/tests/test_visualiser.py
+++ b/platipy/imaging/tests/test_visualiser.py
@@ -12,18 +12,20 @@
 # See the License for the specific language governing permissions and
 # limitations under the License.
 
-# pylint: disable=redefined-outer-name
+# pylint: disable=redefined-outer-name,missing-function-docstring
 
 import tempfile
 
 import pytest
 
 import SimpleITK as sitk
+import numpy as np
 
 from platipy.imaging.tests.data import get_lung_nifti
 
 from platipy.imaging import ImageVisualiser
 from platipy.imaging.label.utils import get_com
+from platipy.imaging.visualisation.animation import generate_animation_from_image_sequence
 
 
 @pytest.fixture
@@ -45,10 +47,70 @@ def test_contour_visualisation(nifti_data):
     img = sitk.ReadImage(str(ct_path))
 
     vis = ImageVisualiser(img, cut=get_com(structures["HEART"]))
-    vis.add_contour(structures)
+    vis.add_contour(structures)  # Add the contours
     fig = vis.show()
 
     assert len(fig.axes[0].collections) == 5  # Check correct number of contours
 
     for idx, structure in enumerate(structures.keys()):
         assert fig.axes[0].legend().get_texts()[idx].get_text() == structure
+
+
+def test_scalar_overlay_visualisation(nifti_data):
+
+    patient_path = nifti_data.joinpath("LCTSC-Test-S1-201")
+
+    ct_path = next(patient_path.glob("IMAGES/*.nii.gz"))
+
+    structures = {
+        struct.name.split(".nii.gz")[0].split("RTSTRUCT_")[-1]: sitk.ReadImage(str(struct))
+        for struct in patient_path.glob("STRUCTURES/*.nii.gz")
+    }
+    img = sitk.ReadImage(str(ct_path))
+
+    vis = ImageVisualiser(img, cut=get_com(structures["HEART"]))
+    vis.add_scalar_overlay(structures["HEART"] * 5)  # Add a dummy overlay
+    fig = vis.show()
+
+    assert len(fig.axes[0].images) == 2  # Check correct number of images
+    img = fig.axes[0].images[-1]
+    assert img.get_array().data.sum() == 61295
+
+
+def test_comparison_overlay_visualisation(nifti_data):
+
+    patient_path = nifti_data.joinpath("LCTSC-Test-S1-201")
+
+    ct_path = next(patient_path.glob("IMAGES/*.nii.gz"))
+
+    structures = {
+        struct.name.split(".nii.gz")[0].split("RTSTRUCT_")[-1]: sitk.ReadImage(str(struct))
+        for struct in patient_path.glob("STRUCTURES/*.nii.gz")
+    }
+    img = sitk.ReadImage(str(ct_path))
+
+    vis = ImageVisualiser(img, cut=get_com(structures["HEART"]))
+    vis.add_comparison_overlay(structures["HEART"] * 5)  # Add a dummy overlay
+    fig = vis.show()
+
+    assert len(fig.axes[0].images) == 1  # Check correct number of images
+    img = fig.axes[0].images[0]
+    print(img.get_array().data.sum())
+    assert np.allclose(img.get_array().data.sum(), 207349, atol=1)
+
+
+def test_animation_visualisation(nifti_data):
+
+    patient_path = nifti_data.joinpath("LCTSC-Test-S1-201")
+
+    ct_path = next(patient_path.glob("IMAGES/*.nii.gz"))
+
+    img = sitk.ReadImage(str(ct_path))
+
+    imlist = [img[:, :, x] for x in range(0, img.GetSize()[2], 10)]
+    with tempfile.NamedTemporaryFile("w", suffix=".gif") as output_file:
+        generate_animation_from_image_sequence(imlist, output_file=output_file.name)
+
+        # Check that a GIF file has been generated
+        with open(output_file.name, "rb") as f:
+            assert f.read(6).decode("utf-8") in ("GIF87a", "GIF89a")
diff --git a/platipy/imaging/visualisation/animation.py b/platipy/imaging/visualisation/animation.py
index f7e28ff7..965556ea 100644
--- a/platipy/imaging/visualisation/animation.py
+++ b/platipy/imaging/visualisation/animation.py
@@ -12,46 +12,82 @@
 # See the License for the specific language governing permissions and
 # limitations under the License.
 
