From 526720e3f0008e10a41ac2b3c3c30360fa9d50ab Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Thu, 11 Dec 2025 16:39:24 +0100 Subject: [PATCH 01/18] add A vs C grid accuracy guide --- .../tutorial_peninsula_AvsCgrid.ipynb | 39 +++++++++++-------- docs/user_guide/index.md | 2 +- 2 files changed, 23 insertions(+), 18 deletions(-) rename docs/user_guide/{examples_v3 => examples}/tutorial_peninsula_AvsCgrid.ipynb (91%) diff --git a/docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb b/docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb similarity index 91% rename from docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb rename to docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb index fd0af1850..e5c6b028a 100644 --- a/docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb +++ b/docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb @@ -27,6 +27,7 @@ "import numpy as np\n", "import scipy\n", "import xarray as xr\n", + "import xgcm\n", "from matplotlib.lines import Line2D\n", "\n", "import parcels" @@ -55,25 +56,29 @@ " R = 0.32 * domainsizeX / 2\n", "\n", " x, y = np.meshgrid(lon, lat, sparse=True, indexing=\"xy\")\n", - " P = u0 * R**2 * y / ((x - x0) ** 2 + y**2) - u0 * y\n", - " landpoints = P >= 0.0\n", - " P[landpoints] = 0.0\n", + " P_data = u0 * R**2 * y / ((x - x0) ** 2 + y**2) - u0 * y\n", + " landpoints = P_data >= 0.0\n", + " P_data[landpoints] = 0.0\n", "\n", " if grid_type == \"A\":\n", - " U = u0 - u0 * R**2 * ((x - x0) ** 2 - y**2) / (((x - x0) ** 2 + y**2) ** 2)\n", - " V = -2 * u0 * R**2 * ((x - x0) * y) / (((x - x0) ** 2 + y**2) ** 2)\n", - " U[landpoints] = 0.0\n", - " V[landpoints] = 0.0\n", + " U_data = u0 - u0 * R**2 * ((x - x0) ** 2 - y**2) / (((x - x0) ** 2 + y**2) ** 2)\n", + " V_data = -2 * u0 * R**2 * ((x - x0) * y) / (((x - x0) ** 2 + y**2) ** 2)\n", + " U_data[landpoints] = 0.0\n", + " V_data[landpoints] = 0.0\n", " elif grid_type == \"C\":\n", - " U = np.zeros(P.shape)\n", - " V = np.zeros(P.shape)\n", - " V[:, 1:] = (P[:, 1:] - P[:, :-1]) / (lon[1] - lon[0])\n", - " U[1:, :] = -(P[1:, :] - P[:-1, :]) / (lat[1] - lat[0])\n", + " U_data = np.zeros(P.shape)\n", + " V_data = np.zeros(P.shape)\n", + " V_data[:, 1:] = (P_data[:, 1:] - P_data[:, :-1]) / (lon[1] - lon[0])\n", + " U_data[1:, :] = -(P_data[1:, :] - P_data[:-1, :]) / (lat[1] - lat[0])\n", "\n", - " data = {\"U\": U, \"V\": V, \"P\": P}\n", " dimensions = {\"lon\": lon, \"lat\": lat}\n", + " grid = parcels.XGrid(xgcm.grid())\n", + " U = parcels.Field(\"U\", U_data, grid=, interp_method=)\n", + " V = parcels.Field(\"V\", V_data, grid=, interp_method=)\n", + " UV = parcels.VectorField(\"UV\", U, V, vector_interp_method=)\n", + " P = parcels.Field(\"P\", P_data, grid=, interp_method=)\n", "\n", - " fieldset = parcels.FieldSet.from_data(data, dimensions, mesh=\"flat\")\n", + " fieldset = parcels.FieldSet([U, V, P])\n", " fieldset.U.interp_method = interp_method\n", " fieldset.V.interp_method = interp_method\n", " return fieldset" @@ -92,8 +97,8 @@ "metadata": {}, "outputs": [], "source": [ - "def SampleP(particle, fieldset, time):\n", - " particle.p = fieldset.P[time, particle.lon, particle.lat, particle.depth]\n", + "def SampleP(particles, fieldset):\n", + " particles.p = fieldset.P[particles]\n", "\n", "\n", "def DeleteParticle(particle, fieldset, time):\n", @@ -358,7 +363,7 @@ ], "metadata": { "kernelspec": { - "display_name": "parcels", + "display_name": "test-notebooks", "language": "python", "name": "python3" }, @@ -372,7 +377,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.3" + "version": "3.11.0" } }, "nbformat": 4, diff --git a/docs/user_guide/index.md b/docs/user_guide/index.md index ec443dbf2..128806710 100644 --- a/docs/user_guide/index.md +++ b/docs/user_guide/index.md @@ -74,6 +74,7 @@ examples/tutorial_interpolation.ipynb :name: tutorial-execute examples/tutorial_numerical_accuracy.ipynb +examples/tutorial_peninsula_AvsCgrid.ipynb ``` @@ -85,7 +86,6 @@ examples/tutorial_numerical_accuracy.ipynb ``` --> - From e909eee4be29151face12d37283f9934caf38858 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Tue, 16 Dec 2025 09:27:56 +0100 Subject: [PATCH 02/18] write dt and integrator guide --- .../tutorial_numerical_accuracy.ipynb | 824 +++++++++++++++++- 1 file changed, 822 insertions(+), 2 deletions(-) diff --git a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb index 3e801bdc1..bac5e1b8c 100644 --- a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb +++ b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb @@ -7,15 +7,835 @@ "source": [ "# 🖥️ Choosing an appropriate timestep and integrator \n", "\n", + "In this guide, we explore the \n", + "\n", "```{note}\n", "TODO: write notebook describing how to use `dt` and integration methods in Kernels to control numerical accuracy. Use [Michaels tutorial](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/advection_and_windage.ipynb) as a starting point.\n", - "```" + "```\n", + "\n", + "- convergence of integration (sample particles, full length of simulation)\n", + "- Realizations vs distributions\n", + "- dt from flow simulation (linear interpolation in time, aliasing)\n", + "- dt from CFD condition\n", + "- Lagrangian analysis vs Lagrangian modelling?" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "38bc908c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.8.0'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\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 // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\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(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\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 } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const 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 (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const js_urls = [\"https://cdn.holoviz.org/panel/1.8.2/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.8.0.min.js\", \"https://cdn.holoviz.org/panel/1.8.2/dist/panel.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const 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 (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\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 // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\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 root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_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": "" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "\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 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 let retries = 0;\n const open = () => {\n if (comm.active) {\n comm.open();\n } else if (retries > 3) {\n console.warn('Comm target never activated')\n } else {\n retries += 1\n setTimeout(open, 500)\n }\n }\n if (comm.active) {\n comm.open();\n } else {\n setTimeout(open, 500)\n }\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", + "application/vnd.holoviews_load.v0+json": "" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
\n", + "
\n", + "
\n", + "" + ] + }, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "387f2d9d-9fb4-4e7a-86ab-b89a4f890a69" + } + }, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.8.0'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\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 // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\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(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\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 } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const 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 (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const js_urls = [\"https://cdn.holoviz.org/panel/1.8.2/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const 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 (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\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 // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\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 root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_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": "" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "\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 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 let retries = 0;\n const open = () => {\n if (comm.active) {\n comm.open();\n } else if (retries > 3) {\n console.warn('Comm target never activated')\n } else {\n retries += 1\n setTimeout(open, 500)\n }\n }\n if (comm.active) {\n comm.open();\n } else {\n setTimeout(open, 500)\n }\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", + "application/vnd.holoviews_load.v0+json": "" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/fd/p7j_05zx409dzmtfjjjnjgfh0000gn/T/ipykernel_23854/2983398643.py:5: UserWarning: This is an alpha version of Parcels v4. The API is not stable and may change without deprecation warnings.\n", + " import parcels\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import parcels" + ] + }, + { + "cell_type": "markdown", + "id": "6bf25ded", + "metadata": {}, + "source": [ + "# FieldSet temporal resolution\n", + "Here we load the daily data" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "f3ff761f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24,\n", + " 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24],\n", + " dtype='timedelta64[h]')" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Load the CopernicusMarine data in the Agulhas region from the example_datasets\n", + "example_dataset_folder = parcels.download_example_dataset(\n", + " \"CopernicusMarine_data_for_Argo_tutorial\"\n", + ")\n", + "\n", + "ds_fields = xr.open_mfdataset(f\"{example_dataset_folder}/*.nc\", combine=\"by_coords\")\n", + "ds_fields.load() # load the dataset into memory\n", + "np.diff(ds_fields.time.values).astype(\"timedelta64[h]\")" + ] + }, + { + "cell_type": "markdown", + "id": "53d6d540", + "metadata": {}, + "source": [ + "dx/dy, U =" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f5fccec7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", + " 0.08333206, 0.08333588, 0.08333206, 0.08333206, 0.08333588,\n", + " 0.08333206, 0.08333206, 0.08333588, 0.08333206, 0.08333206,\n", + " 0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", + " 0.08333206, 0.08333588, 0.08333206, 0.08333206, 0.08333588,\n", + " 0.08333206, 0.08333206, 0.08333588, 0.08333206, 0.08333206,\n", + " 0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", + " 0.08333206], dtype=float32)" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.diff(ds_fields.latitude.values)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "92e8f65c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "np.float32(0.27884468)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.nanmean(np.hypot(ds_fields[\"uo\"].values[:,0,:,:],ds_fields[\"vo\"].values[:,0,:,:]))" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "471df043", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", + "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n" + ] + } + ], + "source": [ + "fieldset = parcels.FieldSet.from_copernicusmarine(ds_fields)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "df60342d", + "metadata": {}, + "outputs": [], + "source": [ + "# Particle locations and initial time\n", + "npart = 5 # number of particles to be released\n", + "initial_release_lons = 32 * np.ones(npart)\n", + "initial_release_lats = np.linspace(-32.5, -32, npart, dtype=np.float32)\n", + "initial_release_times = np.repeat(\n", + " ds_fields.time.values[0], npart\n", + ") # release all particles at the start time of the fieldset\n", + "initial_release_zs = np.repeat(ds_fields.depth.values[0], npart)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9861c33f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 4530131.45it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3531578.33it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 700834.62it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 253417.35it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:11<00:00, 51613.65it/s]\n" + ] + } + ], + "source": [ + "# Simulation settings\n", + "# # Create a list of different advection timesteps to use\n", + "dt_choices = [np.timedelta64(12,\"h\"), np.timedelta64(6,\"h\"), np.timedelta64(1,\"h\"), np.timedelta64(20,\"m\"), np.timedelta64(5,\"m\")]\n", + "runtime = np.timedelta64(7,\"D\") # Total simulation time\n", + "\n", + "for dt in dt_choices:\n", + " pset = parcels.ParticleSet(fieldset=fieldset, pclass=parcels.Particle,\n", + " time=initial_release_times,\n", + " z=initial_release_zs,\n", + " lat=initial_release_lats,\n", + " lon=initial_release_lons,\n", + " )\n", + " outputdt = dt\n", + " chunks = int(runtime/outputdt) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + " \n", + " pfile = parcels.ParticleFile(store=f\"output/AdvectionRK2_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt, chunks=(len(pset), chunks))\n", + "\n", + " print(f\"Begin simulation for (scheme: AdvectionRK2, dt={int(dt/np.timedelta64(1,\"s\"))} s)\")\n", + " pset.execute(parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f90f637b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Create a linear colour map for the different timesteps and load the different datasets to visualise the different trajectories\n", + "dt_colours = np.linspace(0,1,len(dt_choices), endpoint=True)\n", + "\n", + "# Construct the figure\n", + "plt.figure(figsize=(5,5))\n", + "plt.title('AdvectionRK2 simulation')\n", + "for i, dt in enumerate(dt_choices):\n", + " ds = xr.open_zarr(f\"output/AdvectionRK2_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " plt.plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(dt_colours[i]), label=labels)\n", + " plt.xlabel('Longitude')\n", + " plt.ylabel('Latitude')\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2f1132d1", + "metadata": {}, + "outputs": [], + "source": [ + "advection_schemes = [parcels.kernels.AdvectionEE, parcels.kernels.AdvectionRK2, parcels.kernels.AdvectionRK4]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "25eef547", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Begin simulation for (scheme: AdvectionEE, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3589953.59it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1640317.59it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 274246.76it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:07<00:00, 82798.77it/s] \n", + "Begin simulation for (scheme: AdvectionEE, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:47<00:00, 12750.85it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 2567967.22it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1984628.98it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 305079.03it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:07<00:00, 85867.45it/s] \n", + "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:45<00:00, 13359.74it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3237865.01it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1719573.66it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 272550.07it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 74242.54it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:49<00:00, 12337.11it/s]\n" + ] + } + ], + "source": [ + "for advection_scheme in advection_schemes:\n", + " for dt in dt_choices:\n", + " pset = parcels.ParticleSet(fieldset=fieldset, pclass=parcels.Particle,\n", + " time=initial_release_times,\n", + " z=initial_release_zs,\n", + " lat=initial_release_lats,\n", + " lon=initial_release_lons,\n", + " )\n", + " outputdt = dt\n", + " # chunks = int(runtime/outputdt) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + " \n", + " pfile = parcels.ParticleFile(store=f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt) #, chunks=(len(pset), chunks)\n", + "\n", + " print(f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt/np.timedelta64(1,\"s\"))} s)\")\n", + " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", + " # print(f\"chunks = {(len(pset), chunks)}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "de134a2c", + "metadata": {}, + "outputs": [], + "source": [ + "# To compare the results visually, we will need distinct colour maps for each advection scheme and timestep\n", + "dt_colours = np.linspace(0,1,len(dt_choices), endpoint=True)\n", + "scheme_colours = np.linspace(0,1,len(advection_schemes), endpoint=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "be75e0f5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Let's first compare different timesteps within each advection scheme\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " axs[i].set_title(f'{advection_scheme.__name__}')\n", + " axs[i].set_xlabel('Longitude')\n", + " for j,dt in enumerate(dt_choices):\n", + " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " axs[i].plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", + " axs[0].legend()\n", + " axs[0].set_ylabel('Latitude')\n", + " #plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "ec7fbf08", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Now let's compare different advection schemes with the same timestep\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20,5))\n", + "for i, dt in enumerate(dt_choices):\n", + " axs[i].set_title(f'{str(dt)}')\n", + " axs[i].set_xlabel('Longitude')\n", + " for j,advection_scheme in enumerate(advection_schemes):\n", + " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"{advection_scheme.__name__}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " axs[i].plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", + " axs[0].legend()\n", + " axs[0].set_ylabel('Latitude')\n", + " #plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "2323d722", + "metadata": {}, + "source": [ + "## Accuracy: advection schemes\n", + "Compare with AdvectionRK4. Lagrangian Diagnostics. Great Circle Distance. \n", + "\n", + "Integration scheme = O(1) error -> Finite Size Lyapunov Exponent takes over." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "73eb89fd", + "metadata": {}, + "outputs": [], + "source": [ + "def dist_km(lona, lonb, lata, latb):\n", + " \"\"\"\n", + " Function to calculate the distance between 2 points in km\n", + " Haversine formula used, which assumes the Earth is a sphere.\n", + " source: https://stackoverflow.com/questions/19412462/getting-distance-between-two-points-based-on-latitude-longitude\n", + " \"\"\"\n", + "\n", + " R = 6371.0 # approximate radius of earth in km\n", + "\n", + " lat1 = np.radians(lata)\n", + " lon1 = np.radians(lona)\n", + " lat2 = np.radians(latb)\n", + " lon2 = np.radians(lonb)\n", + "\n", + " dlon = lon2 - lon1\n", + " dlat = lat2 - lat1\n", + "\n", + " a = np.sin(dlat / 2)**2 + np.cos(lat1) * np.cos(lat2) * np.sin(dlon / 2)**2\n", + " c = 2 * np.atan2(np.sqrt(a), np.sqrt(1 - a))\n", + "\n", + " distance = R * c\n", + "\n", + " return distance" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8f8cb2f5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dist_end = np.zeros((len(advection_schemes)-1,len(dt_choices), npart))\n", + "# Now let's compare different advection schemes with the same timestep\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20,5))\n", + "for i, dt in enumerate(dt_choices):\n", + " axs[i].set_title(f'dt = {str(dt)}')\n", + " axs[i].set_xlabel('Time')\n", + " axs[i].tick_params(\"x\", rotation=45)\n", + " axs[i].set_yscale(\"log\")\n", + " axs[i].set_ylim(1e-4,1e1)\n", + " ds_RK4 = xr.open_zarr(f\"output/AdvectionRK4_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " for j,advection_scheme in enumerate(advection_schemes[:-1]):\n", + " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"|{advection_scheme.__name__} - AdvectionRK4|\"] + [None] * (ds.lon.shape[0] - 1)\n", + " dist = dist_km(ds.lon,ds_RK4.lon,ds.lat,ds_RK4.lat)\n", + " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", + " dist_end[j,i] = dist[:,-1]\n", + " axs[0].legend()\n", + " axs[0].set_ylabel('Distance (km)')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "1fe9b30f", + "metadata": {}, + "source": [ + "dx = 1/12 degree ~ 8.3 km" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "351e7a10", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "12 hours - > error 4.32 km\n", + "6 hours - > error 2.16 km\n", + "1 hours - > error 0.36 km\n", + "20 minutes - > error 0.12 km\n", + "5 minutes - > error 0.03 km\n" + ] + } + ], + "source": [ + "U = 0.1 # m/s\n", + "for i, dt in enumerate(dt_choices):\n", + " print(f\"{str(dt)} - > error {U*int(dt/np.timedelta64(1,\"s\"))/1e3} km\") " + ] + }, + { + "cell_type": "markdown", + "id": "a8c7c68a", + "metadata": {}, + "source": [ + "## Mean separation distance after 7 days" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "356456c8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "ax=plt.axes()\n", + "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[0],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[0]), label = \"AdvectionEE - AdvectionRK4\")\n", + "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[1],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[1]), label = \"AdvectionRK2 - AdvectionRK4\")\n", + "ax.set_ylabel(\"Mean separation distance (km)\")\n", + "ax.set_xlabel(\"dt (minutes)\")\n", + "ax.legend()\n", + "ax.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "332fcc75", + "metadata": {}, + "source": [ + "## Converging timesteps" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a90aa950", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dist_end = np.zeros((len(dt_choices)-1, len(advection_schemes), npart))\n", + "# Let's first compare different timesteps within each advection scheme\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " axs[i].set_title(f'{advection_scheme.__name__}')\n", + " axs[i].set_xlabel('Time')\n", + " axs[i].tick_params(\"x\", rotation=45)\n", + " axs[i].set_yscale('log')\n", + " axs[i].set_ylim(1e-2,1e2)\n", + "\n", + " # set 5 minute dt as benchmark\n", + " ds_5min = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_300s.zarr\")\n", + " for j,dt in enumerate(dt_choices[:-1]):\n", + " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", + " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", + " dist = dist_km(ds.lon.values,lon_5min_sub,ds.lat.values,lat_5min_sub)\n", + " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", + " dist_end[j,i] = dist[:,-1]\n", + " axs[0].legend()\n", + " axs[0].set_ylabel('Distance (km)')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "9324be9d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "ax=plt.axes()\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " ax.plot((dt_choices[:-1]/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[:,i],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[i]), label = f\"{advection_scheme.