4606 lines
1.3 MiB
Plaintext
Executable File
4606 lines
1.3 MiB
Plaintext
Executable File
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"id": "9eec2a86-1783-4f9d-8c2c-243142be5c35",
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"metadata": {
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"tags": []
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},
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"outputs": [
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{
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"data": {
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"application/javascript": [
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"(function(root) {\n",
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" function now() {\n",
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" return new Date();\n",
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" }\n",
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"\n",
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" var force = true;\n",
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" var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
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" var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
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" var reloading = false;\n",
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" var Bokeh = root.Bokeh;\n",
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" var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
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"\n",
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" if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
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" root._bokeh_timeout = Date.now() + 5000;\n",
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" root._bokeh_failed_load = false;\n",
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" }\n",
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"\n",
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" function run_callbacks() {\n",
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" try {\n",
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" root._bokeh_onload_callbacks.forEach(function(callback) {\n",
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" if (callback != null)\n",
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" callback();\n",
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" });\n",
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" } finally {\n",
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" delete root._bokeh_onload_callbacks;\n",
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" }\n",
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" console.debug(\"Bokeh: all callbacks have finished\");\n",
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" }\n",
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"\n",
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" function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
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" if (css_urls == null) css_urls = [];\n",
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" if (js_urls == null) js_urls = [];\n",
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" if (js_modules == null) js_modules = [];\n",
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" if (js_exports == null) js_exports = {};\n",
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"\n",
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" root._bokeh_onload_callbacks.push(callback);\n",
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"\n",
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" if (root._bokeh_is_loading > 0) {\n",
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" console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
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" return null;\n",
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" }\n",
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" if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
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" run_callbacks();\n",
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" return null;\n",
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" }\n",
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" if (!reloading) {\n",
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" console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
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" }\n",
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"\n",
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" function on_load() {\n",
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" root._bokeh_is_loading--;\n",
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" if (root._bokeh_is_loading === 0) {\n",
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" console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
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" run_callbacks()\n",
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" }\n",
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" }\n",
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" window._bokeh_on_load = on_load\n",
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"\n",
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" function on_error() {\n",
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" console.error(\"failed to load \" + url);\n",
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" }\n",
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"\n",
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" var skip = [];\n",
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" if (window.requirejs) {\n",
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" window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
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" require([\"jspanel\"], function(jsPanel) {\n",
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"\twindow.jsPanel = jsPanel\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-modal\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-tooltip\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-hint\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-layout\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-contextmenu\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"jspanel-dock\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" require([\"gridstack\"], function(GridStack) {\n",
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"\twindow.GridStack = GridStack\n",
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"\ton_load()\n",
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" })\n",
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" require([\"notyf\"], function() {\n",
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"\ton_load()\n",
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" })\n",
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" root._bokeh_is_loading = css_urls.length + 9;\n",
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" } else {\n",
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" root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
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" }\n",
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"\n",
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" var existing_stylesheets = []\n",
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" var links = document.getElementsByTagName('link')\n",
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" for (var i = 0; i < links.length; i++) {\n",
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" var link = links[i]\n",
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" if (link.href != null) {\n",
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"\texisting_stylesheets.push(link.href)\n",
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" }\n",
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" }\n",
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" for (var i = 0; i < css_urls.length; i++) {\n",
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" var url = css_urls[i];\n",
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" if (existing_stylesheets.indexOf(url) !== -1) {\n",
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"\ton_load()\n",
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"\tcontinue;\n",
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" }\n",
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" const element = document.createElement(\"link\");\n",
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" element.onload = on_load;\n",
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" element.onerror = on_error;\n",
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" element.rel = \"stylesheet\";\n",
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" element.type = \"text/css\";\n",
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" element.href = url;\n",
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" console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
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" document.body.appendChild(element);\n",
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" } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
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" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
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" for (var i = 0; i < urls.length; i++) {\n",
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" skip.push(urls[i])\n",
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" }\n",
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" } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
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" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
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" for (var i = 0; i < urls.length; i++) {\n",
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" skip.push(urls[i])\n",
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" }\n",
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" } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
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" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
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" for (var i = 0; i < urls.length; i++) {\n",
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" skip.push(urls[i])\n",
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" }\n",
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" } var existing_scripts = []\n",
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" var scripts = document.getElementsByTagName('script')\n",
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" for (var i = 0; i < scripts.length; i++) {\n",
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" var script = scripts[i]\n",
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" if (script.src != null) {\n",
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"\texisting_scripts.push(script.src)\n",
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" }\n",
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" }\n",
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" for (var i = 0; i < js_urls.length; i++) {\n",
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" var url = js_urls[i];\n",
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" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
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"\tif (!window.requirejs) {\n",
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"\t on_load();\n",
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"\t}\n",
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"\tcontinue;\n",
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" }\n",
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" var element = document.createElement('script');\n",
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" element.onload = on_load;\n",
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" element.onerror = on_error;\n",
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" element.async = false;\n",
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" element.src = url;\n",
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" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
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" document.head.appendChild(element);\n",
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" }\n",
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" for (var i = 0; i < js_modules.length; i++) {\n",
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" var url = js_modules[i];\n",
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" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
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"\tif (!window.requirejs) {\n",
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"\t on_load();\n",
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"\t}\n",
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"\tcontinue;\n",
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" }\n",
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" var element = document.createElement('script');\n",
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" element.onload = on_load;\n",
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" element.onerror = on_error;\n",
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" element.async = false;\n",
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" element.src = url;\n",
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" element.type = \"module\";\n",
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" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
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" document.head.appendChild(element);\n",
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" }\n",
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" for (const name in js_exports) {\n",
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" var url = js_exports[name];\n",
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" if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
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"\tif (!window.requirejs) {\n",
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"\t on_load();\n",
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"\t}\n",
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"\tcontinue;\n",
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" }\n",
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" var element = document.createElement('script');\n",
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" element.onerror = on_error;\n",
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" element.async = false;\n",
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" element.type = \"module\";\n",
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" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
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" element.textContent = `\n",
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" import ${name} from \"${url}\"\n",
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" window.${name} = ${name}\n",
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" window._bokeh_on_load()\n",
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" `\n",
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" document.head.appendChild(element);\n",
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" }\n",
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" if (!js_urls.length && !js_modules.length) {\n",
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" on_load()\n",
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" }\n",
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" };\n",
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"\n",
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" function inject_raw_css(css) {\n",
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" const element = document.createElement(\"style\");\n",
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" element.appendChild(document.createTextNode(css));\n",
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" document.body.appendChild(element);\n",
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" }\n",
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"\n",
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" var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n",
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" var js_modules = [];\n",
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" var js_exports = {};\n",
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" var css_urls = [];\n",
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" var inline_js = [ function(Bokeh) {\n",
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" Bokeh.set_log_level(\"info\");\n",
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" },\n",
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"function(Bokeh) {} // ensure no trailing comma for IE\n",
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" ];\n",
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"\n",
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" function run_inline_js() {\n",
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" if ((root.Bokeh !== undefined) || (force === true)) {\n",
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" for (var i = 0; i < inline_js.length; i++) {\n",
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" inline_js[i].call(root, root.Bokeh);\n",
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" }\n",
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" // Cache old bokeh versions\n",
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" if (Bokeh != undefined && !reloading) {\n",
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"\tvar NewBokeh = root.Bokeh;\n",
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"\tif (Bokeh.versions === undefined) {\n",
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"\t Bokeh.versions = new Map();\n",
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"\t}\n",
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"\tif (NewBokeh.version !== Bokeh.version) {\n",
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"\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
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"\t}\n",
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"\troot.Bokeh = Bokeh;\n",
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" }} else if (Date.now() < root._bokeh_timeout) {\n",
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" setTimeout(run_inline_js, 100);\n",
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" } else if (!root._bokeh_failed_load) {\n",
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" console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
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" root._bokeh_failed_load = true;\n",
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" }\n",
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" root._bokeh_is_initializing = false\n",
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" }\n",
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"\n",
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" function load_or_wait() {\n",
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" // Implement a backoff loop that tries to ensure we do not load multiple\n",
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" // versions of Bokeh and its dependencies at the same time.\n",
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" // In recent versions we use the root._bokeh_is_initializing flag\n",
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" // to determine whether there is an ongoing attempt to initialize\n",
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" // bokeh, however for backward compatibility we also try to ensure\n",
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" // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
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" // before older versions are fully initialized.\n",
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" if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
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" root._bokeh_is_initializing = false;\n",
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" root._bokeh_onload_callbacks = undefined;\n",
|
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" console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
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" load_or_wait();\n",
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" } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
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" setTimeout(load_or_wait, 100);\n",
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" } else {\n",
|
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" Bokeh = root.Bokeh;\n",
|
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" bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
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" root._bokeh_is_initializing = true\n",