-from matplotlib import rcParams
-
+import tempfile
 import pathlib
+import shutil
+
+import imageio
 
 import numpy as np
 import SimpleITK as sitk
 
 import matplotlib.pyplot as plt
-import matplotlib.gridspec as gridspec
 import matplotlib.animation as animation
+from matplotlib.animation import FileMovieWriter
+
+
+class FileWriter(FileMovieWriter):
+    """Class to write image frames for animation"""
+
+    supported_formats = ["png"]
+
+    # pylint: disable=arguments-differ, attribute-defined-outside-init
+    def setup(self, fig, dpi, frame_prefix):
+        super().setup(fig, dpi, frame_prefix)
+        self.fname_format_str = "%s%%d.%s"
+        self.temp_prefix, self.frame_format = self.outfile.split(".")
+
+    def grab_frame(self, **savefig_kwargs):
+
+        with self._frame_sink() as myframesink:
+            self.fig.savefig(myframesink, format="png", dpi=self.dpi, **savefig_kwargs)
 
-from platipy.imaging.visualisation.utils import project_onto_arbitrary_plane
+    def finish(self):
+        self._frame_sink().close()
 
 
 def generate_animation_from_image_sequence(
     image_list,
     output_file="animation.gif",
     fps=10,
-    contour_list=False,
-    scalar_list=False,
+    contour_list=None,
+    scalar_list=None,
     figure_size_in=6,
-    image_cmap=plt.cm.Greys_r,
-    contour_cmap=plt.cm.jet,
-    scalar_cmap=plt.cm.magma,
+    image_cmap=plt.cm.get_cmap("Greys_r"),
+    contour_cmap=plt.cm.get_cmap("jet"),
+    scalar_cmap=plt.cm.get_cmap("magma"),
     image_window=[-1000, 800],
-    scalar_min=False,
-    scalar_max=False,
+    scalar_min=None,
+    scalar_max=None,
     scalar_alpha=0.5,
     image_origin="lower",
 ):
-
-    # We need to check for ImageMagick
-    # There may be other tools that can be used
-    rcParams["animation.convert_path"] = r"/usr/bin/convert"
-    convert_path = pathlib.Path(rcParams["animation.convert_path"])
-
-    if not convert_path.exists():
-        raise RuntimeError("To use this function you need ImageMagick.")
-
-    if type(image_list[0]) is not sitk.Image:
+    """Make a GIF animation from the list of images supplied
+
+    Args:
+        image_list (list): List of 2D sitk.Image's to render
+        output_file (str, optional): Path to output GIF file. Defaults to "animation.gif".
+        fps (int, optional): Frames per second. Defaults to 10.
+        contour_list (list, optional): List of contours to overlay. Defaults to None.
+        scalar_list (list, optional): List of scalars to overlay. Defaults to None.
+        figure_size_in (int, optional): Size of figure. Defaults to 6.
+        image_cmap ([type], optional): Colormap for image. Defaults to plt.cm.get_cmap("Greys_r").
+        contour_cmap ([type], optional): Colormap for contours. Defaults to plt.cm.get_cmap("jet").
+        scalar_cmap ([type], optional): Colormap for scalars. Defaults to plt.cm.get_cmap("magma").
+        image_window (list, optional): Window for image. Defaults to [-1000, 800].
+        scalar_min (float, optional): Minimum value for scalar. Defaults to None.
+        scalar_max (float, optional): Maximum value for scalar. Defaults to None.
+        scalar_alpha (float, optional): Alpha value for scalar. Defaults to 0.5.
+        image_origin (str, optional): Origin of image. Defaults to "lower".
+
+    Raises:
+        ValueError: Raised if image list does not contain sitk.Image's
+
+    Returns:
+        matplotlib.animation.FuncAnimation: The animation object
+    """
+
+    if not isinstance(image_list[0], sitk.Image):
         raise ValueError("Each image must be a SimplITK image (sitk.Image).")
 