__name__}\")\n", + "ax.set_ylabel(\"Mean separation distance (km)\")\n", + "ax.set_xlabel(\"dt (minutes)\")\n", + "ax.legend()\n", + "ax.grid()\n", + "plt.show()" ] } ], "metadata": { + "kernelspec": { + "display_name": "test-notebooks", + "language": "python", + "name": "python3" + }, "language_info": { - "name": "python" + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.0" } }, "nbformat": 4, From 9fcadc72964f8ada53fba2ec7f8bcccd434fa358 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Tue, 16 Dec 2025 09:51:36 +0100 Subject: [PATCH 03/18] clean dt guide --- .../tutorial_numerical_accuracy.ipynb | 235 ++++++------------ 1 file changed, 77 insertions(+), 158 deletions(-) diff --git a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb index bac5e1b8c..f15777d7e 100644 --- a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb +++ b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb @@ -340,96 +340,15 @@ }, { "cell_type": "code", - "execution_count": 7, - "id": "9861c33f", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 4530131.45it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3531578.33it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 700834.62it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 253417.35it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:11<00:00, 51613.65it/s]\n" - ] - } - ], - "source": [ - "# Simulation settings\n", - "# # Create a list of different advection timesteps to use\n", - "dt_choices = [np.timedelta64(12,\"h\"), np.timedelta64(6,\"h\"), np.timedelta64(1,\"h\"), np.timedelta64(20,\"m\"), np.timedelta64(5,\"m\")]\n", - "runtime = np.timedelta64(7,\"D\") # Total simulation time\n", - "\n", - "for dt in dt_choices:\n", - " pset = parcels.ParticleSet(fieldset=fieldset, pclass=parcels.Particle,\n", - " time=initial_release_times,\n", - " z=initial_release_zs,\n", - " lat=initial_release_lats,\n", - " lon=initial_release_lons,\n", - " )\n", - " outputdt = dt\n", - " chunks = int(runtime/outputdt) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", - " \n", - " pfile = parcels.ParticleFile(store=f\"output/AdvectionRK2_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt, chunks=(len(pset), chunks))\n", - "\n", - " print(f\"Begin simulation for (scheme: AdvectionRK2, dt={int(dt/np.timedelta64(1,\"s\"))} s)\")\n", - " pset.execute(parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "f90f637b", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Create a linear colour map for the different timesteps and load the different datasets to visualise the different trajectories\n", - "dt_colours = np.linspace(0,1,len(dt_choices), endpoint=True)\n", - "\n", - "# Construct the figure\n", - "plt.figure(figsize=(5,5))\n", - "plt.title('AdvectionRK2 simulation')\n", - "for i, dt in enumerate(dt_choices):\n", - " ds = xr.open_zarr(f\"output/AdvectionRK2_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", - " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " plt.plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(dt_colours[i]), label=labels)\n", - " plt.xlabel('Longitude')\n", - " plt.ylabel('Latitude')\n", - "plt.legend()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "2f1132d1", "metadata": {}, "outputs": [], "source": [ - "advection_schemes = [parcels.kernels.AdvectionEE, parcels.kernels.AdvectionRK2, parcels.kernels.AdvectionRK4]" + "runtime = np.timedelta64(7,\"D\") # Total simulation time\n", + "\n", + "advection_schemes = [parcels.kernels.AdvectionEE, parcels.kernels.AdvectionRK2, parcels.kernels.AdvectionRK4]\n", + "dt_choices = [np.timedelta64(12,\"h\"), np.timedelta64(6,\"h\"), np.timedelta64(1,\"h\"), np.timedelta64(20,\"m\"), np.timedelta64(5,\"m\")]" ] }, { @@ -554,6 +473,78 @@ "plt.show()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "5cf3cc0b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dist_end = np.zeros((len(dt_choices)-1, len(advection_schemes), npart))\n", + "# Let's first compare different timesteps within each advection scheme\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " axs[i].set_title(f'{advection_scheme.__name__}')\n", + " axs[i].set_xlabel('Time')\n", + " axs[i].tick_params(\"x\", rotation=45)\n", + " axs[i].set_yscale('log')\n", + " axs[i].set_ylim(1e-2,1e2)\n", + "\n", + " # set 5 minute dt as benchmark\n", + " ds_5min = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_300s.zarr\")\n", + " for j,dt in enumerate(dt_choices[:-1]):\n", + " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", + " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", + " dist = dist_km(ds.lon.values,lon_5min_sub,ds.lat.values,lat_5min_sub)\n", + " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", + " dist_end[j,i] = dist[:,-1]\n", + " axs[0].legend()\n", + " axs[0].set_ylabel('Distance (km)')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9596e083", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure()\n", + "ax=plt.axes()\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " ax.plot((dt_choices[:-1]/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[:,i],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[i]), label = f\"{advection_scheme.__name__}\")\n", + "ax.set_ylabel(\"Mean separation distance (km)\")\n", + "ax.set_xlabel(\"dt (minutes)\")\n", + "ax.legend()\n", + "ax.grid()\n", + "plt.show()" + ] + }, { "cell_type": "code", "execution_count": 13, @@ -745,78 +736,6 @@ "source": [ "## Converging timesteps" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a90aa950", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "dist_end = np.zeros((len(dt_choices)-1, len(advection_schemes), npart))\n", - "# Let's first compare different timesteps within each advection scheme\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", - "for i, advection_scheme in enumerate(advection_schemes):\n", - " axs[i].set_title(f'{advection_scheme.__name__}')\n", - " axs[i].set_xlabel('Time')\n", - " axs[i].tick_params(\"x\", rotation=45)\n", - " axs[i].set_yscale('log')\n", - " axs[i].set_ylim(1e-2,1e2)\n", - "\n", - " # set 5 minute dt as benchmark\n", - " ds_5min = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_300s.zarr\")\n", - " for j,dt in enumerate(dt_choices[:-1]):\n", - " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", - " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", - " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", - " dist = dist_km(ds.lon.values,lon_5min_sub,ds.lat.values,lat_5min_sub)\n", - " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", - " dist_end[j,i] = dist[:,-1]\n", - " axs[0].legend()\n", - " axs[0].set_ylabel('Distance (km)')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "id": "9324be9d", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig = plt.figure()\n", - "ax=plt.axes()\n", - "for i, advection_scheme in enumerate(advection_schemes):\n", - " ax.plot((dt_choices[:-1]/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[:,i],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[i]), label = f\"{advection_scheme.__name__}\")\n", - "ax.set_ylabel(\"Mean separation distance (km)\")\n", - "ax.set_xlabel(\"dt (minutes)\")\n", - "ax.legend()\n", - "ax.grid()\n", - "plt.show()" - ] } ], "metadata": { From 0236793c01566211735bb7226eedb6c265603129 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Tue, 16 Dec 2025 14:18:09 +0100 Subject: [PATCH 04/18] expand dt and integration guide with text --- .../tutorial_numerical_accuracy.ipynb | 371 ++++++++++-------- 1 file changed, 197 insertions(+), 174 deletions(-) diff --git a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb index f15777d7e..e30443a81 100644 --- a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb +++ b/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb @@ -7,17 +7,27 @@ "source": [ "# 🖥️ Choosing an appropriate timestep and integrator \n", "\n", - "In this guide, we explore the \n", + "In Parcels, we can simulate virtual particles through time. Kernels which compute a process as a function of time, such as advection, can do so by numerically integrating the process over each timestep `dt`. In this guide we explore how to control the numerical accuracy of a Parcels simulation by choosing an integration method and a timestep `dt`.\n", "\n", "```{note}\n", - "TODO: write notebook describing how to use `dt` and integration methods in Kernels to control numerical accuracy. Use [Michaels tutorial](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/advection_and_windage.ipynb) as a starting point.\n", - "```\n", + "This notebook is based on the [workshop on writing custom Kernels](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/advection_and_windage.ipynb) from the 10-year Parcels event.\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "b3eef03c", + "metadata": {}, + "source": [ + "## Integrating advection\n", + "Parcels comes with a number of built-in advection Kernels. These kernels integrate the virtual particles' position in time as a function of a velocity field, as described in the [Parcels workflow explanation of kernels](../../getting_started/explanation_concepts.md#3-kernels). \n", "\n", - "- convergence of integration (sample particles, full length of simulation)\n", + "**Considerations**\n", + "- dt from velocity field (linear interpolation in time, aliasing)\n", + "- dt from CFD condition (function of U, dx/dy)\n", + "- convergence? of integration (sample particles, full length of simulation)\n", "- Realizations vs distributions\n", - "- dt from flow simulation (linear interpolation in time, aliasing)\n", - "- dt from CFD condition\n", - "- Lagrangian analysis vs Lagrangian modelling?" + "- Numerical accuracy vs flow separation." ] }, { @@ -211,27 +221,26 @@ "id": "6bf25ded", "metadata": {}, "source": [ - "# FieldSet temporal resolution\n", - "Here we load the daily data" + "## FieldSet resolution\n", + "In this example, we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. " ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 86, "id": "f3ff761f", "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "array([24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24,\n", - " 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24, 24],\n", - " dtype='timedelta64[h]')" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", + "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n", + "dt = [24] hours\n", + "dlat = [0.08333206 0.08333588] degrees\n", + "dlon = [0.08332825 0.08334351] degrees\n" + ] } ], "source": [ @@ -242,83 +251,71 @@ "\n", "ds_fields = xr.open_mfdataset(f\"{example_dataset_folder}/*.nc\", combine=\"by_coords\")\n", "ds_fields.load() # load the dataset into memory\n", - "np.diff(ds_fields.time.values).astype(\"timedelta64[h]\")" + "\n", + "fieldset = parcels.FieldSet.from_copernicusmarine(ds_fields)\n", + "\n", + "print(f\"dt = {np.unique(np.diff(ds_fields.time.values).astype(\"timedelta64[h]\"))} hours\")\n", + "print(f\"dlat = {np.unique(np.diff(ds_fields.latitude.values))} degrees\")\n", + "print(f\"dlon = {np.unique(np.diff(ds_fields.longitude.values))} degrees\")" ] }, { "cell_type": "markdown", - "id": "53d6d540", + "id": "b6c53df9", "metadata": {}, "source": [ - "dx/dy, U =" + "To compute the Lagrangian integration of advection processes resolved by this velocity field, we must ensure `dt` < 1 day, and `particles.dlon`/`particles.dlat` < 1/12th degree. To ensure the latter, we can use the scale relation: dlon ~ U dt." ] }, { "cell_type": "code", - "execution_count": 3, - "id": "f5fccec7", + "execution_count": null, + "id": "47f5cd4a", "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "array([0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", - " 0.08333206, 0.08333588, 0.08333206, 0.08333206, 0.08333588,\n", - " 0.08333206, 0.08333206, 0.08333588, 0.08333206, 0.08333206,\n", - " 0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", - " 0.08333206, 0.08333588, 0.08333206, 0.08333206, 0.08333588,\n", - " 0.08333206, 0.08333206, 0.08333588, 0.08333206, 0.08333206,\n", - " 0.08333588, 0.08333206, 0.08333206, 0.08333588, 0.08333206,\n", - " 0.08333206], dtype=float32)" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" + "name": "stdout", + "output_type": "stream", + "text": [ + "U_max = 1.24 m s-1 == 1.12e-5 degrees s-1\n" + ] } ], "source": [ - "np.diff(ds_fields.latitude.values)" + "# Use the maximum velocity at the surface to scale dlon/dlat\n", + "U_max_surface = np.nanmax(np.hypot(ds_fields.uo[0,0],ds_fields.vo[0,0]))\n", + "print(f\"U_max = {str(np.round(U_max_surface,2))} m s-1 == {str(np.round(U_max_surface / (1852 * 60) * 1e5,2))}e-5 degrees s-1\")" ] }, { "cell_type": "code", - "execution_count": 4, - "id": "92e8f65c", + "execution_count": 85, + "id": "936358d0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "np.float32(0.27884468)" + "np.float32(2.0755265)" ] }, - "execution_count": 4, + "execution_count": 85, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "np.nanmean(np.hypot(ds_fields[\"uo\"].values[:,0,:,:],ds_fields[\"vo\"].values[:,0,:,:]))" + "1/12/U_max_surface*(1852 * 60)/3600" ] }, { - "cell_type": "code", - "execution_count": 5, - "id": "471df043", + "cell_type": "markdown", + "id": "ae45565f", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", - "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n" - ] - } - ], "source": [ - "fieldset = parcels.FieldSet.from_copernicusmarine(ds_fields)" + "dt < 1/12 / U_max\n", + "\n", + "dt < 2 hours" ] }, { @@ -353,9 +350,13 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 88, "id": "25eef547", - "metadata": {}, + "metadata": { + "tags": [ + "hide-output" + ] + }, "outputs": [ { "name": "stdout", @@ -363,49 +364,64 @@ "text": [ "Begin simulation for (scheme: AdvectionEE, dt=43200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3589953.59it/s]\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3935325.98it/s]\n", + "chunks = (5, 7)\n", "Begin simulation for (scheme: AdvectionEE, dt=21600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1640317.59it/s]\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1715112.64it/s]\n", + "chunks = (5, 14)\n", "Begin simulation for (scheme: AdvectionEE, dt=3600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 274246.76it/s]\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 479025.97it/s]\n", + "chunks = (5, 84)\n", "Begin simulation for (scheme: AdvectionEE, dt=1200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:07<00:00, 82798.77it/s] \n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:04<00:00, 132629.98it/s]\n", + "chunks = (5, 252)\n", "Begin simulation for (scheme: AdvectionEE, dt=300 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:47<00:00, 12750.85it/s]\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:16<00:00, 36644.13it/s]\n", + "chunks = (5, 1008)\n", "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 2567967.22it/s]\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3624701.98it/s]\n", + "chunks = (5, 7)\n", "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1984628.98it/s]\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1824197.94it/s]\n", + "chunks = (5, 14)\n", "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 305079.03it/s]\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 372451.83it/s]\n", + "chunks = (5, 84)\n", "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:07<00:00, 85867.45it/s] \n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:05<00:00, 119885.78it/s]\n", + "chunks = (5, 252)\n", "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:45<00:00, 13359.74it/s]\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:20<00:00, 28948.52it/s]\n", + "chunks = (5, 1008)\n", "Begin simulation for (scheme: AdvectionRK4, dt=43200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3237865.01it/s]\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 2893738.76it/s]\n", + "chunks = (5, 7)\n", "Begin simulation for (scheme: AdvectionRK4, dt=21600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1719573.66it/s]\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1212965.05it/s]\n", + "chunks = (5, 14)\n", "Begin simulation for (scheme: AdvectionRK4, dt=3600 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 272550.07it/s]\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 294167.28it/s]\n", + "chunks = (5, 84)\n", "Begin simulation for (scheme: AdvectionRK4, dt=1200 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 74242.54it/s]\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:06<00:00, 96498.06it/s] \n", + "chunks = (5, 252)\n", "Begin simulation for (scheme: AdvectionRK4, dt=300 s)\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:49<00:00, 12337.11it/s]\n" + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:26<00:00, 22737.97it/s]\n", + "chunks = (5, 1008)\n" ] } ], @@ -419,18 +435,18 @@ " lon=initial_release_lons,\n", " )\n", " outputdt = dt\n", - " # chunks = int(runtime/outputdt) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + " chunks = int(runtime/outputdt/2) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", " \n", - " pfile = parcels.ParticleFile(store=f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt) #, chunks=(len(pset), chunks)\n", + " pfile = parcels.ParticleFile(store=f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt, chunks=(len(pset), chunks))\n", "\n", " print(f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt/np.timedelta64(1,\"s\"))} s)\")\n", " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", - " # print(f\"chunks = {(len(pset), chunks)}\")" + " print(f\"chunks = {(len(pset), chunks)}\")" ] }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 89, "id": "de134a2c", "metadata": {}, "outputs": [], @@ -442,7 +458,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 90, "id": "be75e0f5", "metadata": {}, "outputs": [ @@ -473,9 +489,50 @@ "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "a5154098", + "metadata": {}, + "source": [ + "### Accuracy: separation from more accurate simulation\n", + "To quantify the accuracy of the different simulations, we can compute how far each particle deviates from the most accurate simulation. We have no exact solution to this integration, so we have to use our highest resolution simulation as a benchmark." + ] + }, { "cell_type": "code", "execution_count": null, + "id": "a49489da", + "metadata": {}, + "outputs": [], + "source": [ + "def dist_km(lona, lonb, lata, latb):\n", + " \"\"\"\n", + " Function to calculate the distance between 2 points in km\n", + " Haversine formula used, which assumes the Earth is a sphere.\n", + " source: https://stackoverflow.com/questions/19412462/getting-distance-between-two-points-based-on-latitude-longitude\n", + " \"\"\"\n", + "\n", + " R = 6371.0 # approximate radius of earth in km\n", + "\n", + " lat1 = np.radians(lata)\n", + " lon1 = np.radians(lona)\n", + " lat2 = np.radians(latb)\n", + " lon2 = np.radians(lonb)\n", + "\n", + " dlon = lon2 - lon1\n", + " dlat = lat2 - lat1\n", + "\n", + " a = np.square(np.sin(dlat / 2)) + np.cos(lat1) * np.cos(lat2) * np.square(np.sin(dlon / 2))\n", + " c = 2 * np.atan2(np.sqrt(a), np.sqrt(1 - a))\n", + "\n", + " distance = R * c\n", + "\n", + " return distance" + ] + }, + { + "cell_type": "code", + "execution_count": 127, "id": "5cf3cc0b", "metadata": {}, "outputs": [ @@ -506,16 +563,38 @@ " for j,dt in enumerate(dt_choices[:-1]):\n", " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", - " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True)\n", - " dist = dist_km(ds.lon.values,lon_5min_sub,ds.lat.values,lat_5min_sub)\n", - " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", + "\n", + " # subset 5 minute data to match dt\n", + " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True).values\n", + " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True).values\n", + "\n", + " # remove nans\n", + " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(),drop=True).values\n", + " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(),drop=True).values\n", + "\n", + " #compute separation distance between each particle in km\n", + " dist = dist_km(lon_valid,lon_5min_sub,lat_valid,lat_5min_sub)\n", + "\n", + " # plot \n", + " time_valid = ds.time.where(~np.isnan(ds.time).compute(),drop=True)\n", + " axs[i].plot(time_valid.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", " dist_end[j,i] = dist[:,-1]\n", " axs[0].legend()\n", " axs[0].set_ylabel('Distance (km)')\n", "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "9f7c0e7f", + "metadata": {}, + "source": [ + "### Drifter pair separation: flow conditions\n", + "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figure above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) can be characterized by the _Finite Size Lyapunov Exponent_: DEFINE\n", + "\n", + "We can see that the separation distance of particles with their more accurate counterparts does not keep growing (stochastically) in time, but follows a rather specific time-evolution, as the particles enter different flow conditions. The final accuracy of your simulation may therefore strongly depend on your flow conditions and runtime." + ] + }, { "cell_type": "code", "execution_count": null, @@ -545,9 +624,17 @@ "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "b58e50e6", + "metadata": {}, + "source": [ + "## Advection schemes" + ] + }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 132, "id": "ec7fbf08", "metadata": {}, "outputs": [ @@ -574,7 +661,6 @@ " axs[i].plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", " axs[0].legend()\n", " axs[0].set_ylabel('Latitude')\n", - " #plt.legend()\n", "plt.show()" ] }, @@ -583,7 +669,7 @@ "id": "2323d722", "metadata": {}, "source": [ - "## Accuracy: advection schemes\n", + "### Accuracy\n", "Compare with AdvectionRK4. Lagrangian Diagnostics. Great Circle Distance. \n", "\n", "Integration scheme = O(1) error -> Finite Size Lyapunov Exponent takes over." @@ -591,45 +677,13 @@ }, { "cell_type": "code", - "execution_count": 14, - "id": "73eb89fd", - "metadata": {}, - "outputs": [], - "source": [ - "def dist_km(lona, lonb, lata, latb):\n", - " \"\"\"\n", - " Function to calculate the distance between 2 points in km\n", - " Haversine formula used, which assumes the Earth is a sphere.\n", - " source: https://stackoverflow.com/questions/19412462/getting-distance-between-two-points-based-on-latitude-longitude\n", - " \"\"\"\n", - "\n", - " R = 6371.0 # approximate radius of earth in km\n", - "\n", - " lat1 = np.radians(lata)\n", - " lon1 = np.radians(lona)\n", - " lat2 = np.radians(latb)\n", - " lon2 = np.radians(lonb)\n", - "\n", - " dlon = lon2 - lon1\n", - " dlat = lat2 - lat1\n", - "\n", - " a = np.sin(dlat / 2)**2 + np.cos(lat1) * np.cos(lat2) * np.sin(dlon / 2)**2\n", - " c = 2 * np.atan2(np.sqrt(a), np.sqrt(1 - a))\n", - "\n", - " distance = R * c\n", - "\n", - " return distance" - ] - }, - { - "cell_type": "code", - "execution_count": 15, + "execution_count": 146, "id": "8f8cb2f5", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -652,63 +706,31 @@ " for j,advection_scheme in enumerate(advection_schemes[:-1]):\n", " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", " labels = [f\"|{advection_scheme.__name__} - AdvectionRK4|\"] + [None] * (ds.lon.shape[0] - 1)\n", - " dist = dist_km(ds.lon,ds_RK4.lon,ds.lat,ds_RK4.lat)\n", - " axs[i].plot(ds.time.T, dist.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", + "\n", + " # remove nans\n", + " lon_valid_RK4 = ds_RK4.lon.where(~np.isnan(ds_RK4.lon).compute(),drop=True).values\n", + " lat_valid_RK4 = ds_RK4.lat.where(~np.isnan(ds_RK4.lat).compute(),drop=True).values\n", + " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(),drop=True).values\n", + " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(),drop=True).values\n", + " dist = dist_km(lon_valid,lon_valid_RK4,lat_valid,lat_valid_RK4)\n", + " time_valid = ds.time.where(~np.isnan(ds.time).compute(),drop=True).values\n", + " axs[i].plot(time_valid.T, dist.