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" root._bokeh_onload_callbacks = []\n",
|
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" if (!reloading && (!bokeh_loaded || is_dev)) {\n",
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"\troot.Bokeh = undefined;\n",
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" }\n",
|
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" load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
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"\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
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"\trun_inline_js();\n",
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" });\n",
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" }\n",
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" }\n",
|
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" // Give older versions of the autoload script a head-start to ensure\n",
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" // they initialize before we start loading newer version.\n",
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" setTimeout(load_or_wait, 100)\n",
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"}(window));"
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],
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"application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = false;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.2.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.2.2.min.js\", \"https://cdn.holoviz.org/panel/1.2.3/dist/panel.min.js\"];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));"
|
|
},
|
|
"metadata": {},
|
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"output_type": "display_data"
|
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},
|
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{
|
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"data": {
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"application/javascript": [
|
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"\n",
|
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"if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n",
|
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" window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n",
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"}\n",
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"\n",
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"\n",
|
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" function JupyterCommManager() {\n",
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"\n",
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" JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
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" if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
|
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" var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
|
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" comm_manager.register_target(comm_id, function(comm) {\n",
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" comm.on_msg(msg_handler);\n",
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" });\n",
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" } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
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" window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
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" comm.onMsg = msg_handler;\n",
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" });\n",
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" } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
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" google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n",
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" function processIteratorResult(result) {\n",
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" buffers.push(new DataView(buffer))\n",
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" }\n",
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" var metadata = message.metadata || {};\n",
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" }\n",
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" })\n",
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" }\n",
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" }\n",
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"\n",
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" JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
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" if (comm_id in window.PyViz.comms) {\n",
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" return window.PyViz.comms[comm_id];\n",
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" } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
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" var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
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" var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
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" if (msg_handler) {\n",
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" comm.on_msg(msg_handler);\n",
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" }\n",
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" } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
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" var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
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" comm.open();\n",
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" comm.onMsg = msg_handler;\n",
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" }\n",
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" } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
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" var comm_promise = google.colab.kernel.comms.open(comm_id)\n",
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" comm_promise.then((comm) => {\n",
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" window.PyViz.comms[comm_id] = comm;\n",
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" if (msg_handler) {\n",
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" function processIteratorResult(result) {\n",
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" var message = result.value;\n",
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" var content = {data: message.data};\n",
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" var metadata = message.metadata || {comm_id};\n",
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" var msg = {content, metadata}\n",
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" msg_handler(msg);\n",
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" return messages.next().then(processIteratorResult);\n",
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" }\n",
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" return messages.next().then(processIteratorResult);\n",
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" }\n",
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" }) \n",
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" var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n",
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" return comm_promise.then((comm) => {\n",
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" comm.send(data, metadata, buffers, disposeOnDone);\n",
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" });\n",
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" };\n",
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" var comm = {\n",
|
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" send: sendClosure\n",
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" };\n",
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" }\n",
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" window.PyViz.comms[comm_id] = comm;\n",
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" return comm;\n",
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" }\n",
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" window.PyViz.comm_manager = new JupyterCommManager();\n",
|
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" \n",
|
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"\n",
|
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"\n",
|
|
"var JS_MIME_TYPE = 'application/javascript';\n",
|
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"var HTML_MIME_TYPE = 'text/html';\n",
|
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"var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
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"var CLASS_NAME = 'output';\n",
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"\n",
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"/**\n",
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" * Render data to the DOM node\n",
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" */\n",
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"function render(props, node) {\n",
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" var div = document.createElement(\"div\");\n",
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" var script = document.createElement(\"script\");\n",
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" node.appendChild(div);\n",
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" node.appendChild(script);\n",
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"}\n",
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"\n",
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"/**\n",
|
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" * Handle when a new output is added\n",
|
|
" */\n",
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"function handle_add_output(event, handle) {\n",
|
|
" var output_area = handle.output_area;\n",
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" var output = handle.output;\n",
|
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" if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
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" return\n",
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" }\n",
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" var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
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" var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
|
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" if (id !== undefined) {\n",
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" var nchildren = toinsert.length;\n",
|
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" var html_node = toinsert[nchildren-1].children[0];\n",
|
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" html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
|
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" var scripts = [];\n",
|
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" var nodelist = html_node.querySelectorAll(\"script\");\n",
|
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" for (var i in nodelist) {\n",
|
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" if (nodelist.hasOwnProperty(i)) {\n",
|
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" scripts.push(nodelist[i])\n",
|
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" }\n",
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" }\n",
|
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"\n",
|
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" scripts.forEach( function (oldScript) {\n",
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" var newScript = document.createElement(\"script\");\n",
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" var attrs = [];\n",
|
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" var nodemap = oldScript.attributes;\n",
|
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" for (var j in nodemap) {\n",
|
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" if (nodemap.hasOwnProperty(j)) {\n",
|
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" attrs.push(nodemap[j])\n",
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" }\n",
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" }\n",
|
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" attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
|
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" newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
|
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" oldScript.parentNode.replaceChild(newScript, oldScript);\n",
|
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" });\n",
|
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" if (JS_MIME_TYPE in output.data) {\n",
|
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" toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
|
|
" }\n",
|
|
" output_area._hv_plot_id = id;\n",
|
|
" if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
|
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" window.PyViz.plot_index[id] = Bokeh.index[id];\n",
|
|
" } else {\n",
|
|
" window.PyViz.plot_index[id] = null;\n",
|
|
" }\n",
|
|
" } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
|
|
" var bk_div = document.createElement(\"div\");\n",
|
|
" bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
|
|
" var script_attrs = bk_div.children[0].attributes;\n",
|
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" for (var i = 0; i < script_attrs.length; i++) {\n",
|
|
" toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
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|
" }\n",
|
|
" // store reference to server id on output_area\n",
|
|
" output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
|
|
" }\n",
|
|
"}\n",
|
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"\n",
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"/**\n",
|
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|
|
" */\n",
|
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"function handle_clear_output(event, handle) {\n",
|
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" var id = handle.cell.output_area._hv_plot_id;\n",
|
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" var server_id = handle.cell.output_area._bokeh_server_id;\n",
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" if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
|
|
" var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
|
|
" if (server_id !== null) {\n",
|
|
" comm.send({event_type: 'server_delete', 'id': server_id});\n",
|
|
" return;\n",
|
|
" } else if (comm !== null) {\n",
|
|
" comm.send({event_type: 'delete', 'id': id});\n",
|
|
" }\n",
|
|
" delete PyViz.plot_index[id];\n",
|
|
" if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
|
|
" var doc = window.Bokeh.index[id].model.document\n",
|
|
" doc.clear();\n",
|
|
" const i = window.Bokeh.documents.indexOf(doc);\n",
|
|
" if (i > -1) {\n",
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" window.Bokeh.documents.splice(i, 1);\n",
|
|
" }\n",
|
|
" }\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle kernel restart event\n",
|
|
" */\n",
|
|
"function handle_kernel_cleanup(event, handle) {\n",
|
|
" delete PyViz.comms[\"hv-extension-comm\"];\n",
|
|
" window.PyViz.plot_index = {}\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle update_display_data messages\n",
|
|
" */\n",
|
|
"function handle_update_output(event, handle) {\n",
|
|
" handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
|
|
" handle_add_output(event, handle)\n",
|
|
"}\n",
|
|
"\n",
|
|
"function register_renderer(events, OutputArea) {\n",
|
|
" function append_mime(data, metadata, element) {\n",
|
|
" // create a DOM node to render to\n",
|
|
" var toinsert = this.create_output_subarea(\n",
|
|
" metadata,\n",
|
|
" CLASS_NAME,\n",
|
|
" EXEC_MIME_TYPE\n",
|
|
" );\n",
|
|
" this.keyboard_manager.register_events(toinsert);\n",
|
|
" // Render to node\n",
|
|
" var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
|
|
" render(props, toinsert[0]);\n",
|
|
" element.append(toinsert);\n",
|
|
" return toinsert\n",
|
|
" }\n",
|
|
"\n",
|
|
" events.on('output_added.OutputArea', handle_add_output);\n",
|
|
" events.on('output_updated.OutputArea', handle_update_output);\n",
|
|
" events.on('clear_output.CodeCell', handle_clear_output);\n",
|
|
" events.on('delete.Cell', handle_clear_output);\n",
|
|
" events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
|
|
"\n",
|
|
" OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
|
|
" safe: true,\n",
|
|
" index: 0\n",
|
|
" });\n",
|
|
"}\n",
|
|
"\n",
|
|
"if (window.Jupyter !== undefined) {\n",
|
|
" try {\n",
|
|
" var events = require('base/js/events');\n",
|
|
" var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
|
|
" if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
|
|
" register_renderer(events, OutputArea);\n",
|
|
" }\n",
|
|
" } catch(err) {\n",
|
|
" }\n",
|
|
"}\n"
|
|
],
|
|
"application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n"
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<style>*[data-root-id],\n",
|
|
"*[data-root-id] > * {\n",
|
|
" box-sizing: border-box;\n",
|
|
" font-family: var(--jp-ui-font-family);\n",
|
|
" font-size: var(--jp-ui-font-size1);\n",
|
|
" color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n",
|
|
"}\n",
|
|
"\n",
|
|
"/* Override VSCode background color */\n",
|
|
".cell-output-ipywidget-background:has(\n",
|
|
" > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n",
|
|
" ),\n",
|
|
".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n",
|
|
" background-color: transparent !important;\n",
|
|
"}\n",
|
|
"</style>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"application/javascript": [
|
|
"(function(root) {\n",
|
|
" function now() {\n",
|
|
" return new Date();\n",
|
|
" }\n",
|
|
"\n",
|
|
" var force = true;\n",
|
|
" var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n",
|
|
" var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n",
|
|
" var reloading = true;\n",
|
|
" var Bokeh = root.Bokeh;\n",
|
|
" var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
|
|
"\n",
|
|
" if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n",
|
|
" root._bokeh_timeout = Date.now() + 5000;\n",
|
|
" root._bokeh_failed_load = false;\n",
|
|
" }\n",
|
|
"\n",
|
|
" function run_callbacks() {\n",
|
|
" try {\n",
|
|
" root._bokeh_onload_callbacks.forEach(function(callback) {\n",
|
|
" if (callback != null)\n",
|
|
" callback();\n",
|
|
" });\n",
|
|
" } finally {\n",
|
|
" delete root._bokeh_onload_callbacks;\n",
|
|
" }\n",
|
|
" console.debug(\"Bokeh: all callbacks have finished\");\n",
|
|
" }\n",
|
|
"\n",
|
|
" function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n",
|
|
" if (css_urls == null) css_urls = [];\n",
|
|
" if (js_urls == null) js_urls = [];\n",
|
|
" if (js_modules == null) js_modules = [];\n",
|
|
" if (js_exports == null) js_exports = {};\n",
|
|
"\n",
|
|
" root._bokeh_onload_callbacks.push(callback);\n",
|
|
"\n",
|
|
" if (root._bokeh_is_loading > 0) {\n",
|
|
" console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n",
|
|
" run_callbacks();\n",
|
|
" return null;\n",
|
|
" }\n",
|
|
" if (!reloading) {\n",
|
|
" console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
|
|
" }\n",
|
|
"\n",
|
|
" function on_load() {\n",
|
|
" root._bokeh_is_loading--;\n",
|
|
" if (root._bokeh_is_loading === 0) {\n",
|
|
" console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
|
|
" run_callbacks()\n",
|
|
" }\n",
|
|
" }\n",
|
|
" window._bokeh_on_load = on_load\n",
|
|
"\n",
|
|
" function on_error() {\n",
|
|
" console.error(\"failed to load \" + url);\n",
|
|
" }\n",
|
|
"\n",
|
|
" var skip = [];\n",
|
|
" if (window.requirejs) {\n",
|
|
" window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n",
|
|
" require([\"jspanel\"], function(jsPanel) {\n",
|
|
"\twindow.jsPanel = jsPanel\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-modal\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-tooltip\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-hint\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-layout\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-contextmenu\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"jspanel-dock\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"gridstack\"], function(GridStack) {\n",
|
|
"\twindow.GridStack = GridStack\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" require([\"notyf\"], function() {\n",
|
|
"\ton_load()\n",
|
|
" })\n",
|
|
" root._bokeh_is_loading = css_urls.length + 9;\n",
|
|
" } else {\n",
|
|
" root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n",
|
|
" }\n",
|
|
"\n",
|
|
" var existing_stylesheets = []\n",
|
|
" var links = document.getElementsByTagName('link')\n",
|
|
" for (var i = 0; i < links.length; i++) {\n",
|
|
" var link = links[i]\n",
|
|
" if (link.href != null) {\n",
|
|
"\texisting_stylesheets.push(link.href)\n",
|
|
" }\n",
|
|
" }\n",
|
|
" for (var i = 0; i < css_urls.length; i++) {\n",
|
|
" var url = css_urls[i];\n",
|
|
" if (existing_stylesheets.indexOf(url) !== -1) {\n",
|
|
"\ton_load()\n",
|
|
"\tcontinue;\n",
|
|
" }\n",
|
|
" const element = document.createElement(\"link\");\n",
|
|
" element.onload = on_load;\n",
|
|
" element.onerror = on_error;\n",
|
|
" element.rel = \"stylesheet\";\n",
|
|
" element.type = \"text/css\";\n",
|
|
" element.href = url;\n",
|
|
" console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