     # Get the image information
@@ -77,9 +113,9 @@ def generate_animation_from_image_sequence(
 
     # We now deal with the contours
     # These can be given as a list of sitk.Image objects or a list of dicts {"name":sitk.Image}
-    if contour_list is not False:
+    if contour_list:
 
-        if type(contour_list[0]) is not dict:
+        if isinstance(contour_list[0], sitk.Image):
             plot_dict = {"_": contour_list[0]}
             contour_labels = False
         else:
@@ -107,11 +143,11 @@ def generate_animation_from_image_sequence(
                 fontsize=min([10, 16 * approx_scaling]),
             )
 
-    if scalar_list is not False:
+    if scalar_list:
 
-        if scalar_min is False:
+        if not scalar_min:
             scalar_min = np.min([sitk.GetArrayFromImage(i) for i in scalar_list])
-        if scalar_max is False:
+        if not scalar_max:
             scalar_max = np.max([sitk.GetArrayFromImage(i) for i in scalar_list])
 
         display_scalar = ax.imshow(
@@ -137,13 +173,13 @@ def animate(i):
         display_image.set_data(nda)
 
         # TO DO - add in code for scalar overlay
-        if contour_list is not False:
+        if contour_list:
             try:
                 ax.collections = []
             except ValueError:
                 pass
 
-            if type(contour_list[i]) is not dict:
+            if not isinstance(contour_list[i], dict):
                 plot_dict = {"_": contour_list[i]}
             else:
                 plot_dict = contour_list[i]
@@ -152,21 +188,21 @@ def animate(i):
 
             for index, contour in enumerate(plot_dict.values()):
 
-                display_contours = ax.contour(
+                ax.contour(
                     sitk.GetArrayFromImage(contour),
                     colors=[color_map[index]],
                     levels=[0],
                     linewidths=2,
                 )
 
-        if scalar_list is not False:
+        if scalar_list:
             nda = sitk.GetArrayFromImage(scalar_list[i])
             display_scalar.set_data(np.ma.masked_outside(nda, scalar_min, scalar_max))
 
         return (display_image,)
 
     # create animation using the animate() function with no repeat
-    myAnimation = animation.FuncAnimation(
+    animation_result = animation.FuncAnimation(
         fig,
         animate,
         frames=np.arange(0, len(image_list), 1),
@@ -175,7 +211,23 @@ def animate(i):
         repeat=False,
     )
 
-    # save animation at 30 frames per second
-    myAnimation.save(output_file, writer="imagemagick", fps=fps)
+    # Save animation
+    tmp_path = tempfile.mkdtemp()
+    animation_result.save(f"{tmp_path}/tmp.format", writer=FileWriter())
+
+    # Save the GIF
+    images = []
+    for filename in pathlib.Path(tmp_path).glob("tmp*.png"):
+
+        try:
+            images.append(imageio.imread(filename))
+        except RuntimeError:
+            # Skip frames which are corrupt
+            pass
+
+    imageio.mimsave(output_file, images, fps=fps)
+
+    # Clean up
+    shutil.rmtree(tmp_path)
 
-    return myAnimation
\ No newline at end of file
+    return animation_result
diff --git a/platipy/imaging/visualisation/utils.py b/platipy/imaging/visualisation/utils.py
index 92dd4aa2..6b3f5543 100644
--- a/platipy/imaging/visualisation/utils.py
+++ b/platipy/imaging/visualisation/utils.py
@@ -17,6 +17,99 @@
 import numpy as np
 import SimpleITK as sitk
 
+import matplotlib.pyplot as plt
+
+from platipy.imaging.utils.crop import label_to_roi
+
+
+class VisualiseContour:
+    """Class to represent the visualiation of a contour"""
+
+    def __init__(self, image, name, color=None, linewidth=2):
+        self.image = image
+        self.name = name
+        self.color = color
+        self.linewidth = linewidth
+
+
+class VisualiseScalarOverlay:
+    """Class to represent the visualiation of a scalar overlay"""
+
+    def __init__(
+        self,
+        image,
+        name,
+        colormap=plt.cm.get_cmap("Spectral"),
+        alpha=0.75,
+        min_value=False,
+        max_value=False,
+        discrete_levels=False,
+        mid_ticks=False,
+        show_colorbar=True,
+        norm=None,
+    ):
+        self.image = image
+        self.name = name
+        self.colormap = colormap
+        self.alpha = alpha
+        self.min_value = min_value
+        self.max_value = max_value
+        self.discrete_levels = discrete_levels
+        self.mid_ticks = mid_ticks
+        self.show_colorbar = show_colorbar
+        self.norm = norm
+
+
+class VisualiseVectorOverlay:
+    """Class to represent the visualiation of a vector overlay"""
+
+    def __init__(
+        self,
+        image,
+        name,
+        colormap=plt.cm.get_cmap("Spectral"),
+        alpha=0.75,
+        arrow_scale=0.25,
+        arrow_width=1,
+        subsample=4,
+        color_function="perpendicular",
+        invert_field=True,
+        show_colorbar=True,
+    ):
+        self.image = image
+        self.name = name
+        self.colormap = colormap
+        self.alpha = alpha
+        self.arrow_scale = arrow_scale
+        self.arrow_width = arrow_width
+        self.subsample = subsample
+        self.color_function = color_function
+        self.invert_field = invert_field
+        self.show_colorbar = show_colorbar
+
+
+class VisualiseComparisonOverlay:
+    """Class to represent the visualiation of a comparison image"""
+
+    def __init__(self, image, name, color_rotation=0.35):
+        self.image = image
+        self.name = name
+        self.color_rotation = color_rotation
+
+
+class VisualiseBoundingBox:
+    """Class to represent the visualiation of a bounding box"""
+
+    def __init__(self, bounding_box, name, color="r", linewidth=2):
+
+        if isinstance(bounding_box, sitk.Image):
+            bounding_box = label_to_roi(bounding_box, return_as_list=True)
+
+        self.bounding_box = bounding_box
+        self.name = name
+        self.color = color
+        self.linewidth = linewidth
+
 
