{ "cells": [ { "cell_type": "markdown", "id": "c90d9a84-06a9-443e-918f-3633af207d4d", "metadata": {}, "source": [ "# ePSproc with polarization state control\n", "15/03/24\n", "\n", "In the [basic demo docs](ePSproc_class_demo_161020.html), MF-PADs are illustrated for the default case: linear polarization and $(x,y,z)$ polarization geometry relative to the $z$-axis, as defined by the molecular symmetry axis. In this notebook, further examples of polarization state creation and control are given.\n", "\n", "For further details see also:\n", "\n", "- [Frame definition docs](../special_topics/frame_definitions_docs_130323.html) (includes more info on frame definitions and polarization states, plus frame rotations).\n", "- [Epol class demo](Epol_class_demo_docs_030324-tidy.html), more details of the `EfieldPol` class for generating E-fields with arb polarization states, as used herein." ] }, { "cell_type": "markdown", "id": "e626ab9d-6197-4fab-821d-0b12ca1bef4a", "metadata": {}, "source": [ "## Molecular frame example ($N_2$)\n", "\n", "Quick demo as per the [main class intro docs](ePSproc_class_demo_161020.html)." ] }, { "cell_type": "markdown", "id": "6a58e7e5-42a6-4e2e-9dd6-1a7359787d27", "metadata": {}, "source": [ "### Import matrix elements" ] }, { "cell_type": "code", "execution_count": 1, "id": "5504c5c3-3dd9-4acd-940b-edd2c14724be", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "* sparse not found, sparse matrix forms not available. \n", "* natsort not found, some sorting functions not available. \n" ] }, { "data": { "application/javascript": [ "(function(root) {\n", " function now() {\n", " return new Date();\n", " }\n", "\n", " var force = true;\n", " var py_version = '3.1.1'.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 = 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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, 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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": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "* Setting plotter defaults with epsproc.basicPlotters.setPlotters(). Run directly to modify, or change options in local env.\n" ] }, { "data": { "application/javascript": [ "(function(root) {\n", " function now() {\n", " return new Date();\n", " }\n", "\n", " var force = true;\n", " var py_version = '3.1.1'.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/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.0/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/1.2.0/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/1.2.0/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 = '3.1.1'.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/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/jspanel.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/modal/jspanel.modal.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/tooltip/jspanel.tooltip.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/hint/jspanel.hint.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/layout/jspanel.layout.js', 'https://cdn.holoviz.org/panel/1.2.0/dist/bundled/floatpanel/jspanel4@4.12.0/dist/extensions/contextmenu/jspanel.contextmenu.js', 'https://cdn.holoviz.org/panel/1.2.0/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/1.2.0/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/1.2.0/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 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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": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "* Set Holoviews with bokeh.\n", "* pyevtk not found, VTK export not available. \n" ] } ], "source": [ "# Import\n", "import epsproc as ep \n", "from pathlib import Path\n", "\n", "# Set data path\n", "# Note this is set here from ep.__path__, but may not be correct in all cases - depends on where the Github repo is.\n", "epDemoDataPath = Path(ep.__path__[0]).parent/'data'\n", "dataPath = epDemoDataPath/'photoionization'/'n2_multiorb'\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "6c2522a0-86a6-4caf-a9de-7d049ba2a5f3", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "*** Job orb6 details\n", "Key: orb6\n", "Dir /home/jovyan/github/ePSproc/data/photoionization/n2_multiorb, 1 file(s).\n", "{ 'batch': 'ePS n2, batch n2_1pu_0.1-50.1eV, orbital A2',\n", " 'event': ' N2 A-state (1piu-1)',\n", " 'orbE': -17.09691397835426,\n", " 'orbLabel': '1piu-1'}\n", "\n", "*** Job orb5 details\n", "Key: orb5\n", "Dir /home/jovyan/github/ePSproc/data/photoionization/n2_multiorb, 1 file(s).\n", "{ 'batch': 'ePS n2, batch n2_3sg_0.1-50.1eV, orbital A2',\n", " 'event': ' N2 X-state (3sg-1)',\n", " 'orbE': -17.34181645456815,\n", " 'orbLabel': '3sg-1'}\n" ] } ], "source": [ "# Class dev code\n", "from epsproc.classes.multiJob import ePSmultiJob\n", "from epsproc.classes.base import ePSbase\n", "\n", "# Instantiate class object.\n", "# Minimally this needs just the dataPath, if verbose = 1 is set then some useful output will also be printed.\n", "data = ePSbase(dataPath, verbose = 1)\n", "\n", "# ScanFiles() - this will look for data files on the path provided, and read from them.\n", "data.scanFiles()" ] }, { "cell_type": "code", "execution_count": 3, "id": "65edf010-cf28-4d36-b5fd-c0c96b7de38d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "*** Molecular structure\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "*** Molecular orbital list (from ePS output file)\n", "EH = Energy (Hartrees), E = Energy (eV), NOrbGrp, OrbGrp, GrpDegen = degeneracies and corresponding orbital numbering by group in ePS, NormInt = single centre expansion convergence (should be ~1.0).\n" ] }, { "data": { "text/html": [ "
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propsSymEHOccENOrbGrpOrbGrpGrpDegenNormInt
orb
1SG-15.67192.0-426.4541241.01.01.00.999532
2SU-15.66762.0-426.3371151.02.01.00.999458
3SG-1.49482.0-40.6755801.03.01.00.999979
4SU-0.76872.0-20.9173931.04.01.00.999979
5SG-0.63732.0-17.3418161.05.01.01.000000
6PU-0.62832.0-17.0969141.06.02.01.000000
7PU-0.62832.0-17.0969142.06.02.01.000000
\n", "
" ], "text/plain": [ "props Sym EH Occ E NOrbGrp OrbGrp GrpDegen NormInt\n", "orb \n", "1 SG -15.6719 2.0 -426.454124 1.0 1.0 1.0 0.999532\n", "2 SU -15.6676 2.0 -426.337115 1.0 2.0 1.0 0.999458\n", "3 SG -1.4948 2.0 -40.675580 1.0 3.0 1.0 0.999979\n", "4 SU -0.7687 2.0 -20.917393 1.0 4.0 1.0 0.999979\n", "5 SG -0.6373 2.0 -17.341816 1.0 5.0 1.0 1.000000\n", "6 PU -0.6283 2.0 -17.096914 1.0 6.0 2.0 1.000000\n", "7 PU -0.6283 2.0 -17.096914 2.0 6.0 2.0 1.000000" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Plot molecule\n", "data.molSummary()" ] }, { "cell_type": "markdown", "id": "9f2eedda-8ab5-4cac-a946-aaa904ba0791", "metadata": {}, "source": [ "### Set polarization state(s) and polarization geometries\n", "\n", "For simplicity, use the `EfieldPol` class (see the [Epol class demo](Epol_class_demo_docs_030324-tidy.html) for more info). This provides a quick method to set fields in the $E_{x,y}$, and $E_{l,r}$ basis, and additionally wraps frame rotation functions." ] }, { "cell_type": "code", "execution_count": 4, "id": "737ee2fe-7ec0-4872-96a5-f280fb75e7dd", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Set field from Exy.\n", "[[1. 0.]]\n", "Set field from ell.\n", "[[1. 0. 0.78539816]]\n", "Set field from ell.\n", "[[ 1. 0. -0.78539816]]\n", "Set field from ell.\n", "[[1. 0. 0.39269908]]\n", "Set field from ell.\n", "[[1. 1.04719755 0.39269908]]\n", "Set field from ell.\n", "[[1. 0. 0. ]\n", " [1. 0. 0.08726646]\n", " [1. 0. 0.17453293]\n", " [1. 0. 