docs/demo.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "dca63629",
   "metadata": {},
   "source": [
    "# stackview\n",
    "Interactive image stack viewing in jupyter notebooks based on \n",
    "[ipycanvas](https://ipycanvas.readthedocs.io/) and \n",
    "[ipywidgets](https://ipywidgets.readthedocs.io/en/latest/)."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "79a8abbc",
   "metadata": {},
   "source": [
    "## Usage\n",
    "You can use `stackview` from within jupyter notebooks as shown below.\n",
    "\n",
    "Starting point is a 3D image dataset provided as numpy array. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "774acd58-1c4a-4673-bd81-50d9ff53f55b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'0.7.1'"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import stackview\n",
    "stackview.__version__"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "49a9caad-0ce0-4a91-ad44-2cd06c3ad111",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from skimage.io import imread\n",
    "from skimage.filters import gaussian"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "21067204",
   "metadata": {},
   "outputs": [],
   "source": [
    "image = imread('https://github.com/haesleinhuepf/stackview/blob/main/docs/data/Haase_MRT_tfl3d1.tif?raw=true', plugin='tifffile')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "42963cad",
   "metadata": {},
   "source": [
    "## Slice\n",
    "You can then view it slice-by-slice:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "35c9eccc-63a4-4e55-aaf6-3d67787b3474",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(3, 160, 160)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "image[:3].shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "4cf3f9d3",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fc4ae16efa734e919f03d701dd12e632",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlider(value=1, desc…"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.slice(image[:3], continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "39843d28-d31e-46a7-bc33-5cf3d8cabd6e",
   "metadata": {},
   "source": [
    "# Insight\n",
    "You can also get a static view using a maximum-intensity projection with additional information."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "be919845-f8fc-4dd6-8b0b-6e729c9d0fc2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
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\"></img>\n",
       "</td>\n",
       "<td style=\"text-align: center; vertical-align: top;\">\n",
       "\n",
       "<table>\n",
       "<tr><td>shape</td><td>(120,&nbsp;160,&nbsp;160)</td></tr>\n",
       "<tr><td>dtype</td><td>uint16</td></tr>\n",
       "<tr><td>size</td><td>5.9 MB</td></tr>\n",
       "<tr><td>min</td><td>0</td></tr><tr><td>max</td><td>65535</td></tr>\n",
       "</table>\n",
       "<img src=\"data:image/png;base64,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\"></img>\n",
       "</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "StackViewNDArray([[[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,  992, ..., 1221, 1297,    0],\n",
       "                   [   0,    0, 1526, ..., 1144, 2213,    0],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]],\n",
       "\n",
       "                  [[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0, 2213, ...,  916,  610,    0],\n",
       "                   [   0,    0, 2365, ..., 1297, 1068,    0],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]],\n",
       "\n",
       "                  [[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0, 1068, ...,  153,  381,    0],\n",
       "                   [   0,    0, 1526, ...,  305,  458,    0],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]],\n",
       "\n",
       "                  ...,\n",
       "\n",
       "                  [[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,  610, ...,  763, 1068,  534],\n",
       "                   [   0,    0,  305, ..., 1221,  381,  610],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]],\n",
       "\n",
       "                  [[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,  229, ...,  763,  916,    0],\n",
       "                   [   0,    0,  458, ...,  839,  992,    0],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]],\n",
       "\n",
       "                  [[   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0, 1144, ...,  687, 1450,    0],\n",
       "                   [   0,    0,  381, ..., 1068,  763,    0],\n",
       "                   ...,\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0],\n",
       "                   [   0,    0,    0, ...,    0,    0,    0]]],\n",
       "                 dtype=uint16)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.insight(image)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d592fd3b-7883-4c0a-81cb-d203b80e00b1",
   "metadata": {},