|
|
" document.body.appendChild(element);\n",
|
|
" } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n",
|
|
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n",
|
|
" for (var i = 0; i < urls.length; i++) {\n",
|
|
" skip.push(urls[i])\n",
|
|
" }\n",
|
|
" } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n",
|
|
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n",
|
|
" for (var i = 0; i < urls.length; i++) {\n",
|
|
" skip.push(urls[i])\n",
|
|
" }\n",
|
|
" } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n",
|
|
" var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n",
|
|
" for (var i = 0; i < urls.length; i++) {\n",
|
|
" skip.push(urls[i])\n",
|
|
" }\n",
|
|
" } var existing_scripts = []\n",
|
|
" var scripts = document.getElementsByTagName('script')\n",
|
|
" for (var i = 0; i < scripts.length; i++) {\n",
|
|
" var script = scripts[i]\n",
|
|
" if (script.src != null) {\n",
|
|
"\texisting_scripts.push(script.src)\n",
|
|
" }\n",
|
|
" }\n",
|
|
" for (var i = 0; i < js_urls.length; i++) {\n",
|
|
" var url = js_urls[i];\n",
|
|
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
|
|
"\tif (!window.requirejs) {\n",
|
|
"\t on_load();\n",
|
|
"\t}\n",
|
|
"\tcontinue;\n",
|
|
" }\n",
|
|
" var element = document.createElement('script');\n",
|
|
" element.onload = on_load;\n",
|
|
" element.onerror = on_error;\n",
|
|
" element.async = false;\n",
|
|
" element.src = url;\n",
|
|
" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.head.appendChild(element);\n",
|
|
" }\n",
|
|
" for (var i = 0; i < js_modules.length; i++) {\n",
|
|
" var url = js_modules[i];\n",
|
|
" if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n",
|
|
"\tif (!window.requirejs) {\n",
|
|
"\t on_load();\n",
|
|
"\t}\n",
|
|
"\tcontinue;\n",
|
|
" }\n",
|
|
" var element = document.createElement('script');\n",
|
|
" element.onload = on_load;\n",
|
|
" element.onerror = on_error;\n",
|
|
" element.async = false;\n",
|
|
" element.src = url;\n",
|
|
" element.type = \"module\";\n",
|
|
" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" document.head.appendChild(element);\n",
|
|
" }\n",
|
|
" for (const name in js_exports) {\n",
|
|
" var url = js_exports[name];\n",
|
|
" if (skip.indexOf(url) >= 0 || root[name] != null) {\n",
|
|
"\tif (!window.requirejs) {\n",
|
|
"\t on_load();\n",
|
|
"\t}\n",
|
|
"\tcontinue;\n",
|
|
" }\n",
|
|
" var element = document.createElement('script');\n",
|
|
" element.onerror = on_error;\n",
|
|
" element.async = false;\n",
|
|
" element.type = \"module\";\n",
|
|
" console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
|
|
" element.textContent = `\n",
|
|
" import ${name} from \"${url}\"\n",
|
|
" window.${name} = ${name}\n",
|
|
" window._bokeh_on_load()\n",
|
|
" `\n",
|
|
" document.head.appendChild(element);\n",
|
|
" }\n",
|
|
" if (!js_urls.length && !js_modules.length) {\n",
|
|
" on_load()\n",
|
|
" }\n",
|
|
" };\n",
|
|
"\n",
|
|
" function inject_raw_css(css) {\n",
|
|
" const element = document.createElement(\"style\");\n",
|
|
" element.appendChild(document.createTextNode(css));\n",
|
|
" document.body.appendChild(element);\n",
|
|
" }\n",
|
|
"\n",
|
|
" var js_urls = [];\n",
|
|
" var js_modules = [];\n",
|
|
" var js_exports = {};\n",
|
|
" var css_urls = [];\n",
|
|
" var inline_js = [ function(Bokeh) {\n",
|
|
" Bokeh.set_log_level(\"info\");\n",
|
|
" },\n",
|
|
"function(Bokeh) {} // ensure no trailing comma for IE\n",
|
|
" ];\n",
|
|
"\n",
|
|
" function run_inline_js() {\n",
|
|
" if ((root.Bokeh !== undefined) || (force === true)) {\n",
|
|
" for (var i = 0; i < inline_js.length; i++) {\n",
|
|
" inline_js[i].call(root, root.Bokeh);\n",
|
|
" }\n",
|
|
" // Cache old bokeh versions\n",
|
|
" if (Bokeh != undefined && !reloading) {\n",
|
|
"\tvar NewBokeh = root.Bokeh;\n",
|
|
"\tif (Bokeh.versions === undefined) {\n",
|
|
"\t Bokeh.versions = new Map();\n",
|
|
"\t}\n",
|
|
"\tif (NewBokeh.version !== Bokeh.version) {\n",
|
|
"\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n",
|
|
"\t}\n",
|
|
"\troot.Bokeh = Bokeh;\n",
|
|
" }} else if (Date.now() < root._bokeh_timeout) {\n",
|
|
" setTimeout(run_inline_js, 100);\n",
|
|
" } else if (!root._bokeh_failed_load) {\n",
|
|
" console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
|
|
" root._bokeh_failed_load = true;\n",
|
|
" }\n",
|
|
" root._bokeh_is_initializing = false\n",
|
|
" }\n",
|
|
"\n",
|
|
" function load_or_wait() {\n",
|
|
" // Implement a backoff loop that tries to ensure we do not load multiple\n",
|
|
" // versions of Bokeh and its dependencies at the same time.\n",
|
|
" // In recent versions we use the root._bokeh_is_initializing flag\n",
|
|
" // to determine whether there is an ongoing attempt to initialize\n",
|
|
" // bokeh, however for backward compatibility we also try to ensure\n",
|
|
" // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n",
|
|
" // before older versions are fully initialized.\n",
|
|
" if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n",
|
|
" root._bokeh_is_initializing = false;\n",
|
|
" root._bokeh_onload_callbacks = undefined;\n",
|
|
" console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n",
|
|
" load_or_wait();\n",
|
|
" } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n",
|
|
" setTimeout(load_or_wait, 100);\n",
|
|
" } else {\n",
|
|
" Bokeh = root.Bokeh;\n",
|
|
" bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n",
|
|
" root._bokeh_is_initializing = true\n",
|
|
" root._bokeh_onload_callbacks = []\n",
|
|
" if (!reloading && (!bokeh_loaded || is_dev)) {\n",
|
|
"\troot.Bokeh = undefined;\n",
|
|
" }\n",
|
|
" load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n",
|
|
"\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
|
|
"\trun_inline_js();\n",
|
|
" });\n",
|
|
" }\n",
|
|
" }\n",
|
|
" // Give older versions of the autoload script a head-start to ensure\n",
|
|
" // they initialize before we start loading newer version.\n",
|
|
" setTimeout(load_or_wait, 100)\n",
|
|
"}(window));"
|
|
],
|
|
"application/vnd.holoviews_load.v0+json": "(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n var py_version = '3.2.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n var is_dev = py_version.indexOf(\"+\") !== -1 || py_version.indexOf(\"-\") !== -1;\n var reloading = true;\n var Bokeh = root.Bokeh;\n var bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n\n if (typeof (root._bokeh_timeout) === \"undefined\" || force) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks;\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, js_modules, js_exports, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n if (js_modules == null) js_modules = [];\n if (js_exports == null) js_exports = {};\n\n root._bokeh_onload_callbacks.push(callback);\n\n if (root._bokeh_is_loading > 0) {\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n run_callbacks();\n return null;\n }\n if (!reloading) {\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n window._bokeh_on_load = on_load\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n var skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {'jspanel': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/jspanel', 'jspanel-modal': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal', 'jspanel-tooltip': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip', 'jspanel-hint': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint', 'jspanel-layout': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout', 'jspanel-contextmenu': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu', 'jspanel-dock': 'https://cdn.jsdelivr.net/npm/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock', 'gridstack': 'https://cdn.jsdelivr.net/npm/gridstack@7.2.3/dist/gridstack-all', 'notyf': 'https://cdn.jsdelivr.net/npm/notyf@3/notyf.min'}, 'shim': {'jspanel': {'exports': 'jsPanel'}, 'gridstack': {'exports': 'GridStack'}}});\n require([\"jspanel\"], function(jsPanel) {\n\twindow.jsPanel = jsPanel\n\ton_load()\n })\n require([\"jspanel-modal\"], function() {\n\ton_load()\n })\n require([\"jspanel-tooltip\"], function() {\n\ton_load()\n })\n require([\"jspanel-hint\"], function() {\n\ton_load()\n })\n require([\"jspanel-layout\"], function() {\n\ton_load()\n })\n require([\"jspanel-contextmenu\"], function() {\n\ton_load()\n })\n require([\"jspanel-dock\"], function() {\n\ton_load()\n })\n require([\"gridstack\"], function(GridStack) {\n\twindow.GridStack = GridStack\n\ton_load()\n })\n require([\"notyf\"], function() {\n\ton_load()\n })\n root._bokeh_is_loading = css_urls.length + 9;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n var existing_stylesheets = []\n var links = document.getElementsByTagName('link')\n for (var i = 0; i < links.length; i++) {\n var link = links[i]\n if (link.href != null) {\n\texisting_stylesheets.push(link.href)\n }\n }\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n if (existing_stylesheets.indexOf(url) !== -1) {\n\ton_load()\n\tcontinue;\n }\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n } if (((window['jsPanel'] !== undefined) && (!(window['jsPanel'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.3/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/dock/jspanel.dock.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['GridStack'] !== undefined) && (!(window['GridStack'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/gridstack/gridstack@7.2.3/dist/gridstack-all.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } if (((window['Notyf'] !== undefined) && (!(window['Notyf'] instanceof HTMLElement))) || window.requirejs) {\n var urls = ['https://cdn.holoviz.org/panel/1.2.3/dist/bundled/notificationarea/notyf@3/notyf.min.js'];\n for (var i = 0; i < urls.length; i++) {\n skip.push(urls[i])\n }\n } var existing_scripts = []\n var scripts = document.getElementsByTagName('script')\n for (var i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n\texisting_scripts.push(script.src)\n }\n }\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (var i = 0; i < js_modules.length; i++) {\n var url = js_modules[i];\n if (skip.indexOf(url) !== -1 || existing_scripts.indexOf(url) !== -1) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n for (const name in js_exports) {\n var url = js_exports[name];\n if (skip.indexOf(url) >= 0 || root[name] != null) {\n\tif (!window.requirejs) {\n\t on_load();\n\t}\n\tcontinue;\n }\n var element = document.createElement('script');\n element.onerror = on_error;\n element.async = false;\n element.type = \"module\";\n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n element.textContent = `\n import ${name} from \"${url}\"\n window.${name} = ${name}\n window._bokeh_on_load()\n `\n document.head.appendChild(element);\n }\n if (!js_urls.length && !js_modules.length) {\n on_load()\n }\n };\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n var js_urls = [];\n var js_modules = [];\n var js_exports = {};\n var css_urls = [];\n var inline_js = [ function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\nfunction(Bokeh) {} // ensure no trailing comma for IE\n ];\n\n function run_inline_js() {\n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n\tvar NewBokeh = root.Bokeh;\n\tif (Bokeh.versions === undefined) {\n\t Bokeh.versions = new Map();\n\t}\n\tif (NewBokeh.version !== Bokeh.version) {\n\t Bokeh.versions.set(NewBokeh.version, NewBokeh)\n\t}\n\troot.Bokeh = Bokeh;\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n }\n root._bokeh_is_initializing = false\n }\n\n function load_or_wait() {\n // Implement a backoff loop that tries to ensure we do not load multiple\n // versions of Bokeh and its dependencies at the same time.\n // In recent versions we use the root._bokeh_is_initializing flag\n // to determine whether there is an ongoing attempt to initialize\n // bokeh, however for backward compatibility we also try to ensure\n // that we do not start loading a newer (Panel>=1.0 and Bokeh>3) version\n // before older versions are fully initialized.\n if (root._bokeh_is_initializing && Date.now() > root._bokeh_timeout) {\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n console.log(\"Bokeh: BokehJS was loaded multiple times but one version failed to initialize.\");\n load_or_wait();\n } else if (root._bokeh_is_initializing || (typeof root._bokeh_is_initializing === \"undefined\" && root._bokeh_onload_callbacks !== undefined)) {\n setTimeout(load_or_wait, 100);\n } else {\n Bokeh = root.Bokeh;\n bokeh_loaded = Bokeh != null && (Bokeh.version === py_version || (Bokeh.versions !== undefined && Bokeh.versions.has(py_version)));\n root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n if (!reloading && (!bokeh_loaded || is_dev)) {\n\troot.Bokeh = undefined;\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n\tconsole.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n\trun_inline_js();\n });\n }\n }\n // Give older versions of the autoload script a head-start to ensure\n // they initialize before we start loading newer version.\n setTimeout(load_or_wait, 100)\n}(window));"
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"application/javascript": [
|
|
"\n",
|
|
"if ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n",
|
|
" window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n",
|
|
"}\n",
|
|
"\n",
|
|
"\n",
|
|
" function JupyterCommManager() {\n",
|
|
" }\n",
|
|
"\n",
|
|
" JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n",
|
|
" if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
|
|
" var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
|
|
" comm_manager.register_target(comm_id, function(comm) {\n",
|
|
" comm.on_msg(msg_handler);\n",
|
|
" });\n",
|
|
" } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
|
|
" window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n",
|
|
" comm.onMsg = msg_handler;\n",
|
|
" });\n",
|
|
" } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
|
|
" google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n",
|
|
" var messages = comm.messages[Symbol.asyncIterator]();\n",
|
|
" function processIteratorResult(result) {\n",
|
|
" var message = result.value;\n",
|
|
" console.log(message)\n",
|
|
" var content = {data: message.data, comm_id};\n",
|
|
" var buffers = []\n",
|
|
" for (var buffer of message.buffers || []) {\n",
|
|
" buffers.push(new DataView(buffer))\n",
|
|
" }\n",
|
|
" var metadata = message.metadata || {};\n",
|
|
" var msg = {content, buffers, metadata}\n",
|
|
" msg_handler(msg);\n",
|
|
" return messages.next().then(processIteratorResult);\n",
|
|
" }\n",
|
|
" return messages.next().then(processIteratorResult);\n",
|
|
" })\n",
|
|
" }\n",
|
|
" }\n",
|
|
"\n",
|
|
" JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n",
|
|
" if (comm_id in window.PyViz.comms) {\n",
|
|
" return window.PyViz.comms[comm_id];\n",
|
|
" } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n",
|
|
" var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n",
|
|
" var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n",
|
|
" if (msg_handler) {\n",
|
|
" comm.on_msg(msg_handler);\n",
|
|
" }\n",
|
|
" } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n",
|
|
" var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n",
|
|
" comm.open();\n",
|
|
" if (msg_handler) {\n",
|
|
" comm.onMsg = msg_handler;\n",
|
|
" }\n",
|
|
" } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n",
|
|
" var comm_promise = google.colab.kernel.comms.open(comm_id)\n",
|
|
" comm_promise.then((comm) => {\n",
|
|
" window.PyViz.comms[comm_id] = comm;\n",
|
|
" if (msg_handler) {\n",
|
|
" var messages = comm.messages[Symbol.asyncIterator]();\n",
|
|
" function processIteratorResult(result) {\n",
|
|
" var message = result.value;\n",
|
|
" var content = {data: message.data};\n",
|
|
" var metadata = message.metadata || {comm_id};\n",
|
|
" var msg = {content, metadata}\n",
|
|
" msg_handler(msg);\n",
|
|
" return messages.next().then(processIteratorResult);\n",
|
|
" }\n",
|
|
" return messages.next().then(processIteratorResult);\n",
|
|
" }\n",
|
|
" }) \n",
|
|
" var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n",
|
|
" return comm_promise.then((comm) => {\n",
|
|
" comm.send(data, metadata, buffers, disposeOnDone);\n",
|
|
" });\n",
|
|
" };\n",
|
|
" var comm = {\n",
|
|
" send: sendClosure\n",
|
|
" };\n",
|
|
" }\n",
|
|
" window.PyViz.comms[comm_id] = comm;\n",
|
|
" return comm;\n",
|
|
" }\n",
|
|
" window.PyViz.comm_manager = new JupyterCommManager();\n",
|
|
" \n",
|
|
"\n",
|
|
"\n",
|
|
"var JS_MIME_TYPE = 'application/javascript';\n",
|
|
"var HTML_MIME_TYPE = 'text/html';\n",
|
|
"var EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\n",
|
|
"var CLASS_NAME = 'output';\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Render data to the DOM node\n",
|
|
" */\n",
|
|
"function render(props, node) {\n",
|
|
" var div = document.createElement(\"div\");\n",
|
|
" var script = document.createElement(\"script\");\n",
|
|
" node.appendChild(div);\n",
|
|
" node.appendChild(script);\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle when a new output is added\n",
|
|
" */\n",
|
|
"function handle_add_output(event, handle) {\n",
|
|
" var output_area = handle.output_area;\n",
|
|
" var output = handle.output;\n",
|
|
" if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
|
|
" return\n",
|
|
" }\n",
|
|
" var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
|
|
" var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
|
|
" if (id !== undefined) {\n",
|
|
" var nchildren = toinsert.length;\n",
|
|
" var html_node = toinsert[nchildren-1].children[0];\n",
|
|
" html_node.innerHTML = output.data[HTML_MIME_TYPE];\n",
|
|
" var scripts = [];\n",
|
|
" var nodelist = html_node.querySelectorAll(\"script\");\n",
|
|
" for (var i in nodelist) {\n",
|
|
" if (nodelist.hasOwnProperty(i)) {\n",
|
|
" scripts.push(nodelist[i])\n",
|
|
" }\n",
|
|
" }\n",
|
|
"\n",
|
|
" scripts.forEach( function (oldScript) {\n",
|
|
" var newScript = document.createElement(\"script\");\n",
|
|
" var attrs = [];\n",
|
|
" var nodemap = oldScript.attributes;\n",
|
|
" for (var j in nodemap) {\n",
|
|
" if (nodemap.hasOwnProperty(j)) {\n",
|
|
" attrs.push(nodemap[j])\n",
|
|
" }\n",
|
|
" }\n",
|
|
" attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n",
|
|
" newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n",
|
|
" oldScript.parentNode.replaceChild(newScript, oldScript);\n",
|
|
" });\n",
|
|
" if (JS_MIME_TYPE in output.data) {\n",
|
|
" toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n",
|
|
" }\n",
|
|
" output_area._hv_plot_id = id;\n",
|
|
" if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n",
|
|
" window.PyViz.plot_index[id] = Bokeh.index[id];\n",
|
|
" } else {\n",
|
|
" window.PyViz.plot_index[id] = null;\n",
|
|
" }\n",
|
|
" } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
|
|
" var bk_div = document.createElement(\"div\");\n",
|
|
" bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
|
|
" var script_attrs = bk_div.children[0].attributes;\n",
|
|
" for (var i = 0; i < script_attrs.length; i++) {\n",
|
|
" toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
|
|
" }\n",
|
|
" // store reference to server id on output_area\n",
|
|
" output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
|
|
" }\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle when an output is cleared or removed\n",
|
|
" */\n",
|
|
"function handle_clear_output(event, handle) {\n",
|
|
" var id = handle.cell.output_area._hv_plot_id;\n",
|
|
" var server_id = handle.cell.output_area._bokeh_server_id;\n",
|
|
" if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n",
|
|
" var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n",
|
|
" if (server_id !== null) {\n",
|
|
" comm.send({event_type: 'server_delete', 'id': server_id});\n",
|
|
" return;\n",
|
|
" } else if (comm !== null) {\n",
|
|
" comm.send({event_type: 'delete', 'id': id});\n",
|
|
" }\n",
|
|
" delete PyViz.plot_index[id];\n",
|
|
" if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n",
|
|
" var doc = window.Bokeh.index[id].model.document\n",
|
|
" doc.clear();\n",
|
|
" const i = window.Bokeh.documents.indexOf(doc);\n",
|
|
" if (i > -1) {\n",
|
|
" window.Bokeh.documents.splice(i, 1);\n",
|
|
" }\n",
|
|
" }\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle kernel restart event\n",
|
|
" */\n",
|
|
"function handle_kernel_cleanup(event, handle) {\n",
|
|
" delete PyViz.comms[\"hv-extension-comm\"];\n",
|
|
" window.PyViz.plot_index = {}\n",
|
|
"}\n",
|
|
"\n",
|
|
"/**\n",
|
|
" * Handle update_display_data messages\n",
|
|
" */\n",
|
|
"function handle_update_output(event, handle) {\n",
|
|
" handle_clear_output(event, {cell: {output_area: handle.output_area}})\n",
|
|
" handle_add_output(event, handle)\n",
|
|
"}\n",
|
|
"\n",
|
|
"function register_renderer(events, OutputArea) {\n",
|
|
" function append_mime(data, metadata, element) {\n",
|
|
" // create a DOM node to render to\n",
|
|
" var toinsert = this.create_output_subarea(\n",
|
|
" metadata,\n",
|
|
" CLASS_NAME,\n",
|
|
" EXEC_MIME_TYPE\n",
|
|
" );\n",
|
|
" this.keyboard_manager.register_events(toinsert);\n",
|
|
" // Render to node\n",
|
|
" var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
|
|
" render(props, toinsert[0]);\n",
|
|
" element.append(toinsert);\n",
|
|
" return toinsert\n",
|
|
" }\n",
|
|
"\n",
|
|
" events.on('output_added.OutputArea', handle_add_output);\n",
|
|
" events.on('output_updated.OutputArea', handle_update_output);\n",
|
|
" events.on('clear_output.CodeCell', handle_clear_output);\n",
|
|
" events.on('delete.Cell', handle_clear_output);\n",
|
|