0.26179939]\n", " [1. 0. 0.34906585]\n", " [1. 0. 0.43633231]\n", " [1. 0. 0.52359878]\n", " [1. 0. 0.61086524]\n", " [1. 0. 0.6981317 ]\n", " [1. 0. 0.78539816]]\n" ] } ], "source": [ "from epsproc.efield.epol import EfieldPol\n", "import numpy as np\n", "\n", "# Create some fields\n", "# Linear pol defined as (Ex,Ey)\n", "Exy = EfieldPol(Exy=[1,0])\n", "\n", "# Define circ pol fields (max and min ellipticity)\n", "ERCP = EfieldPol(ell=[1,0,np.pi/4])\n", "ELCP = EfieldPol(ell=[1,0,-np.pi/4])\n", "\n", "# Define arb ellipticity and rotations, format = [amplitude,azimuth (0,pi), ellipticity (-pi/4,pi/4)]\n", "ellipticity = 0.5*np.pi/4\n", "Eell_mixed = EfieldPol(ell=[1,0,ellipticity])\n", "Eell_rotated = EfieldPol(ell=[1,np.pi/3,ellipticity])\n", "\n", "# Mulitple ellipticities and rotations\n", "states = 10\n", "# angles = np.linspace(0, np.pi, states) # For range of angles\n", "angles = np.zeros(states) # no rotation\n", "ellipticities = np.linspace(0,np.pi/4, states)\n", "ell = np.c_[np.ones(states),angles,ellipticities]\n", "labels = (ellipticities/(np.pi/4) * 100).round(2) # Set labels at %age ellipticity\n", "Eell_multi = EfieldPol(ell=ell, labels = labels)\n", "\n", "# Set all pol states above in a dictionary\n", "polStateList = [k for k in locals().keys() if k.startswith('E') and k != 'EfieldPol']\n", "\n", "# Set dict of EfieldPol objects\n", "polStateDict = {}\n", "for k in polStateList:\n", " polStateDict[k] = locals()[k]" ] }, { "cell_type": "code", "execution_count": 5, "id": "6def911b-58bc-4cf7-a412-e9bd7256399a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0. , 11.11, 22.22, 33.33, 44.44, 55.56, 66.67, 77.78,\n", " 88.89, 100. ])" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Eell_multi.labels" ] }, { "cell_type": "code", "execution_count": 6, "id": "82fecba1-c64c-4767-adc8-96628653ff20", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/plain": [ "[None, None, None, None, None, None]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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YM2cOEhMTm3WeusZTMDW1PxtNGQ7W2dm5WWmwsbFp1vENDVJjCEKhEBs3bsTzzz+vUlUlk8kQFxeHuLg4bNu2DYD8R7B///4YPXo0+vfvr7H9R133qylDT9cOypSrmYyJo6Oj1vvqO39pzg+5Js3JnxkgmLmmDKRR+xjlqNqQqos0qymP5aArUqkUzz33nFpw4O7ujoiICISEhMDLywtOTk6wsrJSGzFx7ty5Ok+TMasdBDUlQ+U8FnXz8vLC//73P/z444/Yvn17vQFrcnIykpOT8cMPP6Bt27Z4+eWXMX78+Dr3rf0daupAO7WHqTaWPKK2xgQ/+s5f9PWg1ZwAlwGCmVNuMdvUY/TxQ9wUtRsL6SNT2rNnj6JYF5A/nb799tuYOHFig8Mnm0OJQW21n9Cack9qZ8xUo3oAnWnTpiEhIQHnzp3DxYsXceXKlTrnBbh//z5eeeUVnDt3rs6uprW/Q03JHwB58bgyY8kjmkPf+UvtYMzFxQXr1q1r9nlrN2htDAYIZq4pXWBqH6OPWcSaovboZUVFRaioqNDpE2jt/uErVqzQejjZ5nQ3aq1qVw80dshZQD4cLjUsODgYwcHBijERUlJS8Pfff+P48eP4448/VMai2LNnD0JCQtS6L9b+LhcWFkIikTS6mqF2A9z6qomaO4x1UwOYptB3/lK76ra0tLRFBt3ShN0czVxCQkKjj1FuaQs0rqGPPnl4eKhE+VKpVKddCauqqlR6bLi4uODxxx/X+vimXOvWrnYj2KbcD+USG9Kev78/Jk6ciM8++wx//PGH2o9N9aBdyjw9PVVGhpRIJFpN1KRMJpOp5RG1W9ZXqz0KZWN/8FuyJ5C+8xd/f3+V5fLycqSnp+vs/E3BAMHMFRYWqnVrakjtgZE0dRWq/YSgzwZfQqFQraV0XZMDNVV+fr7KADJt27Zt1JNVU4fzbs1qfzauXLnSqEy9oqJCp/dQH1ryM95Ubdq0wSeffKJSjJ2Zmak2jLVIJFIZRhoATp8+3ajXiomJUekaKhKJ6p2PoXYV1IMHDxr1WvVN260P+s5fvLy80KFDB5V1hs4zGCAQfvrpJ633zc7Oxp9//qmyTtPAN7UbK+m7y5jyICGAfFQ4XdUV1s74lYOFhhQXFzfqOpsKNzc39O7dW7FcWVnZ4JTLyvbt26e31t26Uvsz3pLF3o3h7OysVqJT1w9y7e/zjz/+2OCYHspqTyIVFhamVlJQrXbJQmOeyK9du6Y25LS+6TN/AaAyCiIAfPfddwYNOBkgEPbs2aN1MeKaNWtU6jKDgoLQp0+fevevXW+n7zETnnzySZW6vLy8PLz77rs6ObeLi4tKQ8Rbt25p/eO1atUqo+3qpW/Tp09XWd68eTNu3LjR4HEpKSnNnsmxJbT0Z7w5tGkbMGXKFJWSsTt37mDHjh1anT8mJkZtaO3a919Z7XEEzpw5o1UJU1VVFT766COt0qRL+sxfAGD27NkqwdTNmzexefNmnZ2/sRggECorK7Fo0aI6Wz0r++abb9S+/PPmzdPY0Kj2E8vRo0ebnE5t2NraYuHChSrr9u3bh3fffVdlEBJNcnNz66z3FgqFKkXmlZWV+O9//9vg+TZs2IAffvhBq9c2RWPGjFH5ISgvL8ecOXM0Fp/GxsZi1qxZyM/Pb3ZDNn2r/RnXZrrw5lq6dKnKNOraOHjwoErw4uLiUmf7IW9vbzz22GMq61avXq02zHBtycnJWLx4sUppQ2BgIEaNGlXvMW5ubipDaVdUVGDlypUan5qlUineffddgwzxrs/8BZBXM8yZM0dl3dq1a7Fp06ZGlSRIJBIcPHgQa9eu1fqYurAXA5o33TMgr99r7mhvhuLn54fU1FTcu3cPTzzxBJYuXYqxY8eqFJveunULGzduVBvvvW/fvg3O5NinTx9YWVkpuvj9/fffePrppzFmzBj4+fmpFT1269at2QPjzJ49G+fPn8cff/yhWLdz505cuHBBMV977dcoKCjAxYsXcfToURw9ehTz589H165d1c791FNPqYwQt3fvXhQXF+Pll19WqT+USqW4dOkSNmzYoGiz0bFjx0Y3+DIFlpaW+O9//4tJkyYpqpjy8/Mxd+5c9O3bF8OGDYO/vz8EAgEyMjJw8uRJnDx5UvFDM2PGDGzfvt2Qb0GjQYMGqTxhb9y4EcnJyRgwYADc3d3Vur/qomX6yZMncejQIfj5+WHkyJEYPHgwunbtWufAZ3fv3sWuXbvUSgEmTZpUb9fct956C+fPn1fMQ1FZWYmFCxdi5syZmDlzpkqDusLCQuzfvx+ffvqpSl9+kUiENWvWNDgx1/Tp01WG0j548CAqKyvxyiuvoF27dor1FRUVOHfuHD7//HNFY+F27drh3r17Gs+va/rMXwDgpZdewrVr1xRtP2QyGT7++GMcOXIEs2fPxqBBg+ocHTQzMxPXrl3DiRMnEBUVhQcPHmDgwIHNeq8MENC86Z4B+YQaq1at0mGKWk6fPn1gZ2eH77//Hg8ePMDbb7+N9957D/7+/rC1tUVWVladJQsBAQFYvXp1g093rq6umDJlikrmdPHixXpnMvzuu+/Qt2/fZr0ngUCAjz76CC+88ILKU8bt27cVMwn6+PjA1dUVUqkUubm5Wne/e/zxx/G///1PJUOr/tJ7eXnBy8sLZWVlSE9PV2mo5ejoiLVr1zaq14Mp6dSpk2LkP+U6+vPnz2ucDXTRokXo16+fSoDQlJH99Gnw4MHo3Lkz4uPjAciLvw8cOKDWJbZa9X66kJqaim+++QbffPMNAHkvBBcXF9jb2ytawddVDRYSEqJx/hknJyd89tlnmD9/vuJ4qVSqeC0/Pz+4ubmhqKgIqampKtWOgLy07b333qu3caKyxx57DD/++KPK56D6O+Xn5wd3d3eUlJQgNTVV5bPz1FNPwcfHBxs2bGjwNXRJn/kLIP98f/rpp3jxxRdx9uxZxfq4uDgsW7YMABTnt7S0RFFREXJzc/VShckqBsLbb7+tMqNjeXk5EhMTce3atTqDg+DgYGzfvh3e3t5anX/ZsmUYOXKkztKrDQcHB2zduhWzZ89We4KRSqVISUlBbGwsrl+/3qgvr1AoxOeff15n9J+ZmYmYmBgkJCSoBAeenp7Ytm2b2hwW5qZ///7YuXOnVj8adnZ2+Pe//42XX35ZbdCdxgyP2xIsLCywYcOGJs1romvZ2dm4desWoqOjcePGjTqDg6FDh2LHjh0NDkHdo0cP7N69u87S0dTUVMTGxiIpKUktOHBxccGXX36p9fggAoEAn3zyiVrvierXiYmJwe3bt1WCg2nTpuH999/X6vz6oK/8pZqjoyO2bduGRYsW1TnOQnp6Oq5fv46YmBjcvXu33uCgvu6l2jKuUJwMQigU4oMPPsDgwYPx+eef19tf38vLCzNmzMDcuXMbHDVQmbW1NTZs2ICLFy/i119/xbVr15CcnIzi4mK9TgNraWmJt956C9OnT8dXX32FP/74Q2OjQpFIhLCwMIwfP77eoWgB+bDKu3fvxqZNm7Bjx456z+nk5IRJkyZh4cKFza42MRVdu3bFDz/8gBMnTuDo0aO4evWqYoIgJycndOzYEYMGDcJTTz2lKEatawx8Y9O2bVv89NNPiIqKQlRUFOLj45GZmYmSkhK1H1Bd+PHHH3HixAmcPn0aV69ebfDpUSQSYeDAgZg2bZradO2aBAUFYf/+/di7dy+2b9+usfTD29sbTzzxBJ599tlGT4Hs5uaGHTt2YOvWrfj222/rHXa4W7duePnllxv1HvRFX/lLNQsLC7z88suYPn06vv32Wxw+fBgpKSkaj6nuUvrwww9j3LhxCAoKauzbUiGQGWOnXdKb8+fPK0ZaA+quHrlz5w5iY2MVI9h5eHigffv26Nmzp9E3GNOkqqoK169fx927d5GXlwexWAwbGxu4uroiMDAQnTt3Vuuy1pDKykrExMTg1q1bKCgogEAggKurKzp27IgePXoYXXF4a/TBBx/g22+/VSyvXr0aEyZMMGCKjItMJsP9+/eRlJSkqNqqqKiAnZ0dnJyc0L59+yZ9tuuSmZmJq1ev4sGDBygoKICdnR3c3d0RHByMTp066eDdyBvYXb16FYmJiYofXC8vL/Ts2ROBgYE6eQ190Ef+Ult6ejri4uKQm5uL/Px8yGQy2Nvbw83NDUFBQQgKCmr25GTKGCCYGW0CBCJjMm7cOJXGnUeOHGn2kxERNYxtEIjIaP35558qwYGnp6dRP0USmRIGCETUIhpbWJmdnY133nlHZd3kyZNbdTUXUWvCAIGIWsSLL76IzZs3azXe/tmzZzF58mSVmRzt7e0xdepUfSaRiJSwBRURtYisrCysWbMG69atQ3h4OHr27ImOHTvCyckJFhYWyM/Px61bt3D69Ok6h2JesWIFvLy8DJByIvPEAIGIWpRUKsWFCxdw4cIFrfa3sLDAq6++yp4LRC2MVQxE1CK0HVhLWbdu3bBlyxbMmzdPDykiIk1YgkBELeKzzz5DUlISzpw5g5iYGNy5cwdpaWkQi8UoLy+HnZ0dnJ2d4ePjg/DwcDz88MPNHnabiJqO4yAQERGRGpYgmLDs7KKGdzIDrq7y0cvy8koa2JP0hffAsHj9VXl6Gt9w3caIbRCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1nKwJwLFjx7BlyxYkJCRAJBIhPDwcS5cuRXBwcIPHDhs2DKmpqfVuHzBgAL7++mvF8htvvIGff/65zn2feeYZvP76641/A0RERDpm9gHCnj17sHz5cgQHB+PVV19FeXk5duzYgalTp2LXrl3o3LmzxuPfeustFBcXq63fv38/Tp06hWHDhtV53OrVq9XWdezYsWlvgoiISMcEMplMZuhEGEpBQQGGDRsGBwcHHDp0CA4ODgCAtLQ0jBs3Dj169MB3333X6PNWVVVhxIgRePDgAf766y84OTkptlWXIMTHx+vsfdSH0z3Lcapbw+M9MCxef1Wc7lk7Zt0GISoqCmKxGJMnT1YEBwDg6+uL0aNH4/z580hPT2/0eU+dOoXU1FSMHj1aJThQJpPJIBaLIZVKm5x+IiIifTHrKoarV68CAMLCwtS2hYWF4eeff0ZsbCx8fHwadd4ff/wRADBlypR694mIiIBYLIZQKET37t3x7LPPYuTIkY16nYZUPzWYO6FQHgfzehgO74Fh8fpTU5h1gJCZmQkA8Pb2VttWvS4jI6NR53zw4AH++OMPtG/fHhEREWrb3d3dMXPmTHTv3h2Ojo5ISkrCjh07sHjxYrz22muYP39+E94JERGRbpl1gFBaWgoAsLKyUttWva6srKxR59y7dy8qKyvrLT147bXX1NZNnToVEydOxCeffIJx48Y1usSiPqxvlGP9q+HxHhgWr78qtkHQjlm3QbC1tQUAVFRUqG2rXmdjY9Ooc/7444+wsrLChAkTtD7G3t4ec+fORWVlJU6dOtWo1yMiItIHsw4QvLy8ANRdjVC9rq7qh/pcuHABSUlJGDlyJNzc3BqVFn9/fwDyKgoiIiJDM+sAITQ0FABw5coVtW3R0dEAgB49emh9vh9++AEAMHny5EanJSkpCQDg4eHR6GOJiIh0zawDhBEjRsDe3h579uyBWCxWrE9LS8ORI0fQp08fRXuA0tJSJCYmIisrq85zFRQU4NixY2jXrh369etX5z4lJSUoLy9XW5+bm4stW7bAysoKgwYN0sE7IyIiah6zbqTo7OyMZcuWYcWKFZg2bRoiIyNRUVGBHTt2AADefvttxb4xMTGYNWsWJk6ciFWrVqmda//+/SgvL8ekSZMgEAjqfL179+5h3rx5GD58ONq1awcnJyfcvXsXe/fuRUFBAd555x1FtQdRa1Ulk6Gq1vBrEmmV/H+lDQIAQou6vytEZHhmHSAA8h4ELi4u2Lp1Kz766COIRCJERERgyZIlCAkJ0fo8e/bsgUgkwpNPPlnvPh4eHhg4cCAuXbqEw4cPo7S0FC4uLoiIiMCcOXPw0EMP6eItEelUlUyGrKJyJOeXIrOoHIVlEhSUSVBYWonCMon8X7kEhWXy5aIyCbQdntXeSggnG0s42YjgZGMJ53/+dlT8bQkPB2sEuNjC18kalkKzLvQkalFmPdSyqeNQy3Ls4tUwSZUMGYVlSMkvRXL+P//nlSIlvwypBaWokBo+mxAKAG8nGwS42MLfxQYBrrbwd7GVBw/ONrC2ZPBQH34HVLGbo3bMvgSByNzIZDKk5JchLqNI/i+9EPFZYqMIAjSRyoDUgjKkFpQB91S3WQiA9u726ObjiG7ejuju44ggd3tYsgqDqMkYIBCZuLySClzPEONaeiHiMopwPaMIBWWSJp3L0kIAZ1vV6gCnf6oCnJX+FtWqCnBwsAYAiMU1jXQlVTIUlatWVRRUV1OUS1BQWomCMgnKJVUNpqtKBtzOKcbtnGLsi5V3UbaxtEAXLwd083FSBA1ejtb1thEiIlUMEIhMjERahatphThzNxdn7ubhdo76dOSa2IosFEX38v9rivM9Haxg0YQf2KYWcctkMuSXVqpUeyTny6s+UvJLNQY6ZZIqXEktxJXUQsU6b0drPNzeDf0D3fBQWxfYWQkb/V6IzAXbIJgwtkGQM4f616yicpxNysXpu3m4cC8PxRXazRLa1tUW3f8plu/k6YAAV1u424l0/pStr3tQUFqJlIIyJGYXK6pMbmeLoU1tiUgoQJifMwYEueHhIDe0c7M12dIFc/gONAbbIGiHAYIJY4AgZ4qZo0wmQ1xGEU7cfoAzd3NxK7vhUgI3OxG6eTuim48juns7oYu3A5xsRC2Q2pa9B2WVUsRniRGXUYRr6fKgIa2g4TlVfJ2s0T/IDYM6uKNvO1eTar9git+B5mCAoB0GCCaMAYKcKWWOqQWlOHw9C4dvZOF+XqnGfZ1sLNGvnSsGBLmhd4AzvA1Y/27oe5BXUoGrqYU4m5SHM3dzkVGkPmCZMjc7EUaFtMG4rm3QuY1Dqy9ZMPT1NzYMELTDAMGEMUCQa+2ZY2FZJX5PyMHh65mIVqpPr0sXLwf0/6fIvJu3o9EMRGRM90Amk+HOg5J/2mjk4kpqIaS1R3ZSEuRuh7Fd2uDRLm3g7dS4yduMhTFdf2PAAEE7DBBMGAMEudaYOVZKq3Dmbh4O38jEycQHqKynUt3eSoj+gW54uL0r+gW6wcNefepyY2DM90BcLsHf9/Nx5m4uTt3JRU6x+uyugHzkx/AAZ4zp6oVhnTzgYN162ngb8/U3BAYI2mGAYMIYIMi1pswxv7QSP8ek44crafX+UAktBOgf6IqxXb0wqL0bbETG3xK/tdwDaZUMF5Pzcfh6Jv64lYPSyrq7WNqJhHi8hzciw3zh72LbwqlsvNZy/VsKAwTtMEAwYQwQ5FpD5ngvtwS7LqfiYFxmvf3+u3g5YFxXL4wK8YSrnXGWFNSnNdyD2korpThxOwe/Xs/ChXt5avNLAPIBmoZ29MD0cD+E+joZbVuF1nj99YkBgnYYIJgwBghyxpo5ymQyXE4pwPcXU/DXndw69/F2tMaYrm0wtosXAt3tWjiFumOs90BbOeJyHLmZjV+vZ9bbY6S7jyOmh/vjkU4eRtcDorVff11jgKAdBggmjAGCnLFljhJpFY7FZ2PnpVTEZ4nr3KdvOxdMC/dH/0DXJg1MZGyM7R40x43MIuy8lIrf4rPrbNzo7WiNyN5+eKKHt9G0UzCl668LDBC0wwDBhDFAkDOWzLFKJsNvN7Ox8UwSUvLV++WLhAI8GtIG08P90dHT3gAp1B9juQe6lFlUjh+upOHnmHQUlauP6OhsY4nZfQIwuZevwduJmOL1bw4GCNphgGDCGCDIGTpzlMlkOJOUh8//ultn8bSzjSUm9fLFpF6+RtsLobkMfQ/0qaRCioNxGdh1ObXOwK+NgxWe7d8O47t7G6zqwZSvf1MwQNAOAwQTxgBBzpCZ49XUAnx+KglXUgrUtrVztcX0CH+M7dLG4E+Y+mYOP1DSKhn+SnyA7y+l1DleRVtXWywaGIhhnTxavDGjOVz/xmCAoB0GCCaMAYKcITLH2znF+PJUEk4mPlDb5utkjeceDsTokDZGM5CRvpnbD9SFe3n4/FQSrmeofwe7eDnghUFB6NvOtcXSY27XvyEMELTDAMGEMUCQa8nM8UFxBdb/dRe/xmWi9hfL1VaEef3aYmKoD6wsLeo83lSZ4w+UTCbD8dsP8MVfd3GvjmGxH2rrglce6YAOHvpvb2KO118TBgjaYYBgwhggyLVE5lglk2FfbAbWn7yr1mDN3kqIGRH+mBbuB3sr42jV3tLM+QdKUiXDobgMbDpzD1li1cGvLC0EmPWQP+b2bavXaiZzvv51YYCgHQYIJowBgpy+M8fEnGJ8+NstXE1TrXcWCQWY3MsXc/u0hYtdy8yaaKz4AyWfZfLHq+n45vx9FJSpBpH+LjZ4Y3gn9A3UT7UDr78qBgjaYYBgwhggyOkrcyyrlGLb+fv47u8Utf7wI4I98PKQ9q12ch9d4w9UDXG5BFvO3sfuyymoPcXGo13a4P+GtoebjkfK5PVXxQBBOwwQTBgDBDl9ZI7nk/KwKuqWWrc2HydrLBveEQPbu+vstUwBf6DUxWeJ8eFvtxBXqyGjk40lXhwUhMd7eOtskCxef1UMELTDAMGEMUCQ02XmWFBaiTXHE3HkRpbKeqEAmB7uj2cHtIOtiXdZbAr+QNVNWiXD3ph0fP7XXRRXSFW29fJzwjujO6Ota/Mng+L1V8UAQTsMEEwYAwQ5XWWOl1Py8c6hm2oNzbr7OOLNEZ0Q3MahWec3ZfyB0ixbXI61xxPxe0KOynpbkQVeH94JY7u2adbYCbz+qhggaIcBggljgCDX3MxRUiXDtnP3sPXcfZUZ/eythHhhUBCeDPUxm/EMmoo/UNo5decBVkfdRnphucr60SGeeGNEpybP7cDrr4oBgnbMs88VkZYyCsvwzq831UbG6x/oindGB8PTwdpAKSNTNLC9O8IDXLD+5F3siU5TrD96MxvX0ouwclwIuvk4GTCFZE5YgmDCWIIg19Snpz8SsvGfY7dUxjWwtBDgxcFBmNrbzyRmWWwpfIJtvD9vP8D7R+NVukQKLQR4/uFAzHzIv1GfP15/VSxB0A4DBBPGAEGusZljWaUU607cwd6YdJX1bV1tsXJcCEK8mLk0Fn+gmiarqBz/OnwTl5JV5/Lo09YF747pDA8tS7B4/VUxQNCOeY33StSAlPxSzNl5RS04GN/NC9tn9GZwQC2qjaM1Pp8UiucfDoRQqcDgwv18TPvuMi6n5BssbWT6GCAQ/eNKSgHm7oxGYk7NU5a9lRDvjw3Bikc7w86K3Rep5QktBHimX1tsmtoLPk41JQb5pZV4YU8s9l/LMGDqyJQxQCACcDAuA4v2xCC/tFKxrpu3I3bM7I1Hu7QxYMqI5EJ9nfD9zHCMCPZUrJNUyfD+0QR89ucdtdE8iZqLAQKZtSqZDOtP3sW7RxIgUcpgx3XzwqbInvB3af4gNUS64mhjiQ/Gh+DFQUFQbqK4/WIKlu2/jpJagy0RNQcDBDJbJRVSvL7/Or77O1mxTgBg8aAgrBgdbHZTMlPrIBAIMKtPAFY/3hU2Sp/Rk4kPMH93NDIKyzQcTaQ95oBkljIKy/Ds7micuP1Asc7G0gKrH++K2X0CmjVqHVFLGNrJA1um9UIbh5qJnW5lF2POzmjEpRdqOJJIOwwQyOzEZ4kxZ2c0ErKLFevaOFhhy9ReGNrJw4ApI2qczm0c8O3TYejmXdO75kFxBZ77IQZ/3MrRcCRRwxggADh27BimTJmCXr164aGHHsLChQuRkJCg1bF79+5F586d6/z35JNP1nlMamoqXnnlFfTr1w+hoaGYMGEC9uzZo8u3RPWISy/E8z/E4EFxzXwKXb0d8e3TYejsxbkUqPXxcLDGximhGNm5pvFiuaQKbx24jsM3Mg2YMmrtzH6o5T179mD58uUIDg7Gq6++ivLycuzYsQNTp07Frl270LlzZ63Os3DhQrRv315lnYuLi9p+GRkZiIyMRFFREWbPng1/f39ERUVh+fLlyMzMxOLFi3XxtqgO0SkFWPLzNZVZ80YEe2LFo8Gw4QyM1IrZiIRYOS4EQW522HT2HgBAKgNW/BqPCkkV5gzuYOAUUmtk1gFCQUEBVq1aBW9vb+zatQsODvInyDFjxmDcuHFYuXIlvvvuO63ONWDAAPTt27fB/dauXYvs7GysX78eo0aNAgBMmTIFCxcuxJdffokJEyYgICCg6W+K6nQ28QFe/CkWZZIqxbqnevpg2fCOHDKZTIJAIMCzA9rB3V6ED3+/DQCQAfjPsVsQWlliZr92hk0gtTpmXcUQFRUFsViMyZMnK4IDAPD19cXo0aNx/vx5pKenaziDquLiYlRUVNS7vbS0FEePHoW/v78iOKg2d+5cSCQSHDhwoPFvhDT6MyEb87ZfUgkOpof74XUGB2SCnuzpixWPBkN5gtF3D97AllN3DZcoapXMOkC4evUqACAsLExtW/W62NhYrc61aNEi9O7dGz169MCoUaOwefNmSCQSlX0SEhJQVlaGXr161fl6AoEAMTExjXwXpMmJWzlY+P1lVCgFB8/0DcCSIe3ZU4FM1vhu3nh/bIjK8MyrjsRj67l7hksUtTpmXcWQmSlvwOPt7a22rXpdRobmYUxtbGwwZswYDBgwAJ6ensjMzMS+ffuwZs0aXLp0CV988QUsLCxUzlXX61lZWcHV1VWRJl2onqDFXB2KTccbB2+ojDD3f8M74YVHWB/b0oRC+XfA3D+TLSmyfyBcnW3x8v+iUSmVfwc2nr4HgaUQS0d0YoBMDTLrAKG0tBSA/Me5tup1ZWWaBx0ZO3Ysxo4dq7IuMjISr7zyCg4dOoTDhw9j3LhxDb4eAFhbWyv2oeY5EpeB//vhKpRHn33j0c6YPzDIcIkiamGjunrhy+m9sWjXFUUp2pd/3oGFQID/G9HJwKkjY2fWAYKtrXwY3braDVSvs7GxafR5BQIBXnjhBRw6dAjHjx9XBAiaXg8AysvL4erq2ujXq4+5Tu16KTkf//dTrEpwsGJ8F4zv7Gm218TQON2w4fRsY48tM8Px3I7LKK2U9+D5/EQi7IUCTO7la+DUGQane9aOWbdB8PLyAlB3NYKm6gBtVPdEyM3NVazTVG1RUVGBvLw8RZqoaW5nF+PVfXGKIlUA+M+EbmzBTWZtQAd3bJsdDmuloZk/irqNPxKyDZgqMnZmHSCEhoYCAK5cuaK2LTo6GgDQo0ePJp377l15i2EPj5qR+YKDg2Ftba04d+3Xk8lkijRR46UXluGlvbEQl9eMc7BoYCCmPsRuo0QPBbrhw/FdFA0XZQCW/3oTl5LzDZksMmJmHSCMGDEC9vb22LNnD8RisWJ9Wloajhw5gj59+sDHxweAvP1AYmIisrKyVM6Rl5endl6JRIK1a9cqXqOara0tRo0ahZSUFBw7dkzlmG3btsHS0hLjx4/X2fszJ/mllXjpp1hki2uqb6b08sWcPgwOiKoN6uCOt0YFK5YrpTK8ui8Ot5WGHSeqZtZtEJydnbFs2TKsWLEC06ZNQ2RkJCoqKrBjxw4AwNtvv63YNyYmBrNmzcLEiROxatUqxfrHHnsM4eHhCA4ORps2bZCZmYlff/0ViYmJGDduHEaOHKnymkuXLsXZs2exbNkyxMXFKUZSPH78OBYtWoS2bdu2zJs3IWWVUiz9+RqScmsaeA4P9sDSRzqwpTZRLY9398aD4gp8cSoJACAul+KlvbHYOq0XfJwa3+aKTJdZBwgAMHXqVLi4uGDr1q346KOPIBKJEBERgSVLliAkJKTB4x977DFcuHAB586dg1gshq2tLTp37owPP/wQEydOVPuB8vX1xe7du7Fu3Trs3r0bJSUlCAwMxHvvvYfIyEh9vU2TJamS4c2DNxCbXqRYFx7gjHfHhEBoweCAqC5z+gQgW1yBPdFpAIBscQVe+ikWm6f2goutyMCpI2MhkMlksoZ3o9YoO7uo4Z1auVW/38JPV2tGu+zkaY9NkT3hYF0T+7IFveHxHhhWXddfWiXD24duICqhZtbHnr5O+HJKKERC0659Zi8G7Zj2p4BM2v7YDJXgwMfJGp8+2V0lOCCiugktBHh3TAjCA5wV666mFeKTE3cMmCoyJgwQqFW6mVmE/0bdUiw7WAvx2VM94OlgbcBUEbUu1pYWWDOhG9q714xw+UN0Gn69zmmiiQECtUL5pZV4ff91VCiNdfDemBAEunEYX6LGcrC2xOrHu8LeqmbK8w9+u4Vb2WINR5E5YIBArYq0SoZ3fr2JtMJyxbp5/dpiUAd3A6aKqHVr52aHFY92ViyXS6qwbP91FJVJNBxFpo4BArUqW87ew7mkmrEn+gW64tn+HCWRqLke6eSB2UrjhqTkl2HF4ZuoYjt2s8UAgVqNvxIfYMu5+4plHydr+ZS27M5IpBMLHw7EQ21dFMt/3cnFN+eTDZcgMigGCNQqpOSXYsXheMWylVCA/z7elX22iXTI0kKAleNC0MahZsbZjaeTcDYpV8NRZKoYIJDRk1TJsPzQTRSV19SHvj68E7p4sS8zka652llh9eNdIfpn0gYZgBW/xiOvpO5ZaMl0MUAgo7fj72TEZdQM+jShhzce79G0WTaJqGHdfJzw6iMdFMt5pZVYHXXbgCkiQ2CAQEbtdk4xNp29p1hu62qrknERkX5MDPXB0I41vYN+T8jBsZtZGo4gU8MAgYyWRFqFfx+OR+U/4x1YCIB/P9oZNiJhA0cSUXMJBAK8MaITnG1qRiZdHXUbOcWsajAXDBDIaH19PhnxWTWDtcyICEAPXycDpojIvLjbW+GNEZ0UywVlEnz42y1wCh/zwACBjFJ8phhbz9d0aWzvbofnBnC8A6KWNqKzJ0YEeyqWTyY+wOEbrGowBwwQyOhUSKrw7yPxkFbJn1KEAuDfYzrDypIfVyJDeH14R7jZ1XQp/uiP28gqKtdwBJkC5rhkdLacu4fbOcWK5Tl927JLI5EBudiJ8NbImqoGcbkU/zmWwKoGE8cAgYzKnQfF+O5CzchtwZ72mNevrQFTREQAMKSjB8Z0aaNYPpuUh9/isw2YItI3BghkNGQyGdYdv4PqSRqFFgKseLQzREJ+TImMwavDOsDDvmaUxc9O3kVZpdSAKSJ9Ys5LRuPUnVycu1czEVNkmC+C2zgYMEVEpMzJRoSXhgQpljOLyrH97xQDpoj0iQECGYVKaRXWnUhULLvaijC/H3stEBmbR0PaoIdPTXfjb/9ORkZhmQFTRPrCAIGMwu7LqUjOr8lkFg4MhKPSAC1EZBwEAgFeGVYzmmm5pAob/rprwBSRvjBAIIN7UFyBrUrTOHfytMeE7pxrgchYdfN2xLhuXorlozezEZ1SYMAUkT4wQCCD+/J0Eooraho6vfJIBwgtBAZMERE1ZPHAQNgpDXv+8fFEVLHbo0lhgEAGdTOzCPtjMxTLI4I9EB7gYrgEEZFWPBysMbdvgGL5ZpYYB69lGjBFpGsMEMigPv3zDqqfOawtLfDi4PYGTQ8RaW9auD/8nG0Uy5+fYrdHU8IAgQzmSkoBLibX1Fs+HeEPX6XMhoiMm7WlBV4eUhPU55ZUYm9MugFTRLrEAIEMZuu5e4q/nWwsMTPC34CpIaKmGNrRHV29a4ZC3/53CsolVQZMEekKAwQyiGvphTh/L1+xPDXMDw7W7NZI1NoIBAKV4dBziiuw/1qGhiOotWCAQAah3K3R3kqIyN6+BkwNETXHoPZuCPa0Vyx/eyEZlVKWIrR2DBCoxd3MLMKpO7mK5SlhvnCyEWk4goiMWe1ShMyichyKY4+G1o4BArW4bedrZmu0sbTA9N5se0DU2g3t5IEgdzvF8jcXkiGp4rgIrRkDBGpRt3OKcfxWjmL5qZ6+cLFj6QFRa2chEOCZvjWlCKkFZTh2M8uAKaLmYoBALeprpbYH1pYWmPEQSw+ITMXIzp5o62qrWN527j6kLEVotRggUIvJKCzD7wnZiuUnenirzC1PRK2b0EKAOX1qRle8l1eq0t6IWhcGCNRifonNQPXDhFAAzOC4B0QmZ0yXNvBytFYs/8yBk1otBgjUIiTSKuxTmnNhUAd3eDtx1EQiU2MptMATPWpmYz1zNxfphWUajiBjxZFpABw7dgxbtmxBQkICRCIRwsPDsXTpUgQHBzd47B9//IGoqChER0cjLS0N1tbWaNeuHSZPnownnngClpaql/iNN97Azz//XOe5nnnmGbz++us6eU/G5q87ucgprlAsTwz1MWBqiEifJvTwxpaz9yCVATIAv8Sk4/mBQYZOFjWS2QcIe/bswfLlyxEcHIxXX30V5eXl2LFjB6ZOnYpdu3ahc+fOGo9/5513YGtrixEjRqBDhw4oKirCoUOH8Pbbb+PYsWP46quvIBCoT128evVqtXUdO3bU2fsyNsrjs/s6WaNfoKsBU0NE+uTpYI1BHdxx4vYDAMC+a5l4tn87WApZaN2amHWAUFBQgFWrVsHb2xu7du2Cg4MDAGDMmDEYN24cVq5cie+++07jOdasWYN+/fqpBAGzZ8/GzJkz8eeff+LkyZMYMmSI2nETJkzQ7ZsxYin5pTiXlKdYfiLUBxZ1BE1EZDqe7OmjCBAeFFfgZOIDDAv2NHCqqDHMOpyLioqCWCzG5MmTFcEBAPj6+mL06NE4f/480tM1N7Dp37+/WgmBUCjEo48+CgCIj4+v8ziZTAaxWAyp1PSnRv1Fqe2B0EKAx7p7a9ibiExB33auKrOzcpbH1sesSxCuXr0KAAgLC1PbFhYWhp9//hmxsbHw8Wl8fXlmpnyYUXd39zq3R0REQCwWQygUonv37nj22WcxcuTIRr+OJq6udg3vpGcVkiocVBpydVRXL3Tyd2nRNAj/KdY0huthrngPDMtQ1396n7ZY81sCAOD8vXwUVgHt3PkZaC3MugSh+kfc21v9ibZ6XUZG42cly8jIwP/+9z84Oztj+PDhKtvc3d0xc+ZMvPPOO/jiiy/wyiuvIDs7G4sXL8aWLVua8C6M2283MvFAqXHitIcCNOxNRKZkUrgfLC1qSlj/dzFZw95kbMy6BKG0tBQAYGWlPlhP9bqyssZ1zykuLsaiRYsgFouxfv16uLi4qGx/7bXX1I6ZOnUqJk6ciE8++QTjxo1rUolFXfLySnRynubY83dNhtDW1RadXW1aPF3VT03GcD3MFe+BYRnq+gsBDO3ooRggbe/lVMx7yN/gbZA8PR0N+vqthVmXINjayocEraioUNtWvc7GRvu++sXFxViwYAGuX7+Od955R+sqA3t7e8ydOxeVlZU4deqU1q9n7MTlEpy/V9M4cVxXL4NnDETUssZ391L8nVNcgdi0QgOmhhrDrAMELy/5B7euaoTqdXVVP9RFLBZj/vz5uHTpEv7973/j6aefblRa/P3lowo+ePCgUccZs1N3clEprRmHfVgnDwOmhogMoU9bFzhYCxXLfyhN1kbGzawDhNDQUADAlStX1LZFR0cDAHr06NHgeYqKijBv3jxER0fjP//5D6ZOndrotCQlJQEAPDxM50c0Smnehfbudghk4yQisyMSWmBwh5rG2sdv5UAm4wROrYFZBwgjRoyAvb099uzZA7FYrFiflpaGI0eOoE+fPor2AKWlpUhMTERWlur0pUVFRXjmmWcQGxuLDz/8EJMmTar39UpKSlBeXq62Pjc3F1u2bIGVlRUGDRqko3dnWKWVUpxVGvuApQdE5kv5+59eWI6bWWINe5OxMOtGis7Ozli2bBlWrFiBadOmITIyEhUVFdixYwcA4O2331bsGxMTg1mzZmHixIlYtWqVYv2cOXNw7do1DB8+HAKBAPv27VN5jc6dOyMkJAQAcO/ePcybNw/Dhw9Hu3bt4OTkhLt372Lv3r0oKCjAO++8o6j2aO3O3M1FuaRKsTwsmAECkbnq284VtiILlFbK84SohBx08WJDQWNn1gECIO9B4OLigq1bt+Kjjz6CSCRCREQElixZovhh1+TatWsA5IMuRUVFqW1fvHix4jweHh4YOHAgLl26hMOHD6O0tBQuLi6IiIjAnDlz8NBDD+n2zRnQHwk19YwBLjbo6GFvwNQQkSHZiIQY2N4dv8XLqx2P38rBCwMD6xyGnoyHQMbKIJOVnV1kkNctl1Rh1BdnUVIpHyVy1kMBeHGw4SZqYRc7w+M9MCxjuP6/x2fjzYM3FMu7ZoWjo6dhHhzYzVE7Zt0GgfTjXFKeIjgAWL1ARMCAIDdYW9b85PxxK1vD3mQMGCCQzv11p6arprejNbp6OWjYm4jMgZ2VEP2VZnH9KzHXgKkhbTBAIJ27nJyv+Pvh9m6sZyQiAMCg9jXdHeOzxCgqkxgwNdQQBgikU5lF5UjOrxmeOiLAxXCJISKj0jvAWfG3DMCV1ALDJYYaxACBdOpySr7KsnKGQETmzc/ZBl6O1orlS0qljWR8GCCQTl1KrnkiCHK3g5ud+kRYRGSeBAIBwpUeGi4nswTBmDFAIJ26klLzhQ/3Z+kBEanqrZQvJGSzHYIxY4BAOpNVVI77eaWK5XC2PyCiWpTzhSoZEM12CEaLAQLpzOUU1S862x8QUW1+zjZo41BT9XiJ1QxGiwEC6YxygyO2PyCiusjbIbgolms3bCbjwQCBdOYy2x8QkRaUGyrGZ4khLmc7BGPEAIF0orRSimSl9gehfk4GTA0RGbOevjUBQpUMSMwpNmBqqD4MEEgn7uQUQ3nWr04eHF6ZiOrm72oLK2HNCKu3GSAYJQYIpBO3smu+4EILAdq52RowNURkzCwtBAhyr5nJUTn/IOPBAIF0QvkJINDNFiIhP1pEVL+OHnaKv1nFYJyYi5NOKH/BO3oYZo53Imo9OnrWVEPezimGTCbTsDcZAgMEajaZTIbbOSWKZQYIRNQQ5RIEcbkUmUXlBkwN1YUBAjXbg5JK5JdWKpY7ejJAICLNaj9IJCo9ZJBxYIBAzXY7W6yyzBIEImqIu70VnG0sFcu3auUjZHgMEKjZlKsXHKyFKtO5EhHVRSAQqJQ2squj8WGAQM12P68mQAhys4dAINCwNxGRXAelro7KE72RcWCAQM2WLa5Q/O3jxNIDItKOt1J+oZyPkHFggEDNlqXU+tjTgQECEWlHOb/ILamApIpdHY0JAwRqtpzimsjf04EzOBKRdpTziyoZkFvMUgRjwgCBmqVSWoXckpoujgwQiEhbtUscs8UcC8GYMECgZsmpFfG3YRUDEWmpTa0Hiiy2QzAqDBCoWbJqjX7m6cgSBCLSjo1ICEfrmrEQWIJgXBggULPUbnnsac8SBCLSnnK1JEsQjAsDBGqWLKWI38VWBCtLfqSISHvK1ZIsQTAuzM2pWXLE7MFARE2nnG9wLATjotcA4YMPPkBJCSfgMGXFFVLF38rjqhMRacPJRqT4Wzk/IcPTa4Bw8OBBPProozh8+LA+X4YMqFxS84W2thQaMCVE1BpZi2p+hpTzEzI8vQYIR44cwZAhQ7B06VLMmzcPycnJ+nw5MoBySZXib2u2PyCiRrKxVA4QqjTsSS1Nrzm6k5MT3n//fezcuRNZWVkYP348NmzYgIoK1jOZijKlLzQbKBJRY1kzQDBaLZKjh4WF4ZdffsGLL76IrVu34rHHHsPp06db4qW1cuzYMUyZMgW9evXCQw89hIULFyIhIUHr40tLS7FmzRoMGzYM3bt3x7Bhw/Dxxx+jtLTu2clSU1PxyiuvoF+/fggNDcWECROwZ88eXb2dFsUSBCJqDgYIxqvFcnShUIj58+dj//79sLKywvz587FkyRJkZWW1VBLqtGfPHrz44osoLS3Fq6++ioULFyI+Ph5Tp05FfHx8g8dLpVIsWLAAmzdvRkREBFasWIFHHnkEW7duxcKFC1FVpfqBz8jIQGRkJH7//XdMmTIFy5cvh7e3N5YvX44NGzbo623qjfIX2oYBAhE1EgME46X3ZueFhYWIjo5GdHQ0rly5gpiYGBQXF8PCwgJnzpzB2LFj8eabb+Kpp57Sd1LUFBQUYNWqVfD29sauXbvg4OAAABgzZgzGjRuHlStX4rvvvtN4jp9//hkXLlzAzJkzsXz5csV6Pz8//Pe//8X+/fvxxBNPKNavXbsW2dnZWL9+PUaNGgUAmDJlChYuXIgvv/wSEyZMQEBAgO7frJ6wBIGImkO5cXO5pAoymQwCgcCAKaJqes3Rx4wZg379+mHBggXYsmULKioqMGPGDGzatAkXLlzAqVOnMGfOHKxYsQLbtm3TZ1LqFBUVBbFYjMmTJyuCAwDw9fXF6NGjcf78eaSnp2s8x759+wAAc+fOVVk/ffp02NjY4JdfflGsKy0txdGjR+Hv768IDqrNnTsXEokEBw4caOa7almqvRgYIBBR41gJVfONCimnfDYWei1BCAgIwMSJExEeHo4ePXrAykp9IJ3FixfD3t4eX3/9NZ555hl9JkfN1atXAcjbSNQWFhaGn3/+GbGxsfDx8anzeJlMhtjYWLRp0wZ+fn4q22xsbNClSxfExsYq1iUkJKCsrAy9evWq8/UEAgFiYmKa8Y5Uubra6exc9alUmr/dxdGmRV6zsYT/ZEDGmDZzwXtgWMZ8/V2di1WWbR2s4WwrqmdvakmNfuR755138Ntvv2m176ZNm7BgwQKEh4fXGRxUCwsLM0hbhMzMTACAt7e32rbqdRkZGfUen5+fj9LS0jqPBwAvLy+IxWKIxWKVc9W1v5WVFVxdXRVpai0kStG+pZDFgkTUOGn5qo25i8slBkoJ1dboEoQ9e/bgzp07GDlypM4SERISgi+++EJn59NWdS+DuoKX6nVlZWX1Hl+9rb7gx9raWvE6Dg4OGl+vev/6ej40RV6e/kexFFrUBAUFReUt8pqNVf3UZIxpMxe8B4ZlzNffRaT6nCoprUSeTL/VDJ6ejno9v6nQaaXxww8/jP/+97+NPs7GxgbDhg3TZVK0YmtrCwB1jstQvc7Gxqbe46u31TeuQ3l5ucrraHq96v2r92kt2AKZiJqjdr7BtkzGQ6d34sGDBxrr0BcuXIh58+bp8iWbxcvLC0Dd1QiaqgOqubi4wNbWtt5qiMzMTDg4OCgaQGqqtqioqEBeXp4iTa0FR0EjouZQzjcEAESsqjQaLRqqFRYW4syZMy35khqFhoYCAK5cuaK2LTo6GgDQo0ePeo8XCATo3r07srKykJqaqrKtrKwMN27cUDk+ODgY1tbWinPXfj2ZTKZIU2uhHO1XMEAgokYqq9VVml0cjYdZl+WMGDEC9vb22LNnj6IhIQCkpaXhyJEj6NOnj6IHQ2lpKRITE9UaU06YMAEA8PXXX6us37VrF8rKyhTbAXkVw6hRo5CSkoJjx46p7L9t2zZYWlpi/PjxOn2P+sYqBiJqDo6lYrzMen5eZ2dnLFu2DCtWrMC0adMQGRmJiooK7NixAwDw9ttvK/aNiYnBrFmzMHHiRKxatUqx/sknn8Qvv/yC7du3o6ioCBEREYiPj8fOnTvRp08fPP744yqvuXTpUpw9exbLli1DXFwc/P39ERUVhePHj2PRokVo27Zty7x5HVEe5KSMM7ERUSMxQDBeZh0gAMDUqVPh4uKCrVu34qOPPoJIJEJERASWLFmCkJCQBo8XCoXYtGkTPv/8cxw+fBiHDh2Cp6cn5s6dixdeeAFCoeoUyL6+vti9ezfWrVuH3bt3o6SkBIGBgXjvvfcQGRmpr7epNyxBIKLmUB5szUbEKeONidkHCADw6KOP4tFHH9W4T9++feudm8He3h7Lli3DsmXLtHq9gIAArF27ttHpNEYMEIioOViCYLyaFCDExcXhmWeeQUhICLp06YIuXbqgffv2uk4btQLKX+gyBghE1EgMEIxXkwKEsrIynDlzBmfPnlWss7a2hkAgQHp6On755ReEhISgQ4cOEIk4ZKYpc7Kp+Qjll1YaMCVE1BrlldTkG47WLNQ2Jo2+G0ePHkVcXBzi4uJw/fp1XL9+HQUFBYpRBdPS0vDmm28CkNfPBwUFISQkBCEhIcjLy9Nt6sngPB2sFX9ni8sNmBIiao2U8402SvkJGV6jA4R27dqhXbt2GDt2rGJdamoqrl+/rhI05OTkQCKR4NatW7h9+zYOHjyo04STcfC0rxk2WlwuRWmlFLZsaEREWsoS14ws6+FQ/5w91PJ0Up7j5+cHPz8/lfkZMjMz1YKGjIwMDoJhYjwdVSP+rKJytHMzvhnjiMj4yGSyWiUIDBCMid4qfLy8vODl5YVHHnlEsS43NxfXr1/X10uSAdT+QmeLKxggEJFWiiukKK2saaToySoGo9KiTUbd3NwwcODAlnxJ0jM3OysoD52exXYIRKSl2vkF2yAYF/YpoWYRWgjgrtQOIVtc90yVRES1ZRep5heejqxiMCYMEKjZ2JOBiJpCuQTB0kIAF1t2izcmDBCo2TyV2iFksQSBiGqpksnqXK9c4ujpYAULNmI3KhyVgppNud4wraDMgCkhImN06k4uVh5LgL+LLQJcbP753xZxGUWKfdhA0fgwQKBmC3Sv6bWQlFsCaZUMQgs+CRCRXLCnPXJLKpFbUomYtMI697mfV4rlh24gwMUWoX5O6B/o1sKppNpYxUDN1tHDXvF3uaQKyfmlBkwNERkbL0drlWHZ65JfWomjN7Ox5dx9ZBayLZMxYIBAzaYcIABAYk6xgVJCRMZIIBCgk6d9