   "source": [
    "# Annotate\n",
    "To draw label images, use `annotate`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5c731a2b-c875-497c-a5c0-4e76e1f3e706",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "04d5045bf3454b76a102018cc28a47fa",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), VBox(chi…"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "labels = np.zeros(image.shape).astype(np.uint32)\n",
    "\n",
    "stackview.annotate(image, labels)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "df4bb7be",
   "metadata": {},
   "source": [
    "## Picker\n",
    "To read the intensity of pixels where the mouse is moving, use the picker."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "64731189",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "fae99be06ea3435486696baf2bc545b0",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlider(value=60, des…"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.picker(image, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e552f7e",
   "metadata": {},
   "source": [
    "## Orthogonal\n",
    "Orthogonal views are also available:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "42dd2614",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2d1b489a5a8a4e50a50796a79eee262e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "HBox(children=(VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlide…"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.orthogonal(image, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "634f0860",
   "metadata": {},
   "source": [
    "## Curtain\n",
    "For visualization of an original image in combination with a processed version, a curtain view may be helpful:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d4ee961e",
   "metadata": {},
   "outputs": [],
   "source": [
    "modified_image = image.max() - image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "ab1dc868",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1e7ac7ce712d4fc19916ca7969d30f9b",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlider(value=60, des…"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.curtain(image, modified_image, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dbd725c9-5867-4e47-8b7c-b7006fd2982b",
   "metadata": {},
   "source": [
    "One can also use the curtain to visualize semantic segmentation results as label images."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "e421b46f-f738-4048-9a77-09dc54070715",
   "metadata": {},
   "outputs": [],
   "source": [
    "labels = (image > 5000)*1 + (image > 15000)*1 + (image > 30000)*1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "24f8a418-b261-4a6e-97de-025046326a13",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "2ea5bae8c28e47cf81529ed7fcd6b409",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlider(value=60, des…"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.curtain(image, labels, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffda520d-0451-499e-a5e7-08b6a1220d1e",
   "metadata": {},
   "source": [
    "The curtain can also be partially transparent using the alpha value."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "91a89968-9f2c-48bb-abfa-d6e123dcf51d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d9d58b90cf804af9b29865a8f57f14ea",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=160, width=160),)),)), IntSlider(value=60, des…"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.curtain(image, labels, continuous_update=True, alpha=0.3)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "187cf539",
   "metadata": {},
   "source": [
    "The curtain also works with 2D data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "2f21ee1d",
   "metadata": {},
   "outputs": [],
   "source": [
    "slice_image = imread('https://github.com/haesleinhuepf/stackview/blob/main/docs/data/blobs.tif?raw=true', plugin='tifffile')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "bd7d1317",
   "metadata": {},
   "outputs": [],
   "source": [
    "from skimage.filters import threshold_otsu\n",
    "binary = (slice_image > threshold_otsu(slice_image))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "652721ec-6dfd-4518-9554-a3335ef27c6a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "((254, 256), (254, 256))"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "binary.shape, slice_image.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "6b5dd31a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "26d38f5137ec4939880674425e76a09f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=254, width=256),)),)), IntSlider(value=127, de…"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.curtain(slice_image, binary, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c15807a9-2de5-45e0-93bd-e0e952da0fce",
   "metadata": {},
   "source": [