" events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n",
|
|
"\n",
|
|
" OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
|
|
" safe: true,\n",
|
|
" index: 0\n",
|
|
" });\n",
|
|
"}\n",
|
|
"\n",
|
|
"if (window.Jupyter !== undefined) {\n",
|
|
" try {\n",
|
|
" var events = require('base/js/events');\n",
|
|
" var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
|
|
" if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
|
|
" register_renderer(events, OutputArea);\n",
|
|
" }\n",
|
|
" } catch(err) {\n",
|
|
" }\n",
|
|
"}\n"
|
|
],
|
|
"application/vnd.holoviews_load.v0+json": "\nif ((window.PyViz === undefined) || (window.PyViz instanceof HTMLElement)) {\n window.PyViz = {comms: {}, comm_status:{}, kernels:{}, receivers: {}, plot_index: []}\n}\n\n\n function JupyterCommManager() {\n }\n\n JupyterCommManager.prototype.register_target = function(plot_id, comm_id, msg_handler) {\n if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n comm_manager.register_target(comm_id, function(comm) {\n comm.on_msg(msg_handler);\n });\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n window.PyViz.kernels[plot_id].registerCommTarget(comm_id, function(comm) {\n comm.onMsg = msg_handler;\n });\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n google.colab.kernel.comms.registerTarget(comm_id, (comm) => {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n console.log(message)\n var content = {data: message.data, comm_id};\n var buffers = []\n for (var buffer of message.buffers || []) {\n buffers.push(new DataView(buffer))\n }\n var metadata = message.metadata || {};\n var msg = {content, buffers, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n })\n }\n }\n\n JupyterCommManager.prototype.get_client_comm = function(plot_id, comm_id, msg_handler) {\n if (comm_id in window.PyViz.comms) {\n return window.PyViz.comms[comm_id];\n } else if (window.comm_manager || ((window.Jupyter !== undefined) && (Jupyter.notebook.kernel != null))) {\n var comm_manager = window.comm_manager || Jupyter.notebook.kernel.comm_manager;\n var comm = comm_manager.new_comm(comm_id, {}, {}, {}, comm_id);\n if (msg_handler) {\n comm.on_msg(msg_handler);\n }\n } else if ((plot_id in window.PyViz.kernels) && (window.PyViz.kernels[plot_id])) {\n var comm = window.PyViz.kernels[plot_id].connectToComm(comm_id);\n comm.open();\n if (msg_handler) {\n comm.onMsg = msg_handler;\n }\n } else if (typeof google != 'undefined' && google.colab.kernel != null) {\n var comm_promise = google.colab.kernel.comms.open(comm_id)\n comm_promise.then((comm) => {\n window.PyViz.comms[comm_id] = comm;\n if (msg_handler) {\n var messages = comm.messages[Symbol.asyncIterator]();\n function processIteratorResult(result) {\n var message = result.value;\n var content = {data: message.data};\n var metadata = message.metadata || {comm_id};\n var msg = {content, metadata}\n msg_handler(msg);\n return messages.next().then(processIteratorResult);\n }\n return messages.next().then(processIteratorResult);\n }\n }) \n var sendClosure = (data, metadata, buffers, disposeOnDone) => {\n return comm_promise.then((comm) => {\n comm.send(data, metadata, buffers, disposeOnDone);\n });\n };\n var comm = {\n send: sendClosure\n };\n }\n window.PyViz.comms[comm_id] = comm;\n return comm;\n }\n window.PyViz.comm_manager = new JupyterCommManager();\n \n\n\nvar JS_MIME_TYPE = 'application/javascript';\nvar HTML_MIME_TYPE = 'text/html';\nvar EXEC_MIME_TYPE = 'application/vnd.holoviews_exec.v0+json';\nvar CLASS_NAME = 'output';\n\n/**\n * Render data to the DOM node\n */\nfunction render(props, node) {\n var div = document.createElement(\"div\");\n var script = document.createElement(\"script\");\n node.appendChild(div);\n node.appendChild(script);\n}\n\n/**\n * Handle when a new output is added\n */\nfunction handle_add_output(event, handle) {\n var output_area = handle.output_area;\n var output = handle.output;\n if ((output.data == undefined) || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n return\n }\n var id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n var toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n if (id !== undefined) {\n var nchildren = toinsert.length;\n var html_node = toinsert[nchildren-1].children[0];\n html_node.innerHTML = output.data[HTML_MIME_TYPE];\n var scripts = [];\n var nodelist = html_node.querySelectorAll(\"script\");\n for (var i in nodelist) {\n if (nodelist.hasOwnProperty(i)) {\n scripts.push(nodelist[i])\n }\n }\n\n scripts.forEach( function (oldScript) {\n var newScript = document.createElement(\"script\");\n var attrs = [];\n var nodemap = oldScript.attributes;\n for (var j in nodemap) {\n if (nodemap.hasOwnProperty(j)) {\n attrs.push(nodemap[j])\n }\n }\n attrs.forEach(function(attr) { newScript.setAttribute(attr.name, attr.value) });\n newScript.appendChild(document.createTextNode(oldScript.innerHTML));\n oldScript.parentNode.replaceChild(newScript, oldScript);\n });\n if (JS_MIME_TYPE in output.data) {\n toinsert[nchildren-1].children[1].textContent = output.data[JS_MIME_TYPE];\n }\n output_area._hv_plot_id = id;\n if ((window.Bokeh !== undefined) && (id in Bokeh.index)) {\n window.PyViz.plot_index[id] = Bokeh.index[id];\n } else {\n window.PyViz.plot_index[id] = null;\n }\n } else if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n var bk_div = document.createElement(\"div\");\n bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n var script_attrs = bk_div.children[0].attributes;\n for (var i = 0; i < script_attrs.length; i++) {\n toinsert[toinsert.length - 1].childNodes[1].setAttribute(script_attrs[i].name, script_attrs[i].value);\n }\n // store reference to server id on output_area\n output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n }\n}\n\n/**\n * Handle when an output is cleared or removed\n */\nfunction handle_clear_output(event, handle) {\n var id = handle.cell.output_area._hv_plot_id;\n var server_id = handle.cell.output_area._bokeh_server_id;\n if (((id === undefined) || !(id in PyViz.plot_index)) && (server_id !== undefined)) { return; }\n var comm = window.PyViz.comm_manager.get_client_comm(\"hv-extension-comm\", \"hv-extension-comm\", function () {});\n if (server_id !== null) {\n comm.send({event_type: 'server_delete', 'id': server_id});\n return;\n } else if (comm !== null) {\n comm.send({event_type: 'delete', 'id': id});\n }\n delete PyViz.plot_index[id];\n if ((window.Bokeh !== undefined) & (id in window.Bokeh.index)) {\n var doc = window.Bokeh.index[id].model.document\n doc.clear();\n const i = window.Bokeh.documents.indexOf(doc);\n if (i > -1) {\n window.Bokeh.documents.splice(i, 1);\n }\n }\n}\n\n/**\n * Handle kernel restart event\n */\nfunction handle_kernel_cleanup(event, handle) {\n delete PyViz.comms[\"hv-extension-comm\"];\n window.PyViz.plot_index = {}\n}\n\n/**\n * Handle update_display_data messages\n */\nfunction handle_update_output(event, handle) {\n handle_clear_output(event, {cell: {output_area: handle.output_area}})\n handle_add_output(event, handle)\n}\n\nfunction register_renderer(events, OutputArea) {\n function append_mime(data, metadata, element) {\n // create a DOM node to render to\n var toinsert = this.create_output_subarea(\n metadata,\n CLASS_NAME,\n EXEC_MIME_TYPE\n );\n this.keyboard_manager.register_events(toinsert);\n // Render to node\n var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n render(props, toinsert[0]);\n element.append(toinsert);\n return toinsert\n }\n\n events.on('output_added.OutputArea', handle_add_output);\n events.on('output_updated.OutputArea', handle_update_output);\n events.on('clear_output.CodeCell', handle_clear_output);\n events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n"
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<style>*[data-root-id],\n",
|
|
"*[data-root-id] > * {\n",
|
|
" box-sizing: border-box;\n",
|
|
" font-family: var(--jp-ui-font-family);\n",
|
|
" font-size: var(--jp-ui-font-size1);\n",
|
|
" color: var(--vscode-editor-foreground, var(--jp-ui-font-color1));\n",
|
|
"}\n",
|
|
"\n",
|
|
"/* Override VSCode background color */\n",
|
|
".cell-output-ipywidget-background:has(\n",
|
|
" > .cell-output-ipywidget-background > .lm-Widget > *[data-root-id]\n",
|
|
" ),\n",
|
|
".cell-output-ipywidget-background:has(> .lm-Widget > *[data-root-id]) {\n",
|
|
" background-color: transparent !important;\n",
|
|
"}\n",
|
|
"</style>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"CPU times: user 13.6 s, sys: 4.16 s, total: 17.8 s\n",
|
|
"Wall time: 11.4 s\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"%%time\n",
|
|
"%matplotlib inline\n",
|
|
"from new_import import *"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 2,
|
|
"id": "20e98f76-f879-4999-9caa-9698c4c40b0f",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Starting new cluster.\n",
|
|
"CPU times: user 800 ms, sys: 34.9 ms, total: 834 ms\n",
|
|
"Wall time: 4min 6s\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<div>\n",
|
|
" <div style=\"width: 24px; height: 24px; background-color: #e1e1e1; border: 3px solid #9D9D9D; border-radius: 5px; position: absolute;\"> </div>\n",
|
|
" <div style=\"margin-left: 48px;\">\n",
|
|
" <h3 style=\"margin-bottom: 0px;\">Client</h3>\n",
|
|
" <p style=\"color: #9D9D9D; margin-bottom: 0px;\">Client-563499c8-6ea8-11ef-8068-722e5175e0bd</p>\n",
|
|
" <table style=\"width: 100%; text-align: left;\">\n",
|
|
"\n",
|
|
" <tr>\n",
|
|
" \n",
|
|
" <td style=\"text-align: left;\"><strong>Connection method:</strong> Cluster object</td>\n",
|
|
" <td style=\"text-align: left;\"><strong>Cluster type:</strong> dask_gateway.GatewayCluster</td>\n",
|
|
" \n",
|
|
" </tr>\n",
|
|
"\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <td style=\"text-align: left;\">\n",
|
|
" <strong>Dashboard: </strong> <a href=\"https://hub.asia.easi-eo.solutions/services/dask-gateway/clusters/easihub.09ba2acfb6f14695b1ade20816ec5742/status\" target=\"_blank\">https://hub.asia.easi-eo.solutions/services/dask-gateway/clusters/easihub.09ba2acfb6f14695b1ade20816ec5742/status</a>\n",
|
|
" </td>\n",
|
|
" <td style=\"text-align: left;\"></td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
"\n",
|
|
" </table>\n",
|
|
"\n",
|
|
" \n",
|
|
" <button style=\"margin-bottom: 12px;\" data-commandlinker-command=\"dask:populate-and-launch-layout\" data-commandlinker-args='{\"url\": \"https://hub.asia.easi-eo.solutions/services/dask-gateway/clusters/easihub.09ba2acfb6f14695b1ade20816ec5742/status\" }'>\n",
|
|
" Launch dashboard in JupyterLab\n",
|
|
" </button>\n",
|
|
" \n",
|
|
"\n",
|
|
" \n",
|
|
" <details>\n",
|
|
" <summary style=\"margin-bottom: 20px;\"><h3 style=\"display: inline;\">Cluster Info</h3></summary>\n",
|
|
" <div style='background-color: #f2f2f2; display: inline-block; padding: 10px; border: 1px solid #999999;'>\n",
|
|
" <h3>GatewayCluster</h3>\n",
|
|
" <ul>\n",
|
|
" <li><b>Name: </b>easihub.09ba2acfb6f14695b1ade20816ec5742\n",
|
|
" <li><b>Dashboard: </b><a href='https://hub.asia.easi-eo.solutions/services/dask-gateway/clusters/easihub.09ba2acfb6f14695b1ade20816ec5742/status' target='_blank'>https://hub.asia.easi-eo.solutions/services/dask-gateway/clusters/easihub.09ba2acfb6f14695b1ade20816ec5742/status</a>\n",
|
|
" </ul>\n",
|
|
"</div>\n",
|
|
"\n",
|
|
" </details>\n",
|
|
" \n",
|
|
"\n",
|
|
" </div>\n",
|
|
"</div>"
|
|
],
|
|
"text/plain": [
|
|
"<Client: 'tls://10.0.51.109:8786' processes=0 threads=0, memory=0 B>"
|
|
]
|
|
},
|
|
"execution_count": 2,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"%%time\n",
|
|
"# Dask gateway\n",
|
|
"cluster, client = notebook_utils.initialize_dask(use_gateway=True, workers=(1,4))\n",
|
|
"dc = datacube.Datacube()\n",
|
|
"\n",
|
|
"# Configure s3 access\n",
|
|
"configure_s3_access(aws_unsigned=False, requester_pays=True, client=client)\n",
|
|
"\n",
|
|
"client"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 3,
|
|
"id": "bdd90d49-48ad-4aa3-b2c5-d81c4cfd3127",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"## cấu hình thời gian lấy ảnh và tọa độ\n",
|
|
"# date_range = ('2022-09-01', '2023-10-01')\n",
|
|
"# longtitude_range = (105.86575, 105.94120)\n",
|
|
"# latitude_range = (9.65070, 9.69850)\n",
|
|
"date_range = ('2022-09-01', '2023-10-01')\n",
|
|
"longtitude_range = (105.5, 106.4)\n",
|
|
"latitude_range = (9.2, 10.0) "
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 4,
|
|
"id": "307e0fd1-0030-47bd-9a1d-3a42c0c7c9a1",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Most common native CRS: EPSG:32648\n",
|
|
"No datasets require offset correction\n",
|
|
"The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<h4>Dataset size: 210.07 GB</h4>"
|
|
],
|
|
"text/plain": [
|
|
"<IPython.core.display.HTML object>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
},
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
|
|
"<defs>\n",
|
|
"<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
|
|
"<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
|
|
"<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
|
|
"<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
|
|
"</symbol>\n",
|
|
"<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
|
|
"<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
|
|
"<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
|
|
"<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
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"<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
|
|
"</symbol>\n",
|
|
"</defs>\n",
|
|
"</svg>\n",
|
|
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
|
|
" *\n",
|
|
" */\n",
|
|
"\n",
|
|
":root {\n",
|
|
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
|
|
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
|
|
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
|
|
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
|
|
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
|
|
" --xr-background-color: var(--jp-layout-color0, white);\n",
|
|
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
|
|
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
|
|
"}\n",
|
|
"\n",
|
|
"html[theme=dark],\n",
|
|
"body[data-theme=dark],\n",
|
|
"body.vscode-dark {\n",
|
|
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
|
|
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
|
|
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
|
|
" --xr-border-color: #1F1F1F;\n",
|
|
" --xr-disabled-color: #515151;\n",
|
|
" --xr-background-color: #111111;\n",
|
|
" --xr-background-color-row-even: #111111;\n",
|
|
" --xr-background-color-row-odd: #313131;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-wrap {\n",
|
|
" display: block !important;\n",
|
|
" min-width: 300px;\n",
|
|
" max-width: 700px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-text-repr-fallback {\n",
|
|
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-header {\n",
|
|
" padding-top: 6px;\n",
|
|
" padding-bottom: 6px;\n",
|
|
" margin-bottom: 4px;\n",
|
|
" border-bottom: solid 1px var(--xr-border-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-header > div,\n",
|
|
".xr-header > ul {\n",
|
|
" display: inline;\n",
|
|
" margin-top: 0;\n",
|
|
" margin-bottom: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-obj-type,\n",
|
|
".xr-array-name {\n",
|
|
" margin-left: 2px;\n",
|
|
" margin-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-obj-type {\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-sections {\n",
|
|
" padding-left: 0 !important;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input + label {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label {\n",
|
|
" cursor: pointer;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label:hover {\n",
|
|
" color: var(--xr-font-color0);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary {\n",
|
|
" grid-column: 1;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
" font-weight: 500;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary > span {\n",
|
|
" display: inline-block;\n",
|
|
" padding-left: 0.5em;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label {\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in + label:before {\n",
|
|
" display: inline-block;\n",
|
|
" content: '►';\n",
|
|
" font-size: 11px;\n",
|
|
" width: 15px;\n",
|
|
" text-align: center;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label:before {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label:before {\n",
|
|
" content: '▼';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label > span {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary,\n",
|
|
".xr-section-inline-details {\n",
|
|
" padding-top: 4px;\n",
|
|
" padding-bottom: 4px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-inline-details {\n",
|
|
" grid-column: 2 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-details {\n",
|
|
" display: none;\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" margin-bottom: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked ~ .xr-section-details {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 20px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap > label {\n",
|
|
" grid-column: 1;\n",
|
|
" vertical-align: top;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-preview {\n",
|
|
" color: var(--xr-font-color3);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-preview,\n",
|
|
".xr-array-data {\n",
|
|
" padding: 0 5px !important;\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-data,\n",
|
|
".xr-array-in:checked ~ .xr-array-preview {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-in:checked ~ .xr-array-data,\n",
|
|
".xr-array-preview {\n",
|
|
" display: inline-block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list {\n",
|
|
" display: inline-block !important;\n",
|
|
" list-style: none;\n",
|
|
" padding: 0 !important;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li {\n",
|
|
" display: inline-block;\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:before {\n",
|
|
" content: '(';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:after {\n",
|
|
" content: ')';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li:not(:last-child):after {\n",
|
|
" content: ',';\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-has-index {\n",
|
|
" font-weight: bold;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list,\n",
|
|
".xr-var-item {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > div,\n",
|
|
".xr-var-item label,\n",
|
|
".xr-var-item > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-even);\n",
|
|
" margin-bottom: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > .xr-var-name:hover span {\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list > li:nth-child(odd) > div,\n",
|
|
".xr-var-list > li:nth-child(odd) > label,\n",
|
|
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-odd);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name {\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dims {\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dtype {\n",
|
|
" grid-column: 3;\n",
|
|
" text-align: right;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-preview {\n",
|
|
" grid-column: 4;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-index-preview {\n",
|
|
" grid-column: 2 / 5;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name,\n",
|
|
".xr-var-dims,\n",
|
|
".xr-var-dtype,\n",
|
|
".xr-preview,\n",
|
|
".xr-attrs dt {\n",
|
|
" white-space: nowrap;\n",
|
|
" overflow: hidden;\n",
|
|
" text-overflow: ellipsis;\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name:hover,\n",
|
|
".xr-var-dims:hover,\n",
|
|
".xr-var-dtype:hover,\n",
|
|
".xr-attrs dt:hover {\n",
|
|
" overflow: visible;\n",
|
|
" width: auto;\n",
|
|
" z-index: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" display: none;\n",
|
|
" background-color: var(--xr-background-color) !important;\n",
|
|
" padding-bottom: 5px !important;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
|
|
".xr-var-data-in:checked ~ .xr-var-data,\n",
|
|
".xr-index-data-in:checked ~ .xr-index-data {\n",
|
|
" display: block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-data > table {\n",
|
|
" float: right;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name span,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-name div,\n",
|
|
".xr-index-data,\n",
|
|
".xr-attrs {\n",
|
|
" padding-left: 25px !important;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs,\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
"dl.xr-attrs {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 125px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt,\n",
|
|
".xr-attrs dd {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" float: left;\n",
|
|
" padding-right: 10px;\n",
|
|
" width: auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt {\n",
|
|
" font-weight: normal;\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt:hover span {\n",
|
|
" display: inline-block;\n",
|
|
" background: var(--xr-background-color);\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dd {\n",
|
|
" grid-column: 2;\n",
|
|
" white-space: pre-wrap;\n",
|
|
" word-break: break-all;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-icon-database,\n",
|
|
".xr-icon-file-text2,\n",
|
|
".xr-no-icon {\n",
|
|
" display: inline-block;\n",
|
|
" vertical-align: middle;\n",
|
|
" width: 1em;\n",
|
|
" height: 1.5em !important;\n",
|
|
" stroke-width: 0;\n",
|
|
" stroke: currentColor;\n",
|
|
" fill: currentColor;\n",
|
|
"}\n",
|
|
"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
|
|
"Dimensions: (time: 151, y: 8874, x: 9902)\n",
|
|
"Coordinates:\n",
|
|
" * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
|
|
" * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
|
|
" * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
|
|
" spatial_ref int32 32648\n",
|
|
"Data variables:\n",
|
|
" blue (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" green (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" red (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" nir (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" scl (time, y, x) uint8 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
"Attributes:\n",
|
|
" crs: EPSG:32648\n",
|
|
" grid_mapping: spatial_ref</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-c6c72515-7851-4a59-bf31-628b70e0048f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c6c72515-7851-4a59-bf31-628b70e0048f' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 151</li><li><span class='xr-has-index'>y</span>: 8874</li><li><span class='xr-has-index'>x</span>: 9902</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f4bcab6e-3e96-495a-8298-379e081f3947' class='xr-section-summary-in' type='checkbox' checked><label for='section-f4bcab6e-3e96-495a-8298-379e081f3947' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-09-02T03:35:23.960000 ... 2...</div><input id='attrs-5ebb5f96-9be2-413f-b265-0b3b5bdb70dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5ebb5f96-9be2-413f-b265-0b3b5bdb70dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bd327d9-8a56-4bc1-ba61-300d97283a36' class='xr-var-data-in' type='checkbox'><label for='data-9bd327d9-8a56-4bc1-ba61-300d97283a36' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array(['2022-09-02T03:35:23.960000000', '2022-09-04T03:25:18.037000000',\n",
|
|
" '2022-09-07T03:35:13.646000000', '2022-09-09T03:25:27.617000000',\n",
|
|
" '2022-09-12T03:35:22.247000000', '2022-09-14T03:25:18.529000000',\n",
|
|
" '2022-09-17T03:35:13.648000000', '2022-09-19T03:25:24.773000000',\n",
|
|
" '2022-09-22T03:35:18.931000000', '2022-09-24T03:25:17.431000000',\n",
|
|
" '2022-09-27T03:35:12.140000000', '2022-09-29T03:25:23.829000000',\n",
|
|
" '2022-10-02T03:35:19.048000000', '2022-10-07T03:35:09.133000000',\n",
|
|
" '2022-10-09T03:25:22.746000000', '2022-10-12T03:35:17.151000000',\n",
|
|
" '2022-10-14T03:25:15.533000000', '2022-10-17T03:35:11.148000000',\n",
|
|
" '2022-10-19T03:25:18.808000000', '2022-10-22T03:35:13.746000000',\n",
|
|
" '2022-10-24T03:25:15.878000000', '2022-10-27T03:35:10.923000000',\n",
|
|
" '2022-10-29T03:25:20.127000000', '2022-11-01T03:35:15.818000000',\n",
|
|
" '2022-11-03T03:25:14.204000000', '2022-11-06T03:35:10.096000000',\n",
|
|
" '2022-11-11T03:35:15.334000000', '2022-11-13T03:25:16.056000000',\n",
|
|
" '2022-11-16T03:35:11.542000000', '2022-11-18T03:25:18.155000000',\n",
|
|
" '2022-11-21T03:35:12.396000000', '2022-11-23T03:25:16.067000000',\n",
|
|
" '2022-11-26T03:35:11.063000000', '2022-11-28T03:25:16.297000000',\n",
|
|
" '2022-12-01T03:35:12.009000000', '2022-12-03T03:25:14.366000000',\n",
|
|
" '2022-12-06T03:35:10.293000000', '2022-12-08T03:25:17.072000000',\n",
|
|
" '2022-12-11T03:35:12.184000000', '2022-12-16T03:35:10.130000000',\n",
|
|
" '2022-12-18T03:25:15.584000000', '2022-12-21T03:35:09.988000000',\n",
|
|
" '2022-12-23T03:25:15.763000000', '2022-12-26T03:35:11.128000000',\n",
|
|
" '2022-12-28T03:25:15.151000000', '2022-12-31T03:35:10.753000000',\n",
|
|
" '2023-01-02T03:25:15.152000000', '2023-01-05T03:35:09.844000000',\n",
|
|
" '2023-01-07T03:25:15.343000000', '2023-01-10T03:35:10.149000000',\n",
|
|
" '2023-01-12T03:25:12.066000000', '2023-01-15T03:35:08.140000000',\n",
|
|
" '2023-01-17T03:25:12.454000000', '2023-01-20T03:35:06.593000000',\n",
|
|
" '2023-01-22T03:25:14.446000000', '2023-01-25T03:35:09.824000000',\n",
|
|
" '2023-01-27T03:25:13.987000000', '2023-01-30T03:35:09.963000000',\n",
|
|
" '2023-02-01T03:25:13.595000000', '2023-02-04T03:35:09.008000000',\n",
|
|
" '2023-02-06T03:25:15.471000000', '2023-02-09T03:35:10.646000000',\n",
|
|
" '2023-02-11T03:25:15.100000000', '2023-02-14T03:35:10.240000000',\n",
|
|
" '2023-02-16T03:25:28.099000000', '2023-02-24T03:35:12.118000000',\n",
|
|
" '2023-02-26T03:25:14.146000000', '2023-03-01T03:35:09.182000000',\n",
|
|
" '2023-03-03T03:25:17.841000000', '2023-03-06T03:35:14.717000000',\n",
|
|
" '2023-03-08T03:25:12.032000000', '2023-03-11T03:35:07.230000000',\n",
|
|
" '2023-03-13T03:25:20.837000000', '2023-03-16T03:35:15.940000000',\n",
|
|
" '2023-03-18T03:25:14.467000000', '2023-03-21T03:35:10.279000000',\n",
|
|
" '2023-03-23T03:25:18.795000000', '2023-03-26T03:35:14.570000000',\n",
|
|
" '2023-03-28T03:25:14.536000000', '2023-03-31T03:35:10.140000000',\n",
|
|
" '2023-04-02T03:25:19.945000000', '2023-04-05T03:35:14.925000000',\n",
|
|
" '2023-04-07T03:25:16.518000000', '2023-04-10T03:35:12.000000000',\n",
|
|
" '2023-04-15T03:35:12.743000000', '2023-04-20T03:35:10.328000000',\n",
|
|
" '2023-04-22T03:25:18.572000000', '2023-04-25T03:35:13.748000000',\n",
|
|
" '2023-04-27T03:25:16.567000000', '2023-04-30T03:35:12.151000000',\n",
|
|
" '2023-05-02T03:25:18.866000000', '2023-05-05T03:35:14.433000000',\n",
|
|
" '2023-05-07T03:25:16.583000000', '2023-05-10T03:35:11.284000000',\n",
|
|
" '2023-05-12T03:25:19.200000000', '2023-05-15T03:35:15.683000000',\n",
|
|
" '2023-05-17T03:25:17.911000000', '2023-05-20T03:35:14.193000000',\n",
|
|
" '2023-05-22T03:25:36.378000000', '2023-05-25T03:35:16.657000000',\n",
|
|
" '2023-05-27T03:25:20.078000000', '2023-05-30T03:35:15.642000000',\n",
|
|
" '2023-06-01T03:25:20.268000000', '2023-06-04T03:35:16.047000000',\n",
|
|
" '2023-06-06T03:25:20.180000000', '2023-06-09T03:35:15.534000000',\n",
|
|
" '2023-06-11T03:25:21.573000000', '2023-06-14T03:35:16.859000000',\n",
|
|
" '2023-06-16T03:25:20.769000000', '2023-06-19T03:35:15.908000000',\n",
|
|
" '2023-06-21T03:25:20.640000000', '2023-06-24T03:35:15.972000000',\n",
|
|
" '2023-06-26T03:25:19.927000000', '2023-06-29T03:35:15.752000000',\n",
|
|
" '2023-07-01T03:25:21.763000000', '2023-07-04T03:35:17.227000000',\n",
|
|
" '2023-07-06T03:25:21.702000000', '2023-07-09T03:35:17.102000000',\n",
|
|
" '2023-07-11T03:25:21.515000000', '2023-07-14T03:35:16.582000000',\n",
|
|
" '2023-07-16T03:25:21.326000000', '2023-07-19T03:35:16.050000000',\n",
|
|
" '2023-07-21T03:25:22.444000000', '2023-07-24T03:35:17.845000000',\n",
|
|
" '2023-07-26T03:25:21.503000000', '2023-07-29T03:35:17.083000000',\n",
|
|
" '2023-07-31T03:25:36.753000000', '2023-08-03T03:35:16.494000000',\n",
|
|
" '2023-08-05T03:25:21.570000000', '2023-08-08T03:35:16.313000000',\n",
|
|
" '2023-08-10T03:25:22.024000000', '2023-08-13T03:35:17.448000000',\n",
|
|
" '2023-08-15T03:25:22.075000000', '2023-08-18T03:35:17.812000000',\n",
|
|
" '2023-08-20T03:25:21.568000000', '2023-08-23T03:35:16.224000000',\n",
|
|
" '2023-08-25T03:25:22.592000000', '2023-08-28T03:35:17.571000000',\n",
|
|
" '2023-08-30T03:25:21.212000000', '2023-09-02T03:35:16.627000000',\n",
|
|
" '2023-09-04T03:25:21.856000000', '2023-09-07T03:35:17.134000000',\n",
|
|
" '2023-09-09T03:25:20.648000000', '2023-09-12T03:35:15.326000000',\n",
|
|
" '2023-09-14T03:25:35.755000000', '2023-09-17T03:35:15.269000000',\n",
|
|
" '2023-09-19T03:25:24.089000000', '2023-09-22T03:35:15.439000000',\n",
|
|
" '2023-09-24T03:25:18.524000000', '2023-09-27T03:35:14.112000000',\n",
|
|
" '2023-09-29T03:25:19.046000000'], dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.106e+06 1.106e+06 ... 1.017e+06</div><input id='attrs-d4eb8cbc-e625-409c-9c41-5dbc39fa281f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d4eb8cbc-e625-409c-9c41-5dbc39fa281f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-460beb49-6979-4f00-a221-df77eee5d0d6' class='xr-var-data-in' type='checkbox'><label for='data-460beb49-6979-4f00-a221-df77eee5d0d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([1105735., 1105725., 1105715., ..., 1017025., 1017015., 1017005.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.548e+05 5.548e+05 ... 6.538e+05</div><input id='attrs-d14f8fee-e36d-4028-b255-bb46d18e768e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d14f8fee-e36d-4028-b255-bb46d18e768e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c04dd87-0dfb-409f-adf1-b018bda8935e' class='xr-var-data-in' type='checkbox'><label for='data-8c04dd87-0dfb-409f-adf1-b018bda8935e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([554795., 554805., 554815., ..., 653785., 653795., 653805.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32648</div><input id='attrs-4af32c0c-6b8a-4503-a9b5-d2cec03f98d5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4af32c0c-6b8a-4503-a9b5-d2cec03f98d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c1339f7a-2595-4e64-91fe-8504e3eb2e6f' class='xr-var-data-in' type='checkbox'><label for='data-c1339f7a-2595-4e64-91fe-8504e3eb2e6f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 48N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",105],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32648"]]</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd></dl></div><div class='xr-var-data'><pre>array(32648, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-611497cd-362a-4d43-a30d-65a1b06b9a90' class='xr-section-summary-in' type='checkbox' checked><label for='section-611497cd-362a-4d43-a30d-65a1b06b9a90' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>blue</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-815a6e06-432b-4921-a79e-cc5853e41a0b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-815a6e06-432b-4921-a79e-cc5853e41a0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d668c03-650e-4754-b381-ff985ae7f7a2' class='xr-var-data-in' type='checkbox'><label for='data-6d668c03-650e-4754-b381-ff985ae7f7a2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
|
" </tbody>\n",
|
|
" </table>\n",
|
|
" </td>\n",
|
|
" <td>\n",
|
|
" <svg width=\"196\" height=\"173\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
|
|
"\n",
|
|
" <!-- Horizontal lines -->\n",
|
|
" <line x1=\"10\" y1=\"0\" x2=\"26\" y2=\"16\" style=\"stroke-width:2\" />\n",
|
|
" <line x1=\"10\" y1=\"24\" x2=\"26\" y2=\"41\" />\n",
|
|
" <line x1=\"10\" y1=\"49\" x2=\"26\" y2=\"65\" />\n",
|
|
" <line x1=\"10\" y1=\"74\" x2=\"26\" y2=\"90\" />\n",
|
|
" <line x1=\"10\" y1=\"99\" x2=\"26\" y2=\"115\" />\n",
|
|
" <line x1=\"10\" y1=\"107\" x2=\"26\" y2=\"123\" style=\"stroke-width:2\" />\n",
|
|
"\n",
|
|
" <!-- Vertical lines -->\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>green</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-03fa1e1f-c8f4-471a-b2a3-78fae9959481' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-03fa1e1f-c8f4-471a-b2a3-78fae9959481' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-681fad5a-3080-4a30-87b6-668528c27a8f' class='xr-var-data-in' type='checkbox'><label for='data-681fad5a-3080-4a30-87b6-668528c27a8f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
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|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
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" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>red</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-a50a6977-5e6a-4673-bd04-912b85746d2e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a50a6977-5e6a-4673-bd04-912b85746d2e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-621f0ca6-cacf-4e67-b8b3-c83a835425d5' class='xr-var-data-in' type='checkbox'><label for='data-621f0ca6-cacf-4e67-b8b3-c83a835425d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
|
" </tbody>\n",
|
|
" </table>\n",
|
|
" </td>\n",
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" <td>\n",
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"</svg>\n",
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" </td>\n",
|
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" </tr>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nir</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-2ee0c104-a133-43d3-ae8c-bfb3dd6eda95' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ee0c104-a133-43d3-ae8c-bfb3dd6eda95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-577fb38f-f8fb-4bee-ad18-7376e9a09f1d' class='xr-var-data-in' type='checkbox'><label for='data-577fb38f-f8fb-4bee-ad18-7376e9a09f1d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
|
" </tbody>\n",
|
|
" </table>\n",
|
|
" </td>\n",
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" <td>\n",
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" <text x=\"86.203330\" y=\"143.745240\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >9902</text>\n",
|
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" <text x=\"166.203330\" y=\"69.974285\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,166.203330,69.974285)\">8874</text>\n",
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" <text x=\"8.101665\" y=\"135.643575\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,8.101665,135.643575)\">151</text>\n",
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"</svg>\n",
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" </td>\n",
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|
" </tr>\n",
|
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>scl</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint8</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-e7deb5f6-382f-43c7-8634-0bf66f38e2dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e7deb5f6-382f-43c7-8634-0bf66f38e2dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c1d0c81-7674-461c-87e5-38e1a29beb8c' class='xr-var-data-in' type='checkbox'><label for='data-2c1d0c81-7674-461c-87e5-38e1a29beb8c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>flags_definition :</span></dt><dd>{'qa': {'bits': [0, 1, 2, 3, 4, 5, 6, 7], 'values': {'0': 'no data', '1': 'saturated or defective', '2': 'dark area pixels', '3': 'cloud shadows', '4': 'vegetation', '5': 'bare soils', '6': 'water', '7': 'unclassified', '8': 'cloud medium probability', '9': 'cloud high probability', '10': 'thin cirrus', '11': 'snow or ice'}, 'description': 'Sen2Cor Scene Classification'}}</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 12.36 GiB </td>\n",
|
|
" <td> 4.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
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" <td colspan=\"2\"> 3775 chunks in 1 graph layer </td>\n",
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"</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-943b9927-ac4a-4087-a57d-535f0cc1da9e' class='xr-section-summary-in' type='checkbox' ><label for='section-943b9927-ac4a-4087-a57d-535f0cc1da9e' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-35dd0024-a80d-470c-90c7-21cc8dc07a66' class='xr-index-data-in' type='checkbox'/><label for='index-35dd0024-a80d-470c-90c7-21cc8dc07a66' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2022-09-02 03:35:23.960000', '2022-09-04 03:25:18.037000',\n",
|
|
" '2022-09-07 03:35:13.646000', '2022-09-09 03:25:27.617000',\n",
|
|
" '2022-09-12 03:35:22.247000', '2022-09-14 03:25:18.529000',\n",
|
|
" '2022-09-17 03:35:13.648000', '2022-09-19 03:25:24.773000',\n",
|
|
" '2022-09-22 03:35:18.931000', '2022-09-24 03:25:17.431000',\n",
|
|
" ...\n",
|
|
" '2023-09-07 03:35:17.134000', '2023-09-09 03:25:20.648000',\n",
|
|
" '2023-09-12 03:35:15.326000', '2023-09-14 03:25:35.755000',\n",
|
|
" '2023-09-17 03:35:15.269000', '2023-09-19 03:25:24.089000',\n",
|
|
" '2023-09-22 03:35:15.439000', '2023-09-24 03:25:18.524000',\n",
|
|
" '2023-09-27 03:35:14.112000', '2023-09-29 03:25:19.046000'],\n",
|
|
" dtype='datetime64[ns]', name='time', length=151, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b9bb6746-4ea5-44bf-85e6-65627ddda712' class='xr-index-data-in' type='checkbox'/><label for='index-b9bb6746-4ea5-44bf-85e6-65627ddda712' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1105735.0, 1105725.0, 1105715.0, 1105705.0, 1105695.0, 1105685.0,\n",
|
|
" 1105675.0, 1105665.0, 1105655.0, 1105645.0,\n",
|
|
" ...\n",
|
|
" 1017095.0, 1017085.0, 1017075.0, 1017065.0, 1017055.0, 1017045.0,\n",
|
|
" 1017035.0, 1017025.0, 1017015.0, 1017005.0],\n",
|
|
" dtype='float64', name='y', length=8874))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7835d576-6d64-4034-a954-d43492b47222' class='xr-index-data-in' type='checkbox'/><label for='index-7835d576-6d64-4034-a954-d43492b47222' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([554795.0, 554805.0, 554815.0, 554825.0, 554835.0, 554845.0, 554855.0,\n",
|
|
" 554865.0, 554875.0, 554885.0,\n",
|
|
" ...\n",
|
|
" 653715.0, 653725.0, 653735.0, 653745.0, 653755.0, 653765.0, 653775.0,\n",
|
|
" 653785.0, 653795.0, 653805.0],\n",
|
|
" dtype='float64', name='x', length=9902))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-acb7462d-1904-48dd-8996-0fa0239e81a0' class='xr-section-summary-in' type='checkbox' checked><label for='section-acb7462d-1904-48dd-8996-0fa0239e81a0' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>EPSG:32648</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
|
|
],
|
|
"text/plain": [
|
|
"<xarray.Dataset>\n",
|
|
"Dimensions: (time: 151, y: 8874, x: 9902)\n",
|
|
"Coordinates:\n",
|
|
" * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
|
|
" * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
|
|
" * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
|
|
" spatial_ref int32 32648\n",
|
|
"Data variables:\n",
|
|
" blue (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" green (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" red (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" nir (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" scl (time, y, x) uint8 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
"Attributes:\n",
|
|
" crs: EPSG:32648\n",
|
|
" grid_mapping: spatial_ref"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
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|
}
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],
|
|
"source": [
|
|
"## truy vấn ảnh vệ tinh sen2\n",
|
|
"data = load_data(dc, date_range, longtitude_range, latitude_range)\n",
|
|
"notebook_utils.heading(notebook_utils.xarray_object_size(data))\n",
|
|
"display(data)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 5,
|
|
"id": "56f9b785-21cb-4e37-ab3b-52d51cbcb782",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# Specify the start and end times \n",
|
|
"min_date = '2022-09-01' # Thời gian bắt đầu lấy data cho quá trình train\n",
|
|
"max_date = '2023-10-01' # Thời gian kết thúc lấy data cho quá trình train\n",
|
|
"# Just do 1 month for testing\n",
|
|
"# max_date = '2022-10-01' # Thời gian kết thúc lấy data cho quá trình train\n",
|
|
"\n",
|
|
"# Specify a spatail region to search using latitude/longitude cooridinates\n",
|
|
"min_longitude, max_longitude = (105.5, 106.4)\n",
|
|
"min_latitude, max_latitude = (9.2, 10.0)\n",
|
|
"\n",
|
|
"# Specify the product. In this case we want to use Sentinel-2 Level-2A data\n",
|
|
"product = 's2_l2a'\n",
|
|
"\n",
|
|
"# Construct the search query dictionary\n",
|
|
"query = {\n",
|
|
" 'product': product, # Product name\n",
|
|
" 'x': (min_longitude, max_longitude), # \"x\" axis bounds\n",
|
|
" 'y': (min_latitude, max_latitude), # \"y\" axis bounds\n",
|
|
" 'time': (min_date, max_date), # Any parsable date strings\n",
|
|
"}"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 6,
|
|
"id": "23ec5035-6989-40ae-acf0-f0917e45f0e1",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Most common native CRS: EPSG:32648\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# Most common CRS\n",
|
|
"native_crs = notebook_utils.mostcommon_crs(dc, query)\n",
|
|
"print(f'Most common native CRS: {native_crs}')"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 7,
|
|
"id": "317db083-3549-40d9-b0b4-fec5bec8a8bf",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# Specify the spectral band measurements we want to use for a classification algorithm\n",
|
|
"measurements = ['red', 'nir', 'scl']\n",
|
|
"\n",
|
|
"load_params = {\n",
|
|
" 'measurements': measurements, # Selected measurement or alias names\n",
|
|
" 'output_crs': native_crs, # Target EPSG code\n",
|
|
" 'resolution': (-10, 10), # Target resolution\n",
|
|
" 'group_by': 'solar_day', # Scene grouping\n",
|
|
" 'dask_chunks': {'x': 2048, 'y': 2048}, # Dask chunks\n",
|
|
"}\n"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 8,
|
|
"id": "d23f9e0b-54fc-4993-a5ad-ed36624e2221",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"No datasets require offset correction\n",
|
|
"The valid_data_mask and scale (no offset) have been applied to the reflectance bands\n"
|
|
]
|
|
},
|
|
{
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"data": {
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"<h4>Dataset size: 111.21 GB</h4>"
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"<path d=\"M23 26h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
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"<path d=\"M23 22h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
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"<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
|
|
"</symbol>\n",
|
|
"</defs>\n",
|
|
"</svg>\n",
|
|
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
|
|
" *\n",
|
|
" */\n",
|
|
"\n",
|
|
":root {\n",
|
|
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
|
|
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
|
|
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
|
|
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
|
|
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
|
|
" --xr-background-color: var(--jp-layout-color0, white);\n",