wzsC8HGyxrhuXnpOEWmDAQI1m6ONJbyURlS8nc0AgYhUdfJ00Gq/OX3bQiTkT5Mx4F0gnVAuRbjNEgQiqkWbEgRvR2s8xtIDo8EAgXSiAwMEItIgWIsAYW7fAJYeGBHeCdKJjp41PRlS88tQWik1YGqIyNgEudurDMtem5ejNR7r7t1yCaIGMUAgnejkUVO/KANwh6UIRKTE2tJC40Ruc/qw9MDY8G6QTrRzs1UZ+yCBDRWJqJbgNnU3VHS1tcTjLD0wOgwQSCdEQgt0UmqHEJ1aYMDUEJExqq8dwty+bWFlyZ8jY8M7QjrTO8BZ8fel5ALI6hl/nYjMU109GURCAZ7q6WuA1FBDGCCQzoQHuCj+ziwqRyrnZSAiJXWNhfBQWxeWHhgp3hXSmTA/Zyg3Ur6czGoGIqrhbm+lNuTy1N5+BkoNNYQBAumMo42lSiOkSyn5hksMERklV1uR4m+hhQC9/V0MlxjSiAEC6VQ42yEQkQZVSnlCDx9HWLN6wWjxzpBOKT8NsB0CESmrksmQU1yhWH6orYvhEkMNYoBAOhXm78R2CERUp9vZxSitrFIsKzdsJuPDAIF0yslGpNIO4e/kfMMlhoiMykWl/MBKKEB3HyfDJYYaxACBdE65HcKZu7mQSKs07E1E5uJk4gPF3z18ndj+wMjx7pDODe3oofi7sEyCS6xmIDJ7uSUVuJJSkxcMUconyDgxQCCdC/V1gptdTVemP27lGDA1RGQMTtx+gCqlTk2PdHQ3XGJIKwwQSOeEFgI80qnm6eDE7RxIq9jdkcicHU+oeVDo5u0IbycbA6aGtMEAgfRimFKAkFtSycmbiMxYYVmlSoNl5fyBjBcDBNKL3gEucFYaUvU4qxmIzNbJxAcqpYjDghkgtAaWDe9i2lJTU7F27VqcPn0aJSUlCAoKwowZMzB58mStjk9KSsKBAwdw+vRpJCcno7i4GL6+vhgwYAAWLFiANm3aqOx//vx5zJo1q85zubi44Pz5881+T8bA0kKAIR3dsf9aJgB5gLD0kQ6wEAgaOJKITE2UUvVCJ097+LvYGjA1pC2zDhAyMjIQGRmJoqIizJ49G/7+/oiKisLy5cuRmZmJxYsXN3iOH3/8Ed9//z0eeeQRjBkzBjY2NoiOjsbOnTuxf/9+7Nq1Cx06dFA7LjIyEuHh4SrrrK2tdfbejMGwTp6KACFLXIG49CL08GW/ZyJzIi6X4Py9PMUyqxdaD7MOENauXYvs7GysX78eo0aNAgBMmTIFCxcuxJdffokJEyYgICBA4zlGjx6NBQsWwMmp5ocvMjISvXr1wr/+9S989tln+PTTT9WO69WrFyZMmKDbN2RkHmrrAnsrIYorpACA3xOyGSAQmZlTd3JRKa2pXhge7GnA1FBjmG0bhNLSUhw9ehT+/v6K4KDa3LlzIZFIcODAgQbP06NHD5XgoNq4ceMAAPHx8RrTUFZmunMVWFlaYHCHmq5Mh69noZKDJhGZlX2x6Yq/g9zsEORuZ8DUUGOYbQlCQkICysrK0KtXL7VtYWFhEAgEiImJafL5MzPlReseHnUXp61cuRJvvvkmAMDb2xuPP/44Fi1aBFtb3dXNuboa/os4vX87HL6RBQDIK63E3+lFGNfDp0XTIBTK42BjuB7mivfAsAx1/e9ki3FRaaC0yD4B/Ay0ImYbIGRkZACQ/zjXZmVlBVdXV8WPfFNUVys8+eSTKustLS0xdOhQDB48GD4+PsjNzcXvv/+OTZs24cyZM9ixY4dOgwRD6xfkhiAPO9zNKQEA7LyQ3OIBAhEZxu6LKYq/RUIBngzzM2BqqLFafYCwfv16rfft06cP+vbtC0BevA/Ig4G6WFtbK/ZprI0bN+Lo0aMYMWIEJk6cqLItPDwcX331lcq6SZMmYc2aNdi8eTO2b9+OBQsWNOl1a8vLK9HJeZprQjdvfPLnHQDA+bu5uHI7B4EtWMxY/cRiLNfDHPEeGJYhrn+5pAo/XaoJEIZ18oCgQoK8CkmLpaE+np6Ohk5Cq9DqA4QNGzZove/ixYsVAUL1U3pFRUWd+5aXl8PV1bXR6fn222+xbt069OnTB2vWrIFAy259ixYtwtatW3H8+HGdBQjGYlw3L3xx6i4q/mmo9HNsOv5vqHrPDiIyHVEJ2SgoqwkGnuzJksPWptUHCJoaAWpSXbVQXdWgrKKiAnl5eejZs2ejzvn1119j1apV6N+/P7788stGVRXY2dnB3d0dubm5jXrN1sDFVoRhwZ448k9bhENxmXj+4UDYiIQGThkR6cvPMaqNE8P8nDXsTcbIbHsxBAcHw9raGtHR0WrboqOjIZPJEBoaqvX5Nm3ahFWrVmHQoEH46quvGt2OQCwWIycnp95Gja3dU6E1Tw8FZRJO4ERkwhJzihGdWqhYntjTR+vSVDIeZhsg2NraYtSoUUhJScGxY8dUtm3btg2WlpYYP368yvr79+8jMTFR7VwbN27Exx9/jEceeQRffPGFxgGP8vLy1NbJZDKsXr0aMpkMI0aMaOI7Mm49/ZxUujftvZquYW8ias2USw+sLS0wrmsbDXuTsWr1VQzNsXTpUpw9exbLli1DXFycYiTF48ePY9GiRWjbtq3K/nPmzEFqaqpKtcb333+PdevWwcPDAyNHjsThw4dVjrG3t1f50Z8/fz48PDzQvXt3eHt7Izc3F1FRUbh69SoeeughPP300/p90wYiEAjwVKgP1hyXB1hX0woRnylGZy8HA6eMiHRJXC7Boes1PcBGdPaEk41IwxFkrMw6QPD19cXu3buxbt067N69GyUlJQgMDMR7772HyMhIrc4RGxsLAMjJycFbb72ltt3Pz08lQBg9ejSOHz+OXbt2obCwECKRCB06dMCbb76Jp59+GiKR6X6Rxnb1woa/7qJMIh8s6esL97Hqsa4GThUR6dKe6DSIy6WK5SdD2TixtRLIZDJZw7tRa5SdXWToJKhZdyIROy+lAgAEAHbPCUd7d3u9via72Bke74FhtdT1L62U4vHNF5BfWgkACPN3xqbIxjX2bgns5qgds22DQIYxI8IfVkJ5YyUZgG3n7hs2QUSkMz9dTVcEBwAwr19bDXuTsWOAQC3K08Eaj3evGb3yt/hs3M9r2oBURGQ8yiql2P53smK5u48j+rR1MVyCqNkYIFCLm90nAJYW8lKEKhnwzXmWIhC1dvuvZSC3RLX0gF0bWzcGCNTivJ1sMK6bl2L51xtZSCsw3VktiUxdhaQK316oKT0IaeOAh4PcDJgi0gUGCGQQc/oE4J+mCJBWyVQyFyJqXQ5ez0SWuGbY+mdYemASGCCQQfi72OLRLjWDp+y/loHMonIDpoiImkIiVS096OBhhyEd3Q2YItIVBghkMHP6tkX1M4akSoYvTycZMjlE1AQ/Xk1XqSJ8pm9bWLD0wCQwQCCDCXSzUylFOBSXibj0Qg1HEJExyS+pxKYz9xTL7d3tMDzY04ApIl1igEAG9cKgINhY1nwMPz6eCI7dRdQ6bDyThKLymimdlz7SAUILlh6YCgYIZFBejtaY1SdAsRybXoQjN7MMmCIi0sbt7GKVSZmGdHBH33auBkwR6RoDBDK4mRH+8HasmQFz/cm7KKmQajiCiAxJJpPh4+O3UfVPYZ9IKMDLQ9obNlGkcwwQyOBsREK8pJS5ZIsr8O3f7PZIZKxO3H6Ai8kFiuVpvf0R4GprwBSRPjBAIKMwItgDYX5OiuUdfydz8CQiI1QuqcInf95RLLvZifBMvwANR1BrxQCBjIJAIMArj3RUdHuskMrw2ck7Go8hopa381KKSvD+wqAg2FtZGjBFpC8MEMhodPZywOM9aiZyikrIwV+JDwyYIiJSlpxXqjIDaxcvB4xXGjadTAsDBDIqiwYGwt5KqFj+4LdbKFCaPpaIDENaJcN7R+NRJqlSrHvlkQ4cFMmEMUAgo+JmZ4WlQzsolnOKK7DmeKIBU0REALD7ciqiU2sGMpvcyxc9/ZwNmCLSNwYIZHQe6+6lMhPckRtZOH4rx4ApIjJvSQ9KVIZC93exwYuDgwyXIGoRDBDI6AgEArw9qhMcrWsaPn342y3klVRoOIqI9EFSJcO7R+NR/k/VggDAv0Z3hq1IqPlAavUYIJBR8nSwxqvDaqoa8korsTrqtgFTRGSedvydjGvpRYrlaeF+CPNn1YI5YIBARmtMlzYYqjRt7O8JOTjGYZiJWsztnGJsOlszGVM7V1s8/3Cg4RJELYoBAhktgUCAN0Z0grNNTVXD6qjbyClmVQORvkmkVXjvSDwqpfLxlC0EwIpHO8OGVQtmgwECGTV3eyu8PqKTYrmgTILlh25AUsUZH4n06bOTd3EjU6xYnhERgB6+ThqOIFPDAIGM3sjOnhjZuWaO+UvJBfjir7sGTBGRaTt2Mwu7Lqcqltu72+G5Ae0MmCIyBAYI1Cq8NbITAlxsFMvbL6bgj4RsA6aIyDQl5hTj/aMJimU7kRCrHusKK0v+XJgb3nFqFRysLbH68W6wUcqk3j2SgKQHJQZMFZFpEZdLsGz/dZXREv/1aDCC3O0MmCoyFAYI1Gp09LTH8lHBiuWSSimW7b+O4gqJAVNFZBpkMhnePRKP+3mlinUzIvwxPNhTw1FkyhggUKsyuksbRIb5Kpbv5pbgP0cTIJOx0SJRc3z3dwpO3K6ZHC08wBkvDOJoieaMAQK1Oi8PaY+eSq2pf0/Iwc5LqRqOICJNLtzLwxenahr+ejpYYeW4LrC04ERM5owBArU6IqEFPnysC9zsRIp160/ewdmkXAOmiqh1up9XircP3UR1z2GhhQAfju8Cd3srwyaMDI4BArVKng7W+PCxLhD+84AjlQGv77+OuIwizQcSkUJOcQVe/CkW+UpTqi8d2p6zNBIABgjUivX2d8HSR2rmayitrML/7b2m0siKiOomLpdgyd5rSCsoU6wb380Lk3v5ajiKzAkDBGrVpoT5YdZDAYrlvNJKvPhTLIdjJtKgQlKFZfuvIz6rZqTE/oGueHtkJwgEbHdAcgwQqNVbPCgQ47q2USynFZRhyd5rEJez+yNRbVUyGf59JB5/389XrOvq7YhVj3WFpZA/CVTDsuFdTFtqairWrl2L06dPo6SkBEFBQZgxYwYmT56s9Tk6d+5c77YDBw4gODhYZZ1EIsG2bdvw008/ITU1FS4uLhg+fDiWLFkCV1fXJr8XcyUQCLB8VDBySypxNikPABCfJcay/dfxycTuBk4dkfGQyWRYd+IOfouvGYW0rastPpnYDXZWnISJVJl1gJCRkYHIyEgUFRVh9uzZ8Pf3R1RUFJYvX47MzEwsXrxY63NFRERgypQpaut9fHzU1r355pvYv38/HnnkEcybNw8pKSn49ttvcfnyZfzvf/+DnR1HLWssS6EFVj3WFc/vicH1fxoq/n0/H+8eiceGp3vDgt21iLD97xTsVppjwd3eCp891R2uduyxQOrMOkBYu3YtsrOzsX79eowaNQoAMGXKFCxcuBBffvklJkyYgICAgAbOIhcQEIAJEyY0uN/Zs2exf/9+DBs2DF9++aVifbdu3fDSSy9h27ZtjQpMqIadlRCfTOyG+buvKhoqHovPxr8PXse/x3c1cOqIDGv338lYrzTJmb2VEJ8+2R1+zrYGTBUZM7OtcCotLcXRo0fh7++vCA6qzZ07FxKJBAcOHGjUOSsrKyEWizXus2/fPsVrKBs9ejT8/PwU26lpXO3kT0TKfbh3XkjGW79cg5RTRJOZ+vZsEpbvi1Msi4QCfDShKzq3cTBgqsjYmW0JQkJCAsrKytCrVy+1bWFhYRAIBIiJidH6fEePHsX+/fshlUrh6OiIoUOHYsmSJfD391fZ7+rVq7CwsKj3dQ8ePIj8/Hy4uLg08h2pc3U1z6oKV1c7fD0nAjO2XkBhmbyh4o+XU1EhqcLqp3qwIZYBCP+55ub6mTSkr07ewUfHamZntBAAayaFYlQP9epPImVmGyBkZGQAALy9vdW2WVlZwdXVFZmZmVqdq3v37hg9ejQCAwNRUVGBS5cuYc+ePfjrr7+wc+dOdOhQ01c/IyMDrq6usLJSr/Pz8vJS7KOLAMGcdfVxwvZn+mDON38jr0Q+CMz+mHSUS6uwbnJPTl1LJk8mk2H98UR89sdtxTpLCwHWTemJMd3V8z2i2lp9gLB+/Xqt9+3Tpw/69u0LQF7FAKDOH2oAsLa2VuzTkJ9++kllefz48Rg6dCgWLFiADz74AFu3blVsKysrg7Nz3aOUWVtbK/bRhbw8854K2dfWEl9ODsXin2KRI5aPi3A0LhMLSi9i1WNdYc0gocVUlxyY+2eypchkMmz4Kwnf/Z2sWCcSCrDqsa7o5+dk9vfB09PR0EloFVp9gLBhwwat9128eLEiQLC1lTfMqaioe0Cd8vLyZnU5HDJkCHr27Ilz586hvLxc8eNvY2Oj8TWr9yHd6OBhj13z+2LGtgvILJRf31N3cvHKL9ewZkI32IjYtYtMi0wmw8fHE/G/K2mKddaWFvjy6TD08LA3YMqotWn1AUJ8fHyTjquuWqiualBWUVGBvLw89OzZs1lp8/f3x9WrV5Gfn6+oPvD29kZSUhIqKirUSi+qqzTqqvagpguqDhK2nEfaP0HC+Xv5eHnvNayd2A32Vq3+a0AEAJBWybA66jb2xqQr1tmKLLB5Zjj6tXc3+5IDahyzLWMNDg6GtbU1oqOj1bZFR0dDJpMhNDS0Wa+RlJQEkUikUhIRGhqKqqoqXL16VW3/K1euoG3btmx/oAdt3ezwVWRPBLjUlM5cTinAs7uvIr1QN1U6RIZUUiHFsv3XVYIDeysh1j/VA/3auxswZdRamW2AYGtri1GjRiElJQXHjh1T2bZt2zZYWlpi/PjxKuvv37+PxMRElXV5eXl1nv/gwYOIi4vDwIEDVUoKqsdK2LZtm8r+x44dQ2pqqlZjKVDTeDvZYFNkTwS51bSkv5VdjDnfX0FsWqEBU0bUPBmFZZi/OxonEx8o1jnZWOKLyaGcmZGaTCCTycy2c3haWhomT56M4uJilZEUjx8/jkWLFuHll19W2X/YsGFITU1Vqdb44IMPcPnyZfTr1w8+Pj6orKzE5cuXcezYMXh4eGDXrl1qgy298sorOHjwIB555BEMHz4cKSkp+Oabb+Dv748ffvgB9va6qSfMzubUx4B6A7nckgq8+kscYtNrro+VUIB3RnfGo13a1HkOah42UtSf2LRCvLovDrklNVM2ezlaY93EbujkKR/ngNdfFRspasesAwQASE5Oxrp16xRzMQQGBmLGjBmIjIxU27euACEqKgq7du3CrVu3kJeXB5lMBj8/PwwdOhTPPvss3N3Vi/YqKyuxbds27N27VzEXw7Bhw7BkyRK4ubnp7L0xQJCrK3Msl1Th/aPxOHozW2Xfef3aYsGAdrDgjHY6xR8o/Th6IwvvHY1HhbQmG+/u44iPJnSDh9JgYbz+qhggaMfsAwRTxgBBrr7MUSaTYeu5+/jqzD2V9cODPfDvRzuzh4MO8QdKt6pkMmw6cw9bz91XWT86xBPLRwWrfXZ5/VUxQNAOm2+T2RIIBJjfvx3audnh3SPxKJdUAQCiEnKQVlCGNRO6