    "Also label images are supported. Images are shown as labels in case their pixel type is (unsigned) integer 32-bit or 32-bit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "f39bacd7-6ca3-4c28-bb4f-25d2251b0c9a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from skimage.measure import label\n",
    "labels = label(binary)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "1ad031f5-ab80-473c-95c5-12bd08256d56",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "86625c3dbe1d45f2aaa940a2e0e9fd7f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=254, width=256),)),)), IntSlider(value=127, de…"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.curtain(slice_image, labels, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4767b2f9",
   "metadata": {},
   "source": [
    "## Side-by-side\n",
    "A side-by-side view of two stacks is also available. It might be useful for colocalization visualization or showing subsequent time points of a timelapse."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "7bf91429",
   "metadata": {},
   "outputs": [],
   "source": [
    "image_stack = imread('https://github.com/haesleinhuepf/stackview/blob/main/docs/data/CalibZAPWfixed_000154_max.tif?raw=true', plugin='tifffile').swapaxes(1,2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "5ad9ebf9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "062b2418e4a0497586daf391e4134d3c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(HBox(children=(VBox(children=(ImageWidget(height=235, width=389),)),)), HBox(chi…"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.side_by_side(image_stack[1:], image_stack[:-1], continuous_update=True, display_width=300)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "97a16fec-21a0-4aa6-8dee-660ce345238e",
   "metadata": {},
   "outputs": [],
   "source": [
    "labels_stack = np.asarray([label(image > 100) for image in image_stack])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b948942f-b1c1-474f-a8cb-cf3f104b65bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "1e04993c618b436aa02fd7d0bbd9845c",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(HBox(children=(VBox(children=(ImageWidget(height=389, width=235),)),)), HBox(chi…"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.side_by_side(image_stack, labels_stack, continuous_update=True, display_width=300)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3267a413-90df-461f-ac3d-531bd4f1d6e3",
   "metadata": {},
   "source": [
    "## Switch\n",
    "If there are many images you would like to inspect, you can pass them as dictionary or list to `switch()`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "6a3c528a-164a-47f8-8f89-bb06961d035c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7376b18c7b49467586ad8476c5833aaf",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=254, width=256),)),)), HBox(children=(Button(d…"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.switch({\n",
    "    \"image\":slice_image,\n",
    "    \"binary\":binary,\n",
    "    \"labels\":labels\n",
    "})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "c2300e4a-37cf-4c71-a59d-8b1e03bb6104",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "aa6c3cf773f04b0688cef3d358165255",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=389, width=235),)),)), HBox(children=(Button(d…"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.switch([image_stack[1:], image_stack[:-1]])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "5eefda44-4c39-435f-aef7-1cc173c7d5ff",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5ad4862e429943a89c50e4b3aa0603f3",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=254, width=256),)),)), HBox(children=(Button(d…"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.switch([\n",
    "    slice_image,\n",
    "    binary,\n",
    "    labels\n",
    "])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "d44f586a-7a0d-44e9-aa15-60d3238a0c8d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(512, 672, 3)"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hela_cells = imread(\"data/hela-cells.tif\")\n",
    "hela_cells.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "238118b8-7f3e-4580-87cb-cad4728f87c6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "bf5315c60c074f7593905662b27d7bd6",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=512, width=672),)),)), HBox(children=(ToggleBu…"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.switch(\n",
    "    {\"lysosomes\":   hela_cells[:,:,0],\n",
    "     \"mitochondria\":hela_cells[:,:,1],\n",
    "     \"nuclei\":      hela_cells[:,:,2]\n",
    "    },\n",
    "    colormap=[\"pure_magenta\", \"pure_green\", \"pure_blue\"],\n",
    "    toggleable=True\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a7a83822-8dd7-44dd-a289-7232e823995f",
   "metadata": {},
   "source": [
    "## Crop\n",