 def return_slice(axis, index):
     """Prepares a slice tuple to use for extracting a slice for rendering
diff --git a/platipy/imaging/visualisation/visualiser.py b/platipy/imaging/visualisation/visualiser.py
index a5dfdc55..fc92852f 100644
--- a/platipy/imaging/visualisation/visualiser.py
+++ b/platipy/imaging/visualisation/visualiser.py
@@ -23,10 +23,14 @@
 
 from loguru import logger
 
-# from ipywidgets import interact
-# import ipywidgets as widgets
+from platipy.imaging.utils.crop import label_to_roi
 
 from platipy.imaging.visualisation.utils import (
+    VisualiseBoundingBox,
+    VisualiseContour,
+    VisualiseScalarOverlay,
+    VisualiseVectorOverlay,
+    VisualiseComparisonOverlay,
     return_slice,
     subsample_vector_field,
     vector_image_grid,
@@ -35,9 +39,6 @@
     project_onto_arbitrary_plane,
 )
 
-from platipy.imaging.utils.crop import label_to_roi
-
-
 """
 This Python script comprises two contributions to the code base:
 1) A bunch of helpful visualisation "helper" functions
@@ -46,95 +47,6 @@
 """
 
 
-class VisualiseContour:
-    """Class to represent the visualiation of a contour"""
-
-    def __init__(self, image, name, color=None, linewidth=2):
-        self.image = image
-        self.name = name
-        self.color = color
-        self.linewidth = linewidth
-
-
-class VisualiseScalarOverlay:
-    """Class to represent the visualiation of a scalar overlay"""
-
-    def __init__(
-        self,
-        image,
-        name,
-        colormap=plt.cm.get_cmap("Spectral"),
-        alpha=0.75,
-        min_value=False,
-        max_value=False,
-        discrete_levels=False,
-        mid_ticks=False,
-        show_colorbar=True,
-        norm=None,
-    ):
-        self.image = image
-        self.name = name
-        self.colormap = colormap
-        self.alpha = alpha
-        self.min_value = min_value
-        self.max_value = max_value
-        self.discrete_levels = discrete_levels
-        self.mid_ticks = mid_ticks
-        self.show_colorbar = show_colorbar
-        self.norm = norm
-
-
-class VisualiseVectorOverlay:
-    """Class to represent the visualiation of a vector overlay"""
-
-    def __init__(
-        self,
-        image,
-        name,
-        colormap=plt.cm.get_cmap("Spectral"),
-        alpha=0.75,
-        arrow_scale=0.25,
-        arrow_width=1,
-        subsample=4,
-        color_function="perpendicular",
-        invert_field=True,
-        show_colorbar=True,
-    ):
-        self.image = image
-        self.name = name
-        self.colormap = colormap
-        self.alpha = alpha
-        self.arrow_scale = arrow_scale
-        self.arrow_width = arrow_width
-        self.subsample = subsample
-        self.color_function = color_function
-        self.invert_field = invert_field
-        self.show_colorbar = show_colorbar
-
-
-class VisualiseComparisonOverlay:
-    """Class to represent the visualiation of a comparison image"""
-
-    def __init__(self, image, name, color_rotation=0.35):
-        self.image = image
-        self.name = name
-        self.color_rotation = color_rotation
-
-
-class VisualiseBoundingBox:
-    """Class to represent the visualiation of a bounding box"""
-
-    def __init__(self, bounding_box, name, color="r", linewidth=2):
-
-        if isinstance(bounding_box, sitk.Image):
-            bounding_box = label_to_roi(bounding_box, return_as_list=True)
-
-        self.bounding_box = bounding_box
-        self.name = name
-        self.color = color
-        self.linewidth = linewidth
-
-
 class ImageVisualiser:
     """Class to assist with visualising images and overlaying contours, scalars and bounding
     boxes."""
@@ -170,7 +82,7 @@ def __init__(
         self.__projection = projection
         self.__image_view = None
         self.__scalar_view = None
-        self.__contour_color_base = None
+        self.__contour_colormap = None
 