oY2jtYFTSaSqrFKKd4/E4/eEHJX1Cwa0w/x+bSFg6RfpiNk2UiSqNrKzJ76K7KlSJHsjU4wZ2y/j9N1cA6aMSNXtnGLM/v6KSnBgbWmBD8Z3wbP92zE4IJ1igEAEoJu3I755Okxl8pq80kos2XsN604kouKf0gUiQ5DJZPgxOg1zvr+COw9qqgnc7a3w1ZRQjOzsacDUkaligED0Dy9Ha2ye2lMts915KRXzdkXjXi7rb6nlFZRWYtn+6/hv1G1FNRgAdPV2xDfTe6Gbj5MBU0emjAECkRJbkRArx4Vg+ahOKnM13MwSY+aOyzgYlwG266WWcjklH9O/u4QTtx+orJ/1UAC2TO0JbycOy076w14MJoy9GOSa2oL77oMSvH3oBm5lF6usHx3iiTdGdIKDNdv4aout6BtHUiXD1rP3sO38fVQp5dDu9lZ499HO6BvYuHlieP1VsReDdliCQFSPIHc7fD09DJFhvirrj97MxtPbL+NScr5hEkYm7V5uCRb+7yq2nFMNDgYEuWLnrN6NDg6ImoolCCaMJQhyunh6Opn4AO8diUdBmURl/WPdvPDSkPZwsRU1K42mjk+wDauQVOHbv5Px9fn7qFQa+MjSQoAXBwdham+/Jg/gxeuviiUI2mGAYMIYIMjpKnPMKirHisM3cTG5QGW9i60IS4a0x9iubdjNrB78gdLsUnI+PvztFu7llaqsb+tqi5XjQhDi1bwfNF5/VQwQtMMAwYQxQJDTZeYorZLhf1dSsfF0EkorVbs+RrR1wRvDO6Kd0mRQJMcfqLrll1Ti05N3cDAuU2W9hQCYEuaH5x8OhJ1V80f05PVXxQBBOwwQTBgDBDl9ZI4ZhWX46I9EldnzAEAkFGBu37aY/VAArCzZxKcaf6BUyWQyHLqeiU9O3FGrtgpp44A3R3ZCV2/d/Yjx+qtigKAdBggmjAGCnD4zxxO3cvDRH7eRJa5QWd/O1Rb/N7QDBgS5stoB/IFSFp8pxid/JqpVVdmKLLDw4UBMCfODpYVuPzO8/qoYIGiHAYIJY4Agp+/MsbhCgo2n7+GHK6kqrc4BIMzfGS8MDERPP2e9vHZrwR8oIDmvFBtPJ+FYfLbatiEd3PHqsA56G9eA118VAwTtMEAwYQwQ5Foqc7yeUYQPf7uFm1litW2DO7jj+YGB6Ohhr9c0GCtz/oHKEZdjy7n7+CU2A9JaEWQbByu8Nqwjhnby0GsazPn614UBgnYYIJgwBghyLZk5Sqpk2Hs1HVvP3UNuSaXKNgGAsV3bYMGAQPg6m9cIeOb4A1VUJsF3fydj1+VUlSGSAfkES5FhfnimXwDsrfQ/4JY5Xn9NGCBohwGCCWOAIGeIzLGkQoqdl1Kw42IKiiukKtssLQR4qqcP5vZtC3elGSRNmTn9QJVVSvHDlTR8+3cyCms1QBQKgCdCfTCvX1t4OrTcVOLmdP21wQBBOwwQTBgDBDlDZo75JZX4+sJ9/Bidhgqp6lfNSijA2K5emBbuh/bupl31YA4/UDnicuyJTsNPV9PVeiYA8mnFFz4ciLauti2eNnO4/o3BAEE7DBBMGAMEOWPIHDMKy7D57D0cjMtUa8gIyIfRnR7ujz5tXUyy14Mx3AN9ScgSY+flVBy9kQVJHTe3X6ArXhgY2OzBjprDlK9/UzBA0A4DBBPGAEHOmDLHuw9K8MWpu2qz81Xr6GGP6eF+GB3SxqTGUTCme6ALVTIZzt7Nw/eXUvD3/fw69+nu44gXBgYhoq1Li6atLqZ2/ZuLAYJ2GCCYMAYIcsaYOd55UIxdl1Lx6/VMtaoHAHCzE2FyL1880cMbHi1YV60vxngPmkJcLsGxm1nYdTkVSbmlatsFkPdYmR7hhzA/Z6MpDTKV668rDBC0wwDBhDFAkDPmzDG3pAI/XU3Hj9Fpar0eAPmQu33aumJM1zZ4pJMHbEXNH3bXEIz5HjREUiXD+Xt5+DUuE38mPlDrkQDIeyU81s0L08L9DdLGoCGt+frrAwME7TBAMGEMEORaQ+ZYLqnC0RtZ+P5SCu48qDudtiILDOvkgTFdvRAR4AKhjkfb06fWcA+UyWQyxGeJ8ev1LBy9mVVn8AYAHvZWmBLmiydDfeBsxDN6trbrr28MELTDAMGEMUCQa02Zo0wmf1r9/lIqziflob4vp6eDFR4NaYOxXb3QwcPOaIqy69Na7kFGYRmO3MjCrzeycLeeQA2Qz5cwLdwPIzt7QiQ0/rYireX6txQGCNphgGDCGCDItdbMMaOwDEdvZuPX65n1lioAgJ+zDR4OcsOAIDeEBzjDxgirIYz1HkiqZIhLL8Tpu7k4czcP8XWMglnN08EKY7q0wZiuXq1uRExjvf6GwgBBOwwQTBgDBLnWnjnKZDIkZBXj0PVMjcXdgLwuvLe/syJgCDCS+nBjugcPiitwNkkeEJxLykNRufqYBdVac7WOMmO6/saAAYJ2GCCYMAYIcqaUOVY3mDt8PRMnbtfdYE5ZgIsNBgS5obe/M7p6O8LL0dog1REGHayqtBLXM4pwNa0QZ+/m4kZm/aUEwD8NQ9u5YmzXNhjasfU2DFVmSt8BXWCAoB0GCCaMAYKcqWaOxRUSnL+XjzN3cnEmKRfZtaacrouHvRW6eTuim48junk7oqu3IxysTWcugHJJFRKyxLiWUYS49ELEZRQhJb+sweMcrIXo184V/f8pefEwsSGwTfU70FQMELTDAMGEMUCQM4fMUSaT4VZ2Mc7czcWZpDzEpBagjuEV1AgABLrZoauPI4I97RHgYosAF1v4OtvodKAmXd8DSZUMmUVlSMkrQ3J+KRJzihGXUYSE7GK1GRPr08nTXlEV08PXCZattPpAG+bwHWgMBgjaYYBgwhggyJlj5lhUJsGF+3k4czcXF+/nI62wvFHHCwB4O1nD/5+Awd/FRhE4uNiK4GRj2ajGkI29B5XSKhSWSVBQVon0wnKk5JUiOb8UKfnygCCtoKzOYY01psFWhLB/2mf0D3Jt0cmSDM0cvwOaMEDQDgMEE8YAQY6Zo3xAprj0IsRlFCn+19Q4TxvWlhZwsrH8558Izv/87WgtgrWl6tO4jY18jICyspoGlpIqGQrLJP/8q0SB0t+llZrbVmiTtpA2DoqqlO4+TvBxMkz7C2PA74AqBgjaYYBgwhggyDFzVCeTyXA/r1QRMFzPLMK93NJmBw2GYGNpgQBXW4S0cUB3H0d083ZCBw87WLaC8QlaCr8DqhggaEf/rZOIyOgIBAK0c7NDOzc7jO3qpVhfUFqJlPxSJOeXISW/VOVvTd0r9c3eSoi2rrbwc7ZFgKuNouojwMUG7vZWZlsyQKRPDBCISMHZVgRnWxG6+TipbROXS5BZVI6iMsk/1QGVdVYPFJZJ1NoHCP95mpdKa6oOLAQCONpYwtnGEo7WqtUUTrY1f3vYW8HFVsQggKiFMUAgIq04WFs2uUski7iJWh+zDxBSU1Oxdu1anD59GiUlJQgKCsKMGTMwefJkrY5fv349NmzYoHGfkydPwstLXox7/vx5zJo1q879XFxccP78+ca9ASIiIj0w6wAhIyMDkZGRKCoqwuzZs+Hv74+oqCgsX74cmZmZWLx4cYPnGDlyJNq2bau2Pi0tDZ988gm6deumCA6URUZGIjw8XGWdtbX5dLsiIiLjZtYBwtq1a5GdnY3169dj1KhRAIApU6Zg4cKF+PLLLzFhwgQEBARoPEdISAhCQkLU1n/yySeK89WlV69emDBhQvPeABERkZ6YbT+g0tJSHD16FP7+/orgoNrcuXMhkUhw4MCBJp1bKpVi7969sLOzw/jx4zWmoays4WFgiYiIWprZBggJCQkoKytDr1691LaFhYVBIBAgJiamSec+efIkMjMzMWbMGDg4ONS5z8qVK9GrVy/07NkTQ4YMwccff4zS0tImvR4REZGumW0VQ0ZGBgDA29tbbZuVlRVcXV2RmZnZpHP/8MMPAOTtDGqztLTE0KFDMXjwYPj4+CA3Nxe///47Nm3ahDNnzmDHjh2wtdXNFL3VLcfNXXUXO14Pw+E9MCxef2qKVh8grF+/Xut9+/Tpg759+wKA4mndyqruWdusra2b9ESflZWFP//8E8HBwejZs6fa9vDwcHz11Vcq6yZNmoQ1a9Zg8+bN2L59OxYsWNDo1yUiItKlVh8gNNTFUNnixYsVAUL1U3pFRd1T5JaXl8PV1bXR6dm7dy+kUmm9jRPrs2jRImzduhXHjx/XWYDAPudy7INveLwHhsXrr4pDLWun1QcI8fHxTTquumqhuqpBWUVFBfLy8uosAdBEJpPhxx9/hI2NTaN7KNjZ2cHd3R25ubmNOo6IiEgfzLaRYnBwMKytrREdHa22LTo6GjKZDKGhoY0659mzZ5GcnIzRo0fDyUl9qFpNxGIxcnJy4OHh0ajjiIiI9MFsAwRbW1uMGjUKKSkpOHbsmMq2bdu2wdLSUq2L4v3795GYmFjvOffs2QOg/rEPACAvL09tnUwmw+rVqyGTyTBixIjGvA0iIiK9aPVVDM2xdOlSnD17FsuWLUNcXJxiJMXjx49j0aJFaiMkzpkzB6mpqXVWa+Tm5uK3335D+/btERERUe9rzp8/Hx4eHujevTu8vb2Rm5uLqKgoXL16FQ899BCefvppnb9PIiKixjLrAMHX1xe7d+/GunXrsHv3bpSUlCAwMBDvvfdenV0UNdm3bx8qKysbbJw4evRoHD9+HLt27UJhYSFEIhE6dOiAN998E08//TREIlFz3hIREZFOCGQymazh3ag1ys4uMnQSjAJbcBse74Fh8fqrYi8G7ZhtGwQiIiKqHwMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsOhlomIiEgNSxCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIDQMEIiIiUsMAgYiIiNQwQCAiIiI1DBCIiIhIjaWhE0Cka6mpqVi7di1Onz6NkpISBAUFYcaMGZg8ebLW5+jcuXO92w4cOIDg4GBdJLVVO3bsGLZs2YKEhASIRCKEh4dj6dKlWl+b0tJSfP755/j111+RlZWFNm3aYNy4cVi0aBFsbW31nHrT0Jx7sHfvXrz55pt1buvWrRv27t2r6+RSK8MAgUxKRkYGIiMjUVRUhNmzZ8Pf3x9RUVFYvnw5MjMzsXjxYq3PFRERgSlTpqit9/Hx0WWSW6U9e/Zg+fLlCA4Oxquvvory8nLs2LEDU6dOxa5duzQGWAAglUqxYMECXLhwARMmTMBDDz2EmzdvYuvWrYiJicHXX38NCwsWcGrS3HtQbeHChWjfvr3KOhcXFz2kmFodGZEJee2112TBwcGyo0ePqqx/7rnnZF27dpXdv39fq/MEBwfLXn/9dX0ksdXLz8+X9e7dWzZ48GBZUVGRYn1qaqqsV69espkzZzZ4jj179siCg4Nl77//vsr6rVu3yoKDg2U///yzrpNtUnRxD3766SdZcHCw7Ny5c/pMKrViDNHJZJSWluLo0aPw9/fHqFGjVLbNnTsXEokEBw4caNQ5KysrIRaLdZnMVi8qKgpisRiTJ0+Gg4ODYr2vry9Gjx6N8+fPIz09XeM59u3bB0B+X5RNnz4dNjY2+OWXX3SeblOii3ugrLi4GBUVFfpIKrViDBDIZCQkJKCsrAy9evVS2xYWFgaBQICYmBitz3f06FH07NkT4eHhiIiIwKuvvoqUlBQdprh1unr1KgD5Na2tel1sbGy9x8tkMsTGxqJNmzbw8/NT2WZjY4MuXbpoPJ6afw+ULVq0CL1790aPHj0watQobN68GRKJRHeJpVaLbRDIZGRkZAAAvL291bZZWVnB1dUVmZmZWp2re/fuGD16NAIDA1FRUYFLly5hz549+Ouvv7Bz50506NBBp2lvTaqvYV3XuXpd9b2oS35+PkpLS9GpU6c6t3t5eeHKlSsQi8UqT8dUo7n3AJAHY2PGjMGAAQPg6emJzMxM7Nu3D2vWrMGlS5fwxRdfsB2ImWOAQEZn/fr1Wu/bp08f9O3bF4C8igGQBwN1sba2VuzTkJ9++kllefz48Rg6dCgWLFiADz74AFu3btU6jaZG03WuXldWVlbv8dXbNN2n6tdhgFC35t4DABg7dizGjh2rsi4yMhKvvPIKDh06hMOHD2PcuHE6SjG1RgwQyOhs2LBB630XL16sCBCqu8bVV5daXl4OV1fXJqdryJAh6NmzJ86dO4fy8nLFD5m50XSdq9fZ2NjUe3z1Nk33Sfl1SF1z70F9BAIBXnjhBRw6dAjHjx9ngGDmGCCQ0YmPj2/ScZqKVisqKpCXl4eePXs2K23+/v64evUq8vPz4eXl1axztVbV7zsjI0OtqkVTNU81FxcX2Nra1lsEnpmZCQcHB5YeaNDce6BJQEAAACA3N7cZKSRTwAomMhnBwcGwtrZGdHS02rbo6GjIZDKEhoY26zWSkpIgEomaVRLR2lVfwytXrqhtq772PXr0qPd4gUCA7t27IysrC6mpqSrbysrKcOPGDY3HU/PvgSZ3794FAHh4eDQtcWQyGCCQybC1tcWoUaOQkpKCY8eOqWzbtm0bLC0tMX78eJX19+/fR2Jiosq6vLy8Os9/8OBBxMXFYeDAgfXWn5uDESNGwN7eHnv27FHpApqWloYjR46gT58+isGkSktLkZiYiKysLJVzTJgwAQDw9ddfq6zftWsXysrKFNupbrq4B3V9ziUSCdauXat4DTJvAplMJjN0Ioh0JS0tDZMnT0ZxcbHKSIrHjx/HokWL8PLLL6vsP2zYMKSmpqpUa3zwwQe4fPky+vXrBx8fH1RWVuLy5cs4duwYPDw8sGvXLkUxrLnavXs3VqxYgeDgYERGRqKiogI7duxAXl4edu3ahZCQEADA+fPnMWvWLEycOBGrVq1SHC+VSjFr1ixcvHgRTzzxBCIiIhAfH4+dO3ciPDwc33zzDYRCoaHeXqvQ3HswcOBAhIeHIzg4GG3atEFmZiZ+/fVXJCYmYty4cfj4448hEAgM9fbICLANApkUX19f7N69G+vWrcPu3btRUlKCwMBAvPfee4iMjNTqHH379sWdO3dw4MAB5OXlQSaTwc/PD3PmzMGzzz4Ld3d3Pb8L4zd16lS4uLhg69at+OijjyASiRAREYElS5Yofpg0EQqF2LRpEz7//HMcPnwYhw4dgqenJ+bOnYsXXniBwYEWmnsPHnvsMVy4cAHnzp2DWCyGra0tOnfujA8//BATJ05kcEAsQSAiIiJ1bINAREREahggEBERkRoGCERERKSGAQIRERGpYYBAREREahggEBERkRoGCERERKSGAQIRERGpYYBAREREahggEBERkRoGCERERKSGAQIRERGp4WyORNQsSUlJGD16tFb7Tpo0CStXrtRziohIFxggEFGzxMXFAQCsra3RrVs3jfsOHjy4JZJERDrAAIGImqU6QOjduze++eYbwyaGiHSGbRCIqFmuX78OAOjSpYuBU0JEusQAgYia5caNGwCAkJAQA6eEiHSJAQIRNVlKSgry8/MBsASByNQwQCCiJquuXrC2tkb79u0NnBoi0iU2UiSiJqtuoFheXq6xB4ObmxvOnj3bUskiIh1ggEBETVZdguDr6wtvb+969wsNDW2pJBGRjjBAIKImqw4QXnzxRTz55JMGTg0R6RLbIBBRk2RmZiInJwcAezAQmSIGCETUJNXtDywtLdGxY0etj0tLS0NoaChWrFihsv77779HSEgIfvnlF10mk4iaiAECETVJdfVCUFAQrKystD7O19cXM2fOxE8//YT79+8DAA4dOoT//Oc/eOutt/DEE0/oI7lE1EgMEIioSapLEDp37tzoY5977jnY29vj008/xcmTJ/H666/jhRdewKxZs3SdTCJqIgYIRNQk1SUITWl/4OTkhOeffx6HDh3Ciy++iOnTp2Px4sW6TiIRNQN7MRBRo+Xm5iIjIwMA8NNPP+GPP/6od19nZ2ds3LhRbX1QUBBkMhlcXV3x5ptv6i2tRNQ0DBCIqNGqqxcA4O7du7h79269+w4YMEBtXUxMDJYsWYLevXvj8uXL+P333zFy5Ei9pJWImkYgk8lkhk4EEZmPW7duYcaMGejfvz/Wrl2LadOmoaCgAAcPHoSlJZ9ZiIwF2yAQUYtJTk7GM888g+7du2P16tWwsLDA0qVLcffuXfzwww+GTh4RKWEJAhG1iOzsbEyfPh1ubm74+uuvYWdnp9g2b9483Lx5E8eOHYO9vb0BU0lE1RggEBERkRpWMRAREZEaBghERESkhgECERERqWGAQERERGoYIBAREZEaBghERESkhgECERERqWGAQERERGoYIBAREZEaBghERESkhgECERERqWGAQERERGoYIBAREZGa/wdmeEItOEAxkgAAAABJRU5ErkJggg==", 