|
|
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
|
|
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
|
|
"}\n",
|
|
"\n",
|
|
"html[theme=dark],\n",
|
|
"body[data-theme=dark],\n",
|
|
"body.vscode-dark {\n",
|
|
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
|
|
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
|
|
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
|
|
" --xr-border-color: #1F1F1F;\n",
|
|
" --xr-disabled-color: #515151;\n",
|
|
" --xr-background-color: #111111;\n",
|
|
" --xr-background-color-row-even: #111111;\n",
|
|
" --xr-background-color-row-odd: #313131;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-wrap {\n",
|
|
" display: block !important;\n",
|
|
" min-width: 300px;\n",
|
|
" max-width: 700px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-text-repr-fallback {\n",
|
|
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-header {\n",
|
|
" padding-top: 6px;\n",
|
|
" padding-bottom: 6px;\n",
|
|
" margin-bottom: 4px;\n",
|
|
" border-bottom: solid 1px var(--xr-border-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-header > div,\n",
|
|
".xr-header > ul {\n",
|
|
" display: inline;\n",
|
|
" margin-top: 0;\n",
|
|
" margin-bottom: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-obj-type,\n",
|
|
".xr-array-name {\n",
|
|
" margin-left: 2px;\n",
|
|
" margin-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-obj-type {\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-sections {\n",
|
|
" padding-left: 0 !important;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input + label {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label {\n",
|
|
" cursor: pointer;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label:hover {\n",
|
|
" color: var(--xr-font-color0);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary {\n",
|
|
" grid-column: 1;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
" font-weight: 500;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary > span {\n",
|
|
" display: inline-block;\n",
|
|
" padding-left: 0.5em;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label {\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in + label:before {\n",
|
|
" display: inline-block;\n",
|
|
" content: '►';\n",
|
|
" font-size: 11px;\n",
|
|
" width: 15px;\n",
|
|
" text-align: center;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label:before {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label:before {\n",
|
|
" content: '▼';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label > span {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary,\n",
|
|
".xr-section-inline-details {\n",
|
|
" padding-top: 4px;\n",
|
|
" padding-bottom: 4px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-inline-details {\n",
|
|
" grid-column: 2 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-details {\n",
|
|
" display: none;\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" margin-bottom: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked ~ .xr-section-details {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 20px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap > label {\n",
|
|
" grid-column: 1;\n",
|
|
" vertical-align: top;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-preview {\n",
|
|
" color: var(--xr-font-color3);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-preview,\n",
|
|
".xr-array-data {\n",
|
|
" padding: 0 5px !important;\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-data,\n",
|
|
".xr-array-in:checked ~ .xr-array-preview {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-in:checked ~ .xr-array-data,\n",
|
|
".xr-array-preview {\n",
|
|
" display: inline-block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list {\n",
|
|
" display: inline-block !important;\n",
|
|
" list-style: none;\n",
|
|
" padding: 0 !important;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li {\n",
|
|
" display: inline-block;\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:before {\n",
|
|
" content: '(';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:after {\n",
|
|
" content: ')';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li:not(:last-child):after {\n",
|
|
" content: ',';\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-has-index {\n",
|
|
" font-weight: bold;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list,\n",
|
|
".xr-var-item {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > div,\n",
|
|
".xr-var-item label,\n",
|
|
".xr-var-item > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-even);\n",
|
|
" margin-bottom: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > .xr-var-name:hover span {\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list > li:nth-child(odd) > div,\n",
|
|
".xr-var-list > li:nth-child(odd) > label,\n",
|
|
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-odd);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name {\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dims {\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dtype {\n",
|
|
" grid-column: 3;\n",
|
|
" text-align: right;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-preview {\n",
|
|
" grid-column: 4;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-index-preview {\n",
|
|
" grid-column: 2 / 5;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name,\n",
|
|
".xr-var-dims,\n",
|
|
".xr-var-dtype,\n",
|
|
".xr-preview,\n",
|
|
".xr-attrs dt {\n",
|
|
" white-space: nowrap;\n",
|
|
" overflow: hidden;\n",
|
|
" text-overflow: ellipsis;\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name:hover,\n",
|
|
".xr-var-dims:hover,\n",
|
|
".xr-var-dtype:hover,\n",
|
|
".xr-attrs dt:hover {\n",
|
|
" overflow: visible;\n",
|
|
" width: auto;\n",
|
|
" z-index: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" display: none;\n",
|
|
" background-color: var(--xr-background-color) !important;\n",
|
|
" padding-bottom: 5px !important;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
|
|
".xr-var-data-in:checked ~ .xr-var-data,\n",
|
|
".xr-index-data-in:checked ~ .xr-index-data {\n",
|
|
" display: block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-data > table {\n",
|
|
" float: right;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name span,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-name div,\n",
|
|
".xr-index-data,\n",
|
|
".xr-attrs {\n",
|
|
" padding-left: 25px !important;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs,\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
"dl.xr-attrs {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 125px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt,\n",
|
|
".xr-attrs dd {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" float: left;\n",
|
|
" padding-right: 10px;\n",
|
|
" width: auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt {\n",
|
|
" font-weight: normal;\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt:hover span {\n",
|
|
" display: inline-block;\n",
|
|
" background: var(--xr-background-color);\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dd {\n",
|
|
" grid-column: 2;\n",
|
|
" white-space: pre-wrap;\n",
|
|
" word-break: break-all;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-icon-database,\n",
|
|
".xr-icon-file-text2,\n",
|
|
".xr-no-icon {\n",
|
|
" display: inline-block;\n",
|
|
" vertical-align: middle;\n",
|
|
" width: 1em;\n",
|
|
" height: 1.5em !important;\n",
|
|
" stroke-width: 0;\n",
|
|
" stroke: currentColor;\n",
|
|
" fill: currentColor;\n",
|
|
"}\n",
|
|
"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
|
|
"Dimensions: (time: 151, y: 8874, x: 9902)\n",
|
|
"Coordinates:\n",
|
|
" * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
|
|
" * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
|
|
" * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
|
|
" spatial_ref int32 32648\n",
|
|
"Data variables:\n",
|
|
" red (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" nir (time, y, x) float32 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
" scl (time, y, x) uint8 dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray>\n",
|
|
"Attributes:\n",
|
|
" crs: EPSG:32648\n",
|
|
" grid_mapping: spatial_ref</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-ab08fe4b-5e9d-448a-b021-f1e3a9168f2b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ab08fe4b-5e9d-448a-b021-f1e3a9168f2b' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 151</li><li><span class='xr-has-index'>y</span>: 8874</li><li><span class='xr-has-index'>x</span>: 9902</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d1f29f8d-a5b6-4464-9513-67eb415bca34' class='xr-section-summary-in' type='checkbox' checked><label for='section-d1f29f8d-a5b6-4464-9513-67eb415bca34' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-09-02T03:35:23.960000 ... 2...</div><input id='attrs-eb505ef2-39cc-42be-a88f-ec3c6efb2d13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb505ef2-39cc-42be-a88f-ec3c6efb2d13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03bbd3ce-516d-42e0-9d04-a67a531159ba' class='xr-var-data-in' type='checkbox'><label for='data-03bbd3ce-516d-42e0-9d04-a67a531159ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array(['2022-09-02T03:35:23.960000000', '2022-09-04T03:25:18.037000000',\n",
|
|
" '2022-09-07T03:35:13.646000000', '2022-09-09T03:25:27.617000000',\n",
|
|
" '2022-09-12T03:35:22.247000000', '2022-09-14T03:25:18.529000000',\n",
|
|
" '2022-09-17T03:35:13.648000000', '2022-09-19T03:25:24.773000000',\n",
|
|
" '2022-09-22T03:35:18.931000000', '2022-09-24T03:25:17.431000000',\n",
|
|
" '2022-09-27T03:35:12.140000000', '2022-09-29T03:25:23.829000000',\n",
|
|
" '2022-10-02T03:35:19.048000000', '2022-10-07T03:35:09.133000000',\n",
|
|
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" '2022-11-11T03:35:15.334000000', '2022-11-13T03:25:16.056000000',\n",
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" '2022-11-16T03:35:11.542000000', '2022-11-18T03:25:18.155000000',\n",
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" '2022-11-21T03:35:12.396000000', '2022-11-23T03:25:16.067000000',\n",
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" '2022-11-26T03:35:11.063000000', '2022-11-28T03:25:16.297000000',\n",
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" '2022-12-01T03:35:12.009000000', '2022-12-03T03:25:14.366000000',\n",
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" '2022-12-06T03:35:10.293000000', '2022-12-08T03:25:17.072000000',\n",
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" '2022-12-11T03:35:12.184000000', '2022-12-16T03:35:10.130000000',\n",
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" '2022-12-18T03:25:15.584000000', '2022-12-21T03:35:09.988000000',\n",
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" '2022-12-23T03:25:15.763000000', '2022-12-26T03:35:11.128000000',\n",
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" '2022-12-28T03:25:15.151000000', '2022-12-31T03:35:10.753000000',\n",
|
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" '2023-01-02T03:25:15.152000000', '2023-01-05T03:35:09.844000000',\n",
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" '2023-01-07T03:25:15.343000000', '2023-01-10T03:35:10.149000000',\n",
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" '2023-01-12T03:25:12.066000000', '2023-01-15T03:35:08.140000000',\n",
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" '2023-01-27T03:25:13.987000000', '2023-01-30T03:35:09.963000000',\n",
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" '2023-02-01T03:25:13.595000000', '2023-02-04T03:35:09.008000000',\n",
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|
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|
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" '2023-03-08T03:25:12.032000000', '2023-03-11T03:35:07.230000000',\n",
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|
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" '2023-03-18T03:25:14.467000000', '2023-03-21T03:35:10.279000000',\n",
|
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" '2023-03-23T03:25:18.795000000', '2023-03-26T03:35:14.570000000',\n",
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" '2023-04-02T03:25:19.945000000', '2023-04-05T03:35:14.925000000',\n",
|
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" '2023-04-07T03:25:16.518000000', '2023-04-10T03:35:12.000000000',\n",
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" '2023-05-07T03:25:16.583000000', '2023-05-10T03:35:11.284000000',\n",
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" '2023-08-20T03:25:21.568000000', '2023-08-23T03:35:16.224000000',\n",
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" '2023-09-04T03:25:21.856000000', '2023-09-07T03:35:17.134000000',\n",
|
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" '2023-09-09T03:25:20.648000000', '2023-09-12T03:35:15.326000000',\n",
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" '2023-09-14T03:25:35.755000000', '2023-09-17T03:35:15.269000000',\n",
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" '2023-09-19T03:25:24.089000000', '2023-09-22T03:35:15.439000000',\n",
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|
|
" '2023-09-29T03:25:19.046000000'], dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.106e+06 1.106e+06 ... 1.017e+06</div><input id='attrs-4145255b-f0fb-4a46-ba0e-0e3d13e0b35c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4145255b-f0fb-4a46-ba0e-0e3d13e0b35c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-037eb935-e07b-49a0-a728-aa3d94eebae4' class='xr-var-data-in' type='checkbox'><label for='data-037eb935-e07b-49a0-a728-aa3d94eebae4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([1105735., 1105725., 1105715., ..., 1017025., 1017015., 1017005.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.548e+05 5.548e+05 ... 6.538e+05</div><input id='attrs-2a00aab4-bba5-478a-bfd4-52abac5e8d04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2a00aab4-bba5-478a-bfd4-52abac5e8d04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4ca2f83-c902-4593-b949-8bc65d582baf' class='xr-var-data-in' type='checkbox'><label for='data-f4ca2f83-c902-4593-b949-8bc65d582baf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([554795., 554805., 554815., ..., 653785., 653795., 653805.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32648</div><input id='attrs-ebd853d0-b573-40e3-a201-64cd116d827e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebd853d0-b573-40e3-a201-64cd116d827e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2b1507b-25e3-423b-95c4-527f417d6611' class='xr-var-data-in' type='checkbox'><label for='data-b2b1507b-25e3-423b-95c4-527f417d6611' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 48N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",105],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32648"]]</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd></dl></div><div class='xr-var-data'><pre>array(32648, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-719c788f-081a-462f-9a88-d32788f720ab' class='xr-section-summary-in' type='checkbox' checked><label for='section-719c788f-081a-462f-9a88-d32788f720ab' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>red</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-95e671ef-b3c9-4e7f-9f3a-346c0b097bf7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-95e671ef-b3c9-4e7f-9f3a-346c0b097bf7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-499465c7-49b1-4c71-a706-2dbe30a68d66' class='xr-var-data-in' type='checkbox'><label for='data-499465c7-49b1-4c71-a706-2dbe30a68d66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
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" \n",
|
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" <tr>\n",
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" <th> Shape </th>\n",
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" <td> (151, 8874, 9902) </td>\n",
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" <td> (1, 2048, 2048) </td>\n",
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" </tr>\n",
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" <tr>\n",
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" <th> Dask graph </th>\n",
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" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
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" </tr>\n",
|
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" <tr>\n",
|
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" <th> Data type </th>\n",
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" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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" </tr>\n",
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"</svg>\n",
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" </td>\n",
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" </tr>\n",
|
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nir</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-9c14c209-4586-4549-8d93-530e8684a716' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9c14c209-4586-4549-8d93-530e8684a716' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef0403b6-b92c-4f19-ad45-23a9c92c38d4' class='xr-var-data-in' type='checkbox'><label for='data-ef0403b6-b92c-4f19-ad45-23a9c92c38d4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 8 graph layers </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
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" </td>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>scl</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>uint8</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></div><input id='attrs-d9dc295d-140f-43a4-9226-f365f93d3182' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d9dc295d-140f-43a4-9226-f365f93d3182' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-42e0f004-bf7f-4239-80c6-a07cec953e24' class='xr-var-data-in' type='checkbox'><label for='data-42e0f004-bf7f-4239-80c6-a07cec953e24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>1</dd><dt><span>nodata :</span></dt><dd>0</dd><dt><span>flags_definition :</span></dt><dd>{'qa': {'bits': [0, 1, 2, 3, 4, 5, 6, 7], 'values': {'0': 'no data', '1': 'saturated or defective', '2': 'dark area pixels', '3': 'cloud shadows', '4': 'vegetation', '5': 'bare soils', '6': 'water', '7': 'unclassified', '8': 'cloud medium probability', '9': 'cloud high probability', '10': 'thin cirrus', '11': 'snow or ice'}, 'description': 'Sen2Cor Scene Classification'}}</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 12.36 GiB </td>\n",
|
|
" <td> 4.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 1 graph layer </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> uint8 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
|
" </tbody>\n",
|
|
" </table>\n",
|
|
" </td>\n",
|
|
" <td>\n",
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" <line x1=\"10\" y1=\"0\" x2=\"26\" y2=\"16\" style=\"stroke-width:2\" />\n",
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" <line x1=\"59\" y1=\"0\" x2=\"75\" y2=\"16\" />\n",
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" <line x1=\"84\" y1=\"0\" x2=\"100\" y2=\"16\" />\n",
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" <line x1=\"109\" y1=\"0\" x2=\"125\" y2=\"16\" />\n",
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" <line x1=\"130\" y1=\"0\" x2=\"146\" y2=\"16\" style=\"stroke-width:2\" />\n",
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"\n",
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" <!-- Colored Rectangle -->\n",
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" <polygon points=\"10.0,0.0 130.0,0.0 146.20332950438933,16.20332950438934 26.20332950438934,16.20332950438934\" style=\"fill:#8B4903A0;stroke-width:0\"/>\n",
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"\n",
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" <!-- Horizontal lines -->\n",
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" <line x1=\"26\" y1=\"16\" x2=\"146\" y2=\"16\" style=\"stroke-width:2\" />\n",
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" <line x1=\"26\" y1=\"41\" x2=\"146\" y2=\"41\" />\n",
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" <line x1=\"26\" y1=\"65\" x2=\"146\" y2=\"65\" />\n",
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" <line x1=\"26\" y1=\"90\" x2=\"146\" y2=\"90\" />\n",
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" <line x1=\"26\" y1=\"123\" x2=\"146\" y2=\"123\" style=\"stroke-width:2\" />\n",
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"\n",
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" <!-- Vertical lines -->\n",
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" <line x1=\"26\" y1=\"16\" x2=\"26\" y2=\"123\" style=\"stroke-width:2\" />\n",
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" <line x1=\"51\" y1=\"16\" x2=\"51\" y2=\"123\" />\n",
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" <line x1=\"75\" y1=\"16\" x2=\"75\" y2=\"123\" />\n",
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" <line x1=\"100\" y1=\"16\" x2=\"100\" y2=\"123\" />\n",
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" <line x1=\"125\" y1=\"16\" x2=\"125\" y2=\"123\" />\n",
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" <line x1=\"146\" y1=\"16\" x2=\"146\" y2=\"123\" style=\"stroke-width:2\" />\n",
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"\n",
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" <!-- Colored Rectangle -->\n",