         self.clear()
 
@@ -230,7 +142,7 @@ def add_contour(
         contour,
         name=None,
         color=None,
-        colorbase=plt.cm.get_cmap("rainbow"),
+        colormap=plt.cm.get_cmap("rainbow"),
         linewidth=2,
         show_legend=True,
     ):
@@ -277,11 +189,7 @@ def add_contour(
 
             # Use a default name if not specified
             if name is None:
-                name = "input"
-                self.__show_legend = False
-
-            else:
-                self.__show_legend = True
+                name = "contour"
 
             visualise_contour = VisualiseContour(contour, name, color=color, linewidth=linewidth)
             self.__contours.append(visualise_contour)
@@ -292,7 +200,7 @@ def add_contour(
                 "and sitk.Image as value, or as an sitk.Image and passing the contour_name"
             )
 
-        self.__contour_color_base = colorbase
+        self.__contour_colormap = colormap
 
     def add_scalar_overlay(
         self,
@@ -512,127 +420,27 @@ def add_bounding_box(self, bounding_box, name=None, color="r", linewidth=2):
     def show(self, interact=False):
         """Render the image with all overlays"""
         if len(self.__comparison_overlays) == 0:
-            self.display_slice()
+            self._display_slice()
         else:
-            self.overlay_comparison()
+            self._overlay_comparison()
 
-        self.overlay_scalar_field()
-        self.overlay_vector_field()
-        self.overlay_contours()
-        self.overlay_bounding_boxes()
+        self._overlay_scalar_field()
+        self._overlay_vector_field()
+        self._overlay_contours()
+        self._overlay_bounding_boxes()
 
-        self.adjust_view()
+        self._adjust_view()
 
         if interact:
             logger.warning("Interactive mode not yet implemented")
             # self.interact_adjust_slice()
 
         self.__figure.canvas.draw()
-        self.add_legend()
+        self._add_legend()
 