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", " dist_end[j,i] = dist[:,-1]\n", + " axs[i].grid()\n", " axs[0].legend()\n", " axs[0].set_ylabel('Distance (km)')\n", "plt.show()" ] }, - { - "cell_type": "markdown", - "id": "1fe9b30f", - "metadata": {}, - "source": [ - "dx = 1/12 degree ~ 8.3 km" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "351e7a10", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "12 hours - > error 4.32 km\n", - "6 hours - > error 2.16 km\n", - "1 hours - > error 0.36 km\n", - "20 minutes - > error 0.12 km\n", - "5 minutes - > error 0.03 km\n" - ] - } - ], - "source": [ - "U = 0.1 # m/s\n", - "for i, dt in enumerate(dt_choices):\n", - " print(f\"{str(dt)} - > error {U*int(dt/np.timedelta64(1,\"s\"))/1e3} km\") " - ] - }, - { - "cell_type": "markdown", - "id": "a8c7c68a", - "metadata": {}, - "source": [ - "## Mean separation distance after 7 days" - ] - }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 151, "id": "356456c8", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -720,9 +742,10 @@ "source": [ "fig = plt.figure()\n", "ax=plt.axes()\n", - "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[0],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[0]), label = \"AdvectionEE - AdvectionRK4\")\n", - "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[1],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[1]), label = \"AdvectionRK2 - AdvectionRK4\")\n", + "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.nanmean(dist_end[0],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[0]), label = \"AdvectionEE - AdvectionRK4\")\n", + "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.nanmean(dist_end[1],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[1]), label = \"AdvectionRK2 - AdvectionRK4\")\n", "ax.set_ylabel(\"Mean separation distance (km)\")\n", + "ax.set_yscale(\"log\")\n", "ax.set_xlabel(\"dt (minutes)\")\n", "ax.legend()\n", "ax.grid()\n", @@ -730,12 +753,12 @@ ] }, { - "cell_type": "markdown", - "id": "332fcc75", + "cell_type": "code", + "execution_count": null, + "id": "b1c8d009", "metadata": {}, - "source": [ - "## Converging timesteps" - ] + "outputs": [], + "source": [] } ], "metadata": { From 8486301b1eeafafd809cda2039bfaa64cde6dea7 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Tue, 16 Dec 2025 15:11:05 +0100 Subject: [PATCH 05/18] rename dt and integrator guide --- ...ial_numerical_accuracy.ipynb => tutorial_dt_integrators.ipynb} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename docs/user_guide/examples/{tutorial_numerical_accuracy.ipynb => tutorial_dt_integrators.ipynb} (100%) diff --git a/docs/user_guide/examples/tutorial_numerical_accuracy.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb similarity index 100% rename from docs/user_guide/examples/tutorial_numerical_accuracy.ipynb rename to docs/user_guide/examples/tutorial_dt_integrators.ipynb From 6b6b44d10bb34fe442a1ac4ad498eb3aee9760f2 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Tue, 16 Dec 2025 15:15:55 +0100 Subject: [PATCH 06/18] revert AvsC grid accuracy guide --- .../tutorial_peninsula_AvsCgrid.ipynb | 39 ++++++++----------- 1 file changed, 17 insertions(+), 22 deletions(-) rename docs/user_guide/{examples => examples_v3}/tutorial_peninsula_AvsCgrid.ipynb (91%) diff --git a/docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb b/docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb similarity index 91% rename from docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb rename to docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb index e5c6b028a..fd0af1850 100644 --- a/docs/user_guide/examples/tutorial_peninsula_AvsCgrid.ipynb +++ b/docs/user_guide/examples_v3/tutorial_peninsula_AvsCgrid.ipynb @@ -27,7 +27,6 @@ "import numpy as np\n", "import scipy\n", "import xarray as xr\n", - "import xgcm\n", "from matplotlib.lines import Line2D\n", "\n", "import parcels" @@ -56,29 +55,25 @@ " R = 0.32 * domainsizeX / 2\n", "\n", " x, y = np.meshgrid(lon, lat, sparse=True, indexing=\"xy\")\n", - " P_data = u0 * R**2 * y / ((x - x0) ** 2 + y**2) - u0 * y\n", - " landpoints = P_data >= 0.0\n", - " P_data[landpoints] = 0.0\n", + " P = u0 * R**2 * y / ((x - x0) ** 2 + y**2) - u0 * y\n", + " landpoints = P >= 0.0\n", + " P[landpoints] = 0.0\n", "\n", " if grid_type == \"A\":\n", - " U_data = u0 - u0 * R**2 * ((x - x0) ** 2 - y**2) / (((x - x0) ** 2 + y**2) ** 2)\n", - " V_data = -2 * u0 * R**2 * ((x - x0) * y) / (((x - x0) ** 2 + y**2) ** 2)\n", - " U_data[landpoints] = 0.0\n", - " V_data[landpoints] = 0.0\n", + " U = u0 - u0 * R**2 * ((x - x0) ** 2 - y**2) / (((x - x0) ** 2 + y**2) ** 2)\n", + " V = -2 * u0 * R**2 * ((x - x0) * y) / (((x - x0) ** 2 + y**2) ** 2)\n", + " U[landpoints] = 0.0\n", + " V[landpoints] = 0.0\n", " elif grid_type == \"C\":\n", - " U_data = np.zeros(P.shape)\n", - " V_data = np.zeros(P.shape)\n", - " V_data[:, 1:] = (P_data[:, 1:] - P_data[:, :-1]) / (lon[1] - lon[0])\n", - " U_data[1:, :] = -(P_data[1:, :] - P_data[:-1, :]) / (lat[1] - lat[0])\n", + " U = np.zeros(P.shape)\n", + " V = np.zeros(P.shape)\n", + " V[:, 1:] = (P[:, 1:] - P[:, :-1]) / (lon[1] - lon[0])\n", + " U[1:, :] = -(P[1:, :] - P[:-1, :]) / (lat[1] - lat[0])\n", "\n", + " data = {\"U\": U, \"V\": V, \"P\": P}\n", " dimensions = {\"lon\": lon, \"lat\": lat}\n", - " grid = parcels.XGrid(xgcm.grid())\n", - " U = parcels.Field(\"U\", U_data, grid=, interp_method=)\n", - " V = parcels.Field(\"V\", V_data, grid=, interp_method=)\n", - " UV = parcels.VectorField(\"UV\", U, V, vector_interp_method=)\n", - " P = parcels.Field(\"P\", P_data, grid=, interp_method=)\n", "\n", - " fieldset = parcels.FieldSet([U, V, P])\n", + " fieldset = parcels.FieldSet.from_data(data, dimensions, mesh=\"flat\")\n", " fieldset.U.interp_method = interp_method\n", " fieldset.V.interp_method = interp_method\n", " return fieldset" @@ -97,8 +92,8 @@ "metadata": {}, "outputs": [], "source": [ - "def SampleP(particles, fieldset):\n", - " particles.p = fieldset.P[particles]\n", + "def SampleP(particle, fieldset, time):\n", + " particle.p = fieldset.P[time, particle.lon, particle.lat, particle.depth]\n", "\n", "\n", "def DeleteParticle(particle, fieldset, time):\n", @@ -363,7 +358,7 @@ ], "metadata": { "kernelspec": { - "display_name": "test-notebooks", + "display_name": "parcels", "language": "python", "name": "python3" }, @@ -377,7 +372,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.0" + "version": "3.12.3" } }, "nbformat": 4, From c9afab83c3030410b7812dc1443468fe22ba9dbf Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Tue, 16 Dec 2025 14:21:39 +0000 Subject: [PATCH 07/18] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- .../examples/tutorial_dt_integrators.ipynb | 674 ++++++------------ 1 file changed, 213 insertions(+), 461 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index e30443a81..149b22810 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "markdown", - "id": "b3eef03c", + "id": "1", "metadata": {}, "source": [ "## Integrating advection\n", @@ -32,193 +32,21 @@ }, { "cell_type": "code", - "execution_count": 1, - "id": "38bc908c", + "execution_count": null, + "id": "2", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const py_version = '3.8.0'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\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 // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\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(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\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 } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const 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 (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const js_urls = [\"https://cdn.holoviz.org/panel/1.8.2/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.8.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.8.0.min.js\", \"https://cdn.holoviz.org/panel/1.8.2/dist/panel.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const 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 (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\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 // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\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 root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_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": "" - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": "\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 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 let retries = 0;\n const open = () => {\n if (comm.active) {\n comm.open();\n } else if (retries > 3) {\n console.warn('Comm target never activated')\n } else {\n retries += 1\n setTimeout(open, 500)\n }\n }\n if (comm.active) {\n comm.open();\n } else {\n setTimeout(open, 500)\n }\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", - "application/vnd.holoviews_load.v0+json": "" - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.holoviews_exec.v0+json": "", - "text/html": [ - "
\n", - "
\n", - "
\n", - "" - ] - }, - "metadata": { - "application/vnd.holoviews_exec.v0+json": { - "id": "387f2d9d-9fb4-4e7a-86ab-b89a4f890a69" - } - }, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = false;\n const py_version = '3.8.0'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = true;\n const Bokeh = root.Bokeh;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || (force || !root._bokeh_is_initializing)) {\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 // Don't load bokeh if it is still initializing\n console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n } else if (js_urls.length === 0 && js_modules.length === 0 && Object.keys(js_exports).length === 0) {\n // There is nothing to load\n run_callbacks();\n return null;\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(e) {\n const src_el = e.srcElement\n console.error(\"failed to load \" + (src_el.href || src_el.src));\n }\n\n const skip = [];\n if (window.requirejs) {\n window.requirejs.config({'packages': {}, 'paths': {}, 'shim': {}});\n root._bokeh_is_loading = css_urls.length + 0;\n } else {\n root._bokeh_is_loading = css_urls.length + js_urls.length + js_modules.length + Object.keys(js_exports).length;\n }\n\n const existing_stylesheets = []\n const links = document.getElementsByTagName('link')\n for (let i = 0; i < links.length; i++) {\n const link = links[i]\n if (link.href != null) {\n existing_stylesheets.push(link.href)\n }\n }\n for (let i = 0; i < css_urls.length; i++) {\n const url = css_urls[i];\n const escaped = encodeURI(url)\n if (existing_stylesheets.indexOf(escaped) !== -1) {\n on_load()\n continue;\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 } var existing_scripts = []\n const scripts = document.getElementsByTagName('script')\n for (let i = 0; i < scripts.length; i++) {\n var script = scripts[i]\n if (script.src != null) {\n existing_scripts.push(script.src)\n }\n }\n for (let i = 0; i < js_urls.length; i++) {\n const url = js_urls[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\n }\n const 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 (let i = 0; i < js_modules.length; i++) {\n const url = js_modules[i];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) !== -1 || existing_scripts.indexOf(escaped) !== -1) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const url = js_exports[name];\n const escaped = encodeURI(url)\n if (skip.indexOf(escaped) >= 0 || root[name] != null) {\n if (!window.requirejs) {\n on_load();\n }\n continue;\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 const js_urls = [\"https://cdn.holoviz.org/panel/1.8.2/dist/bundled/reactiveesm/es-module-shims@^1.10.0/dist/es-module-shims.min.js\"];\n const js_modules = [];\n const js_exports = {};\n const css_urls = [];\n const 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 (let i = 0; i < inline_js.length; i++) {\n try {\n inline_js[i].call(root, root.Bokeh);\n } catch(e) {\n if (!reloading) {\n throw e;\n }\n }\n }\n // Cache old bokeh versions\n if (Bokeh != undefined && !reloading) {\n var NewBokeh = root.Bokeh;\n if (Bokeh.versions === undefined) {\n Bokeh.versions = new Map();\n }\n if (NewBokeh.version !== Bokeh.version) {\n Bokeh.versions.set(NewBokeh.version, NewBokeh)\n }\n root.Bokeh = Bokeh;\n }\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 // If the timeout and bokeh was not successfully loaded we reset\n // everything and try loading again\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_is_initializing = false;\n root._bokeh_onload_callbacks = undefined;\n root._bokeh_is_loading = 0\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 root._bokeh_is_initializing = true\n root._bokeh_onload_callbacks = []\n const bokeh_loaded = root.Bokeh != null && (root.Bokeh.version === py_version || (root.Bokeh.versions !== undefined && root.Bokeh.versions.has(py_version)));\n if (!reloading && !bokeh_loaded) {\n if (root.Bokeh) {\n root.Bokeh = undefined;\n }\n console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n }\n load_libs(css_urls, js_urls, js_modules, js_exports, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_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": "" - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": "\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 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 let retries = 0;\n const open = () => {\n if (comm.active) {\n comm.open();\n } else if (retries > 3) {\n console.warn('Comm target never activated')\n } else {\n retries += 1\n setTimeout(open, 500)\n }\n }\n if (comm.active) {\n comm.open();\n } else {\n setTimeout(open, 500)\n }\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", - "application/vnd.holoviews_load.v0+json": "" - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/var/folders/fd/p7j_05zx409dzmtfjjjnjgfh0000gn/T/ipykernel_23854/2983398643.py:5: UserWarning: This is an alpha version of Parcels v4. The API is not stable and may change without deprecation warnings.\n", - " import parcels\n" - ] - } - ], + "outputs": [], "source": [ + "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import xarray as xr\n", - "import matplotlib.pyplot as plt\n", "\n", "import parcels" ] }, { "cell_type": "markdown", - "id": "6bf25ded", + "id": "3", "metadata": {}, "source": [ "## FieldSet resolution\n", @@ -227,22 +55,10 @@ }, { "cell_type": "code", - "execution_count": 86, - "id": "f3ff761f", + "execution_count": null, + "id": "4", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", - "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n", - "dt = [24] hours\n", - "dlat = [0.08333206 0.08333588] degrees\n", - "dlon = [0.08332825 0.08334351] degrees\n" - ] - } - ], + "outputs": [], "source": [ "# Load the CopernicusMarine data in the Agulhas region from the example_datasets\n", "example_dataset_folder = parcels.download_example_dataset(\n", @@ -254,14 +70,16 @@ "\n", "fieldset = parcels.FieldSet.from_copernicusmarine(ds_fields)\n", "\n", - "print(f\"dt = {np.unique(np.diff(ds_fields.time.values).astype(\"timedelta64[h]\"))} hours\")\n", + "print(\n", + " f\"dt = {np.unique(np.diff(ds_fields.time.values).astype('timedelta64[h]'))} hours\"\n", + ")\n", "print(f\"dlat = {np.unique(np.diff(ds_fields.latitude.values))} degrees\")\n", "print(f\"dlon = {np.unique(np.diff(ds_fields.longitude.values))} degrees\")" ] }, { "cell_type": "markdown", - "id": "b6c53df9", + "id": "5", "metadata": {}, "source": [ "To compute the Lagrangian integration of advection processes resolved by this velocity field, we must ensure `dt` < 1 day, and `particles.dlon`/`particles.dlat` < 1/12th degree. To ensure the latter, we can use the scale relation: dlon ~ U dt." @@ -270,47 +88,30 @@ { "cell_type": "code", "execution_count": null, - "id": "47f5cd4a", + "id": "6", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "U_max = 1.24 m s-1 == 1.12e-5 degrees s-1\n" - ] - } - ], + "outputs": [], "source": [ "# Use the maximum velocity at the surface to scale dlon/dlat\n", - "U_max_surface = np.nanmax(np.hypot(ds_fields.uo[0,0],ds_fields.vo[0,0]))\n", - "print(f\"U_max = {str(np.round(U_max_surface,2))} m s-1 == {str(np.round(U_max_surface / (1852 * 60) * 1e5,2))}e-5 degrees s-1\")" + "U_max_surface = np.nanmax(np.hypot(ds_fields.uo[0, 0], ds_fields.vo[0, 0]))\n", + "print(\n", + " f\"U_max = {str(np.round(U_max_surface, 2))} m s-1 == {str(np.round(U_max_surface / (1852 * 60) * 1e5, 2))}e-5 degrees s-1\"\n", + ")" ] }, { "cell_type": "code", - "execution_count": 85, - "id": "936358d0", + "execution_count": null, + "id": "7", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "np.float32(2.0755265)" - ] - }, - "execution_count": 85, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "1/12/U_max_surface*(1852 * 60)/3600" + "1 / 12 / U_max_surface * (1852 * 60) / 3600" ] }, { "cell_type": "markdown", - "id": "ae45565f", + "id": "8", "metadata": {}, "source": [ "dt < 1/12 / U_max\n", @@ -320,8 +121,8 @@ }, { "cell_type": "code", - "execution_count": 6, - "id": "df60342d", + "execution_count": null, + "id": "9", "metadata": {}, "outputs": [], "source": [ @@ -338,160 +139,110 @@ { "cell_type": "code", "execution_count": null, - "id": "2f1132d1", + "id": "10", "metadata": {}, "outputs": [], "source": [ - "runtime = np.timedelta64(7,\"D\") # Total simulation time\n", + "runtime = np.timedelta64(7, \"D\") # Total simulation time\n", "\n", - "advection_schemes = [parcels.kernels.AdvectionEE, parcels.kernels.AdvectionRK2, parcels.kernels.AdvectionRK4]\n", - "dt_choices = [np.timedelta64(12,\"h\"), np.timedelta64(6,\"h\"), np.timedelta64(1,\"h\"), np.timedelta64(20,\"m\"), np.timedelta64(5,\"m\")]" + "advection_schemes = [\n", + " parcels.kernels.AdvectionEE,\n", + " parcels.kernels.AdvectionRK2,\n", + " parcels.kernels.AdvectionRK4,\n", + "]\n", + "dt_choices = [\n", + " np.timedelta64(12, \"h\"),\n", + " np.timedelta64(6, \"h\"),\n", + " np.timedelta64(1, \"h\"),\n", + " np.timedelta64(20, \"m\"),\n", + " np.timedelta64(5, \"m\"),\n", + "]" ] }, { "cell_type": "code", - "execution_count": 88, - "id": "25eef547", + "execution_count": null, + "id": "11", "metadata": { "tags": [ "hide-output" ] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Begin simulation for (scheme: AdvectionEE, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3935325.98it/s]\n", - "chunks = (5, 7)\n", - "Begin simulation for (scheme: AdvectionEE, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1715112.64it/s]\n", - "chunks = (5, 14)\n", - "Begin simulation for (scheme: AdvectionEE, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 479025.97it/s]\n", - "chunks = (5, 84)\n", - "Begin simulation for (scheme: AdvectionEE, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:04<00:00, 132629.98it/s]\n", - "chunks = (5, 252)\n", - "Begin simulation for (scheme: AdvectionEE, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:16<00:00, 36644.13it/s]\n", - "chunks = (5, 1008)\n", - "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3624701.98it/s]\n", - "chunks = (5, 7)\n", - "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1824197.94it/s]\n", - "chunks = (5, 14)\n", - "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 372451.83it/s]\n", - "chunks = (5, 84)\n", - "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:05<00:00, 119885.78it/s]\n", - "chunks = (5, 252)\n", - "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:20<00:00, 28948.52it/s]\n", - "chunks = (5, 1008)\n", - "Begin simulation for (scheme: AdvectionRK4, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 2893738.76it/s]\n", - "chunks = (5, 7)\n", - "Begin simulation for (scheme: AdvectionRK4, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1212965.05it/s]\n", - "chunks = (5, 14)\n", - "Begin simulation for (scheme: AdvectionRK4, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 294167.28it/s]\n", - "chunks = (5, 84)\n", - "Begin simulation for (scheme: AdvectionRK4, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:06<00:00, 96498.06it/s] \n", - "chunks = (5, 252)\n", - "Begin simulation for (scheme: AdvectionRK4, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:26<00:00, 22737.97it/s]\n", - "chunks = (5, 1008)\n" - ] - } - ], + "outputs": [], "source": [ "for advection_scheme in advection_schemes:\n", " for dt in dt_choices:\n", - " pset = parcels.ParticleSet(fieldset=fieldset, pclass=parcels.Particle,\n", - " time=initial_release_times,\n", - " z=initial_release_zs,\n", - " lat=initial_release_lats,\n", - " lon=initial_release_lons,\n", - " )\n", + " pset = parcels.ParticleSet(\n", + " fieldset=fieldset,\n", + " pclass=parcels.Particle,\n", + " time=initial_release_times,\n", + " z=initial_release_zs,\n", + " lat=initial_release_lats,\n", + " lon=initial_release_lons,\n", + " )\n", " outputdt = dt\n", - " chunks = int(runtime/outputdt/2) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", - " \n", - " pfile = parcels.ParticleFile(store=f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\", outputdt=outputdt, chunks=(len(pset), chunks))\n", + " chunks = int(\n", + " runtime / outputdt / 2\n", + " ) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + "\n", + " pfile = parcels.ParticleFile(\n", + " store=f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\",\n", + " outputdt=outputdt,\n", + " chunks=(len(pset), chunks),\n", + " )\n", "\n", - " print(f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt/np.timedelta64(1,\"s\"))} s)\")\n", + " print(\n", + " f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt / np.timedelta64(1, 's'))} s)\"\n", + " )\n", " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", " print(f\"chunks = {(len(pset), chunks)}\")" ] }, { "cell_type": "code", - "execution_count": 89, - "id": "de134a2c", + "execution_count": null, + "id": "12", "metadata": {}, "outputs": [], "source": [ "# To compare the results visually, we will need distinct colour maps for each advection scheme and timestep\n", - "dt_colours = np.linspace(0,1,len(dt_choices), endpoint=True)\n", - "scheme_colours = np.linspace(0,1,len(advection_schemes), endpoint=True)" + "dt_colours = np.linspace(0, 1, len(dt_choices), endpoint=True)\n", + "scheme_colours = np.linspace(0, 1, len(advection_schemes), endpoint=True)" ] }, { "cell_type": "code", - "execution_count": 90, - "id": "be75e0f5", + "execution_count": null, + "id": "13", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Let's first compare different timesteps within each advection scheme\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15, 5))\n", "for i, advection_scheme in enumerate(advection_schemes):\n", - " axs[i].set_title(f'{advection_scheme.__name__}')\n", - " axs[i].set_xlabel('Longitude')\n", - " for j,dt in enumerate(dt_choices):\n", - " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " axs[i].set_title(f\"{advection_scheme.__name__}\")\n", + " axs[i].set_xlabel(\"Longitude\")\n", + " for j, dt in enumerate(dt_choices):\n", + " ds = xr.open_zarr(\n", + " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " axs[i].plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", + " axs[i].plot(\n", + " ds.lon.T,\n", + " ds.lat.