    "The `crop` widget allows to crop the image in Z,Y and X."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "078a817f-aded-4ca9-b754-e4e7e32407b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "6add961b4289462093f328ef9b966e1a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "_Cropper(children=(IntRangeSlider(value=(0, 100), description='Z'), IntRangeSlider(value=(0, 389), description…"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crop_widget = stackview.crop(image_stack)\n",
    "crop_widget"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f652e17b-d628-4623-8bbd-bb392c82454a",
   "metadata": {},
   "source": [
    "You can retrieve the range the user entered like this:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "088cfe7b-b09e-4bfa-a6ad-58aee2cb4697",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(slice(0, 100, 1), slice(0, 389, 1), slice(0, 235, 1))"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crop_widget.range"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b1fd55fd-7866-4603-9f97-908100f097fb",
   "metadata": {},
   "source": [
    "You can also get the cropped image directly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "5184f33f-f153-46f3-b799-e4e4945c02f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<tr>\n",
       "<td>\n",
       "<img 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\"></img>\n",
       "</td>\n",
       "<td style=\"text-align: center; vertical-align: top;\">\n",
       "\n",
       "<table>\n",
       "<tr><td>shape</td><td>(100,&nbsp;389,&nbsp;235)</td></tr>\n",
       "<tr><td>dtype</td><td>uint8</td></tr>\n",
       "<tr><td>size</td><td>8.7 MB</td></tr>\n",
       "<tr><td>min</td><td>0</td></tr><tr><td>max</td><td>255</td></tr>\n",
       "</table>\n",
       "<img src=\"data:image/png;base64,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\"></img>\n",
       "</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "StackViewNDArray([[[255, 255, 255, ...,  30,  27,  20],\n",
       "                   [255, 255, 255, ...,  61,  53,  10],\n",
       "                   [255, 255, 255, ...,  70,  43,  22],\n",
       "                   ...,\n",
       "                   [ 39,  38,  62, ...,  33,  50,  49],\n",
       "                   [ 70,  78,  64, ...,  21,  40,  24],\n",
       "                   [ 55,  54,  68, ...,  40,  43,  33]],\n",
       "\n",
       "                  [[255, 255, 255, ...,  60,  33,  57],\n",
       "                   [255, 255, 255, ...,  96,  71,  52],\n",
       "                   [255, 255, 255, ..., 144, 105,  67],\n",
       "                   ...,\n",
       "                   [ 35,  60,  54, ...,  27,  40,  36],\n",
       "                   [ 40,  38,  47, ...,  59,  25,  44],\n",
       "                   [ 53,  21,  62, ...,  52,  24,  30]],\n",
       "\n",
       "                  [[255, 255, 255, ..., 180, 119, 122],\n",
       "                   [238, 230, 242, ..., 213, 153, 103],\n",
       "                   [208, 229, 223, ..., 222, 212, 137],\n",
       "                   ...,\n",
       "                   [ 43,  50,  53, ...,  32,  27,  33],\n",
       "                   [ 42,  63,  48, ...,  17,  29,  45],\n",
       "                   [ 40,  68,  41, ...,  22,  39,  39]],\n",
       "\n",
       "                  ...,\n",
       "\n",
       "                  [[168, 191, 203, ..., 176, 182, 150],\n",
       "                   [163, 188, 189, ..., 243, 212, 187],\n",
       "                   [142, 156, 165, ..., 231, 235, 248],\n",
       "                   ...,\n",
       "                   [155, 165, 164, ...,  77,  88,  99],\n",
       "                   [141, 140, 133, ...,  76,  94, 102],\n",
       "                   [136, 120, 111, ...,  73,  75, 106]],\n",
       "\n",
       "                  [[212, 194, 229, ..., 178, 181, 176],\n",
       "                   [194, 206, 188, ..., 217, 224, 213],\n",
       "                   [157, 173, 177, ..., 220, 243, 255],\n",
       "                   ...,\n",
       "                   [121, 133, 142, ...,  56,  84, 101],\n",
       "                   [121, 122, 122, ...,  75,  87, 105],\n",
       "                   [128, 117, 121, ...,  77,  97,  75]],\n",
       "\n",
       "                  [[168, 195, 230, ..., 155, 157, 157],\n",
       "                   [144, 180, 212, ..., 195, 191, 184],\n",
       "                   [141, 171, 168, ..., 200, 218, 248],\n",
       "                   ...,\n",
       "                   [132, 138, 142, ...,  48,  72,  82],\n",
       "                   [136, 128, 119, ...,  60,  68,  91],\n",
       "                   [155, 125, 115, ...,  76,  66,  82]]], dtype=uint8)"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "crop_widget.crop()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "18ea8070",
   "metadata": {},
   "source": [
    "## Interact\n",