         return self.__figure
 
-    # def precompute_array_slices(self):
-    #     pass
-
-    # def interact_adjust_slice(self):
-    #     image = self.__image
-    #     nda = sitk.GetArrayViewFromImage(image)
-    #     (ax_size, cor_size, sag_size) = nda.shape[:3]
-
-    #     image_view = self.__image_view
-
-    #     if hasattr(self, "__scalar_view"):
-    #         use_scalar = True
-    #         scalar_view = self.__scalar_view
-    #         scalar_image = self.__scalar_overlays[0]  # TO DO - generalsie
-    #         nda_scalar = sitk.GetArrayFromImage(scalar_image)
-    #     else:
-    #         use_scalar = False
-
-    #     # ~10x speed-up by pre-contructing views
-    #     arr_slices_ax = {i: nda.__getitem__(return_slice("z", i)) for i in range(ax_size)}
-    #     arr_slices_cor = {i: nda.__getitem__(return_slice("y", i)) for i in range(cor_size)}
-    #     arr_slices_sag = {i: nda.__getitem__(return_slice("x", i)) for i in range(sag_size)}
-
-    #     if use_scalar:
-    #         scalar_arr_slices_ax = {
-    #             i: nda_scalar.__getitem__(return_slice("z", i)) for i in range(ax_size)
-    #         }
-    #         scalar_arr_slices_cor = {
-    #             i: nda_scalar.__getitem__(return_slice("y", i)) for i in range(cor_size)
-    #         }
-    #         scalar_arr_slices_sag = {
-    #             i: nda_scalar.__getitem__(return_slice("x", i)) for i in range(sag_size)
-    #         }
-
-    #     if self.__cut is None:
-    #         slice_ax = int(ax_size / 2.0)
-    #         slice_cor = int(cor_size / 2.0)
-    #         slice_sag = int(sag_size / 2.0)
-
-    #         self.__cut = [slice_ax, slice_cor, slice_sag]
-
-    #     for view_name in image_view.keys():
-    #         if view_name == "ax_view":
-
-    #             ax_view_image = image_view["ax_view"]
-    #             if use_scalar:
-    #                 ax_view_scalar = scalar_view["ax_view"]
-
-    #             widget = widgets.IntSlider(min=0, max=ax_size, step=1, value=self.__cut[0])
-
-    #             def f_adjust(axial_slice):
-    #                 ax_view_image.set_data(image_arr_slices_ax[axial_slice])
-    #                 if use_scalar:
-    #                     ax_view_scalar.set_data(scalar_arr_slices_ax[axial_slice])
-    #                 return
-
-    #             interact(f_adjust, axial_slice=widget)
-
-    #         if view_name == "cor_view":
-
-    #             cor_view_image = image_view["cor_view"]
-    #             if use_scalar:
-    #                 cor_view_scalar = scalar_view["cor_view"]
-
-    #             if self.__axis == "y" or self.__axis == "cor":
-    #                 coronal_cut_default = self.__cut
-    #             else:
-    #                 coronal_cut_default = self.__cut[1]
-
-    #             widget = widgets.IntSlider(min=0, max=cor_size, step=1, value=self.__cut[1])
-
-    #             def f_adjust(coronal_slice):
-    #                 cor_view_image.set_data(image_arr_slices_cor[coronal_slice])
-    #                 if use_scalar:
-    #                     cor_view_scalar.set_data(scalar_arr_slices_cor[coronal_slice])
-    #                 return
-
-    #             interact(f_adjust, coronal_slice=widget)
-
-    #         if view_name == "sag_view":
-
-    #             sag_view_image = image_view["sag_view"]
-    #             if use_scalar:
-    #                 sag_view_scalar = scalar_view["sag_view"]
-
-    #             if self.__axis == "x" or self.__axis == "sag":
-    #                 sagittal_cut_default = self.__cut
-    #             else:
-    #                 sagittal_cut_default = self.__cut[2]
-
-    #             widget = widgets.IntSlider(min=0, max=sag_size, step=1, value=self.__cut[2])
-
-    #             def f_adjust(sagittal_slice):
-    #                 sag_view_image.set_data(image_arr_slices_sag[sagittal_slice])
-    #                 if use_scalar:
-    #                     sag_view_scalar.set_data(scalar_arr_slices_sag[sagittal_slice])
-    #                 return
-
-    #             interact(f_adjust, sagittal_slice=widget)
-
-    def display_slice(self):
+    def _display_slice(self):
         """Display the configured image slice"""
 
         image = self.__image
@@ -816,7 +624,7 @@ def display_slice(self):
 
             self.__image_view = {axis_view_name_consistent: ax_indiv}
 
-    def overlay_comparison(self):
+    def _overlay_comparison(self):
         """Display an overlay comparison
 
         Args:
@@ -976,7 +784,7 @@ def overlay_comparison(self):
 
             self.__figure.subplots_adjust(left=0, right=1, bottom=0, top=1)
 
-    def adjust_view(self):
+    def _adjust_view(self):
         """adjust_view is a helper function for modifying axis limits.
         Specify *limits* when initialising the ImageVisulaiser to use.
         Alternatively, use set_limits_from_label to specify automatically.
@@ -1090,7 +898,7 @@ def adjust_view(self):
 
                 self.__figure.set_size_inches(fig_size_x, fig_size_y)
 
-    def overlay_contours(self):
+    def _overlay_contours(self):
         """Overlay the contours on to the current figure image"""
 
         if len(self.__contours) == 0:
@@ -1108,7 +916,7 @@ def overlay_contours(self):
             if contour.color is not None:
                 color_dict[contour.name] = contour.color
             else:
-                color_map = self.__contour_color_base(np.linspace(0, 1, len(self.__contours)))
+                color_map = self.__contour_colormap(np.linspace(0, 1, len(self.__contours)))
 
                 color_dict[contour.name] = color_map[color_gen_index % 255]
                 color_gen_index += 1
@@ -1217,7 +1025,7 @@ def overlay_contours(self):
         else:
             raise ValueError('Axis is must be one of "x","y","z","ortho".')
 