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" <polygon points=\"26.20332950438934,16.20332950438934 146.20332950438933,16.20332950438934 146.20332950438933,123.74524022949538 26.20332950438934,123.74524022949538\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
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"\n",
|
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" <!-- Text -->\n",
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" <text x=\"86.203330\" y=\"143.745240\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >9902</text>\n",
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" <text x=\"166.203330\" y=\"69.974285\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,166.203330,69.974285)\">8874</text>\n",
|
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" <text x=\"8.101665\" y=\"135.643575\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,8.101665,135.643575)\">151</text>\n",
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"</svg>\n",
|
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" </td>\n",
|
|
" </tr>\n",
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|
"</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-e0f4ad62-15ec-4085-88b5-a578936e90ce' class='xr-section-summary-in' type='checkbox' ><label for='section-e0f4ad62-15ec-4085-88b5-a578936e90ce' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4171221b-5177-4cac-90b9-ea71ab660764' class='xr-index-data-in' type='checkbox'/><label for='index-4171221b-5177-4cac-90b9-ea71ab660764' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2022-09-02 03:35:23.960000', '2022-09-04 03:25:18.037000',\n",
|
|
" '2022-09-07 03:35:13.646000', '2022-09-09 03:25:27.617000',\n",
|
|
" '2022-09-12 03:35:22.247000', '2022-09-14 03:25:18.529000',\n",
|
|
" '2022-09-17 03:35:13.648000', '2022-09-19 03:25:24.773000',\n",
|
|
" '2022-09-22 03:35:18.931000', '2022-09-24 03:25:17.431000',\n",
|
|
" ...\n",
|
|
" '2023-09-07 03:35:17.134000', '2023-09-09 03:25:20.648000',\n",
|
|
" '2023-09-12 03:35:15.326000', '2023-09-14 03:25:35.755000',\n",
|
|
" '2023-09-17 03:35:15.269000', '2023-09-19 03:25:24.089000',\n",
|
|
" '2023-09-22 03:35:15.439000', '2023-09-24 03:25:18.524000',\n",
|
|
" '2023-09-27 03:35:14.112000', '2023-09-29 03:25:19.046000'],\n",
|
|
" dtype='datetime64[ns]', name='time', length=151, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-531b63bc-2060-4b13-9188-7252e5ecc3df' class='xr-index-data-in' type='checkbox'/><label for='index-531b63bc-2060-4b13-9188-7252e5ecc3df' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1105735.0, 1105725.0, 1105715.0, 1105705.0, 1105695.0, 1105685.0,\n",
|
|
" 1105675.0, 1105665.0, 1105655.0, 1105645.0,\n",
|
|
" ...\n",
|
|
" 1017095.0, 1017085.0, 1017075.0, 1017065.0, 1017055.0, 1017045.0,\n",
|
|
" 1017035.0, 1017025.0, 1017015.0, 1017005.0],\n",
|
|
" dtype='float64', name='y', length=8874))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6aafec7e-c7ec-4d17-a7a8-ac04c6fd89af' class='xr-index-data-in' type='checkbox'/><label for='index-6aafec7e-c7ec-4d17-a7a8-ac04c6fd89af' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([554795.0, 554805.0, 554815.0, 554825.0, 554835.0, 554845.0, 554855.0,\n",
|
|
" 554865.0, 554875.0, 554885.0,\n",
|
|
" ...\n",
|
|
" 653715.0, 653725.0, 653735.0, 653745.0, 653755.0, 653765.0, 653775.0,\n",
|
|
" 653785.0, 653795.0, 653805.0],\n",
|
|
" dtype='float64', name='x', length=9902))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c1c6f6fe-2884-4252-9af5-971d9d349b79' class='xr-section-summary-in' type='checkbox' checked><label for='section-c1c6f6fe-2884-4252-9af5-971d9d349b79' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs :</span></dt><dd>EPSG:32648</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div></li></ul></div></div>"
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],
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" spatial_ref int32 32648\n",
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" crs: EPSG:32648\n",
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},
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"CPU times: user 1.57 s, sys: 177 µs, total: 1.57 s\n",
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"Wall time: 1.66 s\n"
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]
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}
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"source": [
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"%%time\n",
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"# The replacement \"dc.load()\" function for this product\n",
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"data = load_s2l2a_with_offset(\n",
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" dc,\n",
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" query | load_params # Combine the two dicts that contain our search and load parameters\n",
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")\n",
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"\n",
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"# This line prints the total size of the dataset hat was loaded\n",
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"notebook_utils.heading(notebook_utils.xarray_object_size(data))\n",
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"\n",
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"display(data)"
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" <thead>\n",
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" <tr style=\"text-align: right;\">\n",
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" <th></th>\n",
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" <th>bits</th>\n",
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" <th>values</th>\n",
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" <th>description</th>\n",
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" </tr>\n",
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" </thead>\n",
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" <tbody>\n",
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" <tr>\n",
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" <th>qa</th>\n",
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" <td>[0, 1, 2, 3, 4, 5, 6, 7]</td>\n",
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" <td>{'0': 'no data', '1': 'saturated or defective'...</td>\n",
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" <td>Sen2Cor Scene Classification</td>\n",
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" </tr>\n",
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"text/plain": [
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" bits \\\n",
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" values \\\n",
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"qa {'0': 'no data', '1': 'saturated or defective'... \n",
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"\n",
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" description \n",
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"qa Sen2Cor Scene Classification "
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]
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"{'0': 'no data',\n",
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" '1': 'saturated or defective',\n",
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" '2': 'dark area pixels',\n",
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" '3': 'cloud shadows',\n",
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" '4': 'vegetation',\n",
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" '5': 'bare soils',\n",
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" '6': 'water',\n",
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" '7': 'unclassified',\n",
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" '8': 'cloud medium probability',\n",
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" '9': 'cloud high probability',\n",
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" '10': 'thin cirrus',\n",
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" '11': 'snow or ice'}"
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]
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},
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"metadata": {},
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"text": [
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"CPU times: user 1.42 s, sys: 28.2 ms, total: 1.45 s\n",
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"# %%time\n",
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"# result = mask_clean(data)\n",
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"# progress(result)"
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" --xr-border-color: #1F1F1F;\n",
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" --xr-disabled-color: #515151;\n",
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" --xr-background-color: #111111;\n",
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".xr-section-item input {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input + label {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label {\n",
|
|
" cursor: pointer;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-item input:enabled + label:hover {\n",
|
|
" color: var(--xr-font-color0);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary {\n",
|
|
" grid-column: 1;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
" font-weight: 500;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary > span {\n",
|
|
" display: inline-block;\n",
|
|
" padding-left: 0.5em;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label {\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in + label:before {\n",
|
|
" display: inline-block;\n",
|
|
" content: '►';\n",
|
|
" font-size: 11px;\n",
|
|
" width: 15px;\n",
|
|
" text-align: center;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:disabled + label:before {\n",
|
|
" color: var(--xr-disabled-color);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label:before {\n",
|
|
" content: '▼';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked + label > span {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary,\n",
|
|
".xr-section-inline-details {\n",
|
|
" padding-top: 4px;\n",
|
|
" padding-bottom: 4px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-inline-details {\n",
|
|
" grid-column: 2 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-details {\n",
|
|
" display: none;\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" margin-bottom: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-section-summary-in:checked ~ .xr-section-details {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 20px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-wrap > label {\n",
|
|
" grid-column: 1;\n",
|
|
" vertical-align: top;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-preview {\n",
|
|
" color: var(--xr-font-color3);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-preview,\n",
|
|
".xr-array-data {\n",
|
|
" padding: 0 5px !important;\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-data,\n",
|
|
".xr-array-in:checked ~ .xr-array-preview {\n",
|
|
" display: none;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-array-in:checked ~ .xr-array-data,\n",
|
|
".xr-array-preview {\n",
|
|
" display: inline-block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list {\n",
|
|
" display: inline-block !important;\n",
|
|
" list-style: none;\n",
|
|
" padding: 0 !important;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li {\n",
|
|
" display: inline-block;\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:before {\n",
|
|
" content: '(';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list:after {\n",
|
|
" content: ')';\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-dim-list li:not(:last-child):after {\n",
|
|
" content: ',';\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-has-index {\n",
|
|
" font-weight: bold;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list,\n",
|
|
".xr-var-item {\n",
|
|
" display: contents;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > div,\n",
|
|
".xr-var-item label,\n",
|
|
".xr-var-item > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-even);\n",
|
|
" margin-bottom: 0;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-item > .xr-var-name:hover span {\n",
|
|
" padding-right: 5px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-list > li:nth-child(odd) > div,\n",
|
|
".xr-var-list > li:nth-child(odd) > label,\n",
|
|
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
|
|
" background-color: var(--xr-background-color-row-odd);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name {\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dims {\n",
|
|
" grid-column: 2;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-dtype {\n",
|
|
" grid-column: 3;\n",
|
|
" text-align: right;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-preview {\n",
|
|
" grid-column: 4;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-index-preview {\n",
|
|
" grid-column: 2 / 5;\n",
|
|
" color: var(--xr-font-color2);\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name,\n",
|
|
".xr-var-dims,\n",
|
|
".xr-var-dtype,\n",
|
|
".xr-preview,\n",
|
|
".xr-attrs dt {\n",
|
|
" white-space: nowrap;\n",
|
|
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|
|
" text-overflow: ellipsis;\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name:hover,\n",
|
|
".xr-var-dims:hover,\n",
|
|
".xr-var-dtype:hover,\n",
|
|
".xr-attrs dt:hover {\n",
|
|
" overflow: visible;\n",
|
|
" width: auto;\n",
|
|
" z-index: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" display: none;\n",
|
|
" background-color: var(--xr-background-color) !important;\n",
|
|
" padding-bottom: 5px !important;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
|
|
".xr-var-data-in:checked ~ .xr-var-data,\n",
|
|
".xr-index-data-in:checked ~ .xr-index-data {\n",
|
|
" display: block;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-data > table {\n",
|
|
" float: right;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-var-name span,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-name div,\n",
|
|
".xr-index-data,\n",
|
|
".xr-attrs {\n",
|
|
" padding-left: 25px !important;\n",
|
|
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|
|
"\n",
|
|
".xr-attrs,\n",
|
|
".xr-var-attrs,\n",
|
|
".xr-var-data,\n",
|
|
".xr-index-data {\n",
|
|
" grid-column: 1 / -1;\n",
|
|
"}\n",
|
|
"\n",
|
|
"dl.xr-attrs {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" display: grid;\n",
|
|
" grid-template-columns: 125px auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt,\n",
|
|
".xr-attrs dd {\n",
|
|
" padding: 0;\n",
|
|
" margin: 0;\n",
|
|
" float: left;\n",
|
|
" padding-right: 10px;\n",
|
|
" width: auto;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt {\n",
|
|
" font-weight: normal;\n",
|
|
" grid-column: 1;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dt:hover span {\n",
|
|
" display: inline-block;\n",
|
|
" background: var(--xr-background-color);\n",
|
|
" padding-right: 10px;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-attrs dd {\n",
|
|
" grid-column: 2;\n",
|
|
" white-space: pre-wrap;\n",
|
|
" word-break: break-all;\n",
|
|
"}\n",
|
|
"\n",
|
|
".xr-icon-database,\n",
|
|
".xr-icon-file-text2,\n",
|
|
".xr-no-icon {\n",
|
|
" display: inline-block;\n",
|
|
" vertical-align: middle;\n",
|
|
" width: 1em;\n",
|
|
" height: 1.5em !important;\n",
|
|
" stroke-width: 0;\n",
|
|
" stroke: currentColor;\n",
|
|
" fill: currentColor;\n",
|
|
"}\n",
|
|
"</style><pre class='xr-text-repr-fallback'><xarray.DataArray 'NDVI' (time: 151, y: 8874, x: 9902)>\n",
|
|
"dask.array<truediv, shape=(151, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
|
|
"Coordinates:\n",
|
|
" * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
|
|
" * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
|
|
" * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
|
|
" spatial_ref int32 32648</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'NDVI'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 151</li><li><span class='xr-has-index'>y</span>: 8874</li><li><span class='xr-has-index'>x</span>: 9902</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a37f2a28-2a6b-4842-8775-b3f26bc39510' class='xr-array-in' type='checkbox' checked><label for='section-a37f2a28-2a6b-4842-8775-b3f26bc39510' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array<chunksize=(1, 2048, 2048), meta=np.ndarray></span></div><div class='xr-array-data'><table>\n",
|
|
" <tr>\n",
|
|
" <td>\n",
|
|
" <table style=\"border-collapse: collapse;\">\n",
|
|
" <thead>\n",
|
|
" <tr>\n",
|
|
" <td> </td>\n",
|
|
" <th> Array </th>\n",
|
|
" <th> Chunk </th>\n",
|
|
" </tr>\n",
|
|
" </thead>\n",
|
|
" <tbody>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Bytes </th>\n",
|
|
" <td> 49.43 GiB </td>\n",
|
|
" <td> 16.00 MiB </td>\n",
|
|
" </tr>\n",
|
|
" \n",
|
|
" <tr>\n",
|
|
" <th> Shape </th>\n",
|
|
" <td> (151, 8874, 9902) </td>\n",
|
|
" <td> (1, 2048, 2048) </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Dask graph </th>\n",
|
|
" <td colspan=\"2\"> 3775 chunks in 7 graph layers </td>\n",
|
|
" </tr>\n",
|
|
" <tr>\n",
|
|
" <th> Data type </th>\n",
|
|
" <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
|
|
" </tr>\n",
|
|
" </tbody>\n",
|
|
" </table>\n",
|
|
" </td>\n",
|
|
" <td>\n",
|
|
" <svg width=\"196\" height=\"173\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
|
|
"\n",
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" <line x1=\"26\" y1=\"115\" x2=\"146\" y2=\"115\" />\n",
|
|
" <line x1=\"26\" y1=\"123\" x2=\"146\" y2=\"123\" style=\"stroke-width:2\" />\n",
|
|
"\n",
|
|
" <!-- Vertical lines -->\n",
|
|
" <line x1=\"26\" y1=\"16\" x2=\"26\" y2=\"123\" style=\"stroke-width:2\" />\n",
|
|
" <line x1=\"51\" y1=\"16\" x2=\"51\" y2=\"123\" />\n",
|
|
" <line x1=\"75\" y1=\"16\" x2=\"75\" y2=\"123\" />\n",
|
|
" <line x1=\"100\" y1=\"16\" x2=\"100\" y2=\"123\" />\n",
|
|
" <line x1=\"125\" y1=\"16\" x2=\"125\" y2=\"123\" />\n",
|
|
" <line x1=\"146\" y1=\"16\" x2=\"146\" y2=\"123\" style=\"stroke-width:2\" />\n",
|
|
"\n",
|
|
" <!-- Colored Rectangle -->\n",
|
|
" <polygon points=\"26.20332950438934,16.20332950438934 146.20332950438933,16.20332950438934 146.20332950438933,123.74524022949538 26.20332950438934,123.74524022949538\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
|
|
"\n",
|
|
" <!-- Text -->\n",
|
|
" <text x=\"86.203330\" y=\"143.745240\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >9902</text>\n",
|
|
" <text x=\"166.203330\" y=\"69.974285\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,166.203330,69.974285)\">8874</text>\n",
|
|
" <text x=\"8.101665\" y=\"135.643575\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,8.101665,135.643575)\">151</text>\n",
|
|
"</svg>\n",
|
|
" </td>\n",
|
|
" </tr>\n",
|
|
"</table></div></div></li><li class='xr-section-item'><input id='section-0da83bde-d7f9-403c-8a71-403dcc60e630' class='xr-section-summary-in' type='checkbox' checked><label for='section-0da83bde-d7f9-403c-8a71-403dcc60e630' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-09-02T03:35:23.960000 ... 2...</div><input id='attrs-99969a7e-b2f0-487b-8ef0-3f57d92496d1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99969a7e-b2f0-487b-8ef0-3f57d92496d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3aeaebe2-dbc6-4938-a2ce-1f459da3f7e9' class='xr-var-data-in' type='checkbox'><label for='data-3aeaebe2-dbc6-4938-a2ce-1f459da3f7e9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array(['2022-09-02T03:35:23.960000000', '2022-09-04T03:25:18.037000000',\n",
|
|
" '2022-09-07T03:35:13.646000000', '2022-09-09T03:25:27.617000000',\n",
|
|
" '2022-09-12T03:35:22.247000000', '2022-09-14T03:25:18.529000000',\n",
|
|
" '2022-09-17T03:35:13.648000000', '2022-09-19T03:25:24.773000000',\n",
|
|
" '2022-09-22T03:35:18.931000000', '2022-09-24T03:25:17.431000000',\n",
|
|
" '2022-09-27T03:35:12.140000000', '2022-09-29T03:25:23.829000000',\n",
|
|
" '2022-10-02T03:35:19.048000000', '2022-10-07T03:35:09.133000000',\n",
|
|
" '2022-10-09T03:25:22.746000000', '2022-10-12T03:35:17.151000000',\n",
|
|
" '2022-10-14T03:25:15.533000000', '2022-10-17T03:35:11.148000000',\n",
|
|
" '2022-10-19T03:25:18.808000000', '2022-10-22T03:35:13.746000000',\n",
|
|
" '2022-10-24T03:25:15.878000000', '2022-10-27T03:35:10.923000000',\n",
|
|
" '2022-10-29T03:25:20.127000000', '2022-11-01T03:35:15.818000000',\n",
|
|
" '2022-11-03T03:25:14.204000000', '2022-11-06T03:35:10.096000000',\n",
|
|
" '2022-11-11T03:35:15.334000000', '2022-11-13T03:25:16.056000000',\n",
|
|
" '2022-11-16T03:35:11.542000000', '2022-11-18T03:25:18.155000000',\n",
|
|
" '2022-11-21T03:35:12.396000000', '2022-11-23T03:25:16.067000000',\n",
|
|
" '2022-11-26T03:35:11.063000000', '2022-11-28T03:25:16.297000000',\n",
|
|
" '2022-12-01T03:35:12.009000000', '2022-12-03T03:25:14.366000000',\n",
|
|
" '2022-12-06T03:35:10.293000000', '2022-12-08T03:25:17.072000000',\n",
|
|
" '2022-12-11T03:35:12.184000000', '2022-12-16T03:35:10.130000000',\n",
|
|
" '2022-12-18T03:25:15.584000000', '2022-12-21T03:35:09.988000000',\n",
|
|
" '2022-12-23T03:25:15.763000000', '2022-12-26T03:35:11.128000000',\n",
|
|
" '2022-12-28T03:25:15.151000000', '2022-12-31T03:35:10.753000000',\n",
|
|
" '2023-01-02T03:25:15.152000000', '2023-01-05T03:35:09.844000000',\n",
|
|
" '2023-01-07T03:25:15.343000000', '2023-01-10T03:35:10.149000000',\n",
|
|
" '2023-01-12T03:25:12.066000000', '2023-01-15T03:35:08.140000000',\n",
|
|