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(dt_colours[j]),\n", + " label=labels,\n", + " )\n", " axs[0].legend()\n", - " axs[0].set_ylabel('Latitude')\n", - " #plt.legend()\n", + " axs[0].set_ylabel(\"Latitude\")\n", + " # plt.legend()\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "a5154098", + "id": "14", "metadata": {}, "source": [ "### Accuracy: separation from more accurate simulation\n", @@ -501,7 +252,7 @@ { "cell_type": "code", "execution_count": null, - "id": "a49489da", + "id": "15", "metadata": {}, "outputs": [], "source": [ @@ -512,7 +263,7 @@ " source: https://stackoverflow.com/questions/19412462/getting-distance-between-two-points-based-on-latitude-longitude\n", " \"\"\"\n", "\n", - " R = 6371.0 # approximate radius of earth in km\n", + " R = 6371.0 # approximate radius of earth in km\n", "\n", " lat1 = np.radians(lata)\n", " lon1 = np.radians(lona)\n", @@ -522,7 +273,9 @@ " dlon = lon2 - lon1\n", " dlat = lat2 - lat1\n", "\n", - " a = np.square(np.sin(dlat / 2)) + np.cos(lat1) * np.cos(lat2) * np.square(np.sin(dlon / 2))\n", + " a = np.square(np.sin(dlat / 2)) + np.cos(lat1) * np.cos(lat2) * np.square(\n", + " np.sin(dlon / 2)\n", + " )\n", " c = 2 * np.atan2(np.sqrt(a), np.sqrt(1 - a))\n", "\n", " distance = R * c\n", @@ -532,61 +285,62 @@ }, { "cell_type": "code", - "execution_count": 127, - "id": "5cf3cc0b", + "execution_count": null, + "id": "16", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "dist_end = np.zeros((len(dt_choices)-1, len(advection_schemes), npart))\n", + "dist_end = np.zeros((len(dt_choices) - 1, len(advection_schemes), npart))\n", "# Let's first compare different timesteps within each advection scheme\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15,5))\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15, 5))\n", "for i, advection_scheme in enumerate(advection_schemes):\n", - " axs[i].set_title(f'{advection_scheme.__name__}')\n", - " axs[i].set_xlabel('Time')\n", + " axs[i].set_title(f\"{advection_scheme.__name__}\")\n", + " axs[i].set_xlabel(\"Time\")\n", " axs[i].tick_params(\"x\", rotation=45)\n", - " axs[i].set_yscale('log')\n", - " axs[i].set_ylim(1e-2,1e2)\n", + " axs[i].set_yscale(\"log\")\n", + " axs[i].set_ylim(1e-2, 1e2)\n", "\n", " # set 5 minute dt as benchmark\n", " ds_5min = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_300s.zarr\")\n", - " for j,dt in enumerate(dt_choices[:-1]):\n", - " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " for j, dt in enumerate(dt_choices[:-1]):\n", + " ds = xr.open_zarr(\n", + " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", "\n", " # subset 5 minute data to match dt\n", - " lon_5min_sub = ds_5min.lon.where(ds_5min.time.isin(ds.time.values).compute(),drop=True).values\n", - " lat_5min_sub = ds_5min.lat.where(ds_5min.time.isin(ds.time.values).compute(),drop=True).values\n", + " lon_5min_sub = ds_5min.lon.where(\n", + " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", + " ).values\n", + " lat_5min_sub = ds_5min.lat.where(\n", + " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", + " ).values\n", "\n", " # remove nans\n", - " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(),drop=True).values\n", - " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(),drop=True).values\n", + " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(), drop=True).values\n", + " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(), drop=True).values\n", "\n", - " #compute separation distance between each particle in km\n", - " dist = dist_km(lon_valid,lon_5min_sub,lat_valid,lat_5min_sub)\n", + " # compute separation distance between each particle in km\n", + " dist = dist_km(lon_valid, lon_5min_sub, lat_valid, lat_5min_sub)\n", "\n", - " # plot \n", - " time_valid = ds.time.where(~np.isnan(ds.time).compute(),drop=True)\n", - " axs[i].plot(time_valid.T, dist.T, alpha=0.75, color=plt.cm.viridis(dt_colours[j]), label=labels)\n", - " dist_end[j,i] = dist[:,-1]\n", + " # plot\n", + " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True)\n", + " axs[i].plot(\n", + " time_valid.T,\n", + " dist.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(dt_colours[j]),\n", + " label=labels,\n", + " )\n", + " dist_end[j, i] = dist[:, -1]\n", " axs[0].legend()\n", - " axs[0].set_ylabel('Distance (km)')\n", + " axs[0].set_ylabel(\"Distance (km)\")\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "9f7c0e7f", + "id": "17", "metadata": {}, "source": [ "### Drifter pair separation: flow conditions\n", @@ -598,25 +352,20 @@ { "cell_type": "code", "execution_count": null, - "id": "9596e083", + "id": "18", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig = plt.figure()\n", - "ax=plt.axes()\n", + "ax = plt.axes()\n", "for i, advection_scheme in enumerate(advection_schemes):\n", - " ax.plot((dt_choices[:-1]/np.timedelta64(1,\"m\")).astype(int), np.mean(dist_end[:,i],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[i]), label = f\"{advection_scheme.__name__}\")\n", + " ax.plot(\n", + " (dt_choices[:-1] / np.timedelta64(1, \"m\")).astype(int),\n", + " np.mean(dist_end[:, i], axis=1),\n", + " \"-o\",\n", + " color=plt.cm.viridis(scheme_colours[i]),\n", + " label=f\"{advection_scheme.__name__}\",\n", + " )\n", "ax.set_ylabel(\"Mean separation distance (km)\")\n", "ax.set_xlabel(\"dt (minutes)\")\n", "ax.legend()\n", @@ -626,7 +375,7 @@ }, { "cell_type": "markdown", - "id": "b58e50e6", + "id": "19", "metadata": {}, "source": [ "## Advection schemes" @@ -634,39 +383,36 @@ }, { "cell_type": "code", - "execution_count": 132, - "id": "ec7fbf08", + "execution_count": null, + "id": "20", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABmkAAAHUCAYAAADRFMxmAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjcsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvTLEjVAAAAAlwSFlzAAAPYQAAD2EBqD+naQABAABJREFUeJzs3XWYXNX5wPHvHZeVmXX33ejGXYgDCe5OcOivFNpSihUSaAuFQqGUUkpxijuEBBKSQIi7e9bdbWZ29P7+mGRLiG2Slcj7eZ55dufOvee8d2BP7r3vEUVVVRUhhBBCCCGEEEIIIYQQQgjRpTTdHYAQQgghhBBCCCGEEEIIIcTpSJI0QgghhBBCCCGEEEIIIYQQ3UCSNEIIIYQQQgghhBBCCCGEEN1AkjRCCCGEEEIIIYQQQgghhBDdQJI0QgghhBBCCCGEEEIIIYQQ3UCSNEIIIYQQQgghhBBCCCGEEN1AkjRCCCGEEEIIIYQQQgghhBDdQJI0QgghhBBCCCGEEEIIIYQQ3UCSNEIIIYQQQgghhBBCCCGEEN1AkjTilNLc3Mzvf/97zjzzTKKjo1EUhZkzZx6wn9/v529/+xtnn302SUlJWCwWevXqxf33309DQ0O76lIUhTvvvLNjT0AIITrJ4sWLmTZtGna7HbPZTHZ2Nn/84x+PeNwNN9xASEhIF0QohBAdr73XhocibaAQojstWLCAm266iZ49e2K1WklMTOSCCy5gzZo1B91/7dq1TJ48mZCQEGw2GxdffDF5eXldEusNN9xAWlpap9fz+OOP8/nnn3d6PUKIE9P333+PoigHfS1fvrzL6v/+++87tZ7Zs2cf1TWrOPlJkkacUmpra3n55Zdxu91ceOGFh9zP5XIxc+ZMUlNTee6555g9eza33norL7/8MqNHj8blcnVd0EII0cneffddxo0bR3h4OG+99RazZ8/mvvvuQ1XV7g5NCCE6VXuvDYUQ4kT0r3/9i4KCAu6++25mz57N3//+d6qqqhgxYgQLFizYb9/t27czfvx4PB4PH374Ia+99ho7d+5k7NixVFdXd3qsDz/8MJ999lmn1yNJGiEEBNuCZcuW7ffq27dvp9c7aNAgli1bxqBBgzq1ntmzZ/Poo492ah3ixKLr7gCE6EipqanU19ejKAo1NTW88sorB93PbDaTn59PZGRk27bx48eTkpLCZZddxieffMK1117bVWF3CJfLhdls7u4whBAnmNLSUm677TZuv/12XnzxxbbtEyZM6Maojp3T6cRisXR3GEKIk0R7rw1PFtIGCnF6+ec//0lMTMx+284++2yysrJ4/PHHmThxYtv2Rx55BKPRyKxZswgLCwNg8ODBZGdn8/TTT/Pkk092aqyZmZmdWr4QQvxUdnY2I0aM6PJ6w8LCuqVeceqTkTTilLJviOORaLXa/RI0+wwbNgyA4uLidtf59ttv06tXLywWC/3792fWrFkH7LN48WImTZpEaGgoFouFUaNG8fXXX++3z8yZMw8a+xtvvIGiKBQUFLRtS0tL49xzz+XTTz9l4MCBmEymtgz7Rx99xPDhwwkPD8disZCRkcFNN93U7vMRQpxaXnnlFRwOB/fdd99xlbN7926mTZtGSEgIycnJ3HPPPbjd7v32qaur4//+7/9ITEzEYDCQkZHBQw89tN9+BQUFKIrCG2+8cUAdP5+GaF+7uHbtWi699FLsdnvbA4C8vDyuvPJKEhISMBqNxMbGMmnSJNavX39c5ymEOLW099rwSKQNFEJ0h58naABCQkLo3bv3fvesPp+PWbNmcckll7QlaCCYqJ4wYUK7Rrjsm8779ddfp0ePHpjNZoYMGcLy5ctRVZW//vWvpKenExISwsSJE9m9e/d+xx9surN9ZR7pnvlQU6X9/B5ZURQcDgdvvvlmW/s+fvz4ts8rKiq4/fbbSUpKwmAwkJ6ezqOPPorP59uv3H/961/079+fkJAQQkND6dmzJw8++OARvyMhxMlv31S227dv56yzzsJqtRIfH89f/vIXAJYvX86YMWOwWq3k5OTw5ptv7nf8waY721fmka4XDzVV2s+vD2+44Qb++c9/Auw3ndu+54KqqvLiiy8yYMAAzGYzdrudSy+99IDpLdetW8e5555LTEwMRqORhIQEzjnnHEpKSjrgmxQdTUbSCPET+4aM9+nTp137f/3116xatYrHHnuMkJAQnnrqKS666CJ27NhBRkYGAD/88ANTpkyhX79+vPrqqxiNRl588UXOO+883nvvPa644opjinXt2rVs27aNP/zhD6Snp2O1Wlm2bBlXXHEFV1xxBTNnzsRkMlFYWHjAUHghxOlj0aJFREREsH37di644AI2b95MREQEF198MU899dR+N/KH4vV6Of/887n55pu55557WLRoEX/84x8JDw/nkUceAaC1tZUJEyawZ88eHn30Ufr168ePP/7IE088wfr16w9ITB+Niy++mCuvvJI77rgDh8MBwLRp0/D7/Tz11FOkpKRQU1PD0qVL272umBBCtJe0gUKIE0ljYyNr167dbxTNnj17cLlc9OvX74D9+/Xrx7x582htbcVkMh227FmzZrFu3Tr+8pe/oCgK9913H+eccw7Tp08nLy+PF154gcbGRn77299yySWXsH79+iMmwttzz9xey5YtY+LEiUyYMIGHH34YoO1atqKigmHDhqHRaHjkkUfIzMxk2bJl/OlPf6KgoIDXX38dgPfff5//+7//41e/+hVPP/00Go2G3bt3s3Xr1qOKRQjRvX75y19y5ZVXYrFYGDlyJA8//DBjxoxp17Fer5eLL76YO+64g3vvvZd3332XBx54gKamJj755BPuu+8+kpKS+Mc//sENN9xA3759GTx48BHLPNL1Yns9/PDDOBwOPv74Y5YtW9a2PT4+HoDbb7+dN954g7vuuosnn3ySuro6HnvsMUaNGsWGDRuIjY3F4XAwZcoU0tPT+ec//0lsbCwVFRUsXLiQ5ubmo4pHdBFViFNUdXW1CqgzZsxo1/4lJSVqbGysOmTIENXv9x9xf0CNjY1Vm5qa2rZVVFSoGo1GfeKJJ9q2jRgxQo2JiVGbm5vbtvl8PrVv375qUlKSGggEVFVV1RkzZqgH+5N8/fXXVUDNz89v25aamqpqtVp1x44d++379NNPq4Da0NDQrnMWQpz6evTooZpMJjU0NFR9/PHH1YULF6pPPfWUajab1dGjR7e1QYcyffp0FVA//PDD/bZPmzZN7dGjR9v7l1566aD7Pfnkkyqgzp07V1VVVc3Pz1cB9fXXXz+grp+32fvaxUceeWS//WpqalRAfe6559rzFQghhKqqR39tqKrSBgohTjzXXHONqtPp1NWrV7dtW7JkiQqo77333gH7P/744yqglpWVHbZcQI2Li1NbWlratn3++ecqoA4YMGC/a8bnnntOBdSNGze2bZs+fbqampp6QJntuWc+2LGqevB7ZKvVqk6fPv2AfW+//XY1JCRELSws3G/7vnvkLVu2qKqqqnfeeadqs9kO/UUIIU5oa9euVe+++271s88+UxctWqS+9tpraq9evVStVqt+8803Rzx+37XdJ5980rbN6/Wq0dHRKqCuXbu2bXttba2q1WrV3/72t23bFi5cqALqwoULDyjzSNeLBztWVQ9+ffjLX/7yoM8Ily1bpgLqM888s9/24uJi1Ww2q7///e9VVVXV1atXq4D6+eefH/E7EScGme5MCILTU0ybNg1VVfnggw/QaNr3pzFhwgRCQ0Pb3sfGxhITE0NhYSEADoeDFStWcOmllxISEtK2n1ar5brrrqOkpIQdO3YcU8z9+vUjJydnv21Dhw4F4PLLL+fDDz+ktLT0mMoWQpw6AoEAra2tPPjggzzwwAOMHz+ee++9lyeeeIIlS5Ywf/78I5ahKArnnXfeftv69evX1tZBcCSi1Wrl0ksv3W+/G264AaBd9RzKJZdcst/7iIgIMjMz+etf/8rf/vY31q1bRyAQOObyhRDicKQNFEKcKB5++GHeeecdnn322YP26j7cqJb2TP04YcIErFZr2/tevXoBMHXq1P2O37f9p+3g4co83D1zR5k1axYTJkwgISEBn8/X9po6dSoQnOECglOcNzQ0cNVVV/HFF19QU1PToXEIITrXwIEDee6557jwwgsZO3YsN954I0uXLiU+Pp7f//737SpDURSmTZvW9l6n05GVlUV8fDwDBw5s2x4REdHu9qo914sdYdasWSiKwrXXXrtfWxcXF0f//v3bplLLysrCbrdz33338dJLL8lowZOAJGnEaa++vp4pU6ZQWlrKvHnzjmrI9cHWtTEajbhcrrayVVVtG5L4UwkJCQDU1tYeU9wHK/OMM87g888/x+fzcf3115OUlETfvn157733jqkOIcTJb187ddZZZ+23fd8N69q1a49YhsViOWB6DKPRSGtra9v72tpa4uLiDngAEBMTg06nO+a2Dg5s7xRFYf78+Zx11lk89dRTDBo0iOjoaO666y4Zui2E6HDSBgohTgSPPvoof/rTn/jzn//MnXfeud9n+673DtbW1NXVoSgKNpvtiHVERETs995gMBx2+0/bwUM50j1zR6msrOSrr75Cr9fv99o3lfm+ZMx1113Ha6+9RmFhIZdccgkxMTEMHz6cefPmdWg8QoiuY7PZOPfcc9m4cWO72paDXdsZDIYD2rp929vT1rXnerEjVFZWoqoqsbGxB7R3y5cvb2vrwsPD+eGHHxgwYAAPPvggffr0ISEhgRkzZuD1ejs0JtExZE0acVqrr69n8uTJ5OfnM3/+/IPO4Xs87HY7Go2G8vLyAz4rKysDICoqCqCtMXe73RiNxrb9DtWz51A9oS644AIuuOAC3G43y5cv54knnuDqq68mLS2NkSNHHtf5CCFOPv369WP58uUHbFdVFaDdIwePJDIykhUrVqCq6n7tU1VVFT6f76Bt3U8d7gHmwdq71NRUXn31VQB27tzJhx9+yMyZM/F4PLz00kvHfT5CCHE0pA0UQnSmRx99lJkzZzJz5syDLnCfmZmJ2Wxm06ZNB3y2adMmsrKyjrgeTXcymUwHtItw6Hvhg4mKiqJfv378+c9/Pujn+zpJAtx4443ceOONOBwOFi1axIwZMzj33HPZuXMnqampR38CQohut+/+tj2jBrvLoa4Dj7atUxSFH3/8cb9nh/v8dFtubi7vv/8+qqqyceNG3njjDR577DHMZjP333//MZ6F6CwykkactvYlaPLy8pg7d+5+Qxo7itVqZfjw4Xz66af7ZfMDgQD//e9/SUpKapuyLC0tDYCNGzfuV8ZXX311THUbjUbGjRvHk08+CcC6deuOqRwhxMlt3zQ5c+bM2W/77NmzARgxYkSH1DNp0iRaWlr4/PPP99v+1ltvtX0OwSkuTCbTAW3dF198ccx15+Tk8Ic//IHc3Nx2jQwSQoiOJm2gEKKz/PGPf2TmzJn84Q9/YMaMGQfdR6fTcd555/Hpp5/uN6KuqKiIhQsXcvHFF3dVuMckLS2NqqoqKisr27Z5PB6+/fbbA/Y91Cicc889l82bN5OZmcmQIUMOeP00SbOP1Wpl6tSpPPTQQ3g8HrZs2dKxJyaE6BL19fXMmjWLAQMGnNAJ6UM99/vyyy8P2HdfsuXn7d25556LqqqUlpYetK3Lzc09oCxFUejfvz/PPvssNptNrhdPUDKSRpxy5syZg8PhaLs43bp1Kx9//DEA06ZNw2Kx4HK5OOuss1i3bh3PPfccPp9vv57m0dHRZGZmdkg8TzzxBFOmTGHChAn87ne/w2Aw8OKLL7J582bee++9tiz/tGnTiIiI4Oabb+axxx5Dp9PxxhtvUFxc3O66HnnkEUpKSpg0aRJJSUk0NDTw97//Hb1ez7hx4zrkfIQQJ5czzzyT8847j8cee4xAIMCIESNYvXo1jz76KOeeey5jxozpkHquv/56/vnPfzJ9+nQKCgrIzc1l8eLFPP7440ybNo3JkycDtM2f+9prr5GZmUn//v1ZuXIl7777brvr2rhxI3feeSeXXXYZ2dnZGAwGFixYwMaNG6VHkBDiAO25Njxe0gYKITrDM888wyOPPMLZZ5/NOeecc8Do6J92tnn00UcZOnQo5557Lvfffz+tra088sgjREVFcc8993R16Efliiuu4JFHHuHKK6/k3nvvpbW1leeffx6/33/Avrm5uXz//fd89dVXxMfHExoaSo8ePXjssceYN28eo0aN4q677qJHjx60trZSUFDA7Nmzeemll0hKSuLWW2/FbDYzevRo4uPjqaio4IknniA8PLxtjVchxInr6quvJiUlhSFDhhAVFcWuXbt45plnqKys5I033uju8A4rLi6OyZMn88QTT2C320lNTWX+/Pl8+umnB+y7L9ny5JNPMnXqVLRaLf369WP06NHcdttt3HjjjaxevZozzjgDq9VKeXk5ixcvJjc3l1/84hfMmjWLF198kQsvvJCMjAxUVeXTTz+loaGBKVOmdPWpi/ZQhTjFpKamqsBBX/n5+aqqqmp+fv4h9wHU6dOnH7EeQP3lL3950Pp/fvyPP/6oTpw4UbVararZbFZHjBihfvXVVwccu3LlSnXUqFGq1WpVExMT1RkzZqivvPLKfrHvq+Occ8454PhZs2apU6dOVRMTE1WDwaDGxMSo06ZNU3/88ccjno8Q4tTldDrV++67T01OTlZ1Op2akpKiPvDAA2pra+sRj50+fbpqtVoP2D5jxgz155cRtbW16h133KHGx8erOp1OTU1NPWg9jY2N6i233KLGxsaqVqtVPe+889SCggIVUGfMmHFAHdXV1fsdX1lZqd5www1qz549VavVqoaEhKj9+vVTn332WdXn8x3FNyOEOB2059rwUKQNFEJ0p3Hjxh32vvXnVq9erU6aNEm1WCxqWFiYeuGFF6q7d+9uV10Hu7/dd9/817/+db/tCxcuVAH1o48+ats2ffp0NTU19YhlqurB75lnz56tDhgwQDWbzWpGRob6wgsvHLStXb9+vTp69GjVYrGogDpu3Li2z6qrq9W77rpLTU9PV/V6vRoREaEOHjxYfeihh9SWlhZVVVX1zTffVCdMmKDGxsaqBoNBTUhIUC+//HJ148aN7fqehBDd64knnlAHDBighoeHq1qtVo2OjlYvuugideXKle06/lDXduPGjVP79OlzwPafP3/b1/4tXLjwiGUerA0rLy9XL730UjUiIkINDw9Xr732WnX16tUqoL7++utt+7ndbvWWW25Ro6OjVUVRDrhufe2119Thw4e3PWfMzMxUr7/+enX16tWqqqrq9u3b1auuukrNzMxUzWazGh4erg4bNkx944032vU9ia6nqOreSfuEEEIIIYQQQgghhBBCCCFEl5E1aYQQQgghhBBCCCGEEEIIIbqBJGmEEEIIIYQQQgghhBBCCCG6gSRphBBCCCGEEEIIIYQQQgghuoEkaYQQQgghhBBCCCGEEEIIIbqBJGmEEEIIIYQQQgghhBBCCCG6gSRphBBCCCGEEEIIIYQQQgghuoGuuwM4FQQCAcrKyggNDUVRlO4ORwhxglJVlebmZhISEtBoTp0cubSBQoj2OBXbQGn/hBDtJW2gEOJ0dSq2fyBtoBCifdrbBkqSpgOUlZWRnJzc3WEIIU4SxcXFJCUldXcYHUbaQCHE0TiV2kBp/4QQR0vaQCHE6epUav9A2kAhxNE5UhsoSZoOEBoaCgS/7LCwsG6ORghxompqaiI5ObmtzThVSBsohGiPU7ENlPZPCNFe0gYKIU5Xp2L7B9IGCiHap71toCRpOsC+YY1hYWHSMAshjuhUGwotbaAQ4micSm2gtH9CiKMlbaAQ4nR1KrV/IG2gEOLoHKkNPHUmgxRCCCGEEEIIIYQQQgghhDiJSJJGCCGEEEIIIYQQQgghhBCiG0iSRgghhBBCCCGEEEIIIYQQohtIkkYIIYQQQgghhBBCCCGEEKIbSJJGCCGEEEIIIYQQQgghhBCiG0iSRgghhBBCCCGEEEIIIYQQohtIkkYIIYQQQgghhBBCCCGEEKIbSJJGCCGEEEIIIYQQQgghhBCiG0iSRgghhBBCCCGEEEIIIYQQohtIkkYIIYQQQgghhBBCCCGEEKIbSJJGCCGEEEIIIYQQQgghhBCiG0iSRgghhBBCCCGEEEIIIYQQohtIkkYIIYQQQgghhBBCCCGEEKIb6Lo7ACHEqUdVVfasL6CmtI7muhaa61poqmumpd5BeFQYF/zqbMIiQrs7TCGEOCr1VY188cIcGqqaSOuTzLTbJmMw6rs7LCGE6HSlu8v5/B9z6DU8mwlXjUFRlO4OSQghusyXX79EVX4VE8ddT0ZuWneHI4QQXaappZ65Cx/A77Ny9viHCbfbujukU5YkaYQQHW7d/E28+/inh/y8ZFcZt/31eiLj7V0YlRBCHJ/Ni7ezefF2AEp2lpG3sZDpj10hbZkQ4pRW0bCNzeWPQ7aG2a8XUJ5XxdUPXSyJGiHEaaGkbisJ8e8TH6uycM12PK0z6Tk0p7vDEkKILrF1z/ekxm8D4LsltzFhxItEREV1c1SnJpnuTAjR4ZzNLgDCIkMYPm0Qk689g4vumsbVD11CRLyN2rJ6XvjVq5TnVXZzpEII0X5a3f8um0JsFsr2VPDcHf+mYEtxN0YlhBCdq6hmDnER5QwbUcCQOzazbvF6vvrX3O4OSwghukSI0Y5GG7wG7Ne3lEUb/0R5vtzHCiFOD5mpQ9t+T4mrZP6Se/B5vN0Y0alLkjRCiA5nCbMAEJMcxWW/O5+zb5rI6AuHMWhSLnc+fzPx6TE017Xwz7tfI29jYTdHK4QQ7RNqDwEgLCqUX/3zVpJ7JOBqbuW1h96lprS2m6MTQojOYQvJRavTotEqZKbWMuDG7fzw8VLWzNvQ3aEJIUSns1njaWYE7B08OLB/IZ9/+ee2jolCCHEqi7YlUdUyuu19WmIBH381oxsjOnVJkkYI0eGsYWYAHI3OAz4LiwzlF8/dSFqfZFodbl7+/dtsXbajq0MUQoij1mtENmGRITTVNLN7XT6/ePYGknIScDa5eOWBd3A0HdjmCSHEyS4rZhKOQCJ6kx4U6JFZRcYlBXzy7Cyqiqq7OzwhhOh0A3vcg0/zvzVVB43ayDv/eQlVVbsxKiGE6BqTRj9EU2tY2/vM1CXMX/BBN0Z0apIkjRCiw1n2JmmcLa0H/zzUzG1PX0+v4dn4PD5ef/h9Vs+V3phCiBObTq9j3GWjAFj4/mJ0Bh03PX4VtpgwakrqeOPh9/F5fd0cpRBCdCyNRkNC7N2g6NAbgkuaDhtegKVPBW8/+hF+n7+bIxRCiM4VZookMv43aHRaADSKSvKAuSz/dkU3RyaEEJ3PpLeSmjIDX+B/S9sHNK9TWVHWjVGdeiRJI4TocPumO3Meple5wajnhj9eyeAp/VEDKu//5TN++GhZV4UohBDtUt6wh5rat1B9+QAMP3cw5lATNSV1rP52A2ERodz8xDUYLQbyNxXx4V+/lF6VQohTTnJEf7yGS9AZdGj1wYeUZ1y0jeqmYrl+E0KcFnLiJuExX4pGG5z3LDLMyeaSF2iqa+7myIQQovNlpQwhoLu5bepHW4iLhUtndmtMpxpJ0gghOpw1PJik8bp9eNyHXlBMq9Ny5f0XcsalIwH46l/fMvs/38kDTiHECWHuzgVUlN9NRc07FBXfTUPt3zGaHIy/PDgn72fPf03Zngri02O5fuYVKBqFtd9tZMuS7d0cuRBCdLyBaTfRzHAMRj1anQazwUv/K3Yy+z/fUV/Z0N3hCSFEpxuefQcuwxQUTfAp5YABxbz0+DPdHJUQQnSN0YOuxum/ru19ZsoO5s19vxsjOrVIkkYI0eGMZgMabbB5OdxoGgBFUTjvF2cy7ZZJACx4bzEfP/MVfr9MnSGE6D6qqrKyaCV6TTDR3OxxU1Izm4qyXzPhsmRyBmfgdft445H3cTa76DEkkwlXjgFg1svzZPofIcQpR6PRMDTrDzSrfTGYDGh1GrLSarANruXPVz132I45QghxKtBoNIzq9QBu49S2bROuXMgrf/yPXPsJIU4L44bdglu5te29LeJffPfdB9LZugNIkkYI0eEURcESagLA1XzwdWl+vv/Eq8dy6W/PQ1Fgxey1vP3oRwQCgc4OVQghDkpRFHzaXqgqRFmsbHJcQVVrBLWOSsorHuLah4YQEW+jrryB/z72ER63l4lXjyHEZqGmpI6lX67u7lMQQogOp9MaGJbzF5qVYRjMBjQ6DWddsRFtuIc/nPsE+ZsKuztEIYToVBqNhtF97sMXdknbtv5T/8u//v4QeZsKui8wIYToImMGX4tXd1vb+3Dbi3zw+S8pK5HrwOMhSRohRKew7J3yrLqktt3HjDh3MNfPvAKtTsPmxdtZv3BLZ4UnhBBHlBmZSokzFo/fxxU5Cs2Geyh1xlDvqqG28VFu+eMw9EYdO9fk8eJdr+FqdnHWjRMBmPvmQpzNrm4+AyGE6HharZ7h2Y/SqrsQo9kAwKUPLcE2rJIX7n6Nd/70CfVVjd0cpRBCdK6ROXfh1mW0vR8+bhnr8n/NW8//g9ry+m6MTAghOt+oAddQ1Zze9j4zeQu7Cm/m48//SHOjXAcei5MmSXP++eeTkpKCyWQiPj6e6667jrKysv32ufvuuxk8eDBGo5EBAwYcVfmqqjJ16lQUReHzzz/vuMCFOE31GJIFwDevLTiqod+5Y3sx6ZozAFj2xapOiU0IIdpjdHIKi6sH0uR209I8h/Mz9RB6L8WOOBpbG2jVPMvtT47CEmamZFc5z93xMhHxdmJSo3A1t/Ld24u6+xSEEKJTaDQahmT+gma1P0ZLMFEz5aLNjL5nPTtLl/Dk9f/gs+dnS7JGCHFK65H5SNs03wApCfX0GvUxsxfdzn9ffPGoOiwKIcTJJiv9FxBcoguvX4vF6CU16TtWrL+Cj794jLqamu4N8CRz0iRpJkyYwIcffsiOHTv45JNP2LNnD5deeul++6iqyk033cQVV1xx1OU/99xzKIrSUeEKcdo7c/o4Qmxmqopq+OHDpUd17IhzB6NoFPI3F1GeV9lJEQohxOFl2CPoGT+BlTV9KGtpxtv8EmdmpGGJeJD8lkSa3E0Y7O/wm5euJSk7Hkejk1fuextLiBmAJZ+vkJ6UQohT2qDMGQQ0prZFtNOSmjn/tnUMun0tG/O+5fFrnuO9Jz6jaHtpN0cqhBAdLzo0nXpPbwD2FMfRrAxGo9PQM7OSHsM+YOGqW3jlxT+zdcV2Wa9BCHHK6ZE2nOrGeABKK4ZR33ohLp+JcKuL1MT5bNpxFR98dg9bt6zr5khPDidNkuY3v/kNI0aMIDU1lVGjRnH//fezfPlyvN7/LVD5/PPP88tf/pKMjIzDlHSgDRs28Le//Y3XXnuto8MW4rSkqh6M6r+548+bSc6qYd7bPxxVT8qwyFByx/QCYKmMphFCdKPLe/dlm2M8Fc4wyppK8Df+kTOSbRjDf0O9O4x6Zwmq9m1++fyNDD17IKoKBVuKAfD7AqyaIxekQohTl1FvxaObiE6vpao+hB270jBYDPTo0cy50zcy/t6VFHu+5R+/eYnn7niZlXPW4XF7j1ywEEKcJJKTL0ZRICG2hrjArcSnvkCzMhhFqyU9uY7+w+ZS6rqb/7z8f8z7eI5MhyuEOKUYTcGZcEJDNzFx2J0MG/wpDa0X09wagsXoISN5NS2uX/PJ11fz7Xdv0OqUNvBQTpokzU/V1dXxzjvvMGrUKPR6/XGV5XQ6ueqqq3jhhReIi4tr1zFut5umpqb9XkKIIFX1obY8T23jj9Roqhh/xxZyJ2zjy3/OOqpyRl0wFIA1322k1enujFBPKjLloxDdw6jTcdvg0XxRMplyh57Cuq146h9mcoqO3Z4r8akaqhsW4fct5PJ7z+fK+y8iLCq07fjv/ruIbSt2Se9JIcQpKyP2QrR6LdH2FjZ+FIPF9AytugnozFaSkzxMvnAnF8xYQuiI7/n6i7eZeclTfPDUF+RtLJS2UQhx0suKHYfLH4rZ4GPt5i9IsPdh4uC/kZr5Ki79RPwaM7bQVgYO3kpoypN8Omc6r/37T2z4ceNRTQsuhBAnomEDr8SvaokMa2H1uvmY9FamjLmbsSM+xcXNVDcloCiQEltKhO11Fq+6iA8//w2rVi2U68CfOamSNPfddx9Wq5XIyEiKior44osvjrvM3/zmN4waNYoLLrig3cc88cQThIeHt72Sk5OPOw4hTgWqqqK2vEhd0zJKm1vZ0pCBYtaRPbGE+H7vsWPlinaXlTkgjZiUKDwuD2vnbezEqE8OMuWjEN0nOzKSO0ZcxIdFl7CnyU5BfTHuhj9zZU8DaxtG4Q34qah6CdVXxJAz+3P/23cx8eqxbce/+sA7/POu11gzb4P0IBdCnHKiQtNpUbPRajXEjaiiYp2T4TkPkpX+Nl7TpQQMMYTbdAweXMl5t61l7G+WUKH7kv88/i+euPbvzHl1PiW7yuVGXQhxUtJqdbiVAQD4TZvb2rLosHTO6D+DgbmforHdQZM/Eb0eemRUkjt4Ho3a3/D2ezfw3uv/ZOe6Pfj9krARQpx8Qs0RVDWkAFBcubBtu15n5Iwh1zNt4ntExv6d8oYhuP16wq0u0pPWgjKTOfMv5OMvZ7J18zq5DqSbkzQzZ85EUZTDvlavXt22/7333su6deuYO3cuWq2W66+//rj+I3755ZcsWLCA55577qiOe+CBB2hsbGx7FRcXH3MMQpxSApU0NC2ioqWFb8pG4jbdxkbH5Xg1ZuypzTT6/kBT4+J2FaUoCiPPD46mWfLFytO+wT6RpnyU0YTidNQjMorfjz2fudWXs7E+lbz6aurrXuOCtOA6Cy0eJ+WVf0FV3RiMeqbdMon03JS24wu2FPPeE5/xx8uf4fN/zKE8X9bbai8ZSSjEic9sGY1WpyG1Rw1blmwHwGq0Mzjjdgb1eBdr5ExchhHoLVYS472MnZTPxfcuo+9137Gz8R3+OeM5Hr/6OT5/YQ57NhQQCAS6+YyEEKL9UpOngAIpyZWU7Nx/DS6j3sLgzKuYNPxd4tNewKmbiIdQLCYffXoVkZX7ISUtv+Ctd2/gv68/zcYlm/B6pFOPEOLkYTIN2vtz50Gf3WUkDeD8yc8wZNAXuNSbqGhMI4BCtK2B1ISFOFp/zdffXchHX9zPylXz8XlPzzawW5M0d955J9u2bTvsq2/fvm37R0VFkZOTw5QpU3j//feZPXs2y5cvP+b6FyxYwJ49e7DZbOh0OnQ6HQCXXHIJ48ePP+RxRqORsLCw/V5CCEATy6Y6GwBTksq4Nrc/1wy+hUbjHyhutKEYPBQUzaSs8l+oqu+IxQ05sx96o47KgmryNxV1buwnke6e8lFGE4rTVXxoKI+MO4vdniuZUzaKoiaoaCpAu3cUWoMjH1fz/6Z23Ddto86g46wbJmCLCcPV3Mriz1bwzM3/4vlfvsLyWWuOas2u05GMJBTixJcWNQGNTkNiTCMFRbv2m8JHo9GQET2KkT3+TE7Ge6ghN+Ex9MRkNZGa1MrYiflcfM9yBt48jwr9u7z9ynM8evlTvPPnT1g9dwPN9S3deGbdTxLVQpz40qNH4lONhJg8rN+08JD7Jdj7Mm7ADEYM/Bxr3Awa/IMJKCbCLG769iqiR+5XNGvv5qPPr+G1Vx9mwVfzqK9s6LoTOQFJGyjEiS+31zmgQGxEHSXFhYfcz6S3csbQ6Zw36U2yst+j1nEBNS2xwWPtDaQlLkNRHuP7pefzwRd3Mve7t6mvqe3CM+leuu6sPCoqiqioqGM6dl9mzu0+9rUq7r//fm655Zb9tuXm5vLss89y3nnnHXO5QpyuFEXBbboJr+/PmLV5NDZ9gd12EVP7jOGbEi2Ltr/EGb0KqKr6mBbnJjKSHkGnP3RiwBxiZtDk/qz4eg1LPl9JRr/ULjybE899993HCy+8gNPpZMSIEcyadXTr/BzMsUz5+MADD/Db3/627X1TU5MkasRpI8xo5P7R49hY2YMPt6whVrecUdEbMWndqKjU1L5JsrYFjOPoPSIbvVGH1+2j5/AsJl07lp2r97B81hq2LttJ0bYSiraVABCVFEH2wAyyBqWTNTAda5ilm8/0xPGb3/ym7ffU1FTuv/9+LrzwQrxeb1ui+vnnnwegurqajRvbP0XmvpGEq1atIj4+vmMDF+I0YrPGs11NRqfswdanmpKdZaT2PvDawGwIo3/KVcBVNLmqyKv6DrdzKSHKbhJNHuKiSwkMKcLt1VJQvJqFKyP55HU7USGp9ByaRY+hWaTnpqDVabv+JLvJhAkTePDBB4mPj6e0tJTf/e53XHrppSxdurRtn32J6hUrVhxVGwiSqBaiI+i0BppaU4gw7aLGsQ647rD7a7U6eiVMpFfCRHx+N3uqllBcMhcTmzAZHGRnVAKVwCKWbAihuiIRq6Y/fXtMIrt/JnrD8XXUO5lIGyjEiS8+KpMt20IJNzezbfcPJKekHfGYyPB4zh4XfK5U3VDC+s2f0+peSXRYMeFWJ+HWTcAmtu15jYqVsaj+3mQmTyS37wi0um5NZ3Sak+KsVq5cycqVKxkzZgx2u528vDweeeQRMjMzGTlyZNt+u3fvpqWlhYqKClwuF+vXrwegd+/eGAwGSktLmTRpEm+99RbDhg0jLi7uoD3HU1JSSE9P76rTE+KUMjlrJO+vmUK/0DnU1L5BmHUIWn0yZ505grLHivgwfxnnTt6Mz7uVbc5bSUy+n4iw0Ycsb9QFQ1jx9Ro2L95GU10zYRGhh9z3ZDNz5kweffTRw+6zatUqhgwZAgSnfLz55pspLCzk0Ucf5frrr2fWrFnHfFG5b8rHdevWHdVxRqMRo9F4THUKcTRKdpWTv6mIqMQI4tJjsEWHnRA3UYqi0D8unn6x57C0JJcPtq0h27KcUdEbaPK42VX+ARGmLwm1ZDD1GiPzP/axfuEWknsk0nNYNj2HZdNU18zqb9azeckOineUUlNSR01JHcu+Wo2iQEJmHJkD0knqkUBSTjzRSZEnxLl3t+4eSeh2u/frICTTPYqupqoqW5buIH9jIaoKCVlx9BqehTXc2t2hoTH0R+PJJyajgYLNxQdN0vxUmDmGAalXA1fjcDdQWPMjrpaVGAJbCFWb6d2jnp5ZNQTOVmloWUdxYSQbP7HhfDKKtIye5AzJJGtgGnFpMad0+3giJaqlDRQnAr/fz7pFa8krXY1OayYncyi9BvdEq+3e5K3J0hsCuzBZS1FVtd3tkk5rpEf8RHrETyQQCFBQu5ai4rkEPBsIN1YRG9FCbMQOYAf1vk/45KsIWpsziQsfQb/+I4hPj5M2UDrriNOIqqqsWjWfoorFKApE23MZNex8dN2cvHW4Egk3b6exZctRHxttS2LKmDuD5bQ2smbjVzQ0LSHcko/F4CI5phwox+ubz/dLzdQ3pmI1DWJA76nEJ6YcvvCTyEmRpDGbzXz66afMmDEDh8NBfHw8Z599Nu+///5+DwpvueUWfvjhh7b3AwcOBCA/P5+0tDS8Xi87duzA6XR2+TkIcbrQKApTet3Cyh1bSLUWUVj2FOkpz6IoOm585HLWfteT99//kmHTVpMW2cDuXTPQWZ5gUK+hBy0vMSuelF5JFG0rYeXsdUy+9owuPqPOc+edd3LllVcedp+0tLS23/eNPszJyaFXr14kJyezfPny/ZLVR+OnUz7+1CWXXMLYsWP5/vvvj6lcIY5XZWE1c16dz+bF2/fbbg4xEZcWQ0b/VCZcNQaTpXuThYqiMDo5leGJyawoHczCvJeZELcaj99PaYsTrWMjcYMVLk1z4G7eQqClFMXQF3S9CIsIZeLVY5l49VhcjlbyNhSya00eu9blUVlQTenuCkp3V7TVZTAbSMyMIzE7nsSceJKy44lJiTptepOfKCMJn3jiiSMm14XoLF6Pl9ceeocaZTWJuTXoDX5W7LQw+7NY+vYcx1k3TujWUXi2kFycri+JT2gk//sixl0+qt3HWo02eieeB5xHIBCgtGETlfWL8Xk2YqGQGJOPSHsFgdxS1ABU1a9hW4GdH1604y+JJ6NndttIxKjEiFP2gWV3J6qlDRTdzeP28uYbf6D3gFWk9wxOq9jkf5P3Pk4m2X4NZ0w5s9v+/uPjh9FY9gVxsXXUVdQTGR9x1GUEp4ccQkZ0sJNek6uK3aXfU1O9BKtuF0aDg8zUaqAaWM7WYhPfrYgCTw6pMWPoN2gw9lhbh57XiaS720BJVIsTwYefPURGyhJSE/ZtWcjCZa/icU9l6qT/Q9NNCWujMRvYjlZ3fEsVWE3hnDHsWuBaAoEAu4tXs2vPPFR1M9FhFYRZXIRZtgPbKS5/l1Wbo2h1ZRJjH86g/pMJs4V3xOl0C0U93Vfj7gBNTU2Eh4fT2Ngo69OITudsdvHfxz7C2eQiMiGCyAQ7EfF2ohIjiIi3YYsJR6Pp1uWmAFhWuAG94w+YtB5iIy8jKvJGFCX4j0Wr081nb8/FkPgqKXH17KmIxFx2O2dfNx6j+cCHrqvnbuD9v3yGLSaMB965u9t7SR2rjmwriouLSUlJYeHChQesoTVz5kw+//zzttGEh1JRUUFNTc1+23Jzc/n73//Oeeed1+4RhdIGio7idrn57O+zWTNvA6oKigJZAzNoqmumuriWgP9/C0mHRYVy8V3T6DumVzdGvL8fCrYS4rwPo9bD8vqp1Dmb6BO+i2i1CAWwhpqxGgxY9XqMxgyslv4o+h6gTQVNdNtDhabaZnavy6dgSzGlu8op21OB133gOl5anYbY1BjiM2KJz4ghPjOO+IwYQu0hJ+QDyp+2FX/729+OaiRhTU0NdXV1bSMJw8PDDzqSsL3t35dffsk999zDunXrCAkJAYJJt88++4wLL7zwkMcd7OY8OTlZ2j/RJWa/Mp8yXqP/wBJ0Oi0oEPAHCPhViitsbP+2L+dfeR19R/fslvgc7gb27LkMt9PD/FfP4f5//b5DynV7WyisXUF98xrwbcWslhLwB/D7AwT8AVQVyirDKSuyU7s7HLU6gexePcgamEbWwPQT5oHl8VwvHSxRHRkZecB+7W0DAW6//Xb8fj+vvPIKIG2gODl8/uGbJGa8Bgq4AyEoBDBqnKgq+AMKO3YM4cKpDxMe1fUP6Vq9DjZvOgc1oOJt+hOjJo7t0PIDgQDF9RvJL1qA17UOm6kMVB/85IleTaOV6soYtP7eZCedQZ9BuSfESMvjvV88UdrAQ82EIW2g6CorVs5D0fwJBahsTCYQ0BMRWoxR5wWgtCaeof0eJzEho8tj27Tje1qbZ+B0Gzhj1NxOuR91uppYu3kONfXLCTHvJtzStF8b6PFrqaqNwe/PJjl2NAP6jcdoMnV4HEervW3gSTGSRggR5PV4ef0P75G/KZiZLtlVfsA+Wp0Ge6yNyHj7AUmcrux1PSKlH59sOJ+e5o+pb/gUs7oZa/jVoB+KyWLkqtvPozg/hYq6e8iMq+WbzZ+zYfpmzr39TAZO7Ltfg95/fG++fPEbGqqa2LZ8V7c9fOguMuWjOF3MeXUBq+duAKDvmJ5MvXkSsanRAPi8PqqLaynZWcZ3/11EbVk9bzzyAX3H9OSiu6YRHtX9N0ajknvwwepcBtjWcFZSCZrwR1hbXsbf3vocW1wlg/t4yY6oJsrUAI6NaOs3YdTpMGp1GHRWtPpUQkyZhFrTGTgumYGTJqEoJvx+PzUldZTsLKN0V0Xw5+5y3E4PZXsqKNtTsV8c1nAL8enBpE1CVtwJOermZB1JKNM9iu4SCARYv/0bplxZgt5owGWYgEEfT2vrdqyB9aQkNJI0fTE/LCulYMtVnHNr1/cmtxptuALRaCjFF1qM1+PtkHUTjPoQcuImQdwkAJpc1RTXLae1ZS1a/zZM1JKa4iA5oZnAsACquoHK2sWsLbQz9/twNHVJZGb3Ir1fKul9k4lM6P6RNjLlrRDHxqHMB6De3ZfJI/4BwJ6KZeTn/xu7qZDevVYxb9ktDOn5F9KyM7s0NpPeisMTjkXXQHnNVqBjkzQajYbUyAGkRg4AwO11kF+1gpLSRSj+bYSbqoiyOYgKzwfyUfmaBctCqatNwEAvshJH02tAH0Js3Z+0OVnbQFmbVXS3wrJvSU+CysZ0zp30BgAtzgYWLHmWGNsiEqPK2bHn/6is+j2DBkzs0tiy0oeweRNYjB5KSvJJTu74RJHFHMaYoVcAVwBQUrWTbbu+odW1EVtIESadm6S9U6PBIlau+yvV9fGo/hxS4sbQr+/og3YMP1FIkkaIk4Sqqnzw5BfkbyrCaDFw0V3n4Gh0UltWR115PTVlddRXNOD3BagpraOmtA7Ys18ZEfE2bn3yOqKTDux10tEUReGsntfx39XVDLEvx1O3jXDHn4kI7Y0l7FoUfR+S0/vjNU2nue5NJkzcxScbI3j3z5+w7MtVXHTXNBIygwkEvUHPsKmD+P6DJSz9fOVpl6SRKR/F6aC+soFlX64CYPqjV5A7dv8RMjq9bu+IkVj6T+jLd28v4vsPlrB58XZ2rc3jnFunMPL8Id364E2v1RITcRF+/zpcrVvJii3nvJye1GnT2fBZK1b7GBoTEllXm4+7dTOJ5hISzMGkjVZxATXAGvQaDSadHqNWi6KNQW9IwR6ZQcwZKQya0BO0EwA9dRUNlOdVUr6nkor8KsryKqgpqcXR6GT3+gJ2ry9oi02r1xKfFhOcLi07noSsOBIyYzGYDN3yXe1LuhyLfYPAf9qb+2jdf//93HLLLftty83N5dlnn+W888475nKF6Cw1pXXE9C4FBRy6kYzOebDts9qWUrYXP4/Fu4phI/PJL36Jd56q5ap7rujy5GxAl4pWKSU0zkFNSR3xGbEdXkeYOZo+e6dGA6hpKaK8biUO10a0/p0YqSXJ4CIhpoXA4CJQN1Hd8CPri2x8tygcT1k8qcnZpOemkp6bQmJWXJd/TydrolqI7hQIBLCF1wIQEzO1bfaI7ITRZMaNZNmmV9F63ic1vootBXfT3DKT3IFDujRGlzcKi64Bl+/4pvtpD6PeSs/EifRMDD6IbXHXs6fsRyorlqJjJ2HGOuKimomLCq5no/I5368MobYmBp0/i5TYEfTOHUREnK3Lr59P1jZQEtWiu2m01Xt//u+ZWIjFxvlTHmXb7hWUlj1GuKUFV+ufWbbKxcih53RZbGZDCC2tFkKMTopKNnVKkubnkmJySIrJAWibGm133kJ8vq1EhpVg0vtIjikGioH5LFtjoKYhFgLpxEYOpn/ueMLCbJ0eZ3tJkkaIk8ScVxewfuFmNFoNNzx2JdmDDmzwAoEAjTXN1JbVUVtWv/cVTOJUFddQV97Ai79+nTuemd7WO70zhZpMXDzgLj7aMhKd5xuGR22m0b0We8s2IkKHYAq7hvS4q9nsWEK4No8zbi9l2ZOZ5G8q4tnbXmLQ5P6k9U0mITOWwVP68cOHS9i5Jo+a0lqiEjs/0XQoHreXlvoWIuLsXVJfbm4uCxYsOOJ+R7qhTktL40gzXMoMmKK7zH3zB/y+AFkD0ug75vCJWINRz7RbJjFwYl8+evpLiraX8unfv2bjD1u48c9XdWvvmLFpA/hqXQ96h2+jonYWCXE9SMpJYNOP2wjkNXDBNZOBXvgCZ1PW3ERhYwNbG+tocObj9RRgUcqJNtUTa6ojRO8ECva+FqHXaNpG3qCNw2hIJad/Jn2GpoF2HGii8Xp8VBZUUZ5XRdnuCkp3B6dLczs9lOwq328EpqJAZGIEMclRxKXFEJMaTUxKFLGpUSdMDyMZSShEUFNtM+ERLhRFIdTSb7/PIkMSGd3rSTYWfYa/4d+kp9RRZnyPt/7i5voHru/SaWL1+mQUjUJ4jJOKgqpOSdL8XFRIClEhKcClADQ4yimtX0mzYyOKbwcmKog3uIiNdBDoXwLqFhpaFlNUHs7aL8NoKbFh02aTkpVKUk48STkJRCdHdur0wZKoFuLoeVq9GI3B6V9DQ2L2+0yj0TC6/63sKsmlonQmMfZmyuofQbfpCXrl9u+6IJV4YDcabWXX1blXiNFO//TzIf18AGpbysgrXURd7QrM2jyshkZiI1qIjWgB8oC5rNthonJxJL7WFMLMPchOGUZ6z/ROX99M2kAhjo2iCU7/rdEc2NGuV9ZwYqJeY9maXxEbXonH9wzLVvkZOfT8LovP0RpOiNFJbUNel9W5j0ajISd1GDmpwwDw+Txs2bWE4rIfQdlBZGg5VpMHa9y+pM0itm5/juqGSJyuJKzGXqQlDqFHTj/0xu7pyChJGiFOAstnrWHBuz8CcNk95x00QQPBRskeE449JpysAfs/ZGqub+Hl371FeX4VL/76dW596jqSsuM7PfbYkBDuHD6BvPr+fLFtBTbmMihiOw2tPxLRsgZ72Dgy46+joPRxsuPKMfxpPHVfWdnwwxbWzNvAmnnBqY8UBfblD/5y3T+44Y9XEp8R22U9fxqqG9m2fBdbl+5g17p80vokc/vT10KgAUXbfQkjIU4FVUXVrP42ON3A1Fsmtf1Nq/5K/J4tKGhRFD2KRgeKGXS9UJTgyJo7X7iZZV+u5uv/fMfu9QW8ct873PyXazBZuifJYNbr0ZlHAdvwtK5DVVWScoJtbcmusrb9dBoNKeE2UsJtQBowCIAWj4fixgaKmhrZ1VyBszWfgK8Yi6aaGFM90aZ6TFonwZvrPGAhBq0Wo1aHXmdF0SYTHp1FYmoWypQc0E4C9NSW1wfXt9ld0bbOTVNtCzUlddSU1LF12c79zsMWE0ZUYiSRCRFExNnaps60RYdhMBswmg1d0vbKSEIhgtxODxarB0UBo+HgHW36pVxEoTWFytIZJMQ2YRjxER/8Q89Vd1/TZb2kLaY0Wls02CMdNFR1z4LKNms8NusFwAVAcHq00vpVNDk2onq3Y6aUaKOPSFs1gZxKVBVUVlFZG8r60jDmLw3DWWonypJOUlYySTkJxKREEZ0UgTnE3KXnIolqIf5Ho9W03Q/6fZ6D7pOdNAKr+QV27ryLiDAH+ZUPodM9TXavrpmJwWJNBf+P6E0NXVLf4USGJBDZ40ogOGKl0VlOfsVyqipXoVF3YzNXEx7aSnhIKVAKLMPJG3y/IoT6+gjwJhFu6U1SbF+S01KJiLN1+dq30gYKsT81EHyM7/e3HvTzSFss40e8zMJltxNnq8Dt+zvrN4YzoN+4LonP748CyvH4DlyaoavpdAb695pA/14TAPB4XWwvWEZJ6XJ8vp3YrGWY9W7iImoIzmixHpf7PZat0VPXFIHXm4jVlEV8VH8y0voSbrd1fsydXoMQ4rjsWLWbT56bBcDk68Yx9OyBx1ROqD2EXzx3Iy/f+zYlO8v49z1vcsuT15LaK6kjwz2kDHsEvxk1lW3Vg5m1fTFJ+vn0VXdT3/oNkeYfiQ+xUNrcRKr1Pfrc+RxjLh7GlqU7Kd9TQXl+JU21LfuV98bD7wNgtBiIT48lITOO+MxYEjJjscfa0Bt1GEwGNFrNMT2YUFWV4h1lbF26g63Ldh6w5gPaPezI+wXxoRbCop9GUaQ5FeJYLXx/KaoKvUfmkNo7OK+z17WY8srnaHI3t+2nEJxKUauNITryGuzhk9FotIy+cBjJPRN5+d63yN9cxCv3/Zdbnry22xI1yRHD8DW9icdXB/5iEvcmxGtK6mh1ug8bV4jBQK/oGHpFxwDZ7JvPvMndSmlzM6VNDVS3lOFw5eP3FRGmrSTGVBecMs1TB9RR27wBjaJg1Gox6vSgiUWvTyN7YCb9RmaCNhc00bQ0OKgsqKaioIqqwhqqiqqpKKympT74cLWhqond6/IPGavBpCd7UAY3/umqDvz29icjCYUI0um1bQujHu6qJjVyMHrN0xQV3k+UrR5fz/f5/N+hXHj7+V2SqIkIyaS8FqLsDmryuidJ83Nh5mjCzNOAaQC4PI2U1W+g3rEFr2cXOl8+RppJineSEOMgkFsKKqgspbbRyvYaK8t3WGmusKDxhWIxR2IwatG2RjLq7JH0Htmj02KXRLUQ/2Mw6nG1GrGFtNLQUAaHuI1NiMwikPkMeXm/IdrWzPbi+wiz/ZvY+AMfyne0qMhkHFVgNLXidrlPmJHJAOGWeAZkXAQZFwHg9DRRULmaivKVeDy7CTGUYdI5ibG3EGNvAYqApfiAjXuMNKyx4GoNB9WIomhxNli55qo/dmryWtpAIfYXCEQCefgOkwQJsdqYOOplFi67ldjwSuqbHievIIqMtD6dHp+i7J1tRmns9LqOlkFvpl/2RPplB6eIDAQCFJRtYU/BElytWzDqS7FZ6zEbvCRGVQKVwFp8/g/ZsQeanBYczhBUdKBqcLcmcsVFT3VojPJUUYgTWNmeCt6c+SFqQGXwlP6cdcP44yrPEmrm9meu55X7/kvh1hL+/bu3uOWJa8jol9oxAbdDr+gYekZdxIbKkczesYAeloVkqcX7PXBoqfk1CdHpTL6iB0ZjNugG4miJoXRPM//5/dtt+2l1GtxODwVbiinYUnzQ+hQF9CYDBqMOvVGP3qTHYNAHf9+byNn3e/CnnpYGB9tX7KSlwblfOSm9ksgdk0RU/xXotKvw+QKUNoYQai9F0XfddyjEqcTj9rJx0RYAxl8xGlX109L4FlW1H+Py+ahwReLwmdEoAXRKgEhjAxa1krLKv1Fd9wGxUdMJDz2DlJ6J3P709bx879sUbCnmP79/m1ufuq5bEjV9YxL5tjyBrNAiGptXYLNfhi0mjIaqJsp2VxxTmxtmNBFmNNErKppg8mYcqqrS6G6lqLGR0qY6alv24HbnoQmUEGWsJcZUh1XnYt+UadWN36PTaDBqtei0VgKaBCzxifRJS2aEOQWtLhe0sbhaAlQV1VBTWrd3yswG6srrqS2vo7mupa0Xq6fVi9/n77gvTghxSOZQM55KHaqq4vEd/sY3wd4TreZp8vN/TVxUMwWtb7Dky2jGXDCq0+OMtKZSoSgYdD4aW2o7vb5jYTaEkxl7BnAGEEzQNjhLKW/YQItrG37PHoxqMVq1lThDKzERLtTsKtTA/uV8/eZAGqo694GHJKqF2J/TaQcaqa3bdtj9kmJ64Q88RXHhPcRFNPDDins4b/IrnT4aLjwkHkc1hFg8tDQ4T6gkzc9ZDGH0Tp5I7+T/LS5e7yijqHItVVXr8Xv3EGqswKR3EWpxE2p2A/Vt+xaW2Wl1ejr1O5U2UIj9mY2pwCpMhoM//9rHagln5KDnWbPxVuzWJnYV3I/d9jp227FNM9heel0EAFptyxH27H4ajYaMpFwyknLbtnm8LnYVrqWkbDUu125MhjJsIfVoFT/hFifhlv89Iyyp8nV4TJKkEeIE1VDdyCsPvIPH5SFrQBqX39sxPSDNVhO3/fU6Xn/oPXavL+A/973NDX+8ih5DMjsg6vZRFIUBcfH0j72a5SVj+XL3AqzKHgZHbsNmCPaaL2vMh8Z8dJq5mHQ6TFodEQmxTH/MxLo5Ddhi+3POHVdTVeqiPK+Jst2VbaNufvoQUVXB4/LgcR18SPzhGC0Geg7NptfIHHoOzcClLqS27hV8/mZ8KuQ5c8lK+AUaSdAIccy2Lt2B2+nBHmcjPTeF+toXqaqbhU8NsLpuEAPS72RERDT+QABfIECts4Ftpe+SqF8ElFJa/jiVNe+REHM7yT0GcvvT1/Pv371F4daSbkvUmPV63EpvoIj6lpXY7JeRmBVPQ1UTJTvLOiwxrigKNpMZm8lMv9g4oDcA/kCACkcLxY2N7G4upcW5B4+nALNSRvTeKdO0SgPQAGxtK0+v0aLXavCrVvzmUCxZYZBuxurzkRxoZmSiDcV8CT764XF5aHW60Wq7dtoLIU5X0cmRNK42kxTXQFNLwRH3jw3Pwp38GJXFD5CWVMe2nX8ndm0s2YM693pPrzPhCZhQaMHhrurUujqKoijYrUnYrUlAcIHdQCBAo6ucmuadNLny8HoKUX0VKP5GNKoTVVUYce5QMnumdWvsQpxuFDUVKEBRtx9x39S4fjQ2/R5X0+OkJ5Xw6ez7ufqy5zp1VGGoORpFUbCa3TTWNhIZ3zVrmHYUuzUBe0YCZJzbts3paaCqaTcVldtxtJTi9TkJ+H2EhsdiCTV1Y7RCnH76Zp1JdcPHRITUU1a1i4SY7EPuG2mPo0fmX8kvvJuIkCYWLr2XC896BU0nrlVoNgWTQHr9yTlqzaA30ydrNH2yRrdtCwQCVDcUUVSyjWZHKR63E5UA0ZHJHV6/JGmEOAG1Ot28ev87NNU0E5MaxfTHrkCr67iG1Gg2ctMT1/DWjA/YvnI3rz34DtfPvII+ozpvuoaDURSFkckpjEiaTo3LSVFjA7vKXyTbuhqAxVUDiDQ2EmeuwW5oBvIJ2P30usiLQSmktGwhWo2GuGyFuBwTKmZQLCh7X6gmCJj3vkzgM+L3GvC69XjcGgI+JwGfA5+/Ba/fiS/gxK860Rq82GKNWGxeYDkEFlDd0IjDE+wRWt0aRcB8PVP7TUbfhYvxCnEqWjNvIwADJ+ai+suob5yDTw2wpO48Lup3AzHWkP32j7RYyIn6HTtrrmRbyZskG5ahkk9x2YNYw28hNecSbn9mOv/+3ZsUbi3h5Xvf5tanrsVs7dqbSHvYMAh8A96dqKqLpJwEtizdQcnOzp+fV6vRkBgaRmJoGJAMjACg1eelpKmJ4sY6GpyFeD2F+Hxl6NRKwvSNRBoaMevcBJM3DQCYAJMG0IDPG4nBVIfBpMdg1BNis3b6uQghgsxWE67G4Dzfrc2b23VMSuQgWr3301TxJ3rlVDB38V+JTf0rYZGhR1V3IOCjzllKVEj7EsxeNQQDLbh/0uP6ZKPRaLBbE7FbE4EJ3R2OEGKvzKSzUPmByJAyaptLiAw9/NTd/XKmsGhNAWb+S07GembPfp1zzrnpuGJwtDTj8FURYzsw6R1ijEZRQAPUNFSQQdpx1XUisBhspEUNIS1qSHeHIsRpLy0zh01zo4iPrGHNpjdJmPSnw+6fmtSTypq7CXifIjkmj1nzn+L8Mx847jhUVaW0PI+42GR0WkPb9tDQWAKtYDIcfM2ck5FGoyE2Io3YiLROr0uSNEKcYAKBAG/P/JDy/CpC7FZueeKaThlCbDDqueGPV/LfP37M5sXbeXPGB1zz0CX0H9/581T+nKIoRFusRFusDIp7hO15t+L3VRJtUemV8hilTU2sbirH2boLn3MXJkceKfYmsHjRavbNPdG+TL2iBa1VgxICqCqqqqIFfp5q8QFNjv23efx6ir1TGJV1I9HWsOM7aSEEjiYnO1btBmDwlH5U1ryGy+dlT3Mqlw+4Gbv50G1fTlQS2ZEPsrUqj+KKF0kybaal4WV2eivIzvo/bn86mKgp2lbCf+59m1v/el2XJmp6xfQlvzAMhSa8rRuIz4gBoKqopsti+DmTTk9WRCRZEZEEp0wLUlWV+lYXlS0tNLvrcXuq8Prq8PkbCNG3YtUZMOrtEJIMBllMVYjuYjcOADYRqsvD4W7AarQd8ZicuAmsailA0/wmQ0dt4/23/sGtv36gXT3Jty7fybLlX9N34vcoulAier7VrkWj/YQBFfiUE2NNGiHEqWPgkBHMmhtBQnQdK9a+yLRxjx/xmDMG38qshVuJDV2LJfx9dm4fTk7PY7vnff355+kx/DMUYwQxAz454HONRo/HZ0SntNLQVHZMdQghxKEoioISmAB8hM2ygvrmKuyhMYc9ZtiAaXw5dx3xEXOJsX/Lpi1nkNtn9GGPOZyWBgfzl19DQnQ9bs2TZMaNaPsswpZATQVYjK34fT60Okk7HA35toQ4waz+dgM7Vu9Bb9Rx8+NXExHXeUOkdXod1824jPef+Jx1Czbx3z9+hNfjY8iZ/TutziNRFCPJcb+huPQBeoRsoKRuJWf2OBfIAsbidLTyu8ufZIlVw6UzLsGPF6+/BZ/fgd/fghpw4FedEHCC6gTVhQYnesWNUevBqPVi0rjRa3x4AnrcAQMevx53QI8/2GecACYUjXnviBwzWq0VrcZCTkwfLojL6LbvRohTTeGWYgL+ADGpUUQnusgr/BGAgOmSwyZo9lEUhT6xmWRHPsnC7c+SqP8Oj+NLthZU0Svzwf8laraX8u6fP+WmP1/VJQtnAySFhbHMnU6EcQNVjcsJi7oMgOb6E29+XkVRiDBbiDBbgBiga0dVCiHaZ/CgCeyq+5Rou4MthZ8xLOfG9h2XMZ1FG7dhVVaQNfh7Fn42jIkXTz7icdtX7GL7vFr6jXNgNrZSUr+RlMgBRzxOo7ODD7RGBz6vD51ebjmFEB1Dq9WC90zgfezmFVTU5xNnP3IHkslj/sTiFdcQbqpn4+4/kZH5Fjq9/qjrN3pj0WkD6DX1NDrLCbfEH7BPq9dCiKEVR2v3dcwRQpy6Jo+7iUUrviEitJkfVzzO+ZOfO+Ix5066n1kLthJvL6G44ml6ZA/GYDi2DozWcAutLgOoUFy6cr8kTUxUMjUVoNcGqKurITom7pjqOF3JFbMQJxC/z893//0BgDOnTyC5R2Kn16nVarnqwYvQG3WsnLOOD578DJ/Hx4hzB3d63YcSYh2IyToZR8s8zJ63KKwfRqo92DvAYjURqTNiqWlliCWS+PTYdpXpCwRo9flw+by4vF68fj8mnR6TTodFH/zZVQ9vhRBBZXsqAUjMiqeidhatPi+7m9OZlDvuqMox6HSc2ed3LNwRSxTvovEsZ0vePfRKf5zbn57OP375H7Yt38m6BZsZNCn3yAV2AEVRMJoGARvwtK7Fbr8BgJb6FlRVlfZGCHHUsgZmMP+lbKKHrsfT9Blu7xUY9ZYjHqfRaBjR5xFWbZhOqKWG7Z5XqK8cgj3WdtjjBk7KZekXq9i9J4Lcvo1U1P/YriSN3hgJbjCHeWiud2CPCW/nGQohxJGdPflGvlk0l4SoOtZumMnZZ7x+xFF+Jr2V9NSHqan4HalxZcz+9t+cf+6dR113Vu8cqutCiIt2Ut648aBJGq/fCtTR6q096vKFEOJIzBYLWvUq4GXi7etYvPp9xgy58rDHaLRaBvaeSWHxHUSH1zF7wZNcePaMY6pfURTcriigktbW4v0+s5rC8QW06DR+qmtLJElzlGS1VyFOIKvnbqCuvIEQm4XRFw7tsno1Gg2X/e58Rl84DFWFj//2FYs+XtZl9R9Matwd6HWR2A2NrM1/AV8g0PZZxN6HCvUVDe0uT6fREGIwEG2xkhJuIzMiksSwMCItFsx6vTwwFaIblO9N0iRkxuF0rgNAMY4izHj0vXoURWFiz+txGH+D229A8e9ia96dRKaoTL42mPT54oU5OBodRyip4yRGDsOvavD7agizuQDw+wI4m07OhRSFEN1LURQGZV9Hk8OIUWlk1Y4X232sSR9CUtoDKFoNPbPK+eyT51FV9bDHpPVJJsRmoWyHjUAggN+7o1116bR2FEXBHOqh5QQcPSiEOLkZLSZiQn6BP6AQHVLAvGVHnvIMIDN5MLWOsQCE2r6krKT4CEccKCLeRmOTGVVVafUcPAkTUIPrfvkCjUddvhBCtMekCVeTX5ILKij+/7Bpxw9HPCY5MZsmx/kAxNh/oKhk5zHXrxBcNzbgdx3wmcsTvJevlykfj5okaYQ4QQRH0SwCYMJVYzGYDEc4IkhVA6iBRlRfEap3I6p7MaprFqrzHVTH66i+Pe0qR1EULvzVVMZfEZyb8ssXv2X+Oz8e28l0AI02hITYX6FVFLIsK1i4e37bZ/t6ftZXyoWvECezsrwKAJJzTKj+MlQV4mzDj6vMkelnYbTPpMUXgkatZHfhXQy+MJ64tBgcjU6++Oe3HRF6u2Ta46l1h+P2+wmopVjCglO4NdXJQ0shxLEZOmkwuzcMARVM3q/Jq1re7mPTo4bQokwBBVL6LGHTsk2H3V9RFFJ6JdFcEkLAH0BHVbvqMegjUBQwW900S3snhOgEI8ecSUHhRAAiTPP4ftW/2nXcpNH309QaRojJzY+rnzzqenV6HbTltw+R6FZswZ8aWZdLCNE5FEVh2qQnKK+NwaD10VD/JzZsm3/E484efyfVTVHotX5Wb3rmOAIIXt8pmgOnKG/1BLe1ONp33Sj+R5I0QpwgVn2znvqKBkLsVkaeP+Sg+6ieVagtLxFoepJA44ME6n+JWn8DasOdqE0PoTb/FdXxb1Tn+/ics3E55uKs/QMB50eoqu+IMSiKwjm3TebM6eMBmPPqfL55bcERe1p2ltCQkZgsY1AU8Dv+S5Uj+A+BPc4GQN1RjKQRQpxYvB4vNSXBHohh8aW4/T7KXTH0ikk77rL7xg8mLv5p6jwxKGozBWWPcvHvJqEosPa7jWxbseu462gPm8lEgzcCgEZHPqERwR5H8tBSCHGsFEXhogt/w/bd8aj+AJXFf6S6Kb/dx4/sczfuQBjh1lbW7PongZ+MVD4YW0w4PpcGVQUt3nbVYTZEoygKIVaPtHdCiE5z2cUPsTO/N6hg1bzPvGVPHbFNM+othITeBEBqwma2bFlzVHVWFFQSFd2CoihYjAdOdQag0wfXlNXppP0TQnSekNBQRgx8noq6CEw6D66WP7Fg6b8P2w5qtFqi7bcCkBS9nXWbFx51vY5GBxFRRQCEhuQc8LnPZwWg1V131GWf7iRJI8QJ4Kdr0Uy8agwG44GLGKqtc1Fbnkd1L8br3oCzNY8mVxW1TgeVLS3kNfhYX6VlQYmFj/fYeHN7PLMLwshvqKOg/E2ctQ+h+o48pFtRFM6cPp5zbpsCwHf/XcRX/5rbbYma1LhbMev0JJor2VRRCIA9Nji3eYOMpBHipOV1+9jXrLT4g3/bTjWVMKOxQ8pPi0inZ9pTOP2hGJQa6nX/YczFwVE6nzz7Fa1Od4fUcziKoqBqgjfwLa0FhEUEp79oqpWbdiHEsYtJiSbLfjeVtaHo1BZ27PwtlY2723WsUW8lJPIWFAV69drBj98evtelz+PDGOEBBXyqtV11WI3RoChYLW4ZOSiE6DRarZZLz32Onfl9QQWb/mu++fE2GhwVhz1ueP+LqGpKRKtR2bL7n+2uLxAIsHbHZ9hDXKiKntTIYQfdz2yOBkBvkOlthRCdKyYmnpGD/kVxZSJaJUCo4V2+XngzReXbD3nM0IFnU1KdiQIUlrx+VPWpqsoX3zxOjL0Zv6qjf89LDtjHrwY7Jvr89UdVtpAkjRAnhJVz1tFQ1URYZAgjzjtwFI3auhDV+TY+v585xfH8bWMf/rJ+GI+um8iDa87jd6uu4JF1F/H0lmm8tmsSnxefwYLKYcyrmspXpZOpc2soqN1ATeU9BFyzUNXD9zACmHDlaC781VQAFn28jE+f+7pbEjUaXSx6fTSKolLTtBGAiLaRNNLoC3Eq8AeCCROttn0PANsrJjQeW+R9+FUNRnUTaWfnExFvo6Gqidn/+a5D6zoUvT4JAJ+3REbSCCE6zMizRqKpu436ZjNG6sjfcxe7Kha169h+aefR4ElGq1EpbPgvfr//oPupqkrhthKSBlSj0Sj4NOntKj/UFLu3l7mX5gaZ7kcI0XmMZiNXXPAcu/aMDa5RY93F1i3XMXfJk7S0HvpeMTX5dlAgLXEPGzYuOWI9gUCAD97+F7kjl4MCbv0kjPqQg+4bGhIDgMno6raOjkKI00dUVBzTJr5GQekIAqpCXHge5aV38MXcO1i35duDjqzpkXk7KpAYVcjGre1b5qC2pooPPvs12ZmLAXAEziHUFHHAfholDABVlWvAo6Xr7gCEON35vD7mv/OTtWh+NopGdS9Bdb6OL+Dnq6I0Pinoj0ajIcJkJsJqJs1sJsJsIcJkxm4OviLNZmwmMwatlmqHgzfX9STb9DkqJbS4/02sbRXm8F+iaGMOG9uYi4ajN+r5+JkvWfbVarxuL5f//gI0mq7N7xqMvcBVhtezFQBb25o0DV0ahxCi4yjK/34PqHtHtSjtW4vraOTEDmWF41qs3rfQ+r5k4q9v5OP7Glj25SoGTuxLem5qh9f5U1ZTGgRACZQTGhFMQkmSRgjREaZeeR5fvwPlkf8hPrqJpvIZfF8xkgE5d2GzxB3yOI1GQ0rqHTSVP0SPrEKWfP8dZ0w664D9Nv6wFXfEdvr2KUOjNRIbeW674rIY7Kh7+wI2e6qP7eSEEKKddAY9V1/xJ+Z/9zEu9S1i7Y3YjbPZvGkuNS3Z2MJH07/3NEJNkW3H9M0ex5fz0oi3F7Cz8E369xt90LIDgQDLl39DYfmHZPbJRwFaAqmM6XH3IeOxhSdSWQ9WswdHo5MQW8d2QhJCiJ8zmU1cdsGTrFz5HaW1L5MYVUlCxDZ8rm38sOw5mpypmAx9SIwfSFb6QHrnDOezb9JIiipgT9Hr9Os99qDl1tSWsnnbImoalhIbuY3MlODUt9WOEZw99tcHPUanDU75qNHIPe/RkiSNEN1s5eyfjKI5d9B+n6melaiOf+ML+JlTlMwnBf2JtFh4+IwJxFgP3nPn56KtVu4ZfS7f7unBtyUfMiFmOa6aFcS27sIecQuKcQLKT5+W/szwaYPQG/W898SnrJ67AWu4hfN+ceCNfGeKCBlATcN87LpiapzOtpE0LQ1OPG7vQaeHE0Kc2JSfJHvVvSNplE5I0gAMS7+aRdt2Ealdhjn0XYZeciGrPinkw6e/5Lf/uQO9ofPakIiQdNRGCAQc2GO0gCRphBAdQ1EUzr32fFbOj2Pj5ufp17cYq7KEXTtW0hwYTFLi2WREj0KnPXAayZyEMXyzJ51Icz5FNe+jqme2XQ+qqsqyuUvYkP8qZ16Zh06vo0UZRW708HbFpdFocPut6PDg8tV26DkLIcShTJp8KS2NZzPnu+exhi8l2tZMbOg2CGxj+5ZXaG4NwdEaC0Sg00Wj0dsASIvfwZwF/yAkxI7X78bjceB2V+L3VxBuLSXM4iIrFVCg3j2AcUOfQK8zHTKOMHMsVUowSdNU3yRJGiFElxk2bDKqOoklS7+ivO5L4qPzCDE6CTFuA7bhavqYjRvA5TGRFN0KKiRF7eGb7y/C7QkFAui0HvQ6N0a9C4vBjdUE1r19f5pcIRjNVzNt3DWHjMG0d3SNXu/o/BM+xUiSRohu5PV4+W7vKJqJV4/d70Gh6lmL2vJPfAE/80ri+CB/EHazhT+MbX+CZh9FUTg7K4d+sXfx9vpe9LN+SUCtoMX9HLG2lRjDb0fR2A95/KBJuQC8++dPWPbVaqZMH4/J0jHrRrSH3tgbs05HoqWa7TUVjE5Ox2gx4HZ6aKhsICYlustiEUJ0jJ/mhv2B4Bud0r5FqY++LoUR2fezeucvCdeVkDlhATuX9KG6uJYF7y7mrBsmdEq9AAmhUeyuCUGjtGCPDs5N3lzX3Gn1CSFOP8MmDSO78gU++fA/RGb8SFJsI6Esp6lsOWvLDDR7YggoyZhM8Vgs8VjMdrRaA+FRg8GZT4/MPL7+7m9YQkNobChA9eeREF3JkEgVrU6DSz+CYVkPHVVMXjUEHfX4lIbOOWkhhDiIkPAQLrvkQdzOVn5Y8gU1TYux2/OICmsh1Bh8wZ4DjosK+xgAkwbQAz/JqwRUDVVNmWRmXMfQ9HFHjCHUFAmKgqKq1NSWkZAe3zEnJ4QQ7aAoCmNGnw+cT2NDHavXz6G2cTVmczHhIQ2YDV4shmCCZp/IkDqg7qDlNbmsNDpSiIkcx/hRl6HVHj6VEGKJBT8YDK0dd1KnCUnSCNGNVny9lqaaZsKiQhl+zv9G0ajeTagtz+ML+FhYGsO7e4ZiM5n5w9jxxIYcXYLmpxJCw/jd6Iv4amcvFlS8z7iYVTirvye2dRv2iDtQjCMPeezAiX2Z99b3VBfXsmHhZoafM/iY4zhq2kT0ujB0vjoqGjejpGRgj7FRUVBFXYUkaYQ4GRlMBixhZpxNLjzOWPQGUPwFnVafUW8iO+VRiorvwqStYsxdNr5+MIIln69k4tVjOm00TbTVykqPnXBDC7qw4NzoTfUykkYI0bHssTZu+dW9FG67ih9++ASfZSVp6dWEmt2E6UqAEvBCoBFaGoPH/PRGMNb+JQChUXs3KNDijSUmbjqDks456njUvfORB3SSlBZCdD2jxcSZU64ArsDv81OQt4fdhStocu4hEKhDq2tAq3WTFFPRdkxlnR1/QE9A1RPwh6HRRhMd1Z8BfSYz3GJrd91arYFWrxGjtpX65vKOPzkhhGincFsEk8ZfAwRHvvh9fsrK86msKaCxsZLm1q9JjCoFoKx6Kjq9Aa1ixaAPwxYeTWpyPyIjDr9Mws/ZbQk01oLZ0IqqqoeduUfsT5I0QnQTv9/PgneDC3RNvuaMtgeEqncbavNz+ANeFpVF8vbuYYSZLPzhjPHEh4Yed71ajYYLe/amMO63vLthDkPDv8KvVuBw/4Vo+wSMobegaA5MBCmKwvBpg5j173ksn7WmS5M0iqKg1feE1qW0ujYD52OPCyZp6isbuywOIUTHURSF5JwEdqzeQ2uZHX0ahGpLcXq9WPTB9tDl8WA2dNwUaDGhSdRF/A5Pw2NE23eSc3EGOz+NZdOP29tGDHY0jaLgU2KBYlRTcG0Gme5MCNFZUnslcX2vu/F6vORtLGDrjpU0tO4koKvAYGzGbHZhNHnRalW0mgARYc62Y4sqIlGJwmRKp0/vaQyOyz3mdQg1Wjv4QaNvkRt0IUS30uq0ZObkkJmTc8BnLreD1esuwKTzYjJcwuTx13VInS6vBaO2lWZnVYeUJ4QQHUGr05KcnEVychYATuf5rFp3MRajh7CwJCaMvva464iMSNybpPHS0tREaHj4cZd5upAkjRDdpKakjqbaFgxmA8OmDQRADdSjtvwNf6CVJeU23tw9khCThT+MHU9CaFiH1p9qs/G7MZfz2bae7Kr6gDHR63FUfUusazO2iDtRDAMOOGbIWQOY/cp8ineUUZ5XSXxGbIfGdDj20H7UNy/FquTT4vFgjw029JKkEeLkldwzkR2r91CySUtuhpYwfQuFdYX0is2ioGYlReV/x2q/h8FJg45cWDv1jBvF8pYrCfG/x+Cxu9nzg41lX67qtCQNgFaXBKxG1VQCVlpbpFeREKJz6Q16egzJpseQ7P22+/1+PC4P6t4pLrw+Nxt3XIFJ14ohcCbnnX9Hx9RvjAQPGC1u3C5Pl06TK4QQ7WU2Wqlt6ktixDqanPOAjknS+PwWoI5Wt6zLJYQ4cVksodQ09iYlZj31TQuB40/S2ENjUVFQUKmsLpEkzVE4tq5RQojjVl0SvGCLSYpEp9+bL3V/DwEX62uMvLZrNFZDMEGTGNaxCZp99Fotl/cdyOTe9zKr4goqnGGUNhZTVj4TT9PLqKprv/1DbFb6jOoBBKdq60pmcy4GrZZkayU7a6uJiLMBUF/R0KVxCCE6TnLPRAAKtlbjV4JJ36qGxaiqSkvDa0QYalCbZjB/5xeoqnq4oo7KsIzrcQTSMRgUsqYWkb+piKqi6g4r/+csphQAtJpKAFQVWh0yR68QoutptVrMIWYsocFXuN1Go6s/AK3Kjx1Wj8FgAwWMFh+ORucR9xdCiO6SmXIpAAlRxdTVd8zIF1W1AOD1N3VIeUII0VmS484GIDYiH4fz+DtBazQaWr3B2TAam2U04dGQJI0Q3aS6OJikiUqKBEBV/aju72nxeplbkoVOZ+LBseNICuv8rHN2ZCS/HXMdxfyWlTV9qXO5yK/8nMaqe1D9pfvtO+Lc4DRna77bgNfTOYt8H5Q2DaPOjEnrprh+G/ZYGwB1FfVdF4MQokMl90gAoKqwGjRjADB4Z+P0tNI7/Ql0+mxMWg8xgReZvfkfuL0d0+ZoNBpioq5D0SgMGFiBLsrN8lmdl3gONScBoKMBvVELgLNZkjRCiBNDz6zLAUiOLaWoKK9DytTrwlAUBZPJS0uDo0PKFEKIztAnZxSNzlC0mgAr1n7cIWWqWIM/VWn/hBAntiH9z6TJZcGg9bN8Tce0gW5vcAR1i1NGEx4NSdII0U1qSvZP0uDdAIE6Kp2wvSmdM1LSSAm3dVk8Rp2O6/oPZ3j27/m64mJqWs2UNOxhV9Ef8fs9bftlD87AFhOGq7mVTT9u77L4FEWHogtO2eFwbsK+byRNZUOXxSCE6FhhkaEkZMahqlC5PBVVsRKqb2RN4SdotHZ6pD+L0TIBRYFUw9cs3PoQ9c6O6ZGYHj0aRyADg0Ehc2oRq75d12mJ51BjNAB+1YctJpikcTW7DneIEEJ0mazkIdQ57Gg1Kms3fdIhZRr1NhQFzBaPjKQRQpzQNBoNLa4+ALjcyzuozL1ryWokSSOEOLFptFoamnoB0ORY2iFlen3BJE2rWzpVHw1J0gjRTaqKawCISd47ksY9H5/fzw/lKfhVLZPSM7slrj4xsdw9+iZ2eX9Fq9+Ix5PP2oL/tH2u0WgYNjW4PsTKr9d0aWxh1uCaEbrALkKjgxe+zXUt+Ly+Lo1DCNFxxl0+EoBFn6xDbzoHAI3nK1rcDhRFT1bSfYTbb0KjaEgybWDD7rsprC/skLpjoq9Dq9PSL7cMr7GRjT9s7ZByf85uDsXpM+ELBIiMDq5D45QkjRDiBOL1B6c8CygdM6rQpLeBomAyenHISBohxAkuPXkqAHGRJbQ4jn+6H602dO9Pud4TQpz4EmLHAxAZXoTff/zP13x+MwBuj6whfTQkSSNEN6kprQOCI2lUfxV4N1Hf2sq6uh7kREaS3I2La5n1em4YNB6t9XoAjN5ZlNRtaft86NSBKArsXl9ATWnXDV8Ms/ZDp9GQZKmgMtCK3qhDVaGhShp+IU5WAyb0xRYTRku9g00fhRIImLHpG1i9ayY+vx9FUUiOuYLY2EdBsRBlLKO45EGqWo5/DZn0qFE41EwMRg2ZU4tYPqtzEs82k4kWn5mAqmKJ8gPgkunOhBAnkB6Z5wOQEFVOdXXFcZdn1ttRAIvJS6vTc8T9hRCiO+X2GEtzqxm91s/aDXOOuzyDPngvr9O7j7ssIYTobINzz8Tt02HWe1i/ZcFxlxcImADw+VuOu6zTiSRphOgGrU43zXXBxio6KQLcC0ENsLEuinpPWLeNovm5/skX06L2QaMEKKl4Gp8/OBWQPSacHkOzAFg5Z32XxaPoszHrDITpHeTV7Wlbl6a+UpI0QpystDotYy8JjqZZ8fVWZv0zBZ9XJUq/kUU7nkZVVQAiw4eRnvJ3VCUMm6GGzXl/oKn1+Htnx0Rdh06nJbdvKUXlu6gsPP7kz8+Z9Xpa/SHB3yMDgIykEUKcWDKTB+5dk0Fl7eYvj7s8izECFAWDzo/T0dwBEQohROfRaLXUN6UBUNNw/FOemUwRABh00ilHCHHiMxhNVNcH11EtLvuhA0q0ABBQ5RrwaEiSRohusG8UTYjNgsmqR3X/QIvXw9KqLKwGPcMSk7o5wiCNRkOvlN/jU42EaMtYnf9q22fDzxkMwKpv1uH3+bskHkUxoWpTAWhybMAeE+yhVFfR0CX1CyE6x/BzBrX9Xrc1ggUfpONxeYjWzGfxjj/j9AST2lZTCikJj4FiJMZYwIpdM3B7j28dmfSokTiVLAx6hayphSz7avVxlXcoASU47YXBFuxR7mySJI0Q4sSh0WhocuQA0OI6/lGFZn04KHund/Q0HHd5QgjR2UKtwetRqznvuMsKse5N0hg8bR2OhBDiRKbXBqe+Neh3HHdZihKy9zdZl/BoSJJGiG5QvXc9mqjESPCsBrWZshYtu5qSGZuShlGn6+YI/yfcEochJDjtmdn3JUX12wDoPTKHEJuF5roWtq3Y1WXxWC19g7/4dmCLCyZpZCSNECc3k8XIr1+6Da0ueFlStiSeFfNTcTvdhPm/Z/Pum9hSOo9AIEB4SC9iou9HQUO8YRPrSr457vpjo65Hq9eS26eMdauX43EfX+LnoDQ2AIwhwR6VrhbpWSmEOLHERIwAwBZaSMB/fB1wNBoNnr2Lxrr8DccbmhBCdLoBfaahAhGhjZRVHF+iJjQkBgCz0YPbJVM+CiFOfDmZEwCICKvB6Tq+acp02jAAFI10TDwakqQRohvUlARH0kQnR6G6F+D1+/m+IoUAWiZlnBhTnf1Uz4SLcdETreKnuOxpfH4fWp2WIWcNBGDF1x2zyGx7RIQMQKMoxBnL8EcFFyOrl5E0Qpz0knISuOK+i9re7/k6jW/f7k9NjRa9twa15WnW7bicZTseodpRiVdJAaDFueG4606LGoFLk4NOB8njd7Hxh63HXebPaTV2APTWYHLG2SS9ioQQJ5aBuWfhVxXCzC525q0/7vK8e+cj9wSajrssIYTobDFRSdQ22QDYtnvhcZUVao0EBYwGv1zzCSFOCllp/XC6jWgVlU3bvj+usvT64CwSWq10TDwakqQRohtU7R1Jk5QJ+LZR39rK+roe9IyOJjE0rHuDOwiNRkPPlN8TUI2E60pYkRec9mzfFEXbV+yksaZrbsA1hp6YdTqiTA04bMGFGOsq6rukbiFE5xo0KZcp149re1+/IYJvnxzK6hUJOFr8GJQmQlmB6ngJnVoAgBLomL//uOjgaJq+vctYvezHDinzp3S6vdNemIK9iWRNGiHEicZqCae6Idj7O6/o+B5QAvj3Jmn8qjygFEKcHJyu4LTjTS2bj6scizEEBdAoKs3NsiaDEOLEp9FqqWuOA6Ci5vimvjXog8819Vr3ccd1OpEkjRDdoKakFoDE9HpQVTbVRdLkDWFSekY3R3ZooeZEjKHXAWD1fUlh3XaikyJJz01BVWHlnHVdEoeiCUPRJgR/Dy0GoKFKpjsT4lRx1g0TuG7GZRgtBgACrTp2vJ/Fhw+OYuGnI2gMjKPJn0S9ryfNykR6Jv9fh9SbFjWCFn8mWo0KiavxH+dUPz9n1EcGfxocALiapVeREOLE43EHR3R7fNuOu6wA+5I0kpQW4mSjqip+v/+0W0/FbOwBgEFffFzlGLTWtnW5HM6G4w1LCNFFvG4PRYX5rFv/I0uXz2blqu/YvGUVTQ2Np0V7qKhZwV/U3cdVjtEQXJNGq/Udb0inlRNn4QshThOqqlJTGpzuzB7diCcQIL/ZjlajMDQhqZujO7ychEtZt2sRBs1OCsueISHsXww/ZzD5m4pYOWcdk689A2XvxWhnMpr60NJaiNFYAJhpqG7C7/ej1Wo7vW4hROfrP64PSTkJvPvnTyjcWgKA4tVQ9B2cMfJ8Bkzo2yn1xsddRH3pX0jLrKRsTwXJOYkdVrbZGAVOMOiDPcplJI0QJx5Hk5PyPZU01jThdnnwun2YQ0yE2K3YY8KJSY065a81Iu0DgKWEWcuOvzAlmKRRkfZOiBNZq9PN+pUrKKhYiSewB52hEZPJiUYJoAJerx6POwwC0dit/ejXexxJmUldct/X1TJSR9Pc+AlRYTW0tjowmazHVI5Go8Xn16JVfDhaZSSNECcqv8/H6nXzKa6Yj16fT2R4HUZ9MLGg3/vE3OWC7buhocVKY3M8Bm0vBve/lKTEtO4LvJPERw8F5mMPrSDg96M5xuteo8GK3w06SdIcFUnSCNHFHI3OtgWjrdYaWlq9VLoiSAm3YTjBb/wVRSE7+T4Kin5BhL6IZXlvMGLcdD7/x2zqKxrYtTaPnMGdv6ZOZOgAahtmE2UuxWvJQe8M0FTTjD3W1ul1CyG6RmS8nTv/cTOFW0tYOXsta+dvQqvTkNY3udPqTIs+g4ayp4kMdbJu6zKScy7tsLJDjDH4naDVutHq/Lha5KGlEN3N7/ezZ30BmxZtY+fWDai2csKTWjCFejBZvGi0Kt5aLZ4yHY4fTTgrbNiNOeTk9mHwlH6ER514U9Qer9xeE9iT9yKhJiflVQXEx6Qde2H7kjSKTHUhxIlGVVW2rtvEmq3vEBaxncSYBjKzDndEDZAHrKC49lWWbEzAqIxm/OgrscdEdE3QXSAnYwCLVxgwGzxs2bmYwf3OOuayvH4dWp0Pt0eSNEKcaGprq1i0/BUslqVEhDaTGv+TDxXw+PR4fXo0mgAGnQetEsAe4sAeshvYTUnpLFauT8QWcg7jRl+OVndqPF7v02sMW7eB2eChtDKP5ITsYyrHZAzB4Qa9JGmOyqnxf5EQJ5F9CRqTVYeGIlw+H5WtkQxItHdzZO0Tak7CGHI1npY3CPV/RlnLWAZN7sfSL1ax4uu1XZKk0Rt7YdbpiDfXoKT3hy0O6ioaJEkjxClGURTS+iST1ieZC++aRsAfwGQxdlp9Oq2VekcqNvMeGtzLgY5L0thMdioDWhTFjyXEg1OmOxOi27Q63az4ei1LF84jNCefzL6VTB4bnIpQ0SjBF4CiBKe2UFUCARVUgNWUVobz+qsxWF2DGDttCj2GZp0yPcojI2JYuT6cqLBGdub/eFxJGo3WCn5QNJKkEeJEsmnNOtbt/BeZ6bvp1TM4vauiUWhsjcQbSMVkTsVijcNosBLwe3G66nE6SvF5CwkzFWPQtZKZUgJ8wOqtX1L3wyimjPslETGR3XtiHUCj1VLXFEViVBmVNZuAY0/S+Px60LXi9jg6LkAhxHFxOh3MXfh37LaFJMV6APAFtFQ1pmAyDCI1aSgZKQMw6M1txwQCAWqaSsjLX01V7WqM+m1EWOtIji0B/s2chR9iMV7BhLFXnvTXgyHWUOpbwogIaSKvcPUxJ2ksljAcTaDX+VBV9aT/XrqKJGmE6GI+TzCTHBnrBrw4vAp1njDS7SdHkgYgO+FKNuxegp5dFJQ9w6CpD7P0i1VsXrwNR6MDa/ixDQtvN000Gm0kGl8l9hwnzVugvlLWpRHiVGYw6rukHrNpKLCHMPueDr2gtJnN7PFZCNc3YQhz01zkwe/zo9Wd2CMohTiVBAIBVny9lgXffkL62N1MvqkKRQGNTotWZ8CpxhDQZaDVRqHThaMoevx+F/5AM35vKVpfAWalnuSEZhJjG1HZxcodP7BwznCmXXYZqb07b6RfV2puiSMqrJHG41w4W6szgx/QejomMCHEcamuqGbO/KdIz1hLr2wfKNDkjkRvnkRu9kXYQxKOWEYgECC/chU7d39KqGE9thAXtpD5rN22FMfyCzj3nNtO+mkhfb4EoAy3t+D4yvEHr129vpbjD0oIcdyWrPiSFufLJMYGR7c1uUJw+8YzdtjNhFoPPSJQo9EQY0shZmAKcDEAuwrXsGXHf4m1bSDWXg+8xKez5zCg9/1kpvfugrPpPA5nNBEhTTQ2bz/mMiyW4GhzvTaAp9WD0dx5HS1PJZKkEaKL+bzBJE10vANUlaKWMEAh3XbyJGmC0579nvzC/yPKUEiBOo+k7HhKdpWzeu5Gxl02stPr1xl6gbuS8LhqmonC7+vYRb6FOF2pqorP60MNqBhMhu4Op8v17Xk+u3a8T0JEHbsLdpCd3rNDyjXr9bQGLITThCHcC4DfH5AkjRBdpGh7KZ/950MihyzjzBsqUTQKOr2eFk0O1pDxpMdOIcx05GuxmpZSCqrm4WpeRKhSQK+eFdDjC37csJzFc8/hktuu7NQRf11Br8kAdqBQclzlaLUWAHR6r/SiFKIbqarKvG8+wat7k149moLJmdZoouJuZkL6WWg0mnaXpdFoyIwfTmb8cFq9Dpas/Q/6wLeEW52EW9/nk1lLGNz7D2Rmd8z1U3ewmDKA1Rh1FcdVjj+wN0njd3ZAVEKIY9VQX8N3i2eSEr+JiFBweYw43Gcyeeyv0OuO7ZotO3Uw2amDqa4rZcnqv5IQsY6U2ELKKu5i557LOXvSrSftdY9CErCHgFp8zGWEWm1tv7c4GjCaY48/sNOAJGmE6GI+bzCZEBnXgjcQoNhhQ6NRSA4L7+bIjo7VlII57CpcTW8RFviUjHNup+S5clbMXsMZl47o9H+QIkIH0Nj8PXER1eTrokBVO7U+IU4VTXXNLP1iNWW7y3E7PbhdHjytwZ9upxu3y4MaCP49ZfZPY8hZ/ek3rvdp0/vFFppIbWMkkeG1bC+Y02FJGoAAwfUZtKbgvwMBf6DDyhZCHJzP62P2q3PJb/6UIZflYdD70Rn0OHRDSY+7ngH2XkdVXlRIIlEhNwA3UFi7noLSNwhVN9IjuxJ32pu8+u+1TJ38GzJy0zrjdLpEdERvYA5hlprjKke3N0mjNwQIBAInfe96IU5GdVW1zPpuJj2yN6FRVNx+IxrzVUwYeD0azfH9TZr0ViYN/zWtnltYsOxxoqxLSU8sprDibgpLbmXihI6bNrYrJcT0xev5kPCQ+uNaONsfCHZ28vkkSSNEd1m34Qeq6v9Kanxw9ExpXU/GDJ1JlD3+CEe2T3REIhee+Rxbdy2nsPgposJqMdne4ZNZGzhvytMYTeYjF3KCCQ/tAfyAxVR9zGUY9VZQABVanE1EIkma9pAkjRBdbN90ZxHRTbT6AlS2RpAcFo7+JLxxzYi7ik0tSzCwB3PKLDTmJKoKayjcWkJan86d8sNi7oNeoyUlvJ75lvb3/hLidFWeX8mij5az9rsN+H3tSw7s2VDAng0FfPr3r+l3Rh+GnNWfrIHpJ22voPZyOXpA+FIC6voOLtmIgtKWpFEluSxEp6oqqubdf71K1vjFjIpsRqvX4tJkEpt4NwMj+h93+amRA0iNfI6iuk3kF/wVq7GIYWPXs3bPb8jb8QsmXTLlpGwvszOGUFgCFkMr9S0V2EPijqkcnd6KHzAYfPh9kqQRoqutX7WCwton6JVTDwrUOHsyYtCj2K3H9jd9KCZDCNPGPc7OouUUFz1OmLmRgPoCH362hcsufOSkawdzsoawcbOCQeujqHwnaUlHl8zfJ0BwJI1fdXVkeEKIdgj4/cya9zQxEd8QERLA4TZhMN7KhWd2TvK4d/YIstLeZc73j5AQsYLU+M3M+f5Gxgx5jqiojm1zO1ta0gBqayHc0ozX60avP/rOmhqNBp9fi07jx+Vq6oQoT02SpBGiiwVH0qhERDfh8hmpbI0k5yRd8F5RNGQm3UdB8S+JNxeQfnUse17VsOLrtZ2epEETgU6jYNJ58etVGUgjxEGoqsrONXks+nApO1bvadue2juJwVP6Yw41YTQbMFqMGM0GDGYDJosRg9mAs8nJ2u82sXruempK6lgzbwNr5m3AFhPGoMn9GXr2AKKTTv4FYg8mwTYOWEpsWAlNrU2EmcI6pFwVIyigM+5N0gSk4RKis6yYvYalG//DiAt3oNcFCOhDUcKuZWTK5Uc1tU97pETkkhj+Git3v4bW8RGpSXU0tjzDR68Vc+mNN3Z4fZ0tJjae9dusRIQ6yCtazeDe5x5TOTqtET+g0aj4vT7oorXFhDjdqarK55+9TETsRyREefEG9GgtNzF18NWdWm9OyggSY95i4dJ7iQ3bSXryAj74vJZLz3kGneHk+fu3WKzUt4QRFdZIcdn6Y07SKHsftwX83o4MTwhxBE6ng9nzf0tqfHBNlfL6ZEYM+gsxkUmdWq9Bb+KCKU/x/bK3MGrfIDGqnNWbbqVH+pOkp50869SkJvegslqDThOgsGQ7WenH1rHJ69eh0/hp9Tg6OMJTlyRphOhiPo8PS4gHo9mNy6ejutXO2bZDL1J2orOaU7GGXU5L4zsM7reGHfEDWL9wExfceXbnzsmumNHufeihsfg6rx4hTkKBQIC1323ihw+WUJ5fBYCiQO7Y3oy7fGS7Frc2WYxMvvYMJl0zlsKtJaz+dj3rF26moaqJBe/+yIJ3fyS1dxIX//ocErM6Zrj4iaJXn1Gs3GgiPLSVHSXzGZp1UYeUqyrBNlFrlOnOhOgsfv//s3fWYXJV9xv/3Ds+s+6SZDcbdw/xEINggeJSaIuUtlCsRYuWUqj8SoWWthQoxYK7BYKEuBC3TbLJuuvs+Nx7fn/c3QBtICuzOyvn8zxhA8w95107c855v6Lx+j/eIJDyHHMWV6OaVbym0YzNu5tEV9etVSaTmZkjfkhJ/RwKDv6C+Jg6nGOf4al/lnLJD27H2osMCkVRaGpOJCnWQ03dXqBjJo1qMkr9mMz60XK/EomkawkFgrzw2j0MH7oWBWj0pzJq1K/JTh7eLfO77AmceuI/+GD1g6S4VjBk4HZee/+HnLrwz7hiYrtFQyTw+RMgrpHG5iMdHkPQmj0o1z+JpLuoqChm446byMmsQgAV9Ys5feEdHS5b2BFOnHkZO/bmUF//a5JjmzhU9HPC2kMMGzK+2zR0BpPZTKMnluTYRsqq9nbYpNF1I4tS04KRlNen6V1hXRJJHyAUDBMT70dVFWr9NsLCzKCEhGjL6hQ56ZegmAfjtIaZfskh/KEQ2z7e1aVzKooJgXH4N7vkxlciaaW6pJa/XvcEyx96jfLDVVjtFuZ85wRue+Z6Lrv3/DYZNF9FURRyxwzk3JvO4J5Xfs537zqXkdOHoihQuKeEv17/JHs3HOiizyY6xCXHUVacDUBNzaqIjasoRk1is7XFpNGlSSORRBKv28fjv34E5/B/MSyvGtViRY+9hNlj/tqlBs1XGZA4monjHqdRG4rFrDNm6kqe+fc9BAO9K5JaC6UCEAyWdngMk2oBBVRVmjQSSXfQVNfAS2/+hBFD16IoUO2dxLwZT3ebQdOKqqqcMu8XuIMXo6OQm1XAe5/+BK+390RT61oKAKFQZccHEcalsFBkQKFE0h3kH9jGzv0/IjOpiqBmJqD/mGVL7upWg6aV8aPmMzjnTzT5XMQ7PRSV3sL+/C+6XUdH8fqNntlN7iMdHkMXhuWgyWzCNiNNGomkjQghKDtUwcpnP+c/977I+re3oIXbf+DUQmGCATOKomBTjcWqd1Xp/V8UxURe9q2oipnRA6uJXVjLhne2dPm8gpaGtDKTRiJBCMGql9fxf1c+SuGeEmxOK6deuYg7X7iJs356CsmZif/1+jAiXIgIfErI/Tj1VbdQU3YZ9ZU/w9/4F4TvDURwE0KrQAjDTLBYLUxcMJYrH/oud734M4ZOzCXoC/LEHc+y9o1N0fi0uwyLfxwAcZb9BMOR2Viqqh0As73FnJHVziSSiFFf1cg///AAIxe9SUqiB82cQMqA3zBtyJXdXm4szp7EiVP/ToN2gpHFOGUNzz3zi15l1FjNhlGtKlUdHsOkGtlDqio6tGeWSCRtp7qikhVrrmbY4AOgQGPoDJbO+QNWc/SaVi+ceTWa+hN0oZKTUcR7H/8Yn9cbNT3twWI2ekiYTDWdGKX1YlgG5UgkXc2O3WsorbyVBFczTT4XiYkPMHf6hVHVNCh7JCOH/YlGbyxxTh+llXdQcGR3VDW1FV0zgnVC4fIOjyFEayaN3AO2FVnuTCL5FoL+IAe+OMyedfns23iAxuovG17tWLWHj5//nMXfnc+UJeMxmdvmzodDGn6vBUVRcJpDKOg0Bvxd9Sl0Gw77YFxx56E1PMfCBft49S/xlB2qIGtI1zVJE0qLSeMIywbckn5NTVkdL/zmdQ7vLAJg+JQ8zrv5TBLT4o++Ruj1ENqJFirA49tPKFhAIBzAFw7hD3/V6KwEdmFWVWwmE1aTGavZhsmUhcM+GJs1B8U2h7jkZK767aW89H9vsfmDbbz6p3eoLa/n9Kt7Z6Ps/yYnYyaB4Ns4HD4O1WxkVMbsTo+pKIZJY2nJpNFkuTOJJCJUl9Ty/HP3M+vUragmBZ+ay9hhD5LoyoqaJrPJwqKpD7Fyy10kqKsZM2EDzz9/Oxdf/CCWXtCbISF2MAAuW0OHx1AUCwpgMuloMpNGIukySkuK2bTzBnIyawgLE6r9Ryyecn60ZQEwa/L5rNkiMOt/Z1BGIW+vvJbvLP0HZkvPXgfjY3MBcHZiDZTlziSS7mHztg/x+n5LjD1IvSeesSP+SFZGXrRlAZCdMQxF+Qu79/2UBJebA0duJcb5d9LSurY/TmexmrOALZ0yqo9m0ui9J0gp2kiTRiL5L2rL69m7Pp+96w9wcNvhrx0qLTYzQyflkZmXzsb3vqCuvIEXf/cGK59dxeJL5zN58ThMx0mlDIc0gn4zKAomVcVuCtIUCHT1p9UtDEr/Lvs8a4lzHGDiuQdY/c5mzr+uY3XM24KiykwaSf9GCMG6Nzfz9j9WEPSHsNotnPHjk5lx+pSjRonQagh43qCx8X2agz784dDRBI6AZqXCl0q5L4VGLQuLJZtQuBKrqCTF1kCqvZ4UWyNm1Qc0QOMeTIpCvP1ZkhPPxRqzjAtuOZPkrEQ+ePITPntxLXXl9Vx0x9m9qv/CsRg8bjAfrUlh5KgKqutXRcSkOZpJYzPMGSHLnUkknabsUAWvvnkfMxfuQVEVPOZpzBh1HzaLM9rSUFWVRVPu56PN95No+pjRYzex/PkH+O5l9/R4MzsjeRieIMTYvQRC3g59PU2quaXcmSAckns1iaQrKDpSwLb9N5GdWk9ItxCbeBvjhi2OtqyvMXvKBazepGPlH+RmHuLVd2/hvGV/6NHrYFbaCBqbINbuQdc1VLX95ZKUVpNGljuTSLqMLds+wud7CIclTHVTMtMnPkJKUvSCdI5FVvpgQqHfU1B4A0kxbjZuv555JzxOXFxCtKV9I3Exholks7g7PIbQpUnTXqRJI+n3aGGNI7uL2bv+AHvW76eq8OtOcWJ6PKNOGM6omcMZMjH36MXj4kvnse6NTXyyfDW1ZfW88JvXWfnsKpZcOp9Ji8Z9Y2mN5KxEdF2luUHDmaziMPlx9xGTRlHMDM6+hYMF1zJuUCVvHVjJWYGTu+yyVlVdAFjsMpNG0v9oqG5k+UOvc3DrYQCGTMjl/FvOPFrWTGhV+JtfpaHxQ+r9HnQhKPelUOTJoC6Ugc02lLTYPPIykjkhMYlkh+PoYdkXClHmbqLU7Wavu5GGpmL8wULMooyhMcUMFJU0+Z8kwfkeqcnfZ/F355GcmcgLv32dnZ/vpfGmp7j8gYuISXBF7evTWTJy06j+dyYjR1agBLYihOj0ZYJJdYD4MpNGLlsSSecoO1TO6+/fxQlzD6CaFLyWxcwdfUe3lzf7NlRVZfHUu/hwo0aS5TNGjP6EV19K4Zzzr422tG8lKyOHnYfM2K1hqt2HGZA0pt1jqIoFUDCZdHSZOSiRRJzyslK2599EZnI9Ac1KStq9jBzc+aCSrmDOtIv48PN6EhwvMDj7C15/90G+c9od0Zb1jQwaOIJtOxVMqk5F7WGyUod2YBSZSSORdCU7d6/B4/0NDmuYqsY05kx/lPjYlGjLOiY5A0bi8d5DXd1dpCfWsHLtdZy55Mmo9MtpCykpOfiawWXreInK1kwaXfakaTPSpJH0SzyNHvZuOMje9fnkbz6Er/nLcmOKajTJHj1zBKNmDCM9J/WYF3NWm4X5589i5rKprHndMGtqSup4/sHX+OiZVSy57EQmLhjzPxcFQycNxmIz09yo4NQEDlOgT5Q7a8VuH0pc0nn4/U8za+Ze3v5wA2efPqdL5jKpMYBh0kgk/Ynygkoeu/VpmmqbsdjMnHrVEuZ8ZzqKoiC0CnxNL9Pg/ph6nxeBoLA5k3zfXCYOWMCpQ1LJiIn5VsPBYbEwJCmZIUnJLf9lAgCBcJjtleV8evh1JsZ/RliU4fb/hoSYN5k470riUy/j33cvp2hvCX++5jGufPAS0galdsNXJPIoikKCGAtsJdZUS623jhRX8nGf+zZMJgeEvzRp5KWlRNJxqoqqeXvlXUw7wTBoAvYzmT3i+h5l0LSiqipLpt/L+2uvJ9W+g8ycV1jxXjInnXJRtKV9I3EpcTRuc2BPclNTe6RDJo1JMY6aJlWg9MDvi0TSm6mrrmHD9uvJTjUMmoysXzN04LRoy/pWlsz9CW99VElGwqdkp3/Ax6tyWTjv4mjLOiZ2h51mn4N4l5fK6oIOmjSt121yvyeRRJp9B7ZQ23AfLluQ6qbkHm3QtDJ6+Ew2brsRLfQ7BqQU8vr7d3P2aQ9EW9YxyUofwqFmsFlCNDXXExeTePyH/gtxtNyZvK9rK9KkkfQrCnYU8s4/P6Rob8nXIpidcQ5GTh/GqBnDGDFtKM7YtjdYtNqtLLhwtmHWvLaRT19cQ3VxLc898AofPfMZJ39vAePnjz56IWq1WRg6KQ+/by1hfwi7KYg7EIz0pxpVBqZfirf6JYTTx4eb13M2XWTSmIwofZsjLBtwS/oNB7cd5sk7nyfgDZKem8r3f3khqQOSEVoNzU3P0tj0KQ1+LwIocGdzODCfWYMXcWpmdqczQWxmM9OzBzI58xpWFixmd+VypiVuIdC4i2bvLSRnz+W6R87isdvep668gb/89HG+/8sLGTIhNyKfe3eTlp2Dx2Mj3hqm2p1Pimtmp8Yzt5ZotLRk0shyZxJJh6gtr+eVt+9i6nTDoAk6L2TWiB9FW9a3oqoqS2b8ng/XXk2q8zC2uMfZ8UUe4yefEG1px0RVVXx+J+CmobGkg2NYAYFJ1VHVnlvWSCLpbTQ1NPLx+p+Sk1lNSDeTmHJ3jzdoWjlt4T28+WEV2cl7sFieIP/gaIYPnRhtWcfEF3AS7/LS0FjaoecVpdWclvs9iSSSlJYVUFJ+F/HOALXuBKZPfKTHGzStTJ94Gu99coCU2NcYkL6aDz/9N0tO/H60Zf0PiQmpBMNmrOYw5ZWHiIuZ2u4xWk0aXZY7azMypEnSLxBC8NEzq3j0xicp3GMYNJl56Sy6ZC7X/uUK7n31Zi6+42wmLRzXLoPmq9idNhZdMpdfPH8jSy9fiCPGTlVhDU//8iX+74pH2f7Z7qMlucbMGkHAZyHoCeAw+/tUJg2Aolix20YBYIsr7LJ5LKZYAKw26cxL+gfbP93NY7c8TcAbZPC4QVzzp8tJHZBM2L+a0tJrOVL1LvV+LweaBvJx7WUMGvAA1826jGlZAyJa99usqpw8dBSXTPsFB7Tb2VY/iuZgkJLalfi1O/jR/8WQNz4Nn9vPP2/+D1s/3hmxubuT5KxEampcCF3Q6DnQ6fHMJuP9RZY7k0g6jru+mRdfvpup0/eiqAoB+7nM7OEGTSsWs40TT/gL9b4UnLYQRTW/pq6m4w1Zu5pwKA4An6+iQ8+3ZtKoaufLRUokEoNwMMT7n95ITmYZmjDhiL2ZMUPmRltWm1FVlaXzf09NUzJ2S4hDRffQ3NwYbVnHJBgyAgJ9/sqODdC67sn9nkQSMdzuBrbt+TnxTg9NPhcTRv2px/WgOR6nLLiBktpxKIDT/jQHC3ZEW9L/oCgKzT7j7FpbV9TJsaT10FZ6zVdq2bJlDBo0CLvdTmZmJpdeeillZWVfe83111/PlClTsNlsTJw4sc1jr1u3joULF+JyuUhISODEE0/E5/NF+DOQRIvmBg+P3fI07z/xMULAlCUTuPOFG/nZv37MKVcsInfMwIiWxrA7bSz+7jzueP4GTv7+AuwuGxVHqnj6vpf4w5WPsvPzvYyaHktCZjPNhEHTCIT7nsmQmmJEhuakVXGkorpL5rCaDZPGJsudSfoBn7+6gWfufwktrDN2zkh++LtLcbh0Gmv/wJHSB2nw1VPiTeOzussZlvMAP515MRMzMrv0YizGauWCcbM5adyv2Oz5CYebs2kMeKhoepkzblzPjFPT0cI6zz/4GgU7us6w7SqSsxKpr4xB1wWBYOf1W8ytmTTGmiXLnUkk7SMYCPHcM/czdeYOFFXBZz2dWaN6dm+X/8Zpi2XMqIfwh22kJzXw0epb0LWe2a9A6AkAaOHaDj2vCw1EiyEtPRqJpNMIIXjpzTsZPOAQAgXF9hMmjVoabVntxm53MWbkg/iCNlLiGvjgs1ujLemY6Ho8AKFQx9ZAROvaLhdAiSQShMMhPlp9HWkJtfhDFgZk309mRm60ZXWIUxf8jqrGVKzmMPsK7iPYAwO3/UHDqHZ7yjv0vKLoLR97jfUQdXrNV2rBggW8+OKL7N+/n1deeYVDhw5x7rnnfu01Qgguv/xyLrjggjaPu27dOpYuXcpJJ53Exo0b2bRpE9dee22PrGctaT8FOwr5w1WPkr+lAIvNzAW3nMlFt3+HhNT4Lp/b4bKz5LL5/OL5G1h86XxsTivlh6t4/U9PcnjPDWgZYYo9sewty+SCMeO6XE9344ydhAWFYSl1rN97sEvmsFmMCE+HJURIyMtOSd9ECME7//yQNx55DyFg1rJpXHbv+Zg4SEXZdZTUfIAvpLGhdhpJab/impkXMCYtvVujltNcMfxgypmMyPkNa+rOpcYfS6O/kinnfM7M0zLRNZ3/3PsCDdU9M1Lym0jOSqKx3IUQAkUr7vR41pYSjdaWcme6LHcmkbQZXdd59l9/YOKMDSgKNJsWMnv0TdGW1SGyU4Zhi/kpKDB4wCFef+ehaEs6JhbV6MOlKg0del60lPjRhSrPVhJJBHjj7T8xNHc9AI3B73DC+HOP80TPZVDWCMyWHyOAQel7WbnqqWhL+h9Uklr+1tCh51uraCAvKCWSiPDmB7cyILUQTShYrNczIm9KtCV1GJvVwcih9xLUzKQn1PDWR/dGW9L/EA4b922BYAeDrhVjDVQU2WmlrfSad4sbb7yRGTNmkJOTw6xZs7jttttYv349odCXte3+/Oc/c80115CXl9euca+77jpuu+02xowZw7Bhwzj33HOx2Wxd8WlIuomvljdrqm0mLSeF6x/9IdOWTup2LY4YB0t/sKClDNo4Fv54G6EYDyUNTv6yfAzD1wYZnZrW7bq6HPMQLMJKrDVIYc2uLpmiNZPGYQnh0/p2No3MJuyfaGGN5Q+9zifL1wCw9PKFnHXdSfjdz1NUeiu1nhLqg7Gsa/weZ0/6BdOzc6Kqd3hKKj+ccSV67N1U+pLxBGuZdPZnDJtoo7nBy1N3v0Ao2Htq0iakxeEpiQEBDirQOhntbjUbJo3ZpKMoQpY7k0jawStPPc3QyStQVUGTmMS8cXf26ov/6WPPoKr5ZAAy0z9i2xefRVnR/+J0pANgNTd16HnREkAjxJdVfyQSScf4/PM3yEh/HYBK93SWzLo+uoIiwKxp36G02uhzYDY/S3nFkegK+i9sVqPHhcnk7uAIrfvG3vteJZH0FN5b+XcGpm8BoKH5AmZMOSPKijrPkJyxeAPnATAwfR2bt38YZUX/jRHcrukdyyZUWmo9qqopYor6Or3y3aKuro5nn32WWbNmYbFYOjxOVVUVGzZsIC0tjVmzZpGens78+fNZvXr1tz4XCARoamr62h9Jz+FY5c1uePSHZORG1wjxiHLSpr9IXDbUBBN49qlxuF6pZOurm/nj1f/g4NbDUdUXaRTFTMBnXBgLdf+XkUSRnEN1oaDgsIQJiJ5ZKiRSyGzC/oeu6zz7q1fY8uF2FFXh/JvPZNFFw6mpvJ2iymdoDgbY1TCcZvvdXDX9QhIdHeunFWkUReHEweOwJdxBlT8Jb7CWRT/eSdpAjeL9Zbzy8Dtdsh50BSaTCZuWAQJsqo/K5o41jm3F1lLuTChgtmiy3JlE0kZWr/iUxLznsFvCuLUcZk/4dZ94nzpl7m1UNg3EbNIpq3sYn9cTbUlfI85p1Hh3WjumS4jW/lsKSh/4fkkk0eJwwX7Cyl8xqYLKpsGcOr9nZt91hFMW/JJadzxOa4AN2+/qUeUfY12ZANitzR0coWW/K6RLLZF0hh27V5MQ8yIAJTXTWbrgx1FWFDmWzPsRJTVDUICaukcIBHpOsKzZZGQTKnRsDVRaMmlUWfKxzfSq3fKtt96Ky+UiOTmZoqIi3njjjU6NV1BQAMC9997LVVddxfvvv8/kyZNZtGgRBw58c4PgBx98kPj4+KN/Bg4c2CkdksjxTeXNrHZrt8wvhKDO52V3VSUrDx/imR3buO/9Fdy4/FF277+OkKeKonILb/9tHAOO2EhKiQchKNxbyj9+/hT7Nx/qFp3dhcs6AYCs2FIqPR3d3H4LihMVcPaDTBqZTdi/EELwysPvsGPVHkxmlR/86iImLzRRXHw9VU07aQ6bWV13OrNG3s/SYeN7ZEPmObljMcXdQZU/Eb9ey5m35ROf7GXzB9tY8/rGaMtrM0npadQ1OtF1Qa07v1Nj2c1OhDDO6harhpDlztqEzCTs3xTmF1ETfph4lx+vnsTU8Q9jszijLSsiqKrKpLG/xB+2kJpQz3sf/zLakr5GSrxxxrGaQ/iC7Q9KEwgEyKxBiaQT+DweduT/ghh7gEZvPCfOeLhPRSXb7S6y029FEwrZyUV8vKbnlD2LbzFpnNaO9YpozSaU5c4kko5TU1dBVe2DmE0a5fVZLFvyYLQlRZyZk+/BH7KQHNvAex//JtpyjmKzJgBgMnk79HyrSaOostxZW4nqu8W9996Loijf+mfz5s1HX3/zzTezdetWVqxYgclk4rLLLutUNG5rLfirr76aH/zgB0yaNImHH36YESNG8MQTT3zjc7fffjuNjY1H/xQXd75OvaRzCCFY+eznX5Y3G5TCdX+7qsvKmzUHgxyoreXzwiO8sHsnf9qwlttXruC7Ly7nupce57GPHmHDlt8TKH6QE5x/4OKhy3EpbqqrHXz6lwnE1doZOnEwZ157Cve8ejNTFo9HCHjmly9RXdLBxoQ9kLiUqZg1QV58FXuqKyI/geJCRTHKnfXxTJqvIrMJ+z7vP/ExG97ZgqLAxb84h7zxlRSV3kVToIFiTzoF2s+5fPpPGBSfEG2p38r8weNQYm6j2p9ISG3gO784RGyClzf/9gEFOwqjLa9NJGUmUlsdg9AFbn/njHS7xUJIN35nVasmLy7biMwk7L943T4+3XQ32WkNhLExfPhvibMnR1tWRMlOy8MXMn5uB2SsZ8u2nlPqIiU1g0DIhBCCJl/765HrR8udKShqzwsm6C1Io7r/IoTgzQ9vIyulmpBuJjfnPmKcidGWFXHGjZ5NWfUJAJhNL9DQ1MH+BxEmMcEwaSzmEKFwR4yalgtKGUXeKeQa2H/RNY3Vm35OvLOZJp+TEyb+FpOp7134Z6Tl4PEvAyAtaRUHCrZHWZGBo2XPbbV09HdCljtrL1H96b722mu58MILv/U1ubm5R/+ekpJCSkoKw4cPZ9SoUQwcOJD169czc+bMDs2fmWm86Y4ePfpr/33UqFEUFRV943M2m01Gmfcgmhs8PPfAK+RvMTKjpiyZwNk3nIrN0fHvkRACwnshuIEar5/DTSbKPFaK3GYONSpU+8yo6CTbGkl31JJhr2NoQi1xsaXY1SCqLlB1MOlgEmDXLQQDgzCpV/Dzh0eQOjD5a5dAY2aNoKG6kcI9JTx+x7Nc99ercMb2jNJFnSF5wCRKSkzYYsIcqPgCBg+L7ASKEwWwmzV8eu/pc9FRbr31Vh555BG8Xi8zZszg7bff7tR4X80m/P3vf8/EiRP5z3/+w6JFi9i1axfDhh37+/Xggw9y3333dWpuyTfz+SvrWfns5wCcfcPpDJl0gJLyx/CHw+Q35ZE74HZOyRwUZZVtZ8GQiXx08FZqPA+R4mhg2c37efN3I/nPvS9w/d+vJjEtPtoSv5XkrCT2lMcgRtcSDnbOWLKoKmFhQgVUqy7LnbWRG2+88ejfc3JyuO222zjrrLMIhUJHjeo///nPAFRXV7Njx442j9uaSdjKN617ku5H13WWL/8V4yYdBlXBmXA9mQl98/uzZM6VvPbBOgamHKKq7hFCoflYLN2TBf5txCQ48R6wYrP4aPJWkR4/pJ0jGGucLpQemfHZW1iwYAF33HEHmZmZlJaW8vOf/5xzzz2XtWvXHn1Nq1G9YcOGNq+BrUb17bffzl/+8hesVivbt2+XRnUP4p33HyVvwA5QIKx8n6E53d9ftbs4af4drN9yEfFOD5+sfYDvLP1jtCWRmpxOZa3R+7rBU0VqfPv230czaXpXAZseh1wD+y9vrniI7NRiNF0lMf4W0lP7bhWjk+ZdwzufrCEjoYJd+X9gWF70swpjXaloIbB3MJtQbc2kkdmEbSaqJk2r6dIRWjNoAoFAh+fPzc0lKyuL/fv3f+2/5+fnc8opp3R4XEn3UbCjkGfuf4mm2mYsNjPfue40pi2d2OGDoNA9EFyN8H8Mekt0RsCLK9zEGEeYSa4Q1qwQZlXDrAhQzCiKFVWxoKo2vPUaAbeJsJaNyZ5HTPIo4jPGolpyUdSYb5zXbDHz/fsv5E8//ic1JXU888uXuOKhSzCZerfjbLXbqK9IJ3FoOV7PdoQ4P7KHdMWB2hKJrqsde+OIJvfee+9xzY5NmzYxdarRUPPmm2/miiuuoLCwkPvuu4/LLruMt99+u8Nf0//OJgSYNGkSK1eu5IknnuDBB4+dSnz77bdz0003Hf33pqYmWfYxQmz5cDtv/PV9AJZevoCRs7dTWvkyIV1nZ8MEpg+9hSHJHXvfjCaLh05ixYFbqPX9hqTEBk65fhfv/nEsT921nJ/8+XKsto5nhHU1KdlJuLe4ELqOSXSuJw182UARTek1vXl6EpHOJLzkkkuYNWsWhw4dYuTIkTzwwAPMmTPnG58LBAJf23vKTMKu480X/8PoCWtAgWZOZUHeadGW1GUoisLMyfdysOByUuIaWPHpHzltyS3RloXdZcfrs5IY66OpsRwy2/d8ayYNAsyW3r2njSbSqO6f7Nu7hcTEVwAob5jBskWXRllR1xLjisesXgr8neyUrezJX8/o4TOiqskR68QbsOKyBamtLW+3SXO0J400qTuFXAP7J1t3fEJGipFdXNN0CqdPXxBlRV2LajIxOPt6vJ7bGZByhHWb3mTmtGVR1ZSUkEl1NTisQXRNQ23n/aSiGPtAVZF7wLbSK+ysjRs38sgjj7Bt2zYKCwv55JNPuPjiixkyZMjXsmgOHjzItm3bqKiowOfzsW3bNrZt20YwGASgtLSUkSNHsnGjUQtfURRuvvlm/vznP/Pyyy9z8OBB7rrrLvbt28cVV1wRlc9V0ja+qbzZ9FMmdejCWoQLEM2PIRquQ3ifAa2U5iCsqxxAc6CBZFsjKbZmku0+Em1B4q06sVZBnFUnzgoxVhNOi5mU9GSyh2aSM1JhQF4jCYkHUUOrwf8BIvApIrQLoR/7Qic2MYbLH7gYi81M/pYC3np0RWe/TD0D71AA0m2FlDe7Izq0oljQdMNr1pWO1cmMJtdeey179+791j9jx449+vrWTMIlS5awfPly3n33XdavX9/h+TuTTRgXF/e1P5LOs2d9Pi/81ui1NvecqUw4aSMVNS8R0nU2N8xh4ei7eqVB08pJw6bgtf+M+mA8jrQQJ/14Ow2VBbzyh7d7tFmRlJmAp9iJ0AUutZpAKNjhsXQhjtbmFbqCpQebUz0N2Zewf7Fz81ZiMp/HpArqgyOYP/Hn0ZbU5WSmDaK+aQkA8TErqK4pibIi46wUDBmZ3c3eDpQ708MgjEwas7XvlSeJBrLkbf/A5/VwsORXWM1hqt1pnDL//mhL6hZOnHMRJdU5KMDBwkeiLQdFUfAHjOocje7KDgxg9ExVohsb3aeQa2D/wO2up7r+/zApgrLaQZy64GfRltQtjB01i5LqMQDUNT2JrkW3pH9KchZgBBk2NNe0+/nWc68sd9Z2eoVJ43A4ePXVV1m0aBEjRozg8ssvZ+zYsXz22WdfKzt25ZVXMmnSJP7xj3+Qn5/PpEmTmDRp0tF6laFQiP379+P1fnmZe8MNN3D77bdz4403MmHCBFauXMmHH37IkCHtTeeXdBfNDR7+deszvPf4SoQwyptd/+hVZA5Ob9c4QgQQgU/RG+9CNN2DCK5C0/2UeGJ5Mn8c1607mb/umUSlL5aaQCJ7mwbyYdlknjq0hL/sXcZvd53D73Yt44kDc3mneBwbqgdyoMFBhcdPnddDk7cUr28XQd8qdN9rCM/jCPdvEA3XIwLHfvPPGpLBxXecA8DqVzew/u0tnf56RRuLdSxmTTAopop91eURHz8UMsqB6Grvqx2bkpLCyJEjv/WP3W4/5rNdnU2Yk5PT4XEl7efwriKevu9FdE1n2tKRTD97LVX1KwnpsLHhNM6eeDPpsbHRltlpThl+Ak3Wn1Efisc1QGPxD7eyb8MGVr+2MdrSvpHkrCR8VQ5CIRWTEqbC3fG+NJoQqAgQAqGDzRH9ckbRQvYllHwTzQ3N7Ct9kHiXn+ZQArMn/7bflB5ZeuINVDclYLOEWPvFA9GWA0A45AQg4G9/z0QtbFxQCqFgkSZNp5BGdf/i7Y/uJj2xjkDYwtiR92Mx95/9wvDcaxBAZmIx6794PdpyCIaMs5inA0a1QusaKINyOotcA/sXH66+nUSXm2a/g5mTH2x3BkdvZuakWwhqZtLi61ix6p9R1eJyxREIG/u32rqy47z6f1FbMmnMFtkupK30it3yuHHj+Pjjj4/7uk8//fRb/39ubu4xD/S33Xbb11IcJT2X8sOVPHbL050qbya0UvCvRARXg/CBEHjDgl31ObxxJItCTyqgYLeYWZybgy3hNioCDmpCCnX4qMdHg+an1ufFHwr/z/gKOi6zj3hLMwnWZuJaPqbafaQ73CTZGkkOPYIrtggcF6D8V+rfuLmjOPkHC/jgyU949U/vkDowmSETcjv5lYsecekjCbgtWJLDlDdsA0ZEdHwtbDVWsl5o0rSVjRs3snHjRubMmUNiYiIFBQXcfffdx8wmbG5u/lo2IRiZMlarldLSUhYtWsR//vMfpk+ffjSb8J577mHChAlMnDiRp556in379vHyyy9H6bPtf1SX1PLEHc8RCoSZMHcgsy5aTW3TAYKahR3e87l4ykXYzX3ncHf6yBm8sfdGlPAfiB1Yz+KrtvL+o2Yy89IYOnFwtOX9D3anDVe8i+q6GFxxfurc+eQkjerQWLoQqIpAA9AVrP3YpJF9CSXHQgjBq2/9ilGjKtExMTjvPly2hGjL6jasVhuxjsuBP5CVvIed+z9j3Ij5UdUkdBcAoVBDu58Nt2Qe6rqCSZY7+xqy5K3km/j08xfJyTKCFELiYgZljoyyou5lzKgTePntseRk7KKh8Sl07YyoXtCGwkY2od9f1+5nW00ak9orrt26FbkGSr6Jj1Y9zsDUvQjAarmatNQB0ZbUrWRm5LJh2yyyU1ZhUt8hHL4Sc5TuAhRFwR+0YTOHaWgsB9rXF82kGplANquzC9T1TeS7haTXUFdRf9SgSRuUwqX3nNfm7BkhwhDchAh8DOF9AGi6TrXfySflg/mkNBuvZmzAchMSWJQ3hNkDBx33YtQfDlHv81Pv91Hn81Hv91Hf8rHO56PS72Of24emt5qDgnlpXzA3bRsZ4VdJDBdDzDX/069m8XfnUXmkmm2f7OKpe17g+kd/SHJmYvu+YD2E9Nx0Nn2SyMDEakLBnRHvSxMOWTHbgV7Yk6attGYT3nPPPXg8HjIzM1m6dCnLly//n2zCzz777Oi/T5pkvIkePnyY3Nzcb8wm9Pv93HjjjdTV1TFhwgSZTdiN+L0BnrzreXzNfoZOSGPuD76g0XsQb9jOodAVXDr5dEx9MIJ82ciZvLHnehT9j7gG1DNl2X6evu8lbvjH1SSmxUdb3v+QnJlIXVUMOTk+vIGCDo8jhDBq8wrj0tJq7zvmW3uRfQklx+LDd19m+Ij1oIBPOZfc9InRltTtzJ15Ji+9/Qa5GYcoLP5n1E0aRbSUNBXtL+kSChkBNOGw2uv7LEYaaVRLjkVVZQmCx1GAsvoxnLnk8mhLigonTLyJopKrSI6tY9XGZzlx5mVR06K3GNXhcEMHnjZMGlWVvzP/jVwDJceitOIwVvNyAEqqpnP2qd+JsqLoMH/mdezas44El5uPVj3G0oU/iZqWQNAOTk+HsgnNJsMMtVkdkZbVZ5EmjaRX0Nzg4Z8tBk16birX/OlynLHH/0UXWjUEPkYEPgNh9EPxhcLsaxrIW0eyyG/KBBSsJhPzcweyePAQ8hKT2mwi2M0WMmMtZH5LGSIhBO5gkIYW4+aTIwN4tSiRMwZ8jj+8jnStClPcTSim7KPPKIrC+becSU1pHSX5ZTz5i+e59pErsDt734YgbVAKtfmJDJhcTaqlkDK3m+wI9jDRQjZjIevDJo3MJuybCCF44TevU1VYQ2K6nZN+up/mgGHQVKg3cOGEEyNqaPYkFEXhzNFzeHlnHSNsf2Pw1GpKdxfw9H0v8dNHruhxn3dyVhLVFS6EXoUe7nh5K10IVFobafdvk6atyEzC/kNRQSG640lMqqDWN4yTZv0o2pKixui8H9PsuZn0hBK27VnBxNEnRU2LWTH2bCbV0+5nQ2HDpNF1adD8N9Kolvw3QghWbbqHnAw/jd5Ylsx5KNqSosbAAUPYuG0ygzI24Q+8hq5/N3plL4Vxzhei/b1VFSUEgKr038zpb0KugZL/Rtc0Nm67hwEpQWrdCZy26JfRlhQ1EuNTqW2cSXbKKlT1XUKhK7FYorOOhMJGyUdfoKFdz+m6/mUmjc0VaVl9lr4Xnivpc/i9Af516zPUlNSRmB7PD3976bcaNEIIRHAruvt3iMafIfxvo+tNVPssvHp4GDetP4n/2zGV/KYssuPiuWzCJP566hlcPWU6Q5KSI345qCgKcTYbg+ITmJiRyQ0nzGL8oDN5quB0jjSZKKzbT7D+LkTwi689Z7VZ+MGvLiQuOYaKI1U898ArR9NyexNWmwW/bzBmTZBlr2JfdWQb4eohw7hSTX3XpJH0TT55fjU7P9+LxQbn3l2JN7QPv2alQrmGM0b2XYOmFUVRWDb6NHY1zcDssDL93ANUlxxk2ye7oi3tf0jOSsRd4kLoAqso7fA4mq4DxsFSCAWzRcbKHA/Zl7B/oIU1Vm+5l+Q4D76wi1lTHuo3fWiOxZjR0ygsHw5AeeUTneq/1FkspgTjo9n77S88BuGwsTfTdLnWdZSNGzfyyCOPsG3bNgoLC/nkk0+4+OKLj2lUb9u27WtG9bZt2wgGjZJzpaWljBw5ko0bjR5wrUb1n//8Z15++WUOHjzIXXfdxb59+7jiiiui8rn2d1Z8/Dg5GQcRQFLSdTgdkQtq643MmHwtIc1Eckwda7e8FDUdqmJUvFA6YFQrinFBaTL1vkDLnoJcA/sPH676BwNSCtGFQmbaTdhs/Tv7Yv7M6/CHLCTGuPl49Tf3y+xqdGGYNKFQc7ueC2sBWm8z7FZp0rQVuWOW9GjCoTD/vvN5Sg6U44p38sPfXUZ8yjdvWIXeiGh+FMK7AQiEwxx0Z/J2YTa767PQMWFSFWYNHMiivCGMTE7p9otQRVE4c8QocuITeHxLPEszVxDSyxmo/Q5n3IVgX3ZUU3xKHN+//yL+dsOT7FmXz/uPf8ypVy3uVr2RwJWYi7fBhssZprJxKzD6uM+0FT1sbHpN0qSR9CL2bz7Ee4+vRFF0LrivkZC6j5BuplC7krPHLunzBk0rNrOZE4b8hILiQ6QklDPj/H289/hHjJs7qkcZGMlZifjecqILgdPUgDfox2m1t3scIXRa71rNVlu/+T53BplJ2D94862/MmxwASiQmHoTcY6ORdf2JcYN/TGNzTeSElvOtr1vM2n0GVHRYbcY5Xatpvb3/guF/ZgBITNpOowseds/KC07gt3+AgDldSdw5knRy57rKWRn5bJ283hys7bibn4RXT8vKua9STUuF1WC7X5WVYxyZ2aTzKTpKHIN7B+UlB/EZX8VgLKa2XznlOiWeu0JJManUts0g+zkz0F5D127Kir9uYRunHl10T6j2uv/8nfN6ZQ9adpKz7kBkUj+C13Xee6BVzm47QhWh5UrH7qE1AHJ3/h6EdqDaP4b6A00BHTWVA3lg+KB1AWN/gZpMS4WDx7CvJzBxPWAOqITMzL5xfwzeHhdPNX+j9D0PWSEnyYpvgjh+iGKYmgcNDKb828+k+ceeIWPn19Nem4qU5ZMiLL69pGem075oSTyMqrRgjtb+jJE6HIyZGx6TaaOpztLJN1JbXk9z9z/EkIIzrylFkv8QcK6yoHAZZw3YVm/u7gfkpxOfvVVoP+GjJH1lO7Zxbo3NzP3nBnRlnaU5KwkQk1WhCZQFGjwV+G0Dmr3OLoIgxAogNUuD+wSCUD+vt0kpr4FQLV3HqdO6X3BKF3BqNGTWP7qKIYM2kNV9TNAdEwapyMBAKu5/ReUumbszTRNmjQdRRrVfR8hBBu23sPA9CD1nnhOnn9PtCX1GKZPuIbSih+SElvD5l3vMn386d2uwWo2Mmk6EhCoqq2ZNO0P7JEYyDWw76NrGl/svIfMpBDVTYmcuvDOaEvqMcyZei35B9eSFNPAui1vMHv62VFQYWQ06aJ9GdV+v5F5IwC7TZo0baX/1hGQ9GiEELz6x3fYsWoPJrPKD+6/kIEjsr/htTrC9xrC/RCaVs+eegv3fDGf5w+NpT6UwLTsbG6fO5+HTzqV04eP7BEGTSsZMbHce+JJ1Kvn8k7pHErcHspqV6I33mv002lh8qJxLLx4LgAv/v5NCvd0vCdCNMgYnEZNfgLognRbCcVNjREbW4SMTa/FFCDcC8vBSfoXwUCIf9+1HJ/bx8LLy0gafBBdKOz1X8A548/rdwZNKycNn8sezyJMNguTTjvEhnfexufpOdlxyVmJCKHQ7DGMFY+vskPj6OLLNcpi7TnvRRJJtAgHQ2zf/wAue5AGXxKLZ9wRbUk9igkjf4SmKyTFVLCn4LPjP9AFxLSYNGY1jKaF2/Ws1mLS6LLcmUTyjby/8u8MTD+CQCEj7WfYZe3+o+TkDKOsagQAFZXRKXlmtRg9aUymULufVVvKnVnMcs8nkXwTK1b9ncykEjShMCjjln5f5uyrpCRnUFFrVKGprn81KhoUxfh+KLTvbB4IGJk3YU3FbJF9WNuKNGkkPZIP/v0p69/egqLAxXecw7DJecd8ndAbEe7fInyv4gsFeacwnd/tWExDKInvjBrNI6eczo0zZjMuLb3HXn46LBZuOGEWw7PO4bkjp1LaLCis3Umw/heI0J6jrzvlioWMmTUCLaTx5F3Lqa+KnNHR1WQOTqP8cCJqSCfTUc3+6qKIjS1ayp05zCG8ofZHeUok3YUQgpd+9yblBZVMPauYnKlF6AJ2es7inPGXYurH/RdMqsqikVdREsxBscPEZVv5dPmqaMs6SkyCcWHS7LEihMAbrD7OE8dGF5pR7kyAySozaSSS19/+E7nZpQhUcnJux2qRB/OvMmr0BArL8kDAkcKno6IhLiYJACHAF25fPXJdN/ZlQpeHc4nkWJRXFOJyGhdv5XWzGD9Klvj5b4bmfBeAjMQjFJXtOc6rI4/dbpRat3SgakNrJo3ZLPd8EsmxqKwqwml/HYDymrmMHT0ruoJ6IKOH/QCArORi9uVv6vb5W0s+Kkr7TBpfi0mjyZK37aL/3ghJeiyrX9vAR08b0YLfue40Jpw45pivE6E9iMZfQGgXVd4gf9k9nhePzCDRlcB9Jy7ivNFjSXT0jsO+oiicNXI0F044h+cKz6XAHcfh+mK8dfcj/B8eLQ928S/OJnNwGs31Hv595/MEA+2P6IkGqQOT8XocNFY7AEGt+4uIja2HbCiA3RSkOShNGknPZe0bm9j68U6Gzipl7JIShAI7m0/hnAlXYolCfdmeRkZsHLGJ1xI2OYkf0Exd/XM01jRFWxYAJrMJm9NKs9uOEBAI1XZwpDBG0rfA2oOyOiWSaLB/73bSM98DoNa3iOGDpkdZUc8kK+lcAFLjDlBed6Db53fFxqLpCiDwB9u3JgsRaPko3+MkkmOx9otf4bAGqWuOZ+mJd0VbTo9k4vg5lFRnogBbdz/e7fO7jpZ8bF8mIYDFZDxjs8ZEUpJE0mdYs+VXOCxBat3xnLpQZlMfi5HDplBWOxAF2HPoP90+v8VkmDQmtX1GdShg9DIMy5K37UKaNJIexRcrd/LGI8aB/eTvL2DWmdP+5zVfLW8W1urZWWvmgW0L2VE/lJkDB/LgwpPIS0zqbukRYVJmFrfOPYuPai5ie10uRxrqqK/9B3ifQIgwNoeNy399MTEJTkoPVvDCQ68fs7ZqT8NsMZOSnUTFoUR0TaAFd0dMdzhsQxECuzmEJ9g7TCtJ/6O8oJI3H/2A9KF1zL6gEFSF3e55nDXhGmxmWQamlXm5EzkcPhvVpDJybgGrX30u2pKO4op34mu2ghCEwh0zaXShGx4NYLHJqEpJ/0ULh9ld8BB2S5haTypLZt0abUk9ltlzllJYkQ4Ctu36Z7fP74ix4w+aDYM67G7Xs63lzlr7LEokki/5fO3LDErLRwDJSddgs/aO4MJoEGM7DYCUuG14fN1bTcLlSgDAag6ht7O0tsVsnE3ttrhIy5JIej1rN77GwNT9CCAp/seyzNm3kBBr9CVMS9yDx9u9a6DFbJR8NLezN6E/aPSwkZk07UOaNJIew/5NB1n+0GsIAbPPms7iS+f9z2u+Wt7MGwzw9pE0/m/XSTSFk7ly8lSunTYDRy+vd5gZG8s985dSql/CyopplLrdlNW8hd70AEJvJDE9ge/ddwEms8r2z3bz0dM9pyTQt5Gek3q0L02mvZjCxoaIjBsOW1EE2E2y3JmkZxIMhHj6/pdwxjWx4Mr9KFaFAs8oThl7E85evl5FGkVROHXMdznoHYVuUojNeY2KIz2jB5cz1om3yYYQAl2r69AYRrkzAULB6pCXlpL+y7sr/s7A9DJ0oTIk93bMJrkWfhOqqmLRlgCQ6PgCb6ChW+e3x9gJBC0gwOOvb9ezQjdMGlWRprRE8lWaPW78oScBKK0Zz9TxJ0dZUc9mwZwLqW92YTWFWbu5e0s/xsUmt/xNENQ8bX5O00JYWsqdxTjju0CZRNJ78fqa8fiMzLiSqrFMn3xKlBX1bOZMP4cmrxObOcznG57p1rmt1haTxtS+uzafvwGAUFjuAduDNGkkPYLCvSU8dc8L6JrOxAVjOeunp/xPD5mvljer9BjlzV4unEl6bBL3L1jMwsF5PbbvTHtxWCzcOGM2A9Iu4oXCk6nwaBTWbjL61IQLGDwuh3NuNNz0D/79Cds/2x1lxccnY3A65UcSseiQZq8nv7ogIuNqYRuKAIc5SLM0aSQ9kLcfXUFDZTnzr96NLU5Q7stgYt6dxNlltNCxiLfbGZ53E01hF45kPzu3/DrakgBwxTnwN1qNnjJ6Q4fGEMI4rOsCrHa5YZX0T0pLjxAb/wYA1e65DMuZEmVFPZ8lCy6mujEGkxJm0/Znu3Vuu9NGIGhEQfraGb0phBFFrqpyvZNIvsoHn95PgqsZT8DOiTPvjracHo/ZaqGpaRIAoXD3BijGueKNJGgBzb6GNj/nCzXTWjgiLjalK6RJJL2WDz57gASXm2a/nfkz5Bp4PExmM02eyQCEwp9169wOu1Gu0aS2r+RjIGBkX4c1GYjVHqRJI4k6lYXVPH77swT9IYZPyeOi27/zNbPla+XNwnVsrzHz6+0L2dkwjPm5ufxqwWIGxSdE7xPoIhRF4exRY/jO+At4rvBsipudHKk7hKf2HkRgDdNPmcS8c2cCsPyh1yg5UB5lxd9ORm4qfq+VumrDia9zb43IuEczacwhvLInjaSHsWv1Xta/vYFZ39tFYmYIdziGtPQ7GJQgD2vfxqTMoZRpFxnp74N2c2jnm9GWhDPOSaDRKHem0rE0cyOTBoRQsDnkpaWk/yGEYO3mB3DZgjR441gy9/ZoS+oVOONcNNROACAY+KRb51YUhVDIOGAH29mTRsFoMquqMihBImll1961ZKdtBCAsLiQxPjXKinoHE0cZ+8LUuEoOFW/rtnktdiuBkFGa2Otr+xrY7DGyrjVdITYutku0SSS9kQOHt5KZvA6AYOgckpPSo6yodzBxzHcRQEZiJfkHI3OX1hasNicA5pbMwLYSbCmRq2myekR7kCaNJKrUVzXy2K1P423yMXBEFt/75QWYzF/WLPxqebPmYIC3CtN4ePdJNGsp/HjadK6eMr3P93OYkpnNz+acw3uVF7O3MZvChirqax5GeJdz2g8XMmLaUEKBME/e+TxNde2rFd6dpOcaB5DSPS2b1PBu9Aj0pQmHjEwaBYE/1Nzp8SSSSNFQ3cgLv3udiWcdIHuUG02xEbDfwITMEdGW1is474QL+aJ8DLqiUNv0N3Ste+vv/jeueCfBeiOTxqJ0bK01MmkEulCw2mVUkaT/8dnnL5GbnQ8KJCdfg80iL+/byvih56PpCgnOagqrtnXr3KFgi0kTbnupHwCTapg0JsUVcU0SSW9E1zQKiv+ESRGU1g5i4azvRVtSr2HosLEUV2aDgN37n++2ec0WM5pmXJuFgv42P+dubgAgGDZjsck9n0TSyp78hzEpgrLaTJbMuyLacnoNgweNoqIuC4DdB5Z327yte3WTqX0mjaYZPWl0XZo07UGaNJKo4Wny8titT9NQ1UTqwGSufOgSbF+p0d9a3kyEdlHeHOCR3eN5pXAWWXHJ/HrhScwdlBs98d1MVmwcd594GgeDl7GmegJlzW7Ka5aD92G+e9eppA1KobG6iX/f9QKhYCjaco9J2sAUVJNK5e5YFAFZ9hKONLSvtvmxEMKEHjYyr/yh9kV4SiRdha7rPP/r18gef4iRs8oxWy2UaBdz4pC50ZbWa7CbLUwf8zPK3LEoNh/bt0a37JkzzkGwwYoQAofqwR8KtHsMXWjQkkljkeXOJP0Mj8dNUP8PAGV145g8ZmmUFfUuxkyawOGSLBCwL/+5bp27NZNGC7cvGEZVjQxnq1maNBIJwMdr/kNmUgWarjJ22M2oqryOaQ8Oy3wA4p3b0fX2XRh2FEVRCOvG9ykQ8rb5Oa+3AYBQ2NxnSrJLJJ1l9aaXyUouRABDBl6HapJN5duD1WTcJcS6dqFr3bMGWszGHa1J1dv1nKYbgT0Ce8Q19WXkrkASFQK+AI/f9ixVhTXEp8bxw99dhiveOMB9tbxZKFzHtmoTD+1YxK6GYSzOG8IvFywmM7b/pQw7LRZ+NnMuSUmX8VrxAqo8IQprVqEGf8UVv1qAI9ZO0d4SXv6/t43G1D0Mk9lEyoAkygsTsWIiydbEwZr8CIysEAgY2VQhredmEkn6F588v4Zm7xamLjuA2WEl37uYU8dcKA9p7WRy3hAKy04FQCgbCPrLoqbFGecg1GQ0z1YUaPBVt3sMITQEoOuy3Jmk/7Fi1e9JjHHjDdqYO13WH28viqJg1VsO57ZtBMO+bptbCGOfpentKytrVg0z22aJi7gmiaS34fG6UXgJgLLaaQzNGx9lRb2PuSdciD9kxmn1sXXvim6bV9OMi+RQqO2ZNF6fkQEeCsssGokEIBQK4PU+BUBx5QTGjp4VZUW9jxlTLyCkmYh3NrN9b/f052otd2ZSdXS97UaNoMXUFtKkaQ/SpJF0O0IInrn/FYr2leKItfPD315KYlq88f++Ut7MHfDz5pE0/rTnZLx6GjfMmMXlk6Zg7cduu6IonDt6LKeMvpTlRWdS4bVypHYvNuvvuOpXY1FUhS0fbufTF9ZGW+oxychJIxQ043anAVAfib40ikLQ3xLhqclyZ5LoU7y/lFWvvsOs7+7B7LBwxDeOk8dch1lGS3aI753xPfKrU9GEYNOmv0RNhzPOiRAqXr8RTdTsr2z3GEJoIIxyZ9KkkfQnCovzSU/6HAB/8EyS4tOirKh3Mm/W+TR47FiUADsPvd19Ewvj/UvT2petbTMbpo7NKk0aieTDVb8jzunBE7CzeM5t0ZbTK4mNj6eiejAAJWXvd9u8eksmTTjcdqM6EDTOpbJptkRi8MFnfyTR1YQvZGXe9FuiLadXkhCfTGX9QAAOF73TLXParYZJg4Cw1p5KEsZrVdUZeVF9GHljJOl2Plm+hr3r8zFbzVz54CWk5xi9SoRWi2i6DxHaRanbz1/3TOC1olkMSkzjwUVLmJ49IMrKew5Ts7L56cwLebv8YgrcaRTWlxOT/BRX3mOYXe8+9iF71u2Pssr/pbUvTUOJcTmjanvR2uHGfxNBvxHhGdbaVytdIok0Wljjpd+/xgmX7cYRq1OnZTFt6C+IsclarB0lPs5FILgIAKt1Pb7mqqjocMUbG8xmj/G99AY7kkmjG5k0QsEie9JI+hFbdv4Gi0mjqjGVJXN/FG05vZbUrGTKy4YAUF35UfdN3JJJI/S2mzS6rmMxGa+PdSV1iSyJpLdQXHqAtMTVAAQCZxIXK38nOkq8cw4AiTH72m0cdxStxaQJhdueSRMIGGW4w5oMypFIaurKiXd9CEBD4yJSU+XdXkeJccwGIC5mT7eUPLPZvuwfGQi2PYtbVYzXmlRZ8rY9SJNG0q0c3lXEe4+vBOCsa08hZ7ThAgutBuF+gFCogh3VGr/duZhdDcM4bfgI7p2/kDRXTDRl90iy4+K488Qz2eX7AVvqRlLmbiJ20KecdnkCQsAzv3qF8sPtj/TuSjJyDXOmfGcMJkVhgKOEI/V1nRpTURSCYSO7ymYOd1qjRNIZPn5uNcnj1pM2oAnN4iIl7WYy4+RBvLOcvfgySpoSwaSzce0jUdHgijM2qB63cdgOBGvaPYaObvSk0RWs0qSR9BPWbXqLgWkHEUBW2k9k/fFOkhp7IgAJzkMEQt2TQSyEqeVj2y9EQ5ofRTHK78bL90FJP2fzzt8bRnVDCkvmXx1tOb2amdO+gy9owWHxs3XvB90yp9CNNTDcDpMm3FKGW9Mcx3mlRNL3+Xzj/2G3hKh1x7N0wQ3RltOrmTHlfMKaiXinhx17P+vy+Ry2LzNh/IF2mDQtfQnNJplJ0x6kSSPpNjxNXp65/2WELpi0cBwnnDYZAKFVf8Wg0fn7/pMIiHRumT2XS8ZNkCWCvgWnxcLPZ83HEX8V66vHUef3kTtnMyOmZhH0BXnyzufxNPac7JKMwYZJs2+Lgt1sJ9bi4VDt3k6Pq5qNbByLKiOVJNGjsrCa3dteYsysYiw2C3XqZYzPHBdtWX2CBJeLpuBCAGwxa9GjkDXnbDFp3I1GRHkw3H6DWdN8gCAcVrHa5Xol6ftoWpjG5scBKKkezaRxC6OsqPcz64STqXM7MRFiV8G73TOp0pJJ0w6Txh9yI4RAAAkJKV0kTCLp+ezOX092yj4AUhKvkkZ1J/lqybOyiu7JKNT0lr5cWtvLnbWaNLo0aST9nOLyfDKStgBgMZ2L1SZ7lHSG2JgEyutaSp6VfNjl81lsVjTd6KvrD7T9DG4xGaa23ZbYJbr6KvL2W9ItCCFY/tDrNFY3kTIgiXNuOh1FURBaFcL9K4KhSrZVCx47cDJOezq/XnQSEzMyoy27V6AoCueNHsvonB9RF4jDE6jm9Ot9JGUmUFfewFP3vIgW7vo0yLaQkp2Eyazic2uEtBwAGj2d70tjsRkZNKpMpZRECV3Xef1vTzP9nD2oZpWi8BwWjzg32rL6FCedcBnVHhcma4idW5/s9vmdcUYUkK/BihACXWu/SRMKNyEE+AMW2ZNG0i/4aM2jJMfWEwibmTlZ9mCIBPGp8VSUGReUNdUru2fS1nJnou0Zy25vDQgIhMy44mQUpaT/cvDwX1GAkuocTpiyNNpy+gRxjhkAxDrz29XIuqO09qRpj0kjdMOkUZAVQST9m83b/4hZ1amoT2XB7EuiLadPYDMbAe8OW+cDno+HoihoLb0JQ6G296SxWQyTxuWU2dTtQZo0km5h1Uvr2Ls+H5PFxGX3nI/daUNolQj3AwSDVWyvEjx+4GRiHRncPW8BKU55mGsvswYOpSR8DgAe/4dc+esZ2JxWCnYU8uqf3kUIEWWFYDKbSBmQDECoOQ8As7aXcCc311arYUKZVRmpJIkOa15bQ87clVjsGnViILOH34RJZgFGlMzEBI5UTQMgEH6vXRHdkcDmsBomc5MVo7FMfbvHCLVEVQb8ZlnuTNLn8frd2ExGU9Pq2rlkpudEWVHfIdk5H4BEx0ECIXeXz6fQWu6s7SZNU5PRt8vnt2B3yahZSf9k47Z3yUouQgDDcn8SbTl9hqkTzyCkqcRYPRws3twNM7aYNO3oy6UoXgBMamyXKJJIegP7C7aQnbIHgOT4y2QmYYSYOHYZAkiOraek/GCXz9d6lShE2+/t7FbD1I6LSesKSX0WeYMk6XIK9xTzzmNGKvKZ1ywla0gGQqtAuH9NIFjF1mp4/ODJxDszuGveiSQ65EV7Rzl19JnsbRqBPxwioD7Nd+86G0WBDe9sYe0bm6ItD4CMHGORbi5Ox6QoZDvKKKir7fB4igKWVpPGLDNpJN1PbXk9RTV/JzmjmbDqIivrDpKccdGW1SeZOea7NPhtKOZmykrf6ta5FUXBGefE32BDCIFKU7vHCGnNCCEI+s04YuV7naRvs3LNH3DZfLh9DhbPuzHacvoUs2YuobbJiSLC7Cnsjp4Mhqms0PYLymavYdIEgjYURekSVRJJT0bXNKprjczf4spRjB01I8qK+g4paWlU1GQAcKDg/S6fT9CyhrUj6FFVjd4NFos0aST9l70H/oqCoKRmILOmL4u2nD5DduZgqhuN4Oftu9/shhmNNbCtgd+BoA+LyQjsSU6UFZLagzRpJF2K1+3j6V++hK7pTJg/hplnTDUMmqYvDZonDp5MoiuTu+adSIJdXlp1hgS7g9TkK/GFbbh9hxgwcien/XAJAO/+6yN8zW1v9NVVtPalObzHjM3ixGn2c6RuV6fGtFrDCMAim5JJuhkhBB+8/EeGTylBNan4nFcxOn1ktGX1WSaNHsbOQ6MAqKh4vl3RPJHAGecg1GBBCLB0wKQJh9wgIOi3EJMg1ytJ36W2oYykmFUAeDynEBsbH2VFfYukjCQqKwYBUFWxqsvnU0Rr5Gvby+d6vUZJyGBIZtFI+ierNj5PWnwVYV1lyrgboi2n76GPB8Ck7Oz6uUT7jWazyTh322Q/Bkk/ZfueT8lOPoQABmddFW05fY5g0DgTh7RtXT7X0Uwa2nb2rqkrb3k9JCWmd5Gqvok0aSRdhtGH5jUaqppIzkrkvJuXgV6BaHoAf6iaL6rgiQNLSYnJ4hdzTyRONhCLCPMHj2OPZwm6ENTUPse8c4aQkZtGwBtkzevRz6ZJz00FoOJwLZiGA9DQ3PHNddDnQzUZ8U1Wk8ykkXQvm1Z8TO6Uz0GBouA8Thx+VrQl9XkGJy7DG7Ig1Gqa3Ku7dW5nrINgvRUQ2E0eAqH2lVwLBQxjJxywYrXLnjSSvsvqTb/HagpT3RjPKQtliZ+uINZilH+MseWj613be1DohkmjKG2fJxhqBCAclvt7Sf9D1zQCgZcAKK2aRO4gGcATaUblnQJAcmwVde6yLp1LHI0ib/saaLMYvRtcDtmPQdI/OVLyBADFVUOYOH5+lNX0PXIGLAYgLaEEv9/TtZO1GNWijW0KGhoqAPCHrJgtssR3e5AmjaTL+PyV9exZl4/JrHLpPedjs9Uimn5tGDSVCk8eXEp6XKtBY4u23D6DoigsGP5dCj1ZeEJeKqr/wsJL5gDG9yTob3vDw64go8WkqSyqxmnLBiAUrunweCG/G6EYn7fFIk0aSffhbfJQFXgEi1WjOpDFogm3oMqSLl3OaSfNZdP+XIQuKCz8d7f223LFO9G8ZoQuUBVBQPO363k93JJ9I+yy/I+kz1JUvoeMhK0AWNXzMVvl4awrmDR2Mb6QGavqo6imi3sytGTSqO0wacIt652mySx5Sf/js41PkxTTQCBsZs7UG6Itp08ycvQEqurjQcC2Xd1bArcttJo0cTGpUVYikXQ/O/euIiupEAGMHHx1tOX0SSaOnkez347FpPHFrq4tfdt62m7rsdvtaS15K4MS24s0aSRdQtG+Ut7554cALPvJUrLzdETTA/iC1WyuVPn3oZPJiM/mjjnzibHKX9xIMyghkbD9MsK6CXfzF4ycXktSZgKeRi8b3vkiqtqSs5MwmVVCgTCa3zBVVNHY4YvWoN+NADRMOMwyWlPSfXzy0UOkZ9UREhZy835BnF2ahN2B1W7F4ZlHUFPRtCP4/du7bW5XvAs9/OXWKRBuXwlJoRlRTqqIiaguiaQnsX3vH1EVndLqDBadeEm05fRZckfmUFySBgIKjqzo0rmU1ihy2r5X03V3y1/ke6Okf6FrGqHgawBUVE8hI2NQlBX1TRRFweMZAkCzZ2vXTtYaRd7GUj+hcACr2ejHEB8vS/1I+h8FxY8DUFyVx5hRJ0RZTd9ENZmoaxwIQGXNhi6dqzWbUG9jNqGnpeRtQJa8bTfSpJFEHF+z0YdGC+uMnzeamadntRg0tWypUnnq0FKyEwZwx5z5uKRB02UsHT6X7U0zCOk61bWPsfiSKQB88sIatHDXlsX4NkwmE2kDUwDw1xqRmQ6TB1843KHxwsFmhAIh3YLDbI6YTonk2zi4bw0pAz4HoCJwBqMzxkZZUf9i2ZLFbD44kLCmUVj6n26b1xXnQNdVdM3YPoW19pk0Cl4ALGZp0kj6JgeKN5ARvx+AlJjvyYyxLkRRFHT/aOPvWveZ1W1FoRkAkyKbZkv6F59tfIZEVwPBsJk5066Ntpw+TVLsVADinUfQ21iGpyN8We6sjaV+mmqOhp6nJsum2ZL+xa79q8lKOoIAhuVcGW05fRq71biDsFoOdu1ErT1p2rjO+oP1AITDMpu6vUiTRhJRhBC88Ns3qK9oICkzgfN+Nhncv8YbrGNTpYmnDi0lJ3EAt82eh1PWJuxSbGYzE3Mup8afgDtQy+Apm4lLjqGpxs3mFdE9zGcMNiKK6st0VEUhxuyl3t++y85WtJAHoUBQWLDLnylJN6Brfoorf4uqCg7X5XDGjGuiLanfMXB4FjV7x6ILCPl3EAx08ca0BWecsdEMhQ2DOdhOk8akGOXRLKa4yAqTSHoIBwv+ZmR2FA9i9pxToi2nzzMseyECiLXVUO8p6bqJWr22diQ9m1TDlDab5Xon6T/omkYw+CoA5TKLpsuZNPYkwpqK0+qjqHJX103UkkmjKG1bBGvrjabZgbAZu0NGkkv6F4cK/wVAceVgxo+ZHWU1fZuRQ42+NKnxtdQ3VnfZPIL2BV2Fw0ZfQk13doWcPo00aSQRZfVrG9m1eh8ms8r375mNLfx/eIO1bKo083TByeQmDeTW2fNwyMv0bmFCxgBK9fMAaGz+iFO+b/SA+WT56i6NNjoe6S19acqPBLGoKjFmHw2+9ps0uq6jh72gKAR1q8ykkXQLq9ffT4yrAXfAxrjhd2CRP3dR4aRpJ7L1SBaBYJjiqme7ZU67yzhoh1tKnoU0b7uet6jGOue0J0RUl0TSE9h9eCUpMUfQhUJO6uUyi6YbGD9tMmVV8QhdcKDo4y6bRzl6ZGy7S2M2Gaa0zRLfBYokkp7Jqk3PkiSzaLqN5PRUKuuMCg37D37U5fO19fzc5DZMGq9fGjSS/sWe/HVkJR1GAEMGXR5tOX2eIYPH0uh1oSDYtqtrS99C28udaa0lb4U0adqLNGkkEaMkv4y3/240rDr3+olkpD6BJ1DHxgoLTxeczJDkQdwyay42eaHZrZw+6nR2NYzBHw6TPvZjYhIs1JTUsXPV3qhpymgxaUoOeDGrKi6zl3p/+y47AXzNfsxWDQGEhBWHWZp/kq6luGIVTvtqAEqrljEqd2SUFfVfpi2ZwL61uQhdEGhehx4u7/I5VVOrOWNu+dh2czms61jVIAAuZ2LkxUkkUUTXdcrKHgMBBwqGcMLsE6MtqV/gjHXQUD8AgPq6TVFW83WsLSZNjEs2zZb0D3RNIxB4BYDy6kkyi6abCAaGGh+DO7tsDtHOdMJmrxHR7g/KUj+S/sWBI/8EoKQyl4nj5kVZTf+gyZMDQH1j1+0DRWtfrjYa1QqGSaOqMlCnvUiTRhIRfB4//7nvRbSwzsxTU5ky8x2aA3VsrLTwzOGTGZ6aw89mzpEGTRSIt9vJSLuc5pCT5kAxp/3YWFg/emYVQrSjbkUESc9NA6Ao341JNaEo4PHXtHscb5MP1a6BAiFhwS5/viRdSDjcRGnxbxECth3K46LTfxRtSf0au9PG1Izp7C5Lwx8MUlT5XJfPaTK39KJpKXemaf42P+sNBrCaQgDEx6ZEXpxEEkV2HH6bBHs5IU1lRPYVMoumG3GaxgHgshR0XZZ0O7+duq5jtxjrY0JsWhcIkkh6Hl/Porku2nL6DRlJMwBIiilG0zrW4/T4tJQ7a6NJ4/MZJk0o5OoiPRJJz2NP/jqykgsQQO6AH0RbTr/BZZ9ofHQeiaqOr2IyGX0JbZbkKCvpfUiTRtJphBC8/Pu3qCtvIHe0yrLvbaM5WM/GCgvPFJzMyNRcbpoxWxo0UWR+7hj2ek5CF4LkvM2kDghSXlDJvo3d08fhv0nKSAAgFNDRdGPz6gu136TxNfsxOzQURSGoW7CaTJGUKZF8jS/2/gqT6qaqycWkQTditsg1LdrMOW0qu9YPQAtr+DxrEKKrDucGJrOxxrT2pAm3I5PGF2oEYcRiOuOkSSPpO+i6Rn31UyAgP38EU2fPjLakfsXovHlouoLd7KHK3TX7OkVtXxR5SPOiKIZhlJyc1SWaJJKehK5pBI9m0UyWWTTdyOQJi/CHzFhNIQ4Wb+6SORRaDHClbWfNkGY0zRZ6bJfokUh6IgeO/BOEkUUzecKJ0ZbTbxg1ZCEAiTH1NLpru2QOtWVPZzK1rXKN1eIBwOVM7xI9fRlp0kg6zab3t7H9s93EJwX4/i1FeMONbKiw8uzhpYzNGMxNM2fLy/MooygKS0ZexEH3ILxhPyddXQ4IPnr6s6hk05jMJiw244Jba9m8BkN17R7H2+TFZNNQFBDYZOSupMsoql6BKbwJXcDhXUuYOnN8tCVJgJzRA4itzcPttxIINOL2fNGl87WaNFrI+Kjrbc+k8YeaEAJCIZWYBNlIW9J32HLwBWIsNfiCFibkXSnfi7uZ4eOHUVKRiNAFh0s+i7YcAGoaS0FASFNJSZHlziR9n882PEWiq4FA2MycaT+Ntpx+RUx8DDX1RvDLkeI1XTJHq+msttGkQTS2PCdL/Uj6B3sOrDmaRTN4gOxF050MHDi0pS8N7Nz7SZfMoSrGnaGpje0FnDYjkDEhPrNL9PRlpEkj6RT1VY288df3sDuCXHFnOcLqZlu1wvNHTmZCZh7XnzALsyp/zHoCA+ITwHEZId2MPaWckdMrKNxTwuGdRVHRY3PaANA147IyrLXf9fe6/ZjtGqAgFNmYUdI1BIJ1VJc/gq7prP8ij4vP/360JUlaUBSFhSdNY8+RdLSwRnndyi6d72hPmtZyZ+0waXzBRoQQ+IMWYhJkE0VJ3yAU9uNvWG70otk3momzpkRbUr/DarfSVD8QAHfjlq6drI1xPbW1xQB4fDbsLrk/k/RtNC1MOPwaAOVV02QWTRQIBo2eDIHA/i6awTBpFKVtWfSqavRjsJhlD0JJ/+DAkceOZtFMmjA/2nL6FYqi0OTJAKCmbmvXzKG2ZNKoxzdpAkEfDqvRhzUtOadL9PRl5O25pMMIIXjpd2+ghXyc9+ODxGf62V2r8dzhpYzLyOOn02dIg6aHccqImWxrnIWGYMZ5JThcAVY+syoqWuyuFpMmHAOA0BraPYa3yYvZHm7JpJGXAJLII4RgT+FvEeEmKhpiGKSeT1KGPHD1JKacNIGSXenomiDk2dilJc+O9qRpzaQR7ehJ46sDAX6/hZgEWaNc0jfYuO/f2E2NuH02ThjzQ5lFEyXirRMBiLUe6ZK+NEJrcWfa+P1tai4HwBdwyp8JSZ9n5Zq/kuBswh+0MO+E66Mtp1+SGGNkuMc6S7pk/NZMmraWO7OajVI/TrvsySXp+2za/i5ZiYeNLJqBV0RbTr/ErA4HQFULumT81kwai+X4Jk1FVSEAulBITx3QJXr6MvIGXdJhNrzzBQe3HuTk83eRN1FwoN7Ps4eXMDBxMNdOm4FJGjQ9DpvZzJTc71PhS0Y4Q0w94wD7Nx+iJL+s27XYHYZJQ8god6aIhnaP4XP7Mdl0UBRU1RFBdRKJwZGqd1H8m9A02PL+ZE65eGG0JUn+C2esg9yYqbiDVkLBRjze7V02V2sfonDIeH9rT7mz5pYawcGgBavdGnlxEkk34ws2Ibyvg4Aj+ycxZvqYaEvqt4weNpuQpmJR/VR3QV8aIVqjyNv2eq+vCoBAUGYNSvo21XWlOK1vAVBVO5f0dFnaJRqMHjEfAcTYPFQ2HIn8BC0XlKraNpPGbvUCEBebEXktEkkPIhjyU9/wdwCKK0cyafy8KCvqnwzImA5AUlwVuqZFdGwhxJcmjen4Z9iaOsMs9wbsqLLtRbuRt+iSDlFXUc+bj77P/NP3MnZ2mCKvn2cLFhHnzONnM2djkb+MPZbxGdlUiPNBUcibXs+AITWsfPbzbtfRmkkjAkYmjU1tJhBuXwS81+3DYjMyaRRZ7kwSYXyBaprq/kkoGGbtxjxOXXQ29pYyfZKexeLTZrD3cDrhsEZx1Youm6e13JkWbO1JE2zzs35/AwBhTf4MSfoGn2/5AzbVR53bydLF18mMiSgyZOxgyqvjELqgsHx9xMc/mpzTxu9xMGiY0lpYNs2W9G3WbvklNnOI6sYETl10c7Tl9FuyBwyguj4eBOw/GPneXEpLuTNVPX65M13TcNoCACQnZkdci0TSk/jgs9+R6GrEG7Qya8ovoi2n3zJ25CxCmgmbOczu/A0RHTscDGFS296TpqnJCAD3BmQQdUeQJo2k3QghePG3bzBp5h7Gzqyn3ixYfvhENNMQbp09F0cbUuAk0WXZ6KVsb5iAsKlMOzuffRt2UVlY3a0aWmuUhzx2FBRizD4a/G2PSgfwNvkw2zQUmUkjiTBCCPYV/RY96KasNpbwrilMWzox2rIk38CQCblUFQwEAWHPhi4redZa7izUkkkjRKDNzwYDRhNZXZeGsqT3c6BkI4nWTwFoqj6JrFx5ERVNrHYr7nojYruhblvEx/9yTW3b0VHo9carlYSIa5FIegprNr9IVuI+BBDvvAqHU2aORQtFUWhuNt6HGht3RHx8VW17Jk1tYwVKSwOvjDTZn0jSd9mdv5bU+I8BaHKfQqbsxxU1rDY7NY0pABSXRTZYR/tKZo7FcvxgQ6/fyKYOhWV5744gTRpJu1n35mYctlVMnFNEMNHKq4UzqA0P4/Y584mzycun3kCczc7AjB/QrMXizAwxYWEBnzy/uls12FoyEnzNdsyqSozZS73f164xvG4fZqsmy51JIs6hyrcwhbcRCOqsfXE05/z4dBkl3oNRFIWcmCk0By2E9SY83sgf0AFMZuNwHg4YH0U7etKEw0YTWYS8xJH0bkJhP4WFD4IQFBQP4Mwzr422JAlgZZjxUT0S8bGFYhzQBW1smq00GVosSRHXIpH0BCpri9BC/wLgSOk4Zs88PcqKJDbLCADMpqIuGL0lk0Y5/hpYVnEAAE/AhitGZhNK+iY+v4eSst9gUnRKa7I5bbHsxxVtQqGBAARChyI6bjD8ZVCixXz8cmfBUEs2tRYfUR39BWnSSNpFbXk9e1Y9ycwl+eipTt4vn8RBzxhunzOfVJd0SnsT83JGstdzKiarmeFzSziyaw31lQ3dNn9rubPmJjMWVSXG4qWhnSaNz+3DatNQFDCp8uJTEhncvkK8jf8iFAizdt0QxgyYSt74nGjLkhyH6dPHsrcwHS2sU1b7UZfMcdSkCbYadm0vd6ZrzQAoinyvlPRuPlp3N/G2Ojx+CxOG3YbVJjOoewKD0ox65LG2ejyB+giPHmr52LZyxhazsd7FuGQ/BknfQ9c0Nm69A4clQE1TPEsXPBBtSRJgQPokABJcteh6ZHsyKC39GJS2ZNLUG02zPX6535P0XT749A6SYhrwBqxMGfdL2XukB+ByGME6Nmt5RMcNBb80acyWNvRVVWoAMKnJEdXRX5AmjaTNCCH4+KlHmXvKTkLxVtY0jGZL/SRumT2XgfHSJe1tKIrC0lHnc8AzBOFQmXbWXj59ofuyaY6aNA0WzKqKSdFx+9t3qeBt9mGxhlEUBbNJmjSSzqNpHg4V340e9FBQFk/5ewM57eol0ZYlaQPDJg+meFc6QheEvRsQIrIHdPiyJ03Y37J9ake5MwXDhDabYiKuSyLpLtbvXE6K06h1XVdxFiPHjouyIkkrI8aMobbJia7rlNRsjuzgLZk0iLZl0jhtRtPsxISBkdUhkfQA3v30fjISignrKhlJPyMuTp6DewKjR0wlGDZhVjSKKndHdGxVNdZAk3r8C0qvtxSAQCAuohokkp7CilWPkp2yDYBg6BIGZg+NriAJADnZUwBIjKknFGr7GfV4hL6aSWM6/hpoMRslvu1WGajTEaRJI2kzW95/nTETPyDoUtgRGMbKypncMGM2w5NToi1N0kGy4+IwxXwPTXUQn+OmseYN3PXN3TJ3a08aX3MYoRqRRr5g+/rieJt8WK3GptlsktFKks4hhGDXkV+jhMqobTSx/qnRnHLZYpIzE6MtTdIGbA4bydoYPCELwVADXt/OiM/R2pMmHDA+KqLtmTStJo3VIg/tkt5JYcVOdN+/QED+oTGcdfZPoi1J8hVSspOoqkwCAWUVkTVpBC0mjXL8SFmvrwmb2VgbB2TIixtJ32L1puWkxX8CQGX1KUyaOD/KiiStOONc1DQkAHC4aGNExzabjL5cNtvxz5tBzejHIIQs9yjpe+zY8xmx9hcBKKqYxpITvx9dQZKjDB8yiWDYjFnVyS/YErFxvT4PAAKlTSUfnTajxHdivKxE0hGkSSNpE7Wle7GLR9BidfK1gbxTfiI/mjKdiRmZ0ZYm6SSnDp/Ods98FLPKmEUH2fDmh90yr81puPB+TwAUIwItEKpp8/NCCHxuHxaLkUljlZk0kk6yv/QplOAm/L4wH70wjsnjp7DgwtnRliVpB9OmjGZPYRqaplNWuzLi4x8td+Y3yp0p7Sh3ZjYZJo3DnhBxXRJJV1PfXEHBoduxqCFKq5M5ffEDqKo8RvQkFEVBCxiNs0P+gxEevdWkOX5pu5KKfACCYRNp6dkR1iGRRI/8I1+g6I+hAIfLRnPmqTdHW5Lkv/D7jcjt5ub9ER3XbDLWQKv1+OdNValveUYGskr6FmUVBdTUPYRZ1SmtyWLZyb+OtiTJVzCZzdS5DXO4uHxrxMb1+w2TJqSZjrv3D4UCxDiMM29m+rCIaehPyNOV5Ljo4Vpq9t0GsUEKtBTerF7KxeMnMzcnN9rSJBHAajIxM+97lAUywaUT5ll8bm+Xz9uaSeP3+FFVI1MhHK5r8/OhQAhd0zBbdFDAYpYlhCQdp6xuHeHm5wn6gnz88XAy9VGcf/MyFEU5/sOSHsOoGcMo3JGGrulo/g0IoUd0/FaTJtTSPqs9Jo3VbKSKO5wyM0vSuwiEfGz44kZibG4amh2Mzvkl8cny57gnEm83Gme7IlyPXGBEkavq8SMoq2oKAHB7Y+R7qKTPUF51hJKSO7GawlTUpXD64t/Ln+8eiFUdDIBJLY7YmLquYzIZ+0l7G0wau9Uo9eNySJNa0ndodNewY+9NxNq91HtimDX5/7C0pT+JpFsJhowgeq/vQMTG9AeMSjth7fjZ1CXlB1EQaEIhOyMvYhr6E9KkkXwrQvdSsetWwpY6ikUsr1adzqnDJnDqsBHRliaJIGPTM2iwXoKumEgbVcWOT5/t8jntrZk03iBms+H463pDm5/3NPkwWzWEYkSP2iwyk0bSMdy+UqqrfkvAH2Tr3izCXwzjB7+6EItVNsPubaQOSMZSORBv0EIwWB/xkmet5c40v7FJbatJE9Y0YmyGs5McL3s0SHoPuq7z0Zqfkewswx8y4zL9jOGjx0ZbluQbyM2ehADsZi+N3ooIjmxEkSttyKRpai4BwB+QwTOSvkGDu5Yde24g1u6hweNi4ujf4nTKMss9kfSU8QAkuGrQ9cgE6oQCISxmYw2024+/rjltRtR5cqIs9SPpGwSCPlZt+CnJsfV4A1ZyMn9JWlpWtGVJjoHDapSZtZrLIjZmMGSsaWHt+IE6FVWHAHD7XJjMbetjKPk60qSRfCNCBPGWP0hjUz6VJjvPHT6ZOXnjOX+MbBLbFzlzzGK21E1EUxVwvkzQ19Cl8x3NpPH6sVqSjf/YDpPG5/ZhtYZBVdCFgt3k6AKVkr6Orgc4UHQ3eqCR4soYDr00kise+C6xifJyqTeiKAqTx49kT1EaWlijvC6yJc/UlkwaLaiCAJMSatNz9b5aLC31zJMTB0VUk0TSVei6zgdr7iQtZjcCaKy5mFlzl0RbluRbGDw8j5oGF7ouKKvbEbFxFaU1k+b4UbPBYCUAmiazrSS9H3/Aw+oN15AUY1xODkj/JQMHDIm2LMk3MGrYNMKaikUNUVabH5ExQ4EwFlOrSRP7ra/1eBtxWI0AnuwMGdQq6f3omsZ7H/+UjIQyQpoJp+NmRgyfEm1Zkm8gK30iAIlxtREzqoMtJSQ0/fimS2NTEQA+v7xL6SjS2pIcEyF0hPtvVJaspdZi5vFtc5kycQqXT5wiU7v7KHE2O6OGXEVN6X5S4pvZ/8X/MW72/V02n91lAyDgDWK3GjV7LUoTYV3H3IY6994mHxarBopCULcSY5FZD5L2IYRge8GDqMEjNHhU1jw1lu/fcgFZQzKiLU3SCUbNGM7Gt9KYNqwMzb8RIXQUJTIxKa3lzvSACYFApW0mTW1DIQjw+S3EJMqLS0nvYMWa+0lxrAHgcMESzj/v8igrOjbBQAh3XTO+Zj9+jx8EqCYVs9VMTIKTmMQYrLb+sUdISIunpiaB1AQPlVXbGTXgpIiMq5iMtU412Y/7WoFRulZF9mOQ9G6CIT8rVv2YzMRygmETDtvNjBo5Ndqy/gctrOF1+/A0egn6v9yX2F02YhJcOGLs/eb8npiaRM3WODKSGjhcuIkBqSM7PWbA78ekClDAavn2oMCiUqMXTjBsJjVV9u6V9G50TeOND69hQMoBdKHgD1zOrBMis6+IJFpYo7aqmgZ3FaFQAF3TsdpsxMYkkxCfjDO2/1RcGZY3id17wWoKU15VQHbG0E6PGQg147CC1oZMGn/QKLcb1hI6PW9/RZo0kv9BCD+i+VGqS1dSjcY/N59A7rDpXDt9JqY+2CQ2FAxRV95ATWkdNaV11JbWUVNai6fRS/awTPIm5DJkYi6JafHRltrlnDh4JL/eupiTcl5Hs3xO2LcXs2NUl8xlcxomjd/jx2FNQQFizT4a/H5SnMd/I/U1+7HYjEyaoG7GYe4fFzCSyCCEzv6i36EGVhMIhPn45Umcuux0xszqHVFvXrePwzuLKMkvw+8JEA6GCQVChAJhQsGWj4EQ4WCYuJRYMvPSyRqSQeaQdFKyk/p0w+8hE3Px/TYZT8CMLVSH378bhyMyGaAmk/F100PGZYfS2kz7ONTUFmIDmr2OfnNZLOndrFjzG5KdH4OAA4fmctH5v4j6JZ8QguriGo7sLqFkfxmlB8upLa+nuaEZS2IAsyuMya5jsmkITUEPK4S9ZkJ1NlzOeAYMz2bgiGyGTxvCoJHZUf98ugJFUQj7MoFSQv7I1SNXWzIBTW0waSxmox+D0y4DHiS9l2DIz/ufXk1mYiGarhIKXc3sGdG9nBRCUFfRQP72AxRWfIE3dATdVI3N6SY21o/FomGxaphVnbCuEg6r+H0WmpvtaMEkzCKXwZknMGH61D6dMe7zpQANNLoPRmQ8j88NgALYjlO5obq2AIfZKPXTF99jJP0HXdN446OfMiBlLwKod1/A0oXfjaomIQT79+3kYOHneAOHMJkqiXE1EOPwYTV//UzmD0FTMxSVKTT7HDS6kxBiIGlJM5g28SQcrr5p3LhcsTQ0x5IY4+Zw4daImDRa2G98bEMmjS5qAVBkoE6HkSaN5GsIvQ7h/j8a6/ZypKmZf22ZhDV2Ar9YtAir6fiNonoqwUCIuvJ6akpqj5oxNS1mTGN1E0Ic+7nSgxVsfG8rAIkZCQwZn8OQibnkTcglKSOhz22+FEXh0gXf4+3PtzAtu5hD+Q8xfPzjKErkl4rWTJpQIIwQ8ZhVlRizlwa/r00mjbfJi9migQJBzYLDIpczSdsQQmNv4QOEPKsI+EK8v2IMo9Pmc+IFs6It7ZgIIaivbODwziLjz64iKo9Ut32AA+XsWfdlyQeLzUxGbhqZeelkDslgwPBMcscM7DPrmdVmYczQXPYW72VGTCWltR8xdEBkTBq1xaRRlG940/gG3E2l2BwQDPbdSxFJ3+GjdQ+TaH/XMGgKpnPheb+M2voQDoXZv+kQOz/fS/6WQ3iCtSSMbCJ+oJu0BW5GJXuIc/lRVDAkfl2nEAIEBMMmqmtjKCiOZ9OT8YiKgYw9YQIzTp9Cek5qVD63rsJlGQpsxm4uj8h4QghU1bj8MJuPb9I47caFZkKc7L8l6Z0EQ37e++RHZCUdQdMVPL4rWDT/gqhoCYfC7N2cz7ZdHxEwbycto4q0ZDdDUv53H6Iorf8wEEJAQuu/VQB7gHf5eH0ctZWDGZx2CjNPXIi9JXCur6CILOAgulYSkfF8fk/LwGA5jknj9pTiiIdA8NvLokkkPRkjg+Y6BqQY5W5rG8/nlEU/jooWd1MT6za+QYNnDQnxRSTGeEg/1v2/AgIFTVdbdoICk6pjUgXxLi/xLi9QAqxj8/ZHqKwdQkbSacyacRpqL77nPBYeXxKJMW7qGyMTrBPWjHJnujh+oKHZ1ACAzZoekbn7I/JWU3IUET6EcP+RiooC8uuCPLpxBr7gQP7zg+/g7CWlpIQQHNlVxJHdJYYJU1JLTVkdjdVN3/qc1WElNTuJlOxkkrOTSMlOwu6yUbinhILtRyg5UE59RQObKxrYvGI7AAlpceSNz2XIhBzyJuSSkp3UJy45ByUl4W0+HU/oX5iUQvzuN3DEnRPxeb56IAgEXIZJY/FS7/e16Xmv24/Z3lruzCIzaSRtQtdD7Cm8j7BnPQFfmHfeG8dQ5nHeHct61O+vEIIDXxSw6b1tFOwsPOYaljYohZzRA4lJcGKxWbDYLJitZqw2M2arGYvNgslsor6ygfJDlZQdqqDiSBWhQJji/WUU7/+yoeCAYZmcfPlCRk4f2qO+Dh1l1AnDeWfrZqYNK0cLRK7kmaIoqCbV+BoJ+O8L4W/C768EB2ha38/IlPRuPlj9IEmO9w2D5vBELjjnoW7PvBNCULSvlPVvbWH7ql1YMmvJnFTD1CtrSU1uRlVVVJOCqqooqoKi2ozig8KBJqzoWACBShgTfqyqD5sucLk8DMp2o00rIhTeTUHBFh5/5G1STdOZf95shk3O6xPr36D0CcBynBY3vmADDmtCp8bTNR2LpdWk+fYLykDIT4zN2MdlpHY+elMi6W58fg8ffv4Tw6ARCs2+K1g8v3ujx401sITP17xG2L6BvLwKRk4ystlQQFUVgrqL5mAmqiWLmJiBOFyZ2C2x2C0xgBlBmFDYhydQi7upBK+7AKtaSIy1jqzUJrJStyPYzhsfPI7qn8dJS75HfErf2KPEuoYAq3DaaiIyXiBgmDSabjru+2EwVAFAOCxL20p6J8Ggn7dXXsfA1P0IoLruXE476Zpu1aCFw6xZ9y6VDW+RnnyYxIQQiQkt/1OBuuZk/MFsbNZBJCcOJzUlj+SkbFzWhK/9jgZCXuqbyiku3UN13R5Cwf0kxxdht4bIydwH7OODT/+FHl7KonmXY3ccPxClNyBEBlBIKEJGtaYHAND149+3Oe3GnUVCbE5E5u6P9BqTZtmyZWzbto2qqioSExNZvHgxv/nNb8jKyjr6muuvv57Vq1eza9cuRo0axbZt2447bkVFBTfffDMffvghbrebESNGcMcdd3Duued24WfT8xCBDWjuRzlSUsqeeit/WzebZFs2T/7kIhIcvaMhe8GOQt57fCWHdxYd8//bnFZSs5NJGZBMSnbSUTMmdUAyrnjnMQ/m4+eNBsDvDXBkVxEF2ws5tP0IxfvLaKhq4ouPdvDFR0Zj1rjkGPLG55I3IYchE3JJG5TSaw/7V5+5jF8+vY7zp22jtPTfDHHNRzFFNmXRZDZhsZkJBcL4fTbMqgmLGqDO1wAMOO7zPrcP1a6hKBAUll6d6SXpHnQ9wK7Dd6F7t+D3a7zz5ngmJC7h7BtO6zHlv4L+IJtXbGf1axuoKvzycKmaVAYMy2TwuEEMHjeI3LGDiElwtXt8XdepLaun7FAF5QVVlB0s5+DWw5QcKOfx258lZ/QATv7Bgl5/WTnqhKEs/3cC3tNUbOE6Av492B1jIzK2yaxCSyZNW/NpdN3o0WCK8DoqkUQKXdd5f/VdpDpXHzVozj/z95i68b1V0zS2fbyLVS+to6rxCAPmVLDw5nISYv2YzCZUkwnVZMOjp6OpQ7Db8oh3DiXBOYgEZwZm0/8ea4QQ+EJe6j3FVLt34fPuxqztxUUNo0dVM2JYJQ3ug7z1/mqcy6dxxg9PZ8Cw3t1HYPCwoewqtBMf46eicT+DU0/o1HihYBiz2Wg+azlOP4ayygMoCMKaSlZWXqfmlUi6m0Z3Las3/oTMxAo0XaXZ+wMWn3hpt82vhTU2rNzIziPPkzc8nxETDcNTUSEknHj1kSQlz2JAyjSSXYM6tHdt8FSQX/w+DbUfk+QoIm9gNfAKn276CH/dEpadeSWOmN5x9v8mstPH4A9CnKOJsBbEbLJ2ajx/oBnFBGHt+O+HimJkuptUGUUu6X14fU18uOoaBqYWGRk0Dedx2knXdtv87sZGVq7+J1bbalITGshtWYp8ITsNnuEkJ85h3KjFxDmT2zSezeIkI3kIGclDgDMACIeDbNn1PhXV75AWf4CU+EbgBVZteAehn8WS+Zf3+swapz0X2IDVWhWR8TTd3/K3b19LAwEfcU7D1B6YPToic/dHeo1Js2DBAu644w4yMzMpLS3l5z//Oeeeey5r1649+hohBJdffjkbNmxgx44dbRr30ksvpbGxkTfffJOUlBSee+45LrjgAjZv3sykSZO66tPpMQghwP8GwcblHCypZFNlMk9smcSsQSP45XfPwmru+T8iR3YX8/4TH3Nw62EATBYTY2eNJHVQCqkDDCMmJTsJZ9yxjZi2YHfaGDl9GCOnDwOMi9Qju4uPmjZFe0toqm1m2ye72PbJLgBiEpxfmjYTc8nITes1l56xMU5G2k7mUF0hw0wNVNS9R2Zq5A8pNqeNUCBMwKuiqDYggC/YtqgnT5MPs8PIpNGFrdd8bSXRQdf97Dx0G7pvBz6/4J1XJzJ7yOmccuWiHvGzU1tez9rXN7Lxva34mo2NkNVhZepJExg/bzSDRmVjtXfukAmgqiqpA5JJHZDMhPljAGhu8PDJ8jWseX0jhXtK+OfNT5M3Poelly8kb3zvjIJJyU5mQEIS+0pSmR5bQ0ndOoZmR8akUU1qS0o9tDWTxmwyejQ4bPLQLul56LrOe6t+TlrMFgAOHJ7FBWf/qtsMGk3T2PTeNlY+t4pwYhEjTipidm4NZosJs8WErsTiYTSxrlkMSJlJorPtv0eKouC0unBaR5KdOBI4F13XKazbRkXdCiyhtaRYm5m3dD8e72GWP7+ZLMsSlv34lA4Z4T2B1AHJ1HwRQ7zLT2X17s6bNIEQppZa7xbLt5ejLa/IxwI0eV1YbJ1/z5JIuouqmmK+2HkdafF1BMNmwtqPWXxi9wRtamGNVe9+wuHa5QwfWcDkKUY5Z12x4dEnMDD7TPJSZmA6hhHdXhJcGUwf+X3g+1Q2HmD73n8TZ95AVmojpL7MOys/I9H6fRYuPa1H7I87wpDBY/hilwmbRaOkai+5mRM6NV4w5MVmgnAb+jHYrQ0AxLl65/5Z0n+pb6xmzeZryEquRNNVPP7vc8ri73XL3G53Ix9+9ghxcZ+TnW6Y05pQqWocTlb6MmZPOjki6x+A2WzlhInLgGXUNVSwZvNfSYhZT2JMM/AMb334ITnZ1zJx3LyIzBcNMlLHEApAvLMBXdM6bToJEWz5+O2ZNIeL9qBgGNrZGTJQp6P0/Bv4Fm688cajf8/JyeG2227jrLPOIhQKYWkpxfXnP/8ZgOrq6jabNOvWrePRRx9l+vTpANx55508/PDDfPHFF33epBEiBJ5/4a5dSUFVNR8U5PLG3jFcOWsmP1gyp8dvzIr2lfLBk5+wf5PRFNBkVjnh1CksvGQOCaldm65ttVsZPmUIw6cMAYyeN0V7SyjYXkjB9iMc2VNCc4OXHav2sGPVHgAmzB/DBbed1WuaRl903gJ+99h7DJlXT0lZ15g0dpeN5noPvmY/pvh4oIlAqG0mjc/tw2QPowCCvpGa+m3IbMKOo2kedhbciu7dg88P77w4kSXTzmXBhbOjLY3DOwv59IW17Fm3/2hvrJTsJGafNZ2pSyficHX9z3ZMgoszfnQS88+bycfPrWbdW5so2FHI3254kuFT8jj58oXkjDp+dltPY/QJI9h1eC/asCp8vt0RG9dkNrV4M4K2mjR2S0uPhnjZo0HSswiEvHy0+gbSYo2yFocLF3PRuXd22x5w38YDvPX3FfhcB5jw3QKy0xsxW82YLHaa9KHExixmVObJ2I5jDrQHVVUZnDKZwSmT8QWb2VP6ErrnHeLMdcw/dR8VNaU88qtNnHL6ZUw4cUzE5u0uTGYTPk8SUIO7qfP1yMPBsFHuTAGz6dvfk5rcR0iOBY+/b5RNkvQPCgp3UFB4B8mxbrwBK07HLcyevKTL5xVCsHX1F2zJf4xRY/IZl2VUCPBoKTgTz2R8ztk4rF3Xyy49fhgnzXiABk8Fm3b+hXjLWnKyq9H03/Ps8ytYuvAuUjJ6X88uZ6yTenccGUn1FJftiIBJ48dmN8qdfRu6phHrNPZ76WkjOjWnRNKdFJceYFf+zaTH1xMMmxFcy6J53+nyecPBEO999A8crncYmOEFjKwZt38eM6dcwYy4jC6dPykhgzMW30+ju5ZP1/2e9MT1ZKVUEvDfzStvz+S0RXdhd0Ru/9ldDM2bzJ69YLeEKK8u7LRhIkRrJs239y+rqN6PywqN3phen40UTXqNSfNV6urqePbZZ5k1a9ZRg6ajzJkzhxdeeIHTTjuNhIQEXnzxRQKBACeeeOI3PhMIBAgEAkf/vanp2/ud9ESE3oRofpjq8s0UNTbx/M6xbC0fykPnnca8McOjLe9bKT1YzgdPfnK0EbaiKkxfOonFl84jMT0hKpqsNgtDJw5m6MTBgNHksXhfKYdaTJtD24+w/bPd1JbXc/kDFxGX3PObCTpjHQyNXYAmdmLRy/F4D+FyDonoHHaHsdD7vQFcSYlAMcFwXZue9TZ5sWboxkWS0rcaXh4LmU3YMUKhJnYV3Izw5ePxq7z7/ETOXHIxM06fElVdnkYPb/5tBVs+3H70v42YOoQ558xod18YIQTodaBXgFaB0MoJh+tRTXZMigMUh/E7othb/rT83TQYRf3y8B+XHMtZPz2F+RfMYuUzq9j43lbytxSQv6WAUScM4/QfndSrGmyPPGEYnz0Wj75IwyIKECKMokRo23O03Nnxv0+aphFjNw4e6WmDIzO/RBIBahvL2bT1etJiK9GFQmnpGZx/9k3dYtBUl9Ty2p/eobhmB+POKCAvpxaz1YxidtGszCAv4yLGJQzrch0OawxTBv+AUPhithU9g+p9laz0ZjIuXM+m7SVsW30q511/Ns7Y3lX+R9WygHwUvfP1yEOBEGazjsLxTZpAsByAsNa2UiQSSbTZuO0dAr4/Eu8M4vY5SE+5jzGjOpd91hYqi6p4450/MXzcBiZOCKEo0Kxlkpx+GZMHLu3WMrwJrgyWzHiAsvr97N7zIAn2w4wYvp21264ghqtZcPKpPT5487/x+ZKBepoiYFSHwsYeTjtOJk1ldTFWUxgB5A6UpX4kvYOtOz+msek3pMT68QZtxDhvZcrERV0+74aNK6is/weZaUaArjfowBdawomzfoTd0r2ZzPGxyZx50oMUle1h2+6HyEwsZFDGWlauuZjc7Nu75T0hksS4Ymn0xJDgauZI0bYIZLWEAFCUb8+QbmouxJUEvkBCJ+fr3/SMIvxt5NZbb8XlcpGcnExRURFvvPFGp8d84YUXCIfDJCcnY7PZuPrqq3nttdcYMuSbL6MffPBB4uPjj/4ZOLB3RcaKcAl6w90UHV7L/jovf14/nYK6sfz7R5f1aIOm/HAl/757OQ//8B/sWZePosDUkyZw639+ynk/XxY1g+ZYmC1mBo/LYfF35/HD313G1b//Hs44ByX5ZfzpJ49RerA82hLbxBlnL+FAaSq6prNr3ysRH9/uajFpPAHMJqPBoq61zaTxNfsx24zITpS+n0lz4403MmPGDHJycpg1axa33XYb69evJxQKHX3Nn//8Z6655hry8tr+Rrxu3Tp++tOfMn36dPLy8rjzzjtJSEjgiy++6IpPo1vx+I6wp+AadF8+bq+Jd5+ZwoXfuTyqBo0Qgk0fbOM333uELR9uR1HghFMnc8u/r+Gq317KqBOGfetBWIggIvgFuud5/A2/p6HyBurKL6ay7EqKS2/nUOkf2Ff6DPkVb7Ov9GX2lDzNvpLHyC/5KwdL/kBByYMcKbmPopJfUFn6PRqq70X3fYjQ64/OkZgWz7k3ncGt//kpU0+eiKLA3g0H+OOP/sHOz/d2x5cpIuSNH4RSFoMnYCEY9uH1d/6gDkYTbeNb1LYLi7LKEqwmo1RQdnbXXzr3RZYtW8agQYOw2+1kZmZy6aWXUlZW9rXXXH/99UyZMgWbzcbEiRPbNG5FRQWXXnopGRkZuFwuJk+ezMsvv9wFn0HP41DxVrbvvJLkmEr8ITMNdVdy9lk/6/KLOF3X+eyldTz80z9jHv0+Z1yziWFDG7A6HXitCxiU8ySzR95NZjcYNF/FYrYxLe8KhuQ9gc8+H7PVzISJJWTMfIa/PfDrXrNvayXBMRQAl7XaMPI7QTAQxmzSjUwa9Tj7rZZ+DBaTLO0YSeQa2DWsWPU3ROh32C1BqhqSGJLzpy6/jNPCGu+88BKfb7uaSdNW43KE8GpJWJJuYN7U5xiXc2rU+iRmJY5g0cwnCFuvJqjbyExpxJ74e55bfh+hQDAqmjqKIoxKA7pe2umxQmGjx4J2nKbZRWVG1rbb58Tl6vkBmb0JuQZ2DR+v+Td+769w2fzUNceRnfH7LjdompoaeOG1G1HUB8hMriGsm6h0z2f6lJdYOv9n3W7QfJVBWaM5fdG/afBfRDBsIS2hnsam23n3w0ejpqmjNPuSAKiPgFGtKMb6rx4nMDqsGb+TQk/r9Jz9maiaNPfeey+Konzrn82bNx99/c0338zWrVtZsWIFJpOJyy67rNMHjzvvvJP6+no++ugjNm/ezE033cR5553Hzp07v/GZ22+/ncbGxqN/iouLO6WhOxHB7YRq7+JAwQ72NKj8btUsXPaJPH3d5eSk9Myot6qiap7+5Uv84cpH2bV6H4oCkxaO4+Z/X8uFt32HlKykaEs8Lnnjc7jub1eRNiiFxuom/nrdE+xasy/aso5LXHIsAd94AALe1Z3+fftv7C2lnALeAFZLy8+f3timZ71uHyabZqwVx7s06GN0RTZhXV0duq6zfPnyNmUTNjU1fe1PT6Os9kMKjlxLyFNMvdvCimem8v3v/TCqpWuqS2r5x8+e4oXfvI63yUfm4DSu/csVnPfzZaQN+uYMFcOY2USw8S/Ulf+AotJ72V/6FAcrP6SkYS/l7joqPX4ON9nZVZfJ+uoxrCyfzmeVU1hTPZ6NNSP5ojaP7XUD2V2fzv6GJArdNmq8zZTUreNAycNUlFxOXdXt6L53EJrRZDA5M5ELbz2LW576KUMnDSYUCPPUPS/w4X8+i/ha0BVYrBbGjB9CYWUCelinsiEyxqOuGZeVRqnF419ol5Yam+Ng2Hrcfg6SY7NgwQJefPFF9u/fzyuvvMKhQ4f+pyRjaybhBRdc0OZxL730Uvbv38+bb77Jzp07Ofvss7ngggvYunVrpD+FHsWWXW9RUXYzsfZmGjxOHKa7Ofnk73b5vFXFNfz1uidYs+lZFt+0jgmTynG4bHgtU0nL+iuzRtzZrn4zXUGCM505o+7DmXYnuiWJ5EQf885dxatv3M3G97ZEVVt7GJgxBgFYTX6afJWdGivoC2Ixa4CC5TiZNHarsYeLdQ3q1JySryPXwMiiaxpvrLiNROcLqMr/s3fW4VFcbR++Z9Z34+4OBHeHooVSChXq1N3bt32rb929/erutKW0UIECpbi7OyEJcd9s1ndn5vtjA5Ri8QTY+7p6xXbOeUg3Z86c3/P8HoW80mSG9vuS5KTmtagqzinhsy/uJzz1fZLjKlFEDR7dRQzq/SPdUy9sNXHmn4iiyMCuV9K+42dUOZPQqGTat1vItN9vpay4rLXDqzOBBl/lsk5T0eixDlXSSCc+oKw0ZwFgc/jtHpsa/xrYtMiSxG9znyFQ9yVqlURBRRx9un1GRlq3Zp13xcpZrFx/FWmJGxCAInM6Sckfc96IZzHo2oawKYoiZw+5jeSUDygxx6BRSUSG/si03+/F7XKefIA2gixFAODxNkGSkeBzkRJPsgdUq3xVUTpNfOPnPINpVbuzu+66i8svv/yEr0lJSTn0eUREBBEREbRv356OHTuSmJjIqlWrGDhwYIPmz8rK4r333mPbtm107uw7uOvevTtLly7l/fff56OPPjrmdTqdDp3u1LJXUhQFXH9hL/ucrKJStlWF8tm6PpzTpQ8PTDgbVRvYFP6b8oIK5n2zhA1/bz7Uq6HbWZ0Yc91wYlJOPXU2Ii6Mu9+7kW+fmcae9fv5+skfGX/L2Qy7dFCbLiEf0v8KKssXYNBXk7VrBRkdm66Ph854uJLGoPEdUquoRlYUxJP8Tuw1DjQ6CQQBQTi1bEgaysMPP8x7772H3W5nwIABzJw5s9FjTp06lcsuu4zw8HDUajVGo7FO1YTPPPNMo+duDhTFy97893BaZuJyesgqDmPLr3245b5rSOncOlWPkldiwQ/L+Pu7JUgeCY1OzdnXDGfYJQN9/U2OgaI4wb0Zl3MlNtsaalw12NxuFKDGY2JvTSrlzlAkMRK1Op4gQxzRAUEkRATSNyCQcKMBr6zg9Hpxeb04vR6cXi9OyYvT68Xu9rCichce51rSA/aTIJeCYwOl1ZsI1OrQ69IICRyKaBhGZEI4N796FX988BfLZqxm7lcLKc4uPSV6bGX2b8eynBA6J1dgc2xrkjElSUbDQZHq5Gt3hfkAUaFgdzWfr/zpTlvqS3gqW97Kssy85a8SZpyNVgXFlWF0SX+Z1PTm985f99dmZnzyC50u2cmAjFI0Og1uMQZ92F10jW79/mD/pkPMCGpCurNx30uYvOsYMGwPu/a8SuGHkzn/tgltet8GkJCayMZ9RsKC7ZTX7CPY2HBfd6fdhUbt65VxIrszWZYJMPj6McRF+qsGm5K2tAae6lSYS1i+5r/EhR0AILeoLxeOexmVuvmORRRFYfHs+ZR6PqBXrwoEAao8GXTv+D+igttmc+XIwCRGD/qa+WteI0TzJ+1S97N84y2kxz1F1+49Wju8kxIV0Q5JgSBDDbIsN0oA88q+dU1WTnxA6XT5qnY83raZ+Hoq418Dmw6zpYxFKx8kPjwbgNzirkw8+3W0uuZLevW6PcyY9RxJCUsIC1RweHQI6muYOLr5E4QaSkJMe2IivmXWgv8RF7aGlLhNzF50HUP6vkN4WNs/i9SoYwFQiXXr93wiVKLvuUetOnGVk1HvS9QJCU5p9JxnMq0q0hwUXRrCwSzefz4o1xe73ZcV8e+btkqlQpblBo/b1lAUL9i/o7JwBrlVZpblJzB9Z0/uGzOaC/r2aO3wjqKqtJq/vlrEur82oci+/8+dB3Vg7PUjiEtv3nU08JsAAQAASURBVOZhzY0hwMCNL03m13dns/KPdcz8eB6lB8qZ9J/zjntY29pkpmXw074kUsNy2Lp9apOKNIftzpwYdT6RJkDtwOJyEqI/vvAieSVcdjdqrRdBAEE8NUWap59++qRix9q1a+nTpw/gqya88cYbyc3N5ZlnnuGaa65h5syZjTos+mc1YUREBL/++iuXXHIJS5cupWvXrse85tFHH+X+++8/9LXFYmkTto8udzm7c59Esu/C65FYtjkV1Y6hPPLKpQSFtU52TnFOKd8+O42SHF/2YfveaUy6fwLhsaHHfL0iV+G1/Ua1ZQ5Wlw2rx1deXO0OYJelPeXeLqRE9GZwh3gSgoLRneRQIUB7Au/Y9Axc3nPYXFLMqqKd2O2rSDdlkWQqRnBup9Syg0Ddj0RGXIfWOJYL7h5HbFoU0/9vFpsXb6e8oILrnr+C0Ki2mzHYsX87fp0fjDxIRvTuQVGURh+uKrKCIHKwlOak2OxFEAoeKahR8/rx0dp9CduySH0irI4qFq18iOigPaBAdkEaY4a8Tkh48x4muV0efn3nT3ZmL2Lk3dsJCfKg1htwqMfQM+U2dG24uixQH8aQTq+wPucbVNbvyGxfTGnlx3z9eilX3Xcdak3bbe0ZHh9G1TojYUF2ysp3kR49pMFjOW0O1MEyIKJRHX+/VVKef7gfQ1LrVa2e7rT2GngqC9Xbdi+juPQlYsOsSLJIufl8Lp5wX7PO6XK4+OHbd0jrPIdUnRdZ0CCYrmRU++vaROXMiRBFkbMHPMzG3R1xVr9DfGQlpdUPs2LJAww6a0xrh3dCUhI7se8AqEQvldYCIoIa/pyiyA7fR05m9+irRFeLfrvH5sS/BjacXXvXcqDwWeLDLUiKQGnVOCaNf6hZE08KC3NYtfExUhJ9ImaROZ3BfZ8nPDiu2eZsKtRqLeePeY2FK75Cp/qGuPAi1my6mcy0V0hNyWzt8E5IcGAKAAadudFjqVW+8wit5vjP/C6XgyCjzxoyKb5Lo+c8k2m7Txf/YM2aNaxZs4YhQ4YQGhrK/v37efLJJ0lPTz+iimbfvn1YrVaKi4txOBxs2rQJgE6dOqHVaikoKGDUqFF888039OvXj8zMTDIyMrj11lt5/fXXCQ8P59dff2XevHlNkqHeFlBkG3LNuxTlLqbIZWfGzg5sLOnK/11zEd0T214Z2talO/nxlRm47L6FILNfBmOvH0Fih7YXa0NRqVVcdN94opIj+f392ayZvZGKwiquffayNtuYNiR8JChfEBy2m5LcUqKTmyZ74GAljcvuRlBFoxZFAtR2qpwnFmkcVl+pqUbvsztTi233kOdE+KsJm44Ky3ryC17A66zE7hKZO6s7g5InMvbVEahUrSOArp+3mZ/f/AOPy0tAiJGJd46j58gux9wIK7IFyf4HleY/qHRU45VlqtyB7KrOxCx3JT2yF2O7JhIfGNSkG2mdWk2/+AT6xSfgkUayvayUdYV7sFhX0jFwG3FKGbbCdwgNXEBkxN30H9+byMQIvn5qKgX7ivm/2z/h+ucuJ7lT64t0xyI0OgS9NR63tAGd14LbfQCdLrnB4ymKUtuTpu6VNB5vbQaTcGxhzk/daCuVhG1VpD4R2QVb2Jf1BNFBZiRZIK9gJBed9yjqRh5unIyKoiq+fGIKus7rGXfDfjRaNR51DBFRD9M9vEezzt1UiKJI37Tr2FfSjoqil4kKt2AY8BOfvGzm+v/ciSGgbe7bVCoVTnsoUI7VmtOosez2GnTBIAig1xy/IvBA4VZEwOowYPT3Y2hy2soaeKoK1X8t+YBA/c8EGyQsdiPBgQ9w3pjRzTpneWEFM2Y/Sfde2xAEqPHE0LHDs8SGNn/1YlPSs8NECssz2LX7EYKM1dhdrzJ7ViXjxp/4GaY1CY0Mw7zDSGiAnbyCHY0TafCJNAInXu/1WjMAAX67x2bBvwY2jgXLv0Sn/o5QkxebU4/BcA8Tx4xv1jnXrJlHjfMNEqMdyIpItfN8zht5T5sXqP/NiEHXsWl7Epbql4kIMrM/7z4czmfolNm8PcwaQ3x0JlVVEGS0IkleVKqGH/2r1b6zWb3++AmHOXk7EACvpCI+pm1WiJ4qnBJ/HQaDgenTpzNq1Cg6dOjADTfcQJcuXVi8ePERB4U33XQTPXv25OOPP2bPnj307NmTnj17Hmoq5vF42L1796EKGo1Gw59//klkZCQTJkygW7dufPPNN3z99dece+65rfJvbUoUqQRPxRPs3zuPAw4nH6/pzQHbIL658/o2J9BIksTMj+fx9VNTcdndJHVM4K53b+Sml686rQSagwiCwNCL+nPDi5PRGbVkbc7hnTs/pSy/8b65zUGvzPPxCloCg5ws+3Nak41rCPBlJDltThBCfCKNxkG188R+n/Ya32ZZp/dVvKlO0UqaiIgIMjMzT/ifXn/srC1/NaEPRVHIKvqWgrxH8dgrKKgwMfubwUw+727OvWl0qwg0Xo+XX96ayQ8vzcDj8tK+dxr//eJOeo3qepTAoshWvLaplBfdRlbRd5TaqsixRvBn0YVUaJ7lvO5P8uBZ13BRxy4kBAU3a6aTRqWiR0ws1/caxl1DHiIs+mVWVIzA5lFRWr2FA/n3YK+eQmrXWO798GZiU6OwVtn44L4vWffX5maLq7G0S0kkryIEWZIpqW5cX5qje/Gc/P+HIJgB0Gjafml8S3Kq9iXU6XQEBQUd8V9bZtn6bynMv58QoxmrU4fDfheXXPhksws0WZtzePf+90kct4CBZ+1HZ9Ri1/ana8YnJJ8iAs0/yYgeTHrGB7hVMQQaXXQdNZtP33zt0H6kTeL1rTlyI/3IbW4z4OvBpVUdPymmvGIPADV2vyBdF07VNfBU683qcNqYMfduQo1TUYsSBeVxdG7/CX16Nq9As2XNZv5edTs9um9DFKFGGciQPl+dcgLNQeIiOtGzxyeYHVEYdR4Cwz9h5h9ftnZYx0UQBGx23/25ompfIwfzPZeKJ7D6kSWJIKOvoiIqon3j5jtD8K+BLYPL7WDG7AcI1H2FVuWluCqKdmkf0r938wo0M+d8hFd5kSCjA4sjAFPIc4wZet8pJ9AcpEfnkSQlvUW1PZAgg4PSiifYsn15a4d1XJITM5EUAVFQOFDQuF7Y2lqRxmg4fiVNYfFOAKrtAYitlCB7unBKVNJ07dqVBQsWnPR1ixYtOuHPU1JSjlrI27Vrxy+//NKY8NokimcXjpJX2F+QTZFHy8drBpAR35enJ41Hr25bPQRqqqxMee5n9m3KAeCsiwcy/pbRbdb+qynp2L8dd71zI1/873vK8yt5585Pufbpy8jomdraoR1BhCmENVJHIsXNWISVVJVMJjQ6pNHj6ow+Kyan3QWiT6TRq1yUOy1A7HGvs1v+JdKcxB/zVMdfTXhsJMnG9pznkWyr8bolNu+Lo2r1UB58enKrWXBVFlfxzdPTyN9TiCDAqKuGMebaYUdtSBXFgWyfTaV5OpX2CjyyTLEjnA3mQfRKGsv93dNRt+ImViWK9IlLoGvUf/l95yBE23d0CMrFXvItITVLiI66h7veu5HvX5jO9hW7+fHlGRRnl3LuzaPa3OY7KTOBDXkhtI8zY7FtBS5s8Fiy5FtzlNp/oqKcXKTRan1e5gEBx1/TzkRO1UrCUwWXx868pY8RHbwRVFBYHkHn9OfIaNep2edeNXM9s36axpCbNhMR5kClMyKbrmNQ0qVtvpfLiYgISESX+SGbdt2PQZdN37EL+eoDD9ff+VibrKgxan2Z43p14/zI7S4LYYBb0p5wfXe7fQdVXimyUfOdKZyqa2BbrKY+HvtyNrEv+2kSwqtQgLziAUwc+3yjLZJOhKIozP31Nwj6hPQkG4qgQjZcw8iO1zXbnC1FqCmGof0/Z8nqOwk1HCAi+mtm/iFx3oSbWju0Y+J2hwHFOBz5jRpHrG2afaLnzbyivWjVPrvHjJTujZrvTMG/BjY/JRU5rNv0XxIifbbbB0p6MmH0y83ef2b6n/8jNWE1AKWWBAb2eYuwoFM/WS0loTMG3Yds3HYX4YFmqsxPs3HLE/TsdlZrh3YUGq0Wiy2A0IAaCop3kZrUMAsyRVHQajwABBjDjvu6amsWAXpwuPw9uRrLKSHS+Kk7iiKDax7m/E/IrShjX00In2/sz6R+I7jxrIFt7uE4Z3se3zw9FUuFFa1ew2UPXUD34WeWj3VsWjT3fHAzXz7+Iwd25vPJQ98y6b7x9B/fu7VDO4KwyFGI5q2kZZawcf4WRl7Z+JuR3lRbSWN1gmBCFDSAG7uzHDh+ptnBzFWtzndgeqLMztOBg9WETz31FDabjdjYWM455xx+/PHHo6oJFy9efOjrgw0Ps7OzSUlJOW414SOPPMKECROwWq1kZGScEtWEZusmcvJeRXIW4fEqLFicSab+fK5/bWyrCbw7V+/l+xd/wVHjxBCoZ/L/JpHZ7+jmyYp7M5UV71JhK8QtSZQ5Q1lXNYAuCeO4r2sG2jaUfaJTq7mk61lkm7vy184f6B44D0nJwZH/MGHBY7n2meuY+1UU86csZdHU5RRnl3DVk5egN7adh5fEDnHMnRKM3FdB8O5u1FgHRRrxoN3ZSW6pbpcHo9739xYentKouU83/H0Jm4+i6j1k7X+K6KBCUGBfbg8mjHmegMDmtaCSJIk/PvyLbftnM/b2bRiNCpImgojo/5Ecfno04A3Uh9Gv8wes2v4gJrbRa8RSvnj/ZW6485E2J9REhWQAYNLW4JVcqFUNW5c9Xp/Q7JFOfL1KLAFAo05o0DxnGv41sPkpsnxEeFAVDpcWj/daJp3XvE2qZVlm6jcfE9fuF4w6D045kLikJ0iPabuWOPVFrw1i+ICPmbf8LqICsgiLmsJvv6k5//zrWju0oxCJBnYAJY0aR6X2/Z1p1Me/h+bmb8GgBrMtEIPh9E4ebCr8a2DzYzIFYzK6cHnVOFxXMmn8jc06X3VVFX8vv5fUhFwAisx9OHf4S6jVJ+iReooRHZlIn+4fsm7zHYQHVmGpeY5tO56hS6dBrR3aUdidwYQG1FBtyWnwGG6XC51aAiAo8Ph/r4pSK4Yrbb/XUFvHL9KcRiieHSi2bynO30yR3cr6klim7x7AI+dPYHj7jNYO7wgURWHZjDX88eFcZEkmKimCa5+5jOjk1sm+UxQHeHaB4gJBDWhqP6qP8bXmyO+jarT4FRgawO1vXctPr/7OxgVbmfbGH5TmVTD+ltFtJis9M2YEu6s/xBjgYEf+SqAJRJpDlTRuBEFAEYIBG05P2Qmvcxy0O9NJgIDmNK+k8VcTHkaWHezJ/xCvbQ5eu4sqm57Fv/Xg0vOvpdtZzZ8hfiwURWHuV4v4+1ufQJbQPo5rn7n0qGozRbbjqvmGsqrZVLucVLkDWVMxgPZx47mnczt06rZ7S04NCeWm/rfxd9Zgsiq+olvIDhzlM7Ha1jD6yluJSb2Iqa/+zq41+3jvrs+54/+ubzM9thLax2LNCkSWFZDKkaUKRFXDsnxk2ff3owACApykkqaisJKgACeCABGhDe+FcybjrySsH7Isk13wCiHGSiw1JqorLuHyi65r9iQdt9PNN89MxRa+iDFX7kOjU+NUpZOZ8jyhxtOribJOY2Rw17dYtuW/BLCZXsOX8OV7Ijfd9yhafds5iEiMz6DIrkIvypTX5BAT0jCbJbfkE2m88olFGpOhCoDQ4Lb1zHGq418DG05m6sNs3f0qqXH3kJrSsVnncjvdTPn2BTp2X4xKVLBKsfTo/CahAaffgZVWY+TswR8wf+XtRBj3Ex79DfP/DmDU6ItbO7QjCND7esPoNZWNGkdV2zRbpzu+SFNVvQdDONgc/izypsa/BjacAH0oSclPIzlUtEvv0axzFRTksGH7/STFVCArAhbXxUwcfVezztlaRITF0bfHR6zZdDsRgZWUVj7L/uw3SEttW8nmkhwB5OPyFDZ4DHP14fUzOOj4lTR6ne/8LtDk3wM2lrZ7IuSnzihSKYr9B7yuNezPK6bEKTBzZ2eybD1574aLyAhvWIZCc+FyuPj5jZlsXODz+uw+rDOXPDixxTOvFbkSybWeyurleFxbcXidKIqvMapA7QHcwc8Fwfc1B39e+1Xt56BCRo1SK94YtCmEh12OqK37A4FGq+HK/11EVFIEc79ayOKfVlCWV87kxyehM7R+VnqIIYhKbyciWA9hW/G4PWi0jbMLOFRJY/d5/QpiCFCI21N1wuvsNU5AQaOWADXaEzSy9XP6UGFZS2Hx2whKOYoAW3JTKV7ck/seuoqI+NZ5KHK7PPzw4nS2LvX5sA6a2JeJd45FrTny9qp4tlFZ/i5l1gN4JJm1lV0wBV3JHYO7YWjm3hBNhUoUGduuO2Vxz/Pb9t/J0P2KQimOghdJ7DqWO//vWr58fCrFOaV8+fgP3Pr6NUf9HloDrV5LYlAMBeYg0gwOSswbiA0/u0FjHaykEUQFBF+PhhORn5+PziAhiAJBBr/dWUPwVxLWD1EUSYx9gLziT+jU8WFCTM3/vrOabXz+2DcE9FnKoO4FaPUabOoh9E1/FI269fcvzYFapWVw19dYvvUBAtRb6TFiEd98bOD6ux5olV5oxyIyMYJtq03ERVqoqNnXYJFGUuy1H49vj2Kz1RBotAGQktyjQfP4OTb+NbDhRAamMrLPh80+j6XCwi+/P0aXnltBALOnI2f1fgOd5vRNItNq9Iwa+D4LV9xCmCkPxfQhq1cG0X/gmNYO7RBR4enIQKChBlmWG5z4qKntx2A4gUjjlfxZ5M2Ffw1sHGlxze/OsnPnBg4UP0lMWA1urwad8T7O7ntes8/bmoSHxtCn63ts3H4boSYL+3IfxmD4gNiYpNYO7RBq0ZckpVI1vO91jdV3rayI6DTHdq+RJYkQk68nV0Js1wbP5cdH65+e+GkwiuIAx+/IjtlUOmootdlZWt6eqavj6Z3akc+vOJdQQ9vIZD5IaV45Xz35I6W55YgqkfNuPZuhkwa0iA2boigg5eJ2rKWqZgUe936sbhdSbWVBlTsQiycAlSChFiRUguz7XDz4uVz7fQlBOHGTOoujmBrbekymHkSGX4OoqVsDQUEQOPuaYUQkhPHjK7+yY+Ue3rv7C2548cpW67HxT8IjRiNUrie1fTG523PJ6Nk4pVxv8m2sXHbf5ldU+dR5STrxjcRusaPWSFC719ad5nZnZzqybGdX3jsozkUIKNR4ApEM13HRWWdhHG9Aq2sdkcNqtvHFY99zYFcBKrXIxQ9MpO/YHke8RlEcuGqmUFb5x6HqmdVV53BBlwvJCDs1s+0iTSZu7Hs5q/IHsDb/C/qErqG0ajZhIS5ufuUq3rvnK7K3HuDHl39l8uOT2oTNZlJmAgX5IaRE2am0bmq8SHPoOyf+t5VW7CcqAdySHrWqbd2PTxX8lYT1JzG0E4mhb7fIXOWFlXz++Jckj19BRko5GoMWj/4KBqRc12YqgZsLjVrHoK6vs3zLvQSod5HZbw5TPwvliltuahPrXmBoANYaI0RaqKzMhsSGjSPjq15WOL5Iszd7IwLg8mqIj0pp2ER+jol/DWzbFB0oZt7yh+nSNQdBALM8nFH9nkQU24ZY25xoNUaGDfyQRStvJNxUQo3jdbZviaBzt16tHRoAiYmdyMkHlejF4iwlxBhT7zH+2Y/BZDz+vl2nLat9TdvqK3s64F8D2zar187F4XqDsEAXVpeRuLhn6ZDat7XDahEiI+LJzHidrOx7CQ2oYcO2+xhq/IygE1SctCQBRp9orNVYGjyG1earpHF5jn/esj93O2qVhKQIpCU3rPeNn8P4RZpTEEVRwL0Uxf4TNc5SSmxWdlfHMK9oDEZ9Ci9enM7AzLZXZrZlyQ6mvvorLrubwLAArnnqElK7Nq/9i6J4wLsTm3UVNbbVuNyl2DxuFEBRoMARRb4jHYOxHxkRXUjUaJEVBUmRkWQFSZbxKjIeWcGryMiygqQoSLIXRfEgyx4UPCgHPypeHB4rimsJXUN2Y69ei9W2EaOxN9ER1yBq6vb/pefIroTFhPDl4z9QtL+Ed+74lOufv4KkzPhm/X2djI4xw9hc/g4Go4O9e+c3WqTR1VZPOW2+ShqtuvaGJptPeJ2jxolWJ6EIAiigU/tFmtOVUvMKSkrfQVB81VX5rj70SL2XmMDWbT5YklvG549NobLIjCFQz3XPXk5695QjXqN4dlFV8TalNbl4ZZn1FZ3QBl7J3YN6tmlrs7ogCAIDE1PpGv0Ev275km4BM6gwzycs2M11z17Gpw//wKaF2wiNDmb8LQ0TRJqSxA5x7NgYjNwjH9m9q8HjHBRpEGsPYE9yDltdU0AU4PT4q/38nH7k7ynkyxc/o/tla4iLtqLWG1EF3UX3hPGtHVqLoVXrGdT1LVZsup0ATQ7RmdP484coxl95fmuHhiAIeNwhQDFOR0GDx1EEe+1nx99rFZfuJDwILLbg016c8+PnIFk7s1iz8zE6titGEAUc6isZ3e2W1g6rRdFrAxnQ+wPWbryREIOZ7JKnCcl/n/iEBqrCTUh4ZBjb9uoINLgoKd1PSEr9RRqPy4NO6wXAFBByzNfIkkRIgBmAuOi2ZXfkx09zMn/RFPT6zzHpJapsoXTp+CZxUWmtHVaLkhTfAYfzeUpLHyEqpIL5y+/j/DFfIraBquqQ4CRkD5h0tgaPYXOY0arA7T2+SHOgcBOBejBbg9Bqj5/Q46dunNqnRGcgimcviv1bnK49lFit5FsN/F08khJPBpd16caw5FTENpC9908kSeLPT+ez+KcVAKR2TeLqpy4hKKx5GtgqshXFvRGLdSV2xwbs7hqcXt/myiur2W9NptzTntCgQXRLas+YsPAm/51VOcbxd9ZqvLYZdAnejcOyGpt9PQZDb2Ijr0XUpJ90jOROidz74S188dj3FGWX8sF9X3LFIxfSfXjrbf4C9SbKbB1IMG3CJqwGbm3UeAcraTwuL5JXQqf1WfOJVKMoynEzUe01DjRaCQTwyBoM2rbjAe+nafB6LezKewfBvRQBqPEGIRhvYmz7Ma2eobxvUzZfPzkVh9VJWGwIN718FVGJh20lFUVBsv9BSfkXVDkdVLsDWFk1lgmdL6JDG7OfbCwBWi2X9ryJaZu0dDH9RGX1UkJj3Vz20ER+eGkmC39cTmh0CIPOb92MqoQOcZinBqNIMmqlEFmyIqrqL5xItSKNqK59D56kJ42jtr+WREi95/Ljpy2ze+0+fvjwcwZft4GwYBdogwiK/B9pkadPg+y6otMY6dP1LTZuu4UgUxmOiE9YuyCWviP7tXZoIPkyvxX5xL3+ToSgOmhJe3yRxurIITwIPJ7T6x7nx8/x2L5+C3uKnyQjqQpFUKEJuoehGRe0dlitQkhABJ0z3yAr606iQ6tZuekhxod+jsHUukl0KpUKm8NIoMFFWUU2HVLq39jbUeNAp/GCAAGG0GO+5kD+HnRqLwoCGSk9Ghm1Hz+nBn/MfoeoiOmIgkJJdSxD+r1PSOCp6RLRWDqk96Ha8h8k72skROYyY85jTBr/SmuHRUJMOw7kgUHrwu6swaiv//mr01WN1gge6fjnbRbrPgL14HC2Tn/x0w2/SHOKoEgV4JiKx7GMUruNUrvE0tKebKrqwjkZHXmkQ8c22dfAUlnDt89MI3vrAQCGXTqIc28ahUrdtMqyItuQnIsxW5bjcu3A6nbikX2HaVaPkX3WdOx0JT5sAP0zk4kPDGrS+f9NqMHAJV2GU+0cwPysVXhs0+kUtAendzV2+zoMxn7ERV6LqDlxSXRodAh3vnsj3z07jV1r9vHts9Moy69g1OShrXZQHRExChybiI3LxWG1YghoeIb4P/sQuRxujFrfwm5U2bG63QTqju1lb7fYUWu9KAK4ZQ0Gddt77/tpOIWViykvex+RamQFijwD6ZV2LxGmYz8ctSTr/trMtNd/Q/LKJHdK4PrnryAg5LDnuKI4sZs/oLhyPg6vl23mDCT91dw9qM8pXz1zPLQqFZf1vJafNmnpZPieSstqYjp5GXfDSGZ/sYwZ78wiJCqITgMb1g+hKYhLj0ZboaPMakRnlKio2UJkSP0f1g9W0qhUBytpTrwOK4LPulFUnZkPLX5OTzYv2s6vP33ByJs2YTLKSJpokhKeJya4XWuH1moE6sPo2P419u29k+gwKzn5rxCb9TYJ6a2bTa5X+3oSacSGN84WVS4AVCcQtkWxsPZj62fP+/HT3KxZsowy10skRFvxKlrCoh+nQ+Kw1g6rVYmLzMBS8zjmiqdIjinkj7/+yyUXvN/qiVUuVyBQhc3WsMbZ1TXm2l61YNQd23o8N38zRh1U2wLQ60/fPkR+/IAvGfGXP14kKe4vBKCwqj3jhr+LVnNmV1D06zmeOQv3Ex74M0nRq5j994eMG317q8YUGRFHVo4KjUqioGgf7VJ71nsMt6cGAK90/B6TslK7vgr+nlxNgb8evY2jKG4Ux3Qk84OUVf3N3spKFhUm88HuSxD05/Lq2edxWZe22Xg6e2sub9/6MdlbD6A1aLn6qUuYcNuYJhVoFEXBaV9K7oFb2Jv/DsXV66hy2imwB7OqvBerLTfhDHiDCT1e5ZYBNzO+fddmF2j+SbBez0WdhzOu+2tkK4+w09Iep1fCXLOSrNw7yS14BsmTe8Ix9EYdN7x4JUMnDQBgzhcL+OGlGXg93pb4JxxF73ZjsXr0aHVetm+d1aixVGoVaq3v4Nppc6JWh6MSBALUdsxO53Gvs9c4URt9WU1OSYuxDb7//dQfj9fBlv1PUVn2IiLVWDwhuI2PcHaXp1pdoFEUhb++XsSPL89A8sp0H9aZW9+49kiBRirGXPoweeXzsHpkFpYMJTP5f0zuPuC0FWgOohZFLutxBbtd1+KR1VRZ19N++FwGjO+MosC3z04jb3fD7XYaHZ9GTXxqDHkFociyTEXNpgaNc6gnTe1tTDlBJY2iKKg0vo2t3hDdoPn8+GlrrP5zA3/8+glnX7uBAJOMW5NGh9R3z2iB5iCRQanEJD2LLGhISShn3vKnsNc4WjWmUJOvga1Ja0GuTV6qLyq1T6RRa46fgRlgLAcgLDSzQXP48XOqsHD2LKrl54gKteKUjMSlvHbGCzQHyUwbilu4HgRITdzOL7++0dohIXlDAHB7Shp0fY3VJ3ArCGiO01uwyrIHAJvTn5Dj5/RGURSm/fY/kmsFmqLqnkwY+dEZL9Ac5JwRd1NQ0QeA4MCf2LB1YavGI6pUWB2+isay8pwGjeHxWAGQTyDSGPS+PWCQqe213DgVabBIk5WVxeOPP84VV1xBaWkpAHPmzGH79u1NFtyZjKIoKK6VKOYHMVf9QFZlEevLAvls30R2OSfy0NDx3NN/IJGmtpmtsXrWej68/2ssFVaikiO476Nb6D6saW26FKmEouInyCl4EaurnFJnEMvKhrLB/gBBkW9wdf/nuLHvJQxPSSNY37o3jiCdjokdhzOu+xvk8Rh7atrh9ErUWFeQlXs72XnP4fUcOO71oihy/p3ncNF94xFEgQ1/b+Gj+7/Gam64v2RDMWp1FFX4FuBy66JGj3fQ8sxld4MYjFoUCdA4qHIe/2DDXmNHE+JBEARcivG0PwA/U1ieX0R2ZT6KAkWeoXRK/4TeSSNaPQtPURRmvPMnf329CICRVwzhqicvRqs7LA7KrvWUFt1PgXkXZpeev8su49Je99Ej5szJKFGJIpd2v4Qsz824JC3Vti30vWQZnQfE43F5+fzRKVQUVbVafEmZ8ZTkBiNLMm7njgaNcVikqd0+neCtWVNpxRTo6+UQGJzQoPn8+GlLLPl5JfMXf8HoKzej1ws4NZ3o2f7/CDa2bo+wtkRqZB80IXchiAJdOmXxw3cvNlgcaQpiItJRAJXgpcZZf8szRVHQqN0AaLXHFmmqq6sIMfke4tOS+zQ4Vj9+2jqzfvkRIfAtQgKc2LwhtM98n+TIHq0dVpvirD5XU2r1iVZxcbNYsWp+q8YjigeFk4ZVE1odvn2ry6s5br8thTzfR9m/1/Nz+iJ5vfz0239ITVgOQIllCOeNeLNN9F5pS0wY/QpFVfFoVDKVVa9RaS5t1XgcLl8VdLU1r0HXS7LvvFFWjn2e6nI5CK3tyZWW5N8DNgUNEmkWL15M165dWb16NdOnT8dq9W3Mt2zZwlNPPdWkAZ6JKN79KDXPYTf/H9mV+9hZKfFTzjBmFU9iUtfxPDd8FO3baF8DRVGYP2Up0974A1mS6TGiC/d+cPMR/RoaP4eXGvM0cnJvo9KyFpcXNlYPJDjqDW4Z/D+u6TmGPnHxbfLgPkCr5dzMYYzr/haFwmNkWTNwSxI2+zL25dzGvrzn8Xryj3v9oIl9ufmVq9CbdORsz+OdOz+lJLfhPuMNJUg/BICQoL3IsqtRYx0UaZw2JwgBqEUVetFF9QkqaZxWJ9pADwgg0zy9jfy0PGclp1IkX4wc8CRnd3mcEMOxbQVaEskr8f0L01nx21oEAS66dzzn3jz6kHCkKApu608UFD1Lma2CPFs0W5x3cNfAq4huhBXgqYogCEzqej658m04JR01jl0Mv2UjKZ2CsZrtfPbId62WWZ7QIQ7zviBkSUFDDorirvcYB0WaQ8/pJ6ikqSiqIizUjiAKBBtTGhCxHz9tA0VRmPfNYlZt/ZrRl2xFpxdxaHvRp/0b6DVn3jp3MnqlX0CNMBoEyOy5nN+mfN9qsUTFRWKx6VFkhSr7iSu3j4XX40Wj81Vu6/XHvifvzVqHANg9OqIjkhoTrh8/bRJFUfjlh68JjP0Mk96DxRNN964fEx18ZjXIrivjhj5FeU0iGpVMjeNNSoqLWi0Wo7bW8lFtadD1docZOHE/BoPeV6UTHNh6tr5+/DQnXreHX/68i7SEjQCUWsdw3sgXjitcnsmoVGoG9nqdGqeRYKONxSsfQpakVovHK/n2bi53w8QiWbHXfnZskWbXvrWoBAWXR0Nygr+auilo0F/VI488wvPPP8+8efPQ/qNh94gRI1i5cmWTBXemochmFOunuKueoKByPXsra5hT0I0vsi6jc8IE3hhzLkOSkls9q/x4KIrCb+/PYfbnvoyZkVcOZfLjk9AZjl8aV19k904K8u8mr/RzbB47ObZ4cpSHuLTX4/SISURso7+bf2PQaBjbYRhju79Nsfgo2bZ0vLKE076UfTm3sOfA87jdx7YGat87nXvev4mw2BAqi8x8eP9XVBa3bHb6wB7jMDv0qFQesvMblyGlr31/OGwuELSIgoBKlHF6Pcd8vaIo2CwOdEFuBEFAEVr/IN9P0yAKArf1G0f3hMGtHQoAbpeHLx//gY0LtiKqRK54bBKDzu976OeK4sZe9RoHSr6m2uVkXUVnCHyEm3uPbpMicUshCAIXdj6XYu7G7tVjc2Ux7j/biUnRUJZXwZf/+wGP+9h/381JYmYc0gE91Q41kuzBYttV7zGkQyLNwXvN8e85RQVFBBudCIJARKC//NvPqYmiKMz86C+2FX7HiAk70ejU2LVDGND+ZbRqv73F8Tir28NYvGlo1RLGuClsWbO5VeIIjQmh2qJHUaC65vhJQMfDZXej0/pEGuNxRJqS8q0AWGyh/gMbP6cdiqIw/YfPiU75GoPWQ403ngG9PiHUFNPaobVZRFHFgN6vYXcbCQu0snTtw3g9Lb/vAwgOjAfAqK1p0PVOl0/c8XqPLdI4nTZCA3yvSU3qe8zX+PFzKuOw25kx91ZS43aiAJX2SYwf/r/WDqtNExkeR2DAfciKQEJkNjP/fq3VYhHwVRPKckUDRziYXGk85k8LijcBUGUN81dVNREN2klv3bqVCy+88KjvR0ZGUlHR0P/5Zy6K4kFxzESqeoCSqj/ZV1nO8pJ4Ptx7MSrjhbw2ZiIXdezcpg/9JK/E9y9OZ9n01QBMvGMs5940qskEJUW2Uln+Ltl5/8Vs34/Vo2Nd9US6p73J+Z1GtOnfzYnQqzWMbjecMd3eoVz1KAfsaXhlCbdjKVk5N7Mz90Vc7qOzj6KSIrn3g5uJTYvGWmXjs0en4LC2XHZ6eEQIuXm+bMmCotmNGutwJc1hkQbAKx27ksblcKPICroAXxa8KLZcjyE/Zw4Oq4NPH/yWXWv2odGpuf75K+g1quuhnyuyBUv5U+RVLMTmlplfMoq+GQ8zrl2nNiuktySCIHBep7OpUN1PjceIw5vHhIf3EBotkb3tAD++/CuKorRoTNHJkRg1Wg4U+frSlFRvrPcYSq1tkXiwJ82JRJoKn0e5R9Jh0LZuTyU/fhqCoij8+u5sclw/MmT0HjQ6NU7d2Qxs/zQq1am572opVCoNfbu9gkMOJCzYzo68l6gur27xOPRGHc5aP/Lq6vr3BXPaXeh0vh6Aeu2xRRqnOwcAjze2wXH68dMWURSFad9/REza9+g0EtWeJAb1/giTLqS1Q2vzhAbFEhL+X2QEkmNz+WPOy60SR2ykL0nGqHXi9tb/WflQ02z52CLNzr1rEQ9mkce3b3igfvy0QRx2O7MW3EFKbBayImDzXMvYs+5p7bBOCfr2GEup+WwAosLmsH7T360Sh1btczRSqxu6B/WdyalUxxZpHK4sADwe/x6wqWiQSBMSEkJR0dEHxxs3biQ+Pr7RQZ0pKIqC4l6LUv0wVZVfsa+ykC3lJr7MmsAe58U8ctYF3NanH6GGYzepayu4nW5ftvn82mzzRy/krIsHNsnYiqLgti8mL+9WCitm4vB62VbdEav+Oa7teweJISFNMk9T4bS7yNtdgKWipl4HkDq1muEZwxnd7T3MmkcpcKQiKRKSczFZOTeyPedFXO7yI64xBZu48aUrCQoPoDS3nK+f+gnJ23KllGqPz3PSqN2NLB/fmuxk6E2+TFyX3QUcFmk80rE30o5aqyR9oBdBEFCpQxo8tx8/x8JSWcMH931F9rYD6E06bnntGjr2P9wUW5GKqSp9hIKqjVg9Gv4uv4TJfe6ic5S/Ofy/GZc5DJvuIardAXgo5sInsjAGedm8aDuzPmnZzaooisS3i6WyMBBZUrA6suo9xiG7s9p2RArHP6iuceQAYPeG+YU7P6ccBwWaQuUnBgzZj0avwam/gP4ZD/mrJepIkCGKuKQnUAQV6clF/PLrC63Sn8br8VnSuZz1t7pw2V3otF4EAbTqY9vLajTFABj1fusnP6cPiqLw05R3Scj4Ca1awuxOZWifj9Br/MlhdaV7h1FU2MYBEBs9n1Wr5rR4DDExiUiygKJAlbX+tmteqbYfg3zsytGiEl+VpD+L3M/phk+guZ3kmGxkRcDNTYwYeENrh3VKMX7kIxRWJqMSFKosb1JR2fL9aYwGX99Irdp+klceG5XoO+fTHufep9X41lW93u8a0VQ0KA3uyiuv5OGHH2batGkIgoAsyyxfvpz//ve/XHPNNU0d42mJ4j2AYv8Om30zJTYr5Q4tC0qGUOLpzuTuPegbF39KHOrYaxx89sgUDuzMR6NTc83Tlx1xmNkYFKmYsrL3qKrZgEeWKHOGkue9kAldJ7YZ4UpRFIqzS9m1Zh+7Vu8lZ/sBJK/vAVytVRMWG0J4bBjhsaGEx4US9o+P/2w6fhCtSsWQtOF45bNYe2AJ1uofiNXngGsxO7M3k5H8NgH6wyp1SGQwN7w4mQ/u/YJ9G7P5+c2ZXPrgxBZ57/RqdxZFthmEBzrJK19EctQ5DRpHZzxcSSMIIuDb4B6v143T5vt+QJCvbF6rCmvQvH78HIvK4io+/u83VBRWERBq4pZXryYu/bClheLdR1nJc5Rai6l2B7CuZjK3D5iAUXP037MfH6PbDWRR1qOY7S8Toq3ggidN/PhQLIumLicsNoRBE1vOHiKxQzwb8o0okgxS/bPKD4o0Ko1PhFc4/gO5V/BtWhXBb4ni59TCJ9D8SaEwjX6DstHoNbgNlzAg/dbWDu2UIyOmP0tKLsDg/YWOXdcya9qPTLjsyhaNQan1I5el+jfOdtqc6DReQDjm4bQsSQQH+ix3Y6O7HvVzP35ORRRFYep3b5HS4XdUokKVux3D+r6DTnPsTGI/x+ecoQ8ya+FOYoKzqbC9S0lxD6JjWm5fZAwyYnXqCDY6Ka/IJzqkfmLy4abZx7Zvd7j3A/5KQj+nFw67nT8X3kZyTG6tQHMLQ/u27N7ldEBUqRjS91U2b7ueYKONJasf4vwxn7eooBsUEI0igV7bMNcdtdon0ui0IUf9TJYkQgJ8e8v46O4NjtHPkTRIpHnhhRe47rrriI+PR1EUOnXqhCRJXHnllTz++ONNHeNphSJbwfEzLvtflFitmJ0eVpV3ZYO5NxM6dGdsejs0p0gWhrmsmk8e+pbS3HIMgXpufHEyKZ0TGz2uonhw1EynrPJHalx2vLKaDeZBdE+5nmtiW78hqcPqYM/6/exavY/da/diqbAe8XNTsBF7jQOv20tpbjmlueXHHCcwLICwmBAi4sN9Yk5cGJEJYSR1TEAtigxM8Yk1G/MW47V+TKC6ir25D9Ix9S302shD4yS0i+Xqpy7li8emsHbORiLiwxg1eWiz/g4A2vdIY9F3sQzstZ+Ssr8aLNIctjvz3QAUwVdO7j1OdY7T7hNpjCafSKPz2wj5aSIqiqr48D9fYi61EBoTwq2vXU1EfPihn8uutZSUvkaFvZpiRzg50g3cOWAkan9W+UkZnt6HRVn/we16Ca3pABc8Fsb05w38+u5s4tJjmuTeURcSM+NYttqILMvohRIURa4Vh+vGwZ40wqHd07Hv17Iso9b7Di4NpuTGhOzHT4tyhEAz8KBAcxn90m9u7dBOWYZ0vYv5q7cQotmLOvw7dm/qRYceLddcVS34kllE6m91UWOrQtCCIIDhGCJNbt4+jFo3CtAutU9jQ/Xjp9VRFIUfvn2DtMyZqESFSncmI/u9g0bddD1WzyREUWRIv5fZsvU6wgOtLFz5OJdd8GmLJaMKgoDTaSDY6MRcXVjv62XlxP0YDmaRG3TpDQ3Rj582hcNh48+Fd5AU7RNoPNzK0L5XtHZYpyzhoTEEBd6H5HmJhMhs5ix8n3NHt5xlXERYAmVlYNS5kCWp3gKRRlN79mY4OjE6+8AO9BoPkiKQmeHvydVUNEik0Wg0TJkyhWeffZaNGzciyzI9e/akXbumqaA4nXF4PJSXz6XGWcmO6lQWlvSlT0IPXuvXmSDdqdOAtTSvnE8e/AZzqYWg8ABuee0aYlKiGj2u7N5JSdk7mG3ZSIrCfmsCLu1krugzFEMrZaorikLB3qJD1TK5O/NR5MNWZhqdmvTuKXTo146O/TOIiA9H8kpUlVZTUVhFZVHVPz5WUl5YicvupqbSSk2lldwdRzZyjUqOYMTlQ+g1qitqtYq+ySPINydTUPAQJnUZu7IfpFPa/6HVHPYG79i/HRfeM57p/zeL2Z/PJyw2hJ4jmzejUW/U4S7uAOxHK29HkqyoVAH1HudgJY3L7q79jk+kOZ6FmuugSGNwAyoMuoh6z+nHz78pL6zko/u/wlxqISIhjNvfvI7giMMHUl7HXIpLP8TsdJBVk4Bbfxs3du9zSlQ8thWGpQ3i922Xk676ltCEzQy7eiCLv5X55ump/OeT2wgMrf/6UV8SM+PxFOlwewV0sgeHuxijLq7O1x+qpFEfrKQ59jaqsthMaKgVBAgL9Zd/+zk1OCjQFIk/0W9ADhq9Bo/hcvql39TaoZ3SiKJIv+4vsnXbdUSE2Fi940USUj/EFGxqkfkNtYk9WrWl3tdaHVXotCArKrTqo6vYs/PWE2gAiz0Qo/7Ydmh+/JwqKIrCj9++SnrH2YiCQqW7M6P6v41adex+JH7qRmhgDEEh9+J1vEx64l7++PMDJo6/s8Xmd7mNQBV2e1kDrvaJNIJ49DnNkVnkPRoeoB8/bQSHw8bshbeRFH3gkEAzxC/QNJo+Pcby65zlxEcsJjjwV/bsO4v2GT1aZO6oyCTKykBAobyqkKiI+iVG6mtFmkDT0WduOfnrCDJAlTUEna5tOB2dDjSq62d6ejrp6f6sgfrglHVMyepFtUtLSGAPHhvWg4SgYzfibKvk7S7gs0emYKu2E5EQxq2vXUNodEijxlQUBWvNTMrKP8HucWP1GNhcM5rR7S8nPbx1DuH3rM9i/V9b2L12L1bzkR6OUckRZPZtR4d+GaR1S0KjPVJAUqlVRMSFERF3tOKsKAoOq5OKwkoqi8xUFFZSUWSmoqCCvD2FlOaWM/WVX5nzxQKGXTKQ/uN7kRCShkd6nrKSxzCqitiR/SBd099CpTr8gD/o/L6UF1Sy5OeV/PjKr4REBZPapXkrjzom9KXUsoTYcCe55QtJi55Q7zH+XUnDoUoa9zFf77K7UWu8qDUSoCJQG37M1/nxU1fK8iv48P6vsJTXEJUUwW1vXEtQuO+wSVEUPLZpFJZ9i9XtZlNVB2Ki7uT8tA6tHPWphyAInNvpCn7fnEMH01LaDV5L0e4+7Flj5dtnpnHrG9egauZK0vDYUAIMRsqrjZhMbsote0iKrL9II6gOCvXHrsIpySkhNMSOKAqEBqQ2Nmw/fpodRVGY8e4silXT6Nu/VqAxXkHftBtbO7TTgmBjFGGxD2Are46O7XP5aerrXHfzky0i9IcE+PqFGjU2ZFmuV08hu92MLhhcXu0xY62y7CHQADZn5DGu9uPn1MFXQfMyGR3nIAhQ4e7K6P5voVb57Wybgp6dxjFzwVKig5YTEjqD3buG0CGzZexxvJLvedntqaj3tWJtPwaVeLSonpO3C73Gg6wItE/v3bgg/fhpZQ4KNIlRBwWa2xjS9/LWDuu04bzRTzBn0S6iQ0rYk/McKYlT0LZAkr7RaMLh1mDQeiiryKuXSON1e9Brfe41wcFH7/Ms1j0EGcDhbHyyvp/D1Fmkuf/+++s86JtvvtmgYM4EwgxG+qVeRLjBSI+YU8+7dM/6LL56cipuh5uE9nHc9PJkAkIalwmoKF4qKj6ivGoWXllmR3V7AkNu5Kb+3VC1go2QrdrGr+/NYeP8rYe+pzVoad8rjQ79MujQN52wmIZbbAmCgDHQgLFDPIkd4o/4mcPqYOXv61jyyyqqyyz8/sFc5n27mMEX9GfIhf1whz9FTcWT6FW5bNv/EF3T30D8R2bPebedTWVxFduW7eLLx3/gnvdvOsKuqanp0CuNmcujiR64H7NlITRKpDnYg8Yn0ijK8e3O9CYPsgBeWU2QPqQhofvxA/iqAj+6/yssFVaikiO4/c3rDlV0KIqC2/oNBaXTsHs9rCjrQ+/02+kdm9DKUZ+6aFQqRmbez/JdhaSYshhy3Q5KsjPZvyWXPz+dz4TbxjTr/IIgkNg+joqKABJjyrE49gPD63z9oZ5jB89shGNvo3Lzs4lM84KgIjzA30zbT9vmoEBTov6Jvv1y0eg1eI2T6Zt2fWuHdlrRKXEUC8tXESD8RUbXJSz6cw4jxo9r9nkjQxNxAaIgYfdUE6Cr+x7W4a4mFPBKx64kUMgDQBRaxrLSj5/mQJZlfpzyEhmd/kIAyl3dOXvAm6hVjcpn9fMvxp71FPOXTSY8oIzdOc+RmvIdWn0LOInIvsp4STLX+1KV2ldJo1YfnVSbfWAdQUaosgaj17dMZaQfP82B3W5j7uJbSYzKqxVobmdI38taO6zTCrVaQ+f2T1FYdA/RIeX88fezTBr/YovM7XAZMGg9mC1F9bqu0lyOKPgSE8NCj+4lJog+RyC1ym/t3ZTUeeexcePGI75ev349kiTRoYMvm3jPnj2oVCp69/ZnEZyMUamnZvXR5kXb+f7FX5C8Mhk9U7nuucvRGxvnz6vIVoqLX6CyZiOyorDJMoyzO95FTODRvtfNjaIobF60nV/f/ROr2Y4gwIDz+tB9RGdSuyShUjd/ryBDgIGRVw5l6MUDWP/XFhZNXU55QSV/f7uYxT8tp9+4XsSOvheX9BY69rE9+zE6p76MKPoenkVR5Mr/TeLD+74kb3chnz06hbvfuwlTUPM0ukzpnEjJhzEo/fej8e7A67WgVtfv/51W74vd7fRVzgjCQbsz1zFf77S50Aa5QRCwefUEtcTm3s9pSemBMj68/2tqKq1Ep0Ry+5vXHRKdFUXGafmIgvJZOL1eFpUOYUyn22nfSpV9pxOhRiMdkh6jsPC/hOuqmPhYPt//N57FP60gqWM83Yd1btb5EzrEs6fUhJJZhst9oF7Xej1eAFSag5U0x95GVVTvIxJweAJRq/xrlJ+2i6IoTP+/mZTpptGnr0+gkUyT6ZPqF2iag6HdHmTxmu0EaQooED6itKAPUfHNW4USHhXBvhINJr0Hi72wXiKN21sDgFc+9n7fZPDZBwUHtm98oH78tAKyLDN1yvNkdJxfK9D0ZMyA11H5BZomR6PW0aHd0xQV3EtsRBm/zXmOSy54odnnVYkhAAhC/S0f1Wrf86hOc7RIY7HuJsgIDpc/i9zPqYvNVsNfS24nITIPSRHxKrczpN+lrR3WaUlqUmf2Zl+M1vQjidHLWb1+Dv17N6yvc31weQyABau9tF7XVVt8r5cUEZ366PPEQKOv93ZEaPM+u59p1LlMYeHChYf+mzBhAsOHDyc/P58NGzawYcMG8vLyGDFiBOPHj2/OeP20Eit+W8t3z01D8sp0O6sTN708udECjewtIC//P1TUbMAlqdlgvYxJPR9sFYHGUlHDl4//wHfP/YzVbCcmJYq737+ZSf85j4weqS0i0PwTjVbDgPN689DXd3H1k5eQ0C4Wj8vL8l/X8Ms9S1m9eAQuj4jg3c6OnKdQFO+ha7U6Dde/cAWh0cGU51fy1eM/HjpYbGrUGjUpQZkUVQUieT3klM2r9xgane8hyOPyxXjQ81dWjmd35kIT5Cu7dMkmtM1sj+Tn9KQkt4wP/vMVNZVWYlOj/iXQeLGb3ya/bCYOj5f5JaM4r+tdp61A43Z5KM0rZ/fafayauZ7FP61g/bzN7NuYTUluGQ6bE0VRTj5QPWgXkYAq8AGckg6VvoAJD1sAhamv/kZJbkM8w+tORHwY1cVGZEUBqaBe1x6spDlUQCMce/2xe32ZRR7FbwHkp+3yT4Gmd61A4zVdTW+/QNNsqFVaunZ6Hq+iJT7KzMy5zyNJUrPOGRQeiNWmQ1HA4qhfFqVHsgEgKUeLzdXVZsICfYee6Sn9Gh+oHz8tjCzLTP3+OdI7zkcQoMzVmzED3vALNM1IanwX7N5JACTGLWfNmvnNPqe+1hpbrbLW+1pNrUhjMB5D3BZ8ez2V6M8i93NqYrXVMG/JrSRE5uGVRSTu9As0zcyYYbeTX56BAFTXvIfVVtPsc3oln0uIy1U/y0dLjU+Ecbq1R1nlllUUEmTwtYRonzGgCaL0c5AG7UDeeOMN/vrrL0JDD9+sQkNDef755xkzZgwPPPBAkwXop3VRFIW/v13C3K8WAjBwQh8uvPfcevlZHwuPczP5RS9gc1dT7Q6giJu4qtfYFrc3UxSFNX9u4I+P/sJpc6FSi4yafBajJg9tcWHmWIiiSPfhnek2rBP7Nmaz8Idl7Fm/n/3TLOTtz+TCK7ag169jZ+4LdEx+AkHw/f6CwgK58aXJvHf352RvO8DUV37jyv9d1Cze5+16pbNpZzQJkfuxWJcAk+p1vUbn8w3yuHzCy8FKGpRjV9K47C60wW4EASSav9G4n9OP3Wv38d3zP+OocRKbFs1tb1xzqIGzorixVb1OQcUynJLCgtJxXNrzBuJbQTxuDhRF4cDOfDbO30bujjyqSsxH9dw6FhqdmqDwQJIyE+g8uAOZ/ds1WqgfktqX37ZdRZr4OWFJuxl8WTeWTxX4+qmp3PPBzY0e/3iEx4ViLzChyAp6oQRFUeq8Nkq1grdaffxKGkVREDQ+oUnUxB/1cz9+2gKKovDL239Qrv/5CIGmT+q1rR3aaU9UcBpZpsng+JJOXTYze/o0zruk+XzfjUEGamp0RIVZqakprNe1kuITaZRjiDS7965CFBScHi2xURlNEqsfPy2FLMv89MMzZGQuAgHKnH05Z+CrjX7G9XNyRg64jdmLVhMVlENJ1bs4bAMwmJrPLsxk8FW66DS2el2nKAp6rS9pMCjg6EStQJPvADM8tGMjI/Tjp+WxWi38vfxW4iML8coqFPEuBve5qLXDOiMY0vc5duy+jtCAGuYufpZJ577WrPMpDbR8tNoqMOrB4z36mXxP1mq0IlgcJiKOYYXmp+E0SKSxWCyUlJTQufORZU2lpaXU1DS/EuinZSjLr+DXd2eze+0+AM6+Zhhjrh3e6IN+W82fFJd+iMPrJt8ejTboP1yc3rMpQq4XFUVVTHvtN/ZtygEgsUMclz50PrGp0S0ey8kQBIF2vdJo1yuN/L1FLPx+GVuWbOc3bRcmXrAZtWsha8ud9On1wqGHi5iUKK595jI+ffg7Ni7YSnhcKOfcMLLJY2vXK5U/n49EGrwPo7wbl7sCnbbufXC0tSKN2+0TaUTBdxNQjiPSOO1utIEeEAQgsHHB+zmjUBSF+VOWMvfLBSiK72/+pleuOmQHqCgOrBUvU1C1BqdXZH7ZBK7pfQ2Rzfjg2FKU5Jax4e8tbFywlcoi81E/1xq0hEWHEBodjN6kp6ayBkuVFUt5DU6bC4/LS0VhFRWFVWxcsBWVWiS9ewpdhnSk8+AOBEc0TMQa3+liZmzKoaNpPh1HbKNwT3eyN5Yz9ZVfuebpS5tFWA6LDcVTpMMrAYoLp7sEg65um8uDlTSqE4g0VrONgBDfXigwKLUpQvbjp0mRvBLT3vyd6uDp9O59oFaguYY+qde0dmhnDP0zr2HBmmUEq/dC0HfkZw0mIb15+rqoVCqcTiNQgb2eVhcKB0X8o20uisu2EBsJVbYI/8G2n1MKSZKY9uNTpHdYCgKUOgYwbtBL/vdxCyGKIn26P8O+fTcRHVrFzL9f5JLzm8/2LCQwDq8CRu2x+50eD5fDjV7nez4NDDzS0qy8ooRgo0/0aZfav2kC9eOnhaipMbNgxW3EhxfhlVWgvodBvS5o7bDOGCLD45DkK4CvSIxaw/pN8+ndY1SzzScItc/pQv3O6h2uKox6cHuPTtQpr9pOXDjU2E5Pp5HWpEEizYUXXsj111/PG2+8wYABvtKmVatW8eCDD3LRRX719VTH7XTz93dLWfzTciSvjEotMvGOcxh8QeOsDBTFi7nyM0orf8cjS+y0dKBD4kN0i2nZJtyyLLP0l9XM+WI+HpcXjU7NOTeMYuik/qfE5jyhXSxXP3UJ5QUjWfzTSv78S2b82C0IrOCXb26hY8b9dBnSCYB2vdK4+P4J/PTab/z93RLC40Lpe07TCmLx7WLRV4eQXx5MusFBbtk82sfXPSNUrfUtQ163L0NdFA8q9ce3O9NHuBEAaj2G/fg5GQ6bkx9enM6OlXsA6D++NxfcfQ4arU8kVKQKqiteoMi8A4dXzcKKC7mh75WEGgytGXajUBSFjQu2sfCHZRTtLzn0fa1e4xNXBnUgPD6MsJgQDAH64woibpcHS0UN5pJqdq3Zx7blOynPr2TP+v3sWb+f6f83i4T2cQy+oC+9zu6Gqh4WhGpRZEzHu1m0o4D0gF2MuGk3lU+2Z+vSnSz+aQXDLxvc6N/DvwmOCESjqCm3mDAFeCiz7CEpsm4izUHrSPGgSHMMu7OS3DJCQ+0IokBIYFqTxe3HT1PgtLv4+pkpGLrNpVeHYrR+gaZVEEWRXl2eZdeu64kOr2Hesle4Lu3dZhGmASSvT2Txesz1u1DwNc0WVEeLNB7vft/YcvOIS378NAdul4dfpj1JRuYKEKDEMZhzBz1/SjwDnk5Eh6ewdfcktKofSYxdzubNS+nefWizzBUZHk9ROahELy6PHZ2mbr1aLdXVaFQyCBAUcGQC4s49S9FrfFnkUREte5bhx09jKCkpYuXGe4mPKMErqxDU/2FArwmtHdYZx8gh1/Pr3MXEh2dTWvkOLtcgdLrmOXdQq3zuM6LoqNd1bo/P0tYrHS3SyPL+2s/8do9NTYNEmo8++oj//ve/XHXVVXg8vuwCtVrNjTfeyGuvNW+plp/mQ1EUtizZwR8fzsVc6vuD7NA3gwvuHkdkQt0rI445tmyltPRlKizrkGSF9eYhnN3xHuKDj27C15wU55Ty06u/cWCXrw9BRo8ULv7vRCLiwlo0jqYgIj6cSf85j7MrhzF14dv0SPmblC57Wb3oZZz2B+gzpjsA/cb1pLygkgXfL2XaG38QGh1CRs+my+4WRZGMHins255Fatx+rLalQN1Fmn/3pDkk0sjHFmmcNiemFF8ljVrVsu8fP6cmRdklfP3UVMrzK1FpVEy67zz6jTssVireLCpKX6CkpgCr18Dyqou5pd8lBOqax26rJcjanMMfH/5F/h6ftY1KLdKhbwa9Rnej06AOhyrY6oJWpyEiLoyIuDAyeqZy3q1nU3qgjG3Ld7N9+S4O7Mwnf08hU1/9jfnfL2XMtSPoObJLnQ8bgw0GuqY+SnbeA0Try5nwaD4/PprKrE/mkdA+rknXK/CtWaExIVRUmEiKrcLiyAbOqtO1ksfXO0JU1/amEY7eRhXllhAa5xNpwkx+kcZP28FcVs3nT31B8tglJCdUotbpUAJvoney33+8NQgLiEMTcB3YPqJTp23MmzmdMRPqZxlbZ2RfRags1a9xtiD6Ms9VqqPtZfX6YgACAzMbGZwfPy2DpcLCtD8ep1uXzSBAsX0o4wc/6xdoWomRA25l1oIVxIQcYH/RO3TuOAC1tu7707oSHBRGYRkIgNVZWWeRpspcXPuZgFFz5DNnuXkrCZFQY2t7Dhx+/ByPPXs3k5X3OPERFjyyGrX2fvr18PcUby3693yGfVk3EhFkZvbCV7ngnKeaZR5d7fqlUtWvmtBTu2dU5KPXzECTb30MC+nayOj8/JsGiTRGo5EPPviA1157jaysLBRFISMjA9NpYAlzplKSW8av785m7wafIhoaE8L5d55D50EdGp3Vp0jFFBY9RZUtB4+sZqPlAi7ueQ1BLXgAKssy879byt/fLUbyyuiMWibePpZ+5/ZqtqzFliIoLJCbLnqcPzaFkCDOoNvwXDb89TZqzQP0GNEFgHE3jqSyqIpNC7fx1ZM/cvd7NxGd3HQNrTN6prJtWgTSiH3otVk4XCUYdHXbtGr1vh40B3vSqMSDSv1xKmkcbsJNvp40GvWpJ675aVk2LtjKT6/9hsflJSQqiGufuYzEDof7hMiu1ZSWvkG5vZpSZyg7Hddwx4Cz0aub/iGxJSjJLWPWJ/MOVQxpDVpGXD6YwRf0wxjYdNk5UUmRjEyKZOQVQ6ipsrJu7mYW/riM8vxKvn/hFxZMWcrY60fQZUhmndbYtLAYSmv+i936NEZTGef+x8jvr8by3XPTuO/jWwmJbFpBNjw2jOpSE7JcicedU+frvAdFmkMFNEdvowpL95AWryCjJcgQ1/hg/fhpAg7sKuCbt76g18UriQq3IWgDMEb8lw4xI1o7tDOa3u0v468VCwjX78Gu+pbqstEEN/F6ByDW9vBTlPo1zlapfXsxjeZIkcZqsRAebAYgLblxlfZ+/LQEeftzWbr+Mbp1yUcQoNw7ivGDH/cLNK2IKIr06PI/CvLuICGilFnz3uf88fc1+TzGYCN2lwaT3oPZUkp4YN0qXyzWChDA5dUc432SA4Ag+m1t/ZwarFozG6fnLSKCXNjdesIjHqNL+2GtHdYZTWxUMpu2TUSv+YXI0MXk5u8mOaFDk8+j1/t6yWvqKdIc2jMKR