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", 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", 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", 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Each e-field object has some attached methods, for this demo access them via a dictionary\n", "# item.plot() is available if the py_pol library is installed.\n", "# item.plotSph() is always available\n", "\n", "# Plot all pol states\n", "[item.plot(figsize=(4,4)) for k,item in polStateDict.items()]" ] }, { "cell_type": "markdown", "id": "4a509b2f-5989-4d1a-b84d-94feb121a07d", "metadata": { "tags": [] }, "source": [ "### Compute MF results\n", "\n", "The main MFBLM class routine will accept either an `EfieldPol` object, or the dictionary `self.epDict`, which contains the parameters required by the MFBLM() calculation. In the former case, default configuration options will be applied if missing, or can be set manually for additional control. If multiple polarization states are present in the `EfieldPol` object, calculations will be run for all pol states (see demo below).\n", "\n", "**Known issue**: for some cases low cross-sections may result in unphysical $\\beta_{L,M}$ results. These currently require manual checking of the corss-sections, but will be automatically flagged/filtered in future. See [issue #76 for updates](https://github.com/phockett/ePSproc/issues/76)." ] }, { "cell_type": "code", "execution_count": 7, "id": "8e65ff14-d9a1-4c5c-b956-89bbfadde274", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Calculating MF-BLMs for job key: orb6\n", "Set parameters to `self.epDict` and `self.epXR`.\n", "Set pol state data to self.YLM and self.YLMrot, and orientations to self.RX.\n", "Set orientations to self.epDict['RX'].\n", "\n", "Calculating MF-BLMs for job key: orb5\n" ] } ], "source": [ "# Set input field(s) as class instance\n", "Einput = Eell_rotated\n", "\n", "# Two options:\n", "# (1) Use Epol class object as Einput, this will run for default config options if not set\n", "data.MFBLM(EfieldPol = Einput)\n", "\n", "\n", "# # (2) Manually configure then pass either object or self.epDict to be passed.\n", "# # Set params for MFBLM calculation\n", "# Einput.setep()\n", "# Einput.setOrientation() # To ensure frame settings for Epol, run self.setOrientation.\n", "# # Otherwise MFBLM computation will use defaults.\n", "# Einput.calcEPR(labels = ellipticities.round(2)) # For multi-pol case also need calcEPR, but can skip for single pol case.\n", "# # Set labels for additional control\n", "# data.MFBLM(EfieldPol = Einput) # Pass with updated object\n", "\n", "# # Can also run as per older style with dict passing\n", "# data.MFBLM(**Einput.epDict) # Pass via self.epDict" ] }, { "cell_type": "code", "execution_count": 8, "id": "e5349473-9582-48d2-b7da-67b677491cfc", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using default sph betas.\n", "Summing over dims: set()\n", "Plotting from self.data[orb5][MFBLM], facetDims=['Eke', 'Labels'], pType=a with backend=pl.\n", "*** WARNING: plot dataset has min value < 0, min = (-2.440693579175965-0.18527562237567477j). This may be unphysical and/or result in plotting issues.\n" ] }, { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "colorscale": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ], "scene": "scene", "showscale": false, "surfacecolor": [ [ 7.109643568280026e-05, 0.01866366691449619, 0.07196741570621158, 0.1515687468388459, 0.2450578666337736, 0.33775356036334314, 0.41494727534422743, 0.4642087022158043, 0.4774190444057001, 0.4522245560113516, 0.39267324874137016, 0.3089053505170186, 0.21590066611593403, 0.13142602962425354, 0.07345320635045316, 0.057411523092309985, 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Set plot to self.data['orb5']['plots']['MFBLM']['polar']\n" ] } ], "source": [ "# Plot some MF-PADs with Plotly backend\n", "# data.BLMplot(dataType='MFBLM', thres = 1e-2, backend='hv', Erange=[0,15], ylim=(-1.5, 2.5), width=800)\n", "data.padPlot(keys = 'orb5', Erange = [8, 10, 4], dataType='MFBLM',\n", " nCols = 5, backend='pl', returnFlag=True)" ] }, { "cell_type": "code", "execution_count": 9, "id": "bec6613c-09d9-42e7-8c7e-9362ef1b13a7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BLMplot set data and plots to self.plots['BLMplot']\n" ] }, { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
\n", "
\n", "
\n", "" ], "text/plain": [ ":HoloMap [Orb,Labels]\n", " :NdOverlay [l,m]\n", " :Curve [Eke] (BLM)" ] }, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p1002" } }, "output_type": "display_data" }, { "data": { "text/plain": [ "True" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Plot BLM parameters\n", "# Note this may be quite slow for large results sets\n", "data.BLMplot(dataType='MFBLM', thres = 1e-2, backend='hv', width=700, ylim=(-1.5, 2.5), xlim=(0,15))" ] }, { "cell_type": "markdown", "id": "7a90003d-0bdf-43ed-af11-06d72d381613", "metadata": {}, "source": [ "### Compute MF results for a range of polarizations and compare\n", "\n", "For direct comparison of states, a single MFPAD run can be performed with a pre-defined set of fields defined by the input field (or `EPR` tensor) terms. The method is essentially as for a single field, except that some additional plotting arguments may be required to handle the additional dimension in the results (defaults to name `pol`)." ] }, { "cell_type": "code", "execution_count": 10, "id": "0b01c8b1-6711-49a2-9169-5a268c305c54", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "Calculating MF-BLMs for job key: orb6\n", "Set parameters to `self.epDict` and `self.epXR`.\n", "Set pol state data to self.YLM and self.YLMrot, and orientations to self.RX.\n", "Set orientations to self.epDict['RX'].\n", "Set geomCalc.EPR() results to `self.EPRX`.\n", "\n", "Calculating MF-BLMs for job key: orb5\n" ] } ], "source": [ "# Set input field(s) as class instance\n", "Einput = Eell_multi\n", "\n", "# Two options:\n", "# (1) Use Epol class object as Einput, this will run for default config options if not set\n", "data.MFBLM(EfieldPol = Einput)\n", "\n", "\n", "# # (2) Manually configure then pass either object or self.epDict to be passed.\n", "# # Set params for MFBLM calculation\n", "# Einput.setep()\n", "# Einput.setOrientation() # To ensure frame settings for Epol, run self.setOrientation.\n", "# # Otherwise MFBLM computation will use defaults.\n", "# Einput.calcEPR(labels = ellipticities.round(2)) # For multi-pol case also need calcEPR, but can skip for single pol case.\n", "# # Set labels for additional control\n", "# data.MFBLM(EfieldPol = Einput) # Pass with updated object\n", "\n", "# # Can also run as per older style with dict passing\n", "# data.MFBLM(**Einput.epDict) # Pass via self.epDict" ] }, { "cell_type": "code", "execution_count": 20, "id": "34590394-808f-4882-9056-7a3d466ada85", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using default sph betas.