    "You can also use `interact` to explore parameters of some supported functions that process images, e.g. from [scikit-image](https://scikit-image.org/):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "41b75598",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "24e25a73e32043468aef60729ca823df",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(interactive(children=(IntSlider(value=0, description='footprint'), Output()), _dom_classes=('wi…"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from skimage.filters.rank import maximum\n",
    "stackview.interact(maximum, slice_image)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "ba9bfc67",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "cf68ab39879643b494953bc281aab267",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(interactive(children=(FloatSlider(value=1.0, description='sigma', max=25.0, step=1.0), Output()…"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from skimage.filters import gaussian\n",
    "stackview.interact(gaussian, slice_image)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "47751ce0",
   "metadata": {},
   "source": [
    "This might be interesting for custom functions executing image processing workflows."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "11f6e31e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7ab47a331537414081f50b82050e468d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(interactive(children=(FloatSlider(value=1.0, description='sigma', max=25.0, step=1.0), Checkbox…"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from skimage.filters import gaussian, threshold_otsu, sobel\n",
    "def my_custom_code(image, sigma:float = 1, show_labels: bool = True):\n",
    "    sigma = abs(sigma)\n",
    "    blurred_image = gaussian(image, sigma=sigma)\n",
    "    binary_image = blurred_image > threshold_otsu(blurred_image)\n",
    "    edge_image = sobel(binary_image)\n",
    "    \n",
    "    if show_labels:\n",
    "        return label(binary_image)\n",
    "    else:\n",
    "        return edge_image * 255 + image \n",
    "\n",
    "stackview.interact(my_custom_code, slice_image, continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51ef6a3f",
   "metadata": {},
   "source": [
    "If you want to configure the range of a slider explicitly, you need to hand over the [ipywidgets slider](https://ipywidgets.readthedocs.io/en/latest/examples/Widget%20List.html#FloatSlider) as default value:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "8abc8e06",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b0582b593fc6497b86b355da60c14068",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(interactive(children=(FloatSlider(value=15.0, description='sigma'), Output()), _dom_classes=('w…"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from skimage.filters import gaussian\n",
    "from ipywidgets import FloatSlider\n",
    "stackview.interact(gaussian, slice_image, sigma=FloatSlider(min=0, max=100, value=15), continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a4e4c0b2-04e1-48bf-a1a9-70480fbece99",
   "metadata": {},
   "source": [
    "## Assist\n",
    "The `stackview.assist()` function can guide you through all imported (and supported) image processing functions."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "f2cfc7b6-c868-4e40-8e60-2f9cbde70b50",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "5003392910694a9f9abbbf9f61a7f2f7",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(Text(value='', description='Search', placeholder='Type here to search'), Dropdown(description='…"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stackview.assist(context=globals(), continuous_update=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "077b7106",
   "metadata": {},
   "source": [
    "## Some more tests with silly images"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "9cd2f2e5",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c66894c3fe3e4a27aab58595edf6f9bf",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=100, width=100),)),)), IntSlider(value=50, des…"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "silly_image = np.zeros((100, 100))\n",
    "silly_image[:,50:] = 1\n",
    "silly_image[50:] = silly_image[50:] + 2\n",
    "\n",
    "stackview.picker(silly_image.astype(np.uint32))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "c1c350b5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "9488288bd07c455b8498a216c6b8038d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "VBox(children=(HBox(children=(VBox(children=(ImageWidget(height=60, width=60),)),)), IntSlider(value=1, descri…"
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "silly_image = np.zeros((3, 3))\n",
    "silly_image[:,1:] = 1\n",
    "silly_image[1:] = silly_image[1:] + 2\n",
    "\n",
    "stackview.picker(silly_image.astype(np.uint32), zoom_factor=20)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d8a7a29d-0fe9-445b-99f7-41974cf61ea9",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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