" '2023-01-17T03:25:12.454000000', '2023-01-20T03:35:06.593000000',\n",
|
|
" '2023-01-22T03:25:14.446000000', '2023-01-25T03:35:09.824000000',\n",
|
|
" '2023-01-27T03:25:13.987000000', '2023-01-30T03:35:09.963000000',\n",
|
|
" '2023-02-01T03:25:13.595000000', '2023-02-04T03:35:09.008000000',\n",
|
|
" '2023-02-06T03:25:15.471000000', '2023-02-09T03:35:10.646000000',\n",
|
|
" '2023-02-11T03:25:15.100000000', '2023-02-14T03:35:10.240000000',\n",
|
|
" '2023-02-16T03:25:28.099000000', '2023-02-24T03:35:12.118000000',\n",
|
|
" '2023-02-26T03:25:14.146000000', '2023-03-01T03:35:09.182000000',\n",
|
|
" '2023-03-03T03:25:17.841000000', '2023-03-06T03:35:14.717000000',\n",
|
|
" '2023-03-08T03:25:12.032000000', '2023-03-11T03:35:07.230000000',\n",
|
|
" '2023-03-13T03:25:20.837000000', '2023-03-16T03:35:15.940000000',\n",
|
|
" '2023-03-18T03:25:14.467000000', '2023-03-21T03:35:10.279000000',\n",
|
|
" '2023-03-23T03:25:18.795000000', '2023-03-26T03:35:14.570000000',\n",
|
|
" '2023-03-28T03:25:14.536000000', '2023-03-31T03:35:10.140000000',\n",
|
|
" '2023-04-02T03:25:19.945000000', '2023-04-05T03:35:14.925000000',\n",
|
|
" '2023-04-07T03:25:16.518000000', '2023-04-10T03:35:12.000000000',\n",
|
|
" '2023-04-15T03:35:12.743000000', '2023-04-20T03:35:10.328000000',\n",
|
|
" '2023-04-22T03:25:18.572000000', '2023-04-25T03:35:13.748000000',\n",
|
|
" '2023-04-27T03:25:16.567000000', '2023-04-30T03:35:12.151000000',\n",
|
|
" '2023-05-02T03:25:18.866000000', '2023-05-05T03:35:14.433000000',\n",
|
|
" '2023-05-07T03:25:16.583000000', '2023-05-10T03:35:11.284000000',\n",
|
|
" '2023-05-12T03:25:19.200000000', '2023-05-15T03:35:15.683000000',\n",
|
|
" '2023-05-17T03:25:17.911000000', '2023-05-20T03:35:14.193000000',\n",
|
|
" '2023-05-22T03:25:36.378000000', '2023-05-25T03:35:16.657000000',\n",
|
|
" '2023-05-27T03:25:20.078000000', '2023-05-30T03:35:15.642000000',\n",
|
|
" '2023-06-01T03:25:20.268000000', '2023-06-04T03:35:16.047000000',\n",
|
|
" '2023-06-06T03:25:20.180000000', '2023-06-09T03:35:15.534000000',\n",
|
|
" '2023-06-11T03:25:21.573000000', '2023-06-14T03:35:16.859000000',\n",
|
|
" '2023-06-16T03:25:20.769000000', '2023-06-19T03:35:15.908000000',\n",
|
|
" '2023-06-21T03:25:20.640000000', '2023-06-24T03:35:15.972000000',\n",
|
|
" '2023-06-26T03:25:19.927000000', '2023-06-29T03:35:15.752000000',\n",
|
|
" '2023-07-01T03:25:21.763000000', '2023-07-04T03:35:17.227000000',\n",
|
|
" '2023-07-06T03:25:21.702000000', '2023-07-09T03:35:17.102000000',\n",
|
|
" '2023-07-11T03:25:21.515000000', '2023-07-14T03:35:16.582000000',\n",
|
|
" '2023-07-16T03:25:21.326000000', '2023-07-19T03:35:16.050000000',\n",
|
|
" '2023-07-21T03:25:22.444000000', '2023-07-24T03:35:17.845000000',\n",
|
|
" '2023-07-26T03:25:21.503000000', '2023-07-29T03:35:17.083000000',\n",
|
|
" '2023-07-31T03:25:36.753000000', '2023-08-03T03:35:16.494000000',\n",
|
|
" '2023-08-05T03:25:21.570000000', '2023-08-08T03:35:16.313000000',\n",
|
|
" '2023-08-10T03:25:22.024000000', '2023-08-13T03:35:17.448000000',\n",
|
|
" '2023-08-15T03:25:22.075000000', '2023-08-18T03:35:17.812000000',\n",
|
|
" '2023-08-20T03:25:21.568000000', '2023-08-23T03:35:16.224000000',\n",
|
|
" '2023-08-25T03:25:22.592000000', '2023-08-28T03:35:17.571000000',\n",
|
|
" '2023-08-30T03:25:21.212000000', '2023-09-02T03:35:16.627000000',\n",
|
|
" '2023-09-04T03:25:21.856000000', '2023-09-07T03:35:17.134000000',\n",
|
|
" '2023-09-09T03:25:20.648000000', '2023-09-12T03:35:15.326000000',\n",
|
|
" '2023-09-14T03:25:35.755000000', '2023-09-17T03:35:15.269000000',\n",
|
|
" '2023-09-19T03:25:24.089000000', '2023-09-22T03:35:15.439000000',\n",
|
|
" '2023-09-24T03:25:18.524000000', '2023-09-27T03:35:14.112000000',\n",
|
|
" '2023-09-29T03:25:19.046000000'], dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.106e+06 1.106e+06 ... 1.017e+06</div><input id='attrs-932ea054-06a5-484f-9c76-62d398962fcc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-932ea054-06a5-484f-9c76-62d398962fcc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0947f3d5-4105-4cd4-9d66-ac3e407664c7' class='xr-var-data-in' type='checkbox'><label for='data-0947f3d5-4105-4cd4-9d66-ac3e407664c7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([1105735., 1105725., 1105715., ..., 1017025., 1017015., 1017005.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.548e+05 5.548e+05 ... 6.538e+05</div><input id='attrs-f736cd2e-1108-4e08-b14b-8bbe5cdc707f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f736cd2e-1108-4e08-b14b-8bbe5cdc707f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc5d21c4-4e01-4636-a805-22ad12d722f3' class='xr-var-data-in' type='checkbox'><label for='data-dc5d21c4-4e01-4636-a805-22ad12d722f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>10.0</dd><dt><span>crs :</span></dt><dd>EPSG:32648</dd></dl></div><div class='xr-var-data'><pre>array([554795., 554805., 554815., ..., 653785., 653795., 653805.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>32648</div><input id='attrs-75587fd9-e0ad-4cf0-b89d-da05352f0b67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-75587fd9-e0ad-4cf0-b89d-da05352f0b67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-180ff69b-859c-4b9d-ac00-b498cf4e57fc' class='xr-var-data-in' type='checkbox'><label for='data-180ff69b-859c-4b9d-ac00-b498cf4e57fc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>spatial_ref :</span></dt><dd>PROJCS["WGS 84 / UTM zone 48N",GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AUTHORITY["EPSG","4326"]],PROJECTION["Transverse_Mercator"],PARAMETER["latitude_of_origin",0],PARAMETER["central_meridian",105],PARAMETER["scale_factor",0.9996],PARAMETER["false_easting",500000],PARAMETER["false_northing",0],UNIT["metre",1,AUTHORITY["EPSG","9001"]],AXIS["Easting",EAST],AXIS["Northing",NORTH],AUTHORITY["EPSG","32648"]]</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd></dl></div><div class='xr-var-data'><pre>array(32648, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a23d57d4-fad7-42f5-8e48-78c00035679f' class='xr-section-summary-in' type='checkbox' ><label for='section-a23d57d4-fad7-42f5-8e48-78c00035679f' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-39e4b14e-c560-416c-bb9d-6fcbe56295af' class='xr-index-data-in' type='checkbox'/><label for='index-39e4b14e-c560-416c-bb9d-6fcbe56295af' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2022-09-02 03:35:23.960000', '2022-09-04 03:25:18.037000',\n",
|
|
" '2022-09-07 03:35:13.646000', '2022-09-09 03:25:27.617000',\n",
|
|
" '2022-09-12 03:35:22.247000', '2022-09-14 03:25:18.529000',\n",
|
|
" '2022-09-17 03:35:13.648000', '2022-09-19 03:25:24.773000',\n",
|
|
" '2022-09-22 03:35:18.931000', '2022-09-24 03:25:17.431000',\n",
|
|
" ...\n",
|
|
" '2023-09-07 03:35:17.134000', '2023-09-09 03:25:20.648000',\n",
|
|
" '2023-09-12 03:35:15.326000', '2023-09-14 03:25:35.755000',\n",
|
|
" '2023-09-17 03:35:15.269000', '2023-09-19 03:25:24.089000',\n",
|
|
" '2023-09-22 03:35:15.439000', '2023-09-24 03:25:18.524000',\n",
|
|
" '2023-09-27 03:35:14.112000', '2023-09-29 03:25:19.046000'],\n",
|
|
" dtype='datetime64[ns]', name='time', length=151, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-563486ef-fc4f-46ac-acfb-2950afbe8f26' class='xr-index-data-in' type='checkbox'/><label for='index-563486ef-fc4f-46ac-acfb-2950afbe8f26' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1105735.0, 1105725.0, 1105715.0, 1105705.0, 1105695.0, 1105685.0,\n",
|
|
" 1105675.0, 1105665.0, 1105655.0, 1105645.0,\n",
|
|
" ...\n",
|
|
" 1017095.0, 1017085.0, 1017075.0, 1017065.0, 1017055.0, 1017045.0,\n",
|
|
" 1017035.0, 1017025.0, 1017015.0, 1017005.0],\n",
|
|
" dtype='float64', name='y', length=8874))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e13cec49-7ce7-4523-8290-fbb092487373' class='xr-index-data-in' type='checkbox'/><label for='index-e13cec49-7ce7-4523-8290-fbb092487373' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([554795.0, 554805.0, 554815.0, 554825.0, 554835.0, 554845.0, 554855.0,\n",
|
|
" 554865.0, 554875.0, 554885.0,\n",
|
|
" ...\n",
|
|
" 653715.0, 653725.0, 653735.0, 653745.0, 653755.0, 653765.0, 653775.0,\n",
|
|
" 653785.0, 653795.0, 653805.0],\n",
|
|
" dtype='float64', name='x', length=9902))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-217accb8-993e-46c4-a535-bbd9b548d893' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-217accb8-993e-46c4-a535-bbd9b548d893' class='xr-section-summary' title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
|
|
],
|
|
"text/plain": [
|
|
"<xarray.DataArray 'NDVI' (time: 151, y: 8874, x: 9902)>\n",
|
|
"dask.array<truediv, shape=(151, 8874, 9902), dtype=float32, chunksize=(1, 2048, 2048), chunktype=numpy.ndarray>\n",
|
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"Coordinates:\n",
|
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" * time (time) datetime64[ns] 2022-09-02T03:35:23.960000 ... 2023-09...\n",
|
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" * y (y) float64 1.106e+06 1.106e+06 ... 1.017e+06 1.017e+06\n",
|
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" * x (x) float64 5.548e+05 5.548e+05 ... 6.538e+05 6.538e+05\n",
|
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" spatial_ref int32 32648"
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]
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},
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"metadata": {},
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"output_type": "display_data"
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}
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|
],
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"source": [
|
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"# Tiến hành tính toán NDVI\n",
|
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"ds1 = calculate_indices(result, index='NDVI', satellite_mission='s2')\n",
|
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"ndvi = ds1[\"NDVI\"]\n",
|
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"display(ndvi)"
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]
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},
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{
|
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"cell_type": "code",
|
|
"execution_count": 11,
|
|
"id": "bb7a152b-89e5-4c18-9103-6a9f6708bd80",
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"metadata": {
|
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"tags": []
|
|
},
|
|
"outputs": [
|
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{
|
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"name": "stdout",
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|
"output_type": "stream",
|
|
"text": [
|
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"CPU times: user 678 ms, sys: 0 ns, total: 678 ms\n",
|
|
"Wall time: 677 ms\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"application/vnd.jupyter.widget-view+json": {
|
|
"model_id": "c67a6be7f08b4b49b89d43f43e29b61c",
|
|
"version_major": 2,
|
|
"version_minor": 0
|
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},
|
|
"text/plain": [
|
|
"VBox()"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
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}
|
|
],
|
|
"source": [
|
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"%%time\n",
|
|
"## tính ndvi theo tháng\n",
|
|
"average_ndvi = ndvi.resample(time='1M').mean().persist()\n",
|
|
"progress(average_ndvi)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 12,
|
|
"id": "47fc921b-bcb6-463f-bdaf-a5a82970a73e",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# compute average_ndvi\n",
|
|
"average_ndvi = average_ndvi.compute()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 13,
|
|
"id": "9b989a28-1524-471b-9a2b-51df2319620e",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stderr",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Warning 1: TIFFReadDirectory:Invalid data type for tag StripByteCounts\n",
|
|
"Warning 1: TIFFFetchNormalTag:ASCII value for tag \"GeoASCIIParams\" contains null byte in value; value incorrectly truncated during reading due to implementation limitations\n",
|
|
"Warning 1: TIFFReadDirectory:Sum of Photometric type-related color channels and ExtraSamples doesn't match SamplesPerPixel. Defining non-color channels as ExtraSamples.\n",
|
|
"Warning 1: TIFFReadDirectory:Invalid data type for tag StripByteCounts\n",
|
|
"Warning 1: TIFFFetchNormalTag:ASCII value for tag \"GeoASCIIParams\" contains null byte in value; value incorrectly truncated during reading due to implementation limitations\n",
|
|
"Warning 1: TIFFReadDirectory:Sum of Photometric type-related color channels and ExtraSamples doesn't match SamplesPerPixel. Defining non-color channels as ExtraSamples.\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# cấu hình vh vv file\n",
|
|
"# name_vh = \"ThuanHoa/ThuanHoa_VH.tif\"\n",
|
|
"# name_vv = \"ThuanHoa/ThuanHoa_VV.tif\"\n",
|
|
"\n",
|
|
"# load dữ liệu sen1\n",
|
|
"# dsvh, dsvv = load_sen1(name_vh, name_vv)\n",
|
|
"\n",
|
|
"name_vh = \"vh-0922_0923-full_ST.tif\"\n",
|
|
"name_vv = \"vv-0922_0923-full_ST.tif\"\n",
|
|
"\n",
|
|
"if not os.path.exists(name_vh):\n",
|
|
" !aws s3 cp s3://easi-asia-dc-data/staging/ctu/sentinel-1/vh-0922_0923-full_ST.tif vh-0922_0923-full_ST.tif\n",
|
|
"if not os.path.exists(name_vv):\n",
|
|
" !aws s3 cp s3://easi-asia-dc-data/staging/ctu/sentinel-1/vv-0922_0923-full_ST.tif vv-0922_0923-full_ST.tif\n",
|
|
" \n",
|
|
"dsvh, dsvv = load_sen1(name_vh, name_vv)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 27,
|
|
"id": "03c47481-7ef9-4efe-ae0a-7845595c2671",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"from sklearn.preprocessing import PolynomialFeatures\n",
|
|
"from sklearn.linear_model import LinearRegression\n",
|
|
"from sklearn.ensemble import RandomForestRegressor\n"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 28,
|
|
"id": "07acfddc-ab36-4ef4-9e72-d984f2180eb0",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"(13, 7680, 8687)\n",
|
|
"(13, 7680, 8687)\n",
|
|
"(13, 7680, 8687)\n",
|
|
"(13, 7680, 8687)\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"average_ndvi = average_ndvi[:, :7680, :8687]\n",
|
|
"mask = ~np.isnan(average_ndvi)\n",
|
|
"print(average_ndvi.shape)\n",
|
|
"print(dsvh.shape)\n",
|
|
"print(dsvv.shape)\n",
|
|
"print(mask.shape)\n",
|
|
"X_train = np.stack([dsvh.values[mask], dsvv.values[mask]], axis=1)\n",
|
|
"y_train = average_ndvi.values[mask]"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 29,
|
|
"id": "876d87da-9121-4ef2-a41b-f647e0175689",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/html": [
|
|
"<style>#sk-container-id-1 {color: black;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 input.sk-toggleable__control:checked~div.sk-toggleable__content {max-height: 200px;max-width: 100%;overflow: auto;}#sk-container-id-1 input.sk-toggleable__control:checked~label.sk-toggleable__label-arrow:before {content: \"▾\";}#sk-container-id-1 div.sk-estimator input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-label input.sk-toggleable__control:checked~label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 input.sk-hidden--visually {border: 0;clip: rect(1px 1px 1px 1px);clip: rect(1px, 1px, 1px, 1px);height: 1px;margin: -1px;overflow: hidden;padding: 0;position: absolute;width: 1px;}#sk-container-id-1 div.sk-estimator {font-family: monospace;background-color: #f0f8ff;border: 1px dotted black;border-radius: 0.25em;box-sizing: border-box;margin-bottom: 0.5em;}#sk-container-id-1 div.sk-estimator:hover {background-color: #d4ebff;}#sk-container-id-1 div.sk-parallel-item::after {content: \"\";width: 100%;border-bottom: 1px solid gray;flex-grow: 1;}#sk-container-id-1 div.sk-label:hover label.sk-toggleable__label {background-color: #d4ebff;}#sk-container-id-1 div.sk-serial::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: 0;}#sk-container-id-1 div.sk-serial {display: flex;flex-direction: column;align-items: center;background-color: white;padding-right: 0.2em;padding-left: 0.2em;position: relative;}#sk-container-id-1 div.sk-item {position: relative;z-index: 1;}#sk-container-id-1 div.sk-parallel {display: flex;align-items: stretch;justify-content: center;background-color: white;position: relative;}#sk-container-id-1 div.sk-item::before, #sk-container-id-1 div.sk-parallel-item::before {content: \"\";position: absolute;border-left: 1px solid gray;box-sizing: border-box;top: 0;bottom: 0;left: 50%;z-index: -1;}#sk-container-id-1 div.sk-parallel-item {display: flex;flex-direction: column;z-index: 1;position: relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>LinearRegression()</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">LinearRegression</label><div class=\"sk-toggleable__content\"><pre>LinearRegression()</pre></div></div></div></div></div>"
|
|
],
|
|
"text/plain": [
|
|
"LinearRegression()"
|
|
]
|
|
},
|
|
"execution_count": 29,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"model = LinearRegression()\n",
|
|
"model.fit(X_train, y_train)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 30,
|
|
"id": "854abc28-a490-4858-8951-03fd257c92e6",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"X_pred = np.stack([dsvh.values[~mask], dsvv.values[~mask]], axis=1)\n",
|
|
"average_ndvi.values[~mask] = model.predict(X_pred)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 31,
|
|
"id": "86f42685-0db7-4253-b02a-41df237ae4df",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"average_ndvi_filled = xr.DataArray(average_ndvi, dims=average_ndvi.dims)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 32,
|
|
"id": "4222959a-ea43-4cc8-a958-6c8cf19c2118",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"<matplotlib.image.AxesImage at 0x7f4c7546ac80>"
|
|
]
|
|
},
|
|
"execution_count": 32,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
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"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 640x480 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"plt.imshow(average_ndvi_filled.isel(time=6))"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 65,
|
|
"id": "182e5d3f-5d1b-4476-90a7-8aff95c7c873",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"<matplotlib.image.AxesImage at 0x7f1e59b20f40>"
|
|
]
|
|
},
|
|
"execution_count": 65,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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",
|
|
"text/plain": [
|
|
"<Figure size 640x480 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"plt.imshow(average_ndvi.isel(time=6))"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 33,
|
|
"id": "7322812d-ba2a-4a82-a43d-cfd5f46a164d",
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": [
|
|
"train_path = \"train/ST_training data_updated_1130points.shp\""
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 34,
|
|
"id": "e0d607f3-bcee-4158-b22e-2e6e2f9053ca",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"train = load_train_data(train_path)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 37,
|
|
"id": "0ab4448b-5bdb-41d1-b90d-1b88b0cbf188",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"datasets = get_data_sen1_and_sen2(train, average_ndvi_filled, dsvh, dsvv)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 39,
|
|
"id": "94789967-36d7-488c-a61e-2f8fd341581f",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# cấu hình nhãn dữ liệu\n",
|
|
"label_mapping = {\n",
|
|
" \"Lua tom\": \"0\",\n",
|
|
" \"Lua\": \"1\",\n",
|
|
" \"CHN\": \"2\",\n",
|
|
" \"CLN\": \"3\",\n",
|
|
" \"TS\": \"4\",\n",
|
|
" \"Song\": \"5\",\n",
|
|
" \"Dat xay dung\": \"6\",\n",
|
|
" \"Rung\": \"7\"\n",
|
|
"}\n",
|
|
"\n",
|
|
"# chia tập dữ liệu train, val, test\n",
|
|
"X_train, X_val, X_test, y_train, y_val, y_test = split_train_data(train, label_mapping, datasets)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 40,
|
|
"id": "a2fcf472-aff0-44ea-a62a-c308b6e56638",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Best Parameters: {'classifier__criterion': 'gini', 'classifier__max_depth': 15, 'classifier__n_estimators': 500}\n",
|
|
"Accuracy: 88.0 %\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# Huấn luyện mô hình\n",
|
|
"grid_search = train_with_rf(X_train, X_val, y_train, y_val)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 41,
|
|
"id": "a25e21e5-d5b0-43b5-a2f5-3ce04eee060d",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Accuracy for test data 92.0 %\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# kiểm tra độ chính xác với tập test\n",
|
|
"y_pred_test = grid_search.predict(X_test)\n",
|
|
"test_accuracy = accuracy_score(y_test, y_pred_test)\n",
|
|
"print(f\"Accuracy for test data {round(test_accuracy, 2)*100} %\")"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 42,
|
|
"id": "06b92a29-0784-4143-a835-f4a1cb21390f",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Done!\n"
|
|
]
|
|
}
|
|
],
|
|
"source": [
|
|
"# Lưu mô hình huấn luyện\n",
|
|
"save_model(\"model_new.joblib\", grid_search)"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 43,
|
|
"id": "cbf5d0a8-f762-4277-920d-85d31caf2abf",
|
|
"metadata": {
|
|
"tags": []
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# đóng client, cluster\n",
|
|
"client.close()\n",
|
|
"cluster.close()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": null,
|
|
"id": "72eaa4ed-5453-427c-965d-2a6e3a84e2bb",
|
|
"metadata": {},
|
|
"outputs": [],
|
|
"source": []
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Python 3 (ipykernel)",
|
|
"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": "3.10.12"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 5
|
|
}
|