\n", "Summing over dims: set()\n", "Plotting from self.data[orb5][MFBLM], facetDims=['Eke', 'pol'], pType=a with backend=pl.\n", "*** WARNING: plot dataset has min value < 0, min = (-3.341508000902801-0.26014544128014244j). This may be unphysical and/or result in plotting issues.\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "colorscale": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 0.4444444444444444, "#26828e" ], [ 0.5555555555555556, "#1f9e89" ], [ 0.6666666666666666, "#35b779" ], [ 0.7777777777777778, "#6ece58" ], [ 0.8888888888888888, "#b5de2b" ], [ 1, "#fde725" ] ], "scene": "scene", "showscale": false, "surfacecolor": [ [ 7.109643568296332e-05, 0.020557228323783275, 0.07884405432585727, 0.16588721432860268, 0.2681170091194357, 0.3694796148093012, 0.45389073880976927, 0.5077567103649134, 0.5221980526863849, 0.49463936439144107, 0.42950615071797876, 0.33788693114897356, 0.23616388758296666, 0.14376847409209512, 0.08035753799249526, 0.06280830685776505, 0.10247843677988822, 0.2031587949488611, 0.3600603362340898, 0.560032074073953, 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Set plot to self.data['orb5']['plots']['MFBLM']['polar']\n" ] } ], "source": [ "# Plot some MF-PADs with Plotly backend, selected by pol geometry and shown by pol state/type\n", "# data.BLMplot(dataType='MFBLM', thres = 1e-2, backend='hv', Erange=[0,15], ylim=(-1.5, 2.5), width=800)\n", "data.padPlot(keys = 'orb5', Erange = [8, 10, 4], dataType='MFBLM', \n", " facetDims=['Eke', 'pol'], selDims = {'Labels':'x'},\n", " nCols = 5, backend='pl', returnFlag=True) #, width=1200, height=1200)" ] }, { "cell_type": "code", "execution_count": 12, "id": "3c20b522-cc88-4ef8-8a05-8d890457171c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BLMplot set data and plots to self.plots['BLMplot']\n" ] }, { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
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\n", "" ], "text/plain": [ ":HoloMap [Orb,pol,Labels]\n", " :NdOverlay [l,m]\n", " :Curve [Eke] (BLM)" ] }, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p2111" } }, "output_type": "display_data" }, { "data": { "text/plain": [ "True" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Plot BLM parameters\n", "# Note this may be quite slow for large results sets\n", "data.BLMplot(dataType='MFBLM', thres = 1e-2, backend='hv', width=700, ylim=(-1.5, 2.5), xlim=(0,15))" ] }, { "cell_type": "code", "execution_count": 13, "id": "47b005a8-da54-4aa5-b825-6143d3a87672", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BLMplot set data and plots to self.plots['BLMplot']\n" ] }, { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
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\n", "" ], "text/plain": [ ":HoloMap [Orb,Labels,Eke]\n", " :NdOverlay [l,m]\n", " :Curve [pol] (BLM)" ] }, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p10844" } }, "output_type": "display_data" }, { "data": { "text/plain": [ "True" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Plot BLM parameters - VERSUS POL STATE\n", "# Note this may be quite slow for large results sets\n", "# To speed up pass subselection options to plotter, or replot (see next cell).\n", "data.BLMplot(dataType='MFBLM', xDim='pol', Erange=[0,10], thres = 1e-2, backend='hv', width=700, ylim=(-1.5, 2.5)) #, xlim=(0,15))" ] }, { "cell_type": "code", "execution_count": 14, "id": "c379ae92-3544-4c78-a284-efc289465220", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BLMplot set data and plots to self.plots['BLMplot']\n" ] }, { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
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\n", "" ], "text/plain": [ ":HoloMap [Orb,Labels,Eke]\n", " :NdOverlay [l,m]\n", " :Curve [pol] (BLM)" ] }, "execution_count": 14, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "p18149" } }, "output_type": "execute_result" } ], "source": [ "# Example with post-plotter subselection for faster plotting...\n", "\n", "# Create HV object, but don't plot\n", "data.BLMplot(dataType='MFBLM', xDim='pol', thres = 1e-2, backend='hv', width=700, ylim=(-1.5, 2.5), \n", " renderPlot=False)\n", "\n", "# Replot from Holoviews dataset with selectors\n", "# Note this may need hv or hvPlotters to be loaded\n", "from epsproc.plot import hvPlotters\n", "xDim = 'pol'\n", "data.plots['BLMplot']['hvDS'].select(Eke=[1.1,10.1,20.1]).select(Orb='orb5').to(hvPlotters.hv.Curve, kdims=xDim).overlay(['l', 'm'])" ] }, { "cell_type": "markdown", "id": "47f665f2-bff2-4e6d-b877-20cfe31e2e08", "metadata": {}, "source": [ "## Compute LF and AF results\n", "\n", "In progress March 2024." ] }, { "cell_type": "markdown", "id": "bff9d667-49c9-447d-a88b-cade8b5876fc", "metadata": {}, "source": [ "## Versions" ] }, { "cell_type": "code", "execution_count": 15, "id": "fe740d57-cf7a-459b-9b7d-f7dc87acf3ff", "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Wed Mar 20 12:19:18 2024 EDT
OSLinuxCPU(s)64Machinex86_64Architecture64bit
RAM62.8 GiBEnvironmentJupyterFile systembtrfs
Python 3.10.11 | packaged by conda-forge | (main, May 10 2023, 18:58:44) [GCC 11.3.0]
epsproc1.3.2-devholoviews1.16.2hvplot0.8.4xarray2022.3.0
matplotlib3.5.3bokeh3.1.1plotly5.15.0numpy1.23.5
scipy1.10.1IPython8.13.2scooby0.7.2
" ], "text/plain": [ "\n", "--------------------------------------------------------------------------------\n", " Date: Wed Mar 20 12:19:18 2024 EDT\n", "\n", " OS : Linux\n", " CPU(s) : 64\n", " Machine : x86_64\n", " Architecture : 64bit\n", " RAM : 62.8 GiB\n", " Environment : Jupyter\n", " File system : btrfs\n", "\n", " Python 3.10.11 | packaged by conda-forge | (main, May 10 2023, 18:58:44)\n", " [GCC 11.3.0]\n", "\n", " epsproc : 1.3.2-dev\n", " holoviews : 1.16.2\n", " hvplot : 0.8.4\n", " xarray : 2022.3.0\n", " matplotlib : 3.5.3\n", " bokeh : 3.1.1\n", " plotly : 5.15.0\n", " numpy : 1.23.5\n", " scipy : 1.10.1\n", " IPython : 8.13.2\n", " scooby : 0.7.2\n", "--------------------------------------------------------------------------------" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import scooby\n", "scooby.Report(additional=['epsproc', 'holoviews', 'hvplot', 'xarray', 'matplotlib', 'bokeh', 'plotly'])" ] }, { "cell_type": "code", "execution_count": 16, "id": "2fcee58f-fd8a-4c99-913b-8c5739cc7da6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "* \u001b[32m3d-AFPAD-dev\u001b[m\n", "565448918fb2dfcb8b5860b0174f5711d85edd2c\n" ] } ], "source": [ "# Check current Git commit for local ePSproc version\n", "from pathlib import Path\n", "!git -C {Path(ep.__file__).parent} branch\n", "!git -C {Path(ep.__file__).parent} log --format=\"%H\" -n 1" ] }, { "cell_type": "code", "execution_count": 17, "id": "c3ba20d0-2fd0-478c-bcfa-7e2eed2e25a6", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "565448918fb2dfcb8b5860b0174f5711d85edd2c\trefs/heads/3d-AFPAD-dev\n", "7e4270370d66df44c334675ac487c87d702408da\trefs/heads/dev\n", "1c0b8fd409648f07c85f4f20628b5ea7627e0c4e\trefs/heads/master\n", "69cd89ce5bc0ad6d465a4bd8df6fba15d3fd1aee\trefs/heads/numba-tests\n", "ea30878c842f09d525fbf39fa269fa2302a13b57\trefs/heads/revert-9-master\n", "baf0be0c962e8ab3c3df57c8f70f0e939f99cbd7\trefs/heads/testDev\n" ] } ], "source": [ "# Check current remote commits\n", "!git ls-remote --heads https://github.com/phockett/ePSproc" ] } ], "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": "3.10.11" } }, "nbformat": 4, "nbformat_minor": 5 }