-    def overlay_scalar_field(self):
+    def _overlay_scalar_field(self):
         """Overlay the scalar image onto the existing figure"""
 
         if self.__projection and len(self.__scalar_overlays) > 0:
@@ -1401,7 +1209,7 @@ def overlay_scalar_field(self):
                         "sag_view": sag_view,
                     }
 
-    def overlay_vector_field(self):
+    def _overlay_vector_field(self):
         """Overlay vector field onto existing figure"""
 
         if self.__projection and len(self.__vector_overlays) > 0:
@@ -1562,7 +1370,38 @@ def overlay_vector_field(self):
                     cbar = self.__figure.colorbar(sp_vector, cax=cax, orientation="vertical")
                     cbar.set_label(vector.name)
 
-    def overlay_bounding_boxes(self):
+    def draw_bounding_box_on_axes(self, ax, view, box, add_label=True):
+
+        sag_0, cor_0, ax_0, sag_d, cor_d, ax_d = box.bounding_box
+
+        from_points = None
+        to_points = None
+
+        if view == "z" or view == "ax":
+            from_points = [sag_0, sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0]
+            to_points = [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0]
+
+        if view == "y" or view == "cor":
+            from_points = [sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0, sag_0]
+            to_points = [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0]
+
+        if view == "x" or view == "sag":
+            from_points = [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0]
+            to_points = [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0]
+
+        if from_points is None:
+            logger.error("Invalid View")
+            return
+
+        ax.plot(
+            from_points,
+            to_points,
+            lw=box.linewidth,
+            c=box.color,
+            label=box.name if add_label else None,
+        )
+
+    def _overlay_bounding_boxes(self):
         """Overlay bounding boxes onto existing figure
 
         Args:
@@ -1570,64 +1409,20 @@ def overlay_bounding_boxes(self):
         """
 
         for box in self.__bounding_boxes:
-            sag_0, cor_0, ax_0, sag_d, cor_d, ax_d = box.bounding_box
-
-            if box.color:
-                color = box.color
-                linewidth = box.linewidth
 
             # Test types of axes
             axes = self.__figure.axes[:4]
             if len(axes) < 4:
-                ax = axes[0]
-
-                if self.__axis == "z" or self.__axis == "ax":
-                    ax.plot(
-                        [sag_0, sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0],
-                        [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0],
-                        lw=linewidth,
-                        c=color,
-                        label=box.name,
-                    )
-                if self.__axis == "y" or self.__axis == "cor":
-                    ax.plot(
-                        [sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0, sag_0],
-                        [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0],
-                        lw=linewidth,
-                        c=color,
-                    )
-                if self.__axis == "x" or self.__axis == "sag":
-                    ax.plot(
-                        [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0],
-                        [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0],
-                        lw=linewidth,
-                        c=color,
-                    )
+                self.draw_bounding_box_on_axes(axes[0], self.__axis, box)
 
             elif len(axes) == 4:
                 ax_ax, _, ax_cor, ax_sag = axes
 
-                ax_ax.plot(
-                    [sag_0, sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0],
-                    [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0],
-                    lw=linewidth,
-                    c=color,
-                    label=box.name,
-                )
-                ax_cor.plot(
-                    [sag_0, sag_0 + sag_d, sag_0 + sag_d, sag_0, sag_0],
-                    [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0],
-                    lw=linewidth,
-                    c=color,
-                )
-                ax_sag.plot(
-                    [cor_0, cor_0 + cor_d, cor_0 + cor_d, cor_0, cor_0],
-                    [ax_0, ax_0, ax_0 + ax_d, ax_0 + ax_d, ax_0],
-                    lw=linewidth,
-                    c=color,
-                )
+                self.draw_bounding_box_on_axes(ax_ax, "z", box)
+                self.draw_bounding_box_on_axes(ax_cor, "y", box, add_label=False)
+                self.draw_bounding_box_on_axes(ax_sag, "x", box, add_label=False)
 
-    def add_legend(self):
+    def _add_legend(self):
         """Add a legend to the visualisation"""
 
         if len(self.__figure.axes) >= 4:
diff --git a/requirements-dev.txt b/requirements-dev.txt
index 7ef64e67..dd07cb06 100644
--- a/requirements-dev.txt
+++ b/requirements-dev.txt
@@ -10,3 +10,4 @@ sphinx-theme == 1.0
 sphinx-click == 2.5.0
 pytest == 6.2.2
 nbstripout == 0.3.9
+furo == 2021.4.11b34