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kolibril13/jupyter_compare_view_demo.ipynb

Created March 10, 2023 12:24
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jupyter_compare_view_demo.ipynb
{
"cells": [
{
"attachments": {},
"cell_type": "markdown",
"id": "762dc804-72e1-4960-a764-03d044378c63",
"metadata": {
"tags": []
},
"source": [
"# Demo of jupyter_compare_view\n",
"Repo: https://github.com/Octoframes/jupyter_compare_view"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "755babb2",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Jupyter compare_view v0.2.0\n"
]
}
],
"source": [
"from jupyter_compare_view import compare"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "aab6696f-9f70-4d20-8d01-bcacea109766",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<script>\n",
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e.vertical:!function(c){c.canvas.onmousedown=()=>{c.held_down=!0,b(c,t.start_slider_move)},c.canvas.onmouseup=()=>{c.held_down=!1},document.onmouseup=()=>{c.held_down=!1},c.canvas.onmousemove=e=>{s(c,e),b(c,t.possible_instant_slide)},c.current_mode==e.horizontal?c.canvas.onmouseenter=()=>{c.canvas.style.cursor=\"ew-resize\"}:c.canvas.onmouseenter=()=>{c.canvas.style.cursor=\"ns-resize\"},c.canvas.onmouseleave=()=>{c.canvas.style.cursor=\"default\"},c.canvas.onfocus=()=>{document.body.style.userSelect=\"none\"},c.canvas.onblur=()=>{document.body.style.userSelect=\"text\"}}(c);break;default:throw`unsupported mode: ${c.current_mode}`}r(c)}function f(e){return p(e),g(e),!0}function w(c,n){!function(e,c){let n=[];for(;e.task_stack.length;){let o,i=e.task_stack.pop();switch(i){case t.none:o=!0;break;case t.change_mode:o=f(e);break;case t.revolve_imgs:o=a(e);break;case t.update_circle:o=l(e);break;case t.remove_circle:o=u(e);break;case t.start_slider_move:o=h(e,c);break;case t.possible_instant_slide:o=m(e);break;case t.update_slider:o=v(e,c);break;default:throw`unknown task: ${i}`}o||n.push(i)}e.task_stack=n}(c,n),function(t){switch(t.current_mode){case e.circle:!function(e){var t;if(e.render_circle){e.ctx.clearRect(0,0,e.width,e.height),function(e){var t;e.ctx.beginPath(),e.ctx.arc(e.mouse_pos[0],e.mouse_pos[1],e.circle_size-1,0,2*Math.PI),e.ctx.lineTo(e.width,0),e.ctx.lineTo(0,0),e.ctx.lineTo(0,e.height),e.ctx.lineTo(e.width,e.height),e.ctx.lineTo(e.width,0),e.ctx.closePath(),e.ctx.save(),e.ctx.clip(),e.ctx.drawImage(null===(t=e.images[0])||void 0===t?void 0:t.element,0,0,e.width,e.height),e.ctx.restore()}(e);for(let t=1;t<e.images_len;++t)_(e,t,(t-1)*Math.PI*2/(e.images_len-1),t*Math.PI*2/(e.images_len-1))}else e.ctx.clearRect(0,0,e.width,e.height),e.ctx.drawImage(null===(t=e.images[0])||void 0===t?void 0:t.element,0,0,e.width,e.height);e.render_circle=!1}(t);break;case e.horizontal:case e.vertical:!function(t){var c;t.ctx.clearRect(0,0,t.width,t.height),t.ctx.drawImage(null===(c=t.images[0])||void 0===c?void 0:c.element,0,0,t.width,t.height),t.show_slider&&function(t){t.ctx.beginPath(),t.current_mode==e.horizontal?(t.ctx.moveTo(t.slider_pos*t.width,0),t.ctx.lineTo(t.slider_pos*t.width,t.height)):(t.ctx.moveTo(0,t.slider_pos*t.height),t.ctx.lineTo(t.width,t.slider_pos*t.height)),t.ctx.closePath(),t.ctx.strokeStyle=\"black\",t.ctx.lineWidth=t.slider_thickness,t.ctx.stroke()}(t),function(t){var c;t.ctx.beginPath(),t.current_mode==e.horizontal?t.ctx.rect(t.slider_pos*t.width,0,t.width,t.height):t.ctx.rect(0,t.slider_pos*t.height,t.width,t.height),t.ctx.closePath(),t.ctx.save(),t.ctx.clip(),t.ctx.clearRect(0,0,t.width,t.height),t.ctx.drawImage(null===(c=t.images[1])||void 0===c?void 0:c.element,0,0,t.width,t.height),t.ctx.restore()}(t)}(t);break;default:throw`unsupported mode: ${t.current_mode}`}}(c),c.task_stack.length?k(c):c.next_update_queued=!1}function 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"</script>\n",
"\n",
"<div style=\"display: flex; flex-direction: row; width: 100%;\">\n",
" <canvas id=\"canvas_58364abc-bf3e-11ed-9e27-ce67aef9d286\" style=\"height: auto;\"></canvas>\n",
" \n",
"</div>\n",
"\n",
"<script>\n",
" compare_view.load(\n",
" [\n",
" 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\",\n",
" \n",
" 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\",\n",
" ],\n",
" \"canvas_58364abc-bf3e-11ed-9e27-ce67aef9d286\",\n",
" {\"start_mode\": \"horizontal\", \"circumference_fraction\": 0.005, \"circle_fraction\": 0.2, \"show_circle\": true, \"revolve_imgs_on_click\": true, \"slider_fraction\": 0.01, \"slider_time\": 400, \"start_slider_pos\": 0.73, \"show_slider\": true, \"key\": \"58364abc-bf3e-11ed-9e27-ce67aef9d286\"}\n",
" );\n",
"</script>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from skimage import data\n",
"from skimage.color import rgb2gray\n",
"\n",
"img = data.chelsea()\n",
"grayscale_img = rgb2gray(img)\n",
"\n",
"compare(img, grayscale_img, add_controls=False, start_mode=\"horizontal\", start_slider_pos= 0.73, cmap=\"gray\")"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "dc6cccf0",
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": ".venv10",
"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": "3.10.10"
},
"vscode": {
"interpreter": {
"hash": "3e180afb711bf894cee250179b34d79a879d54b521e3ea16f9b7d998e2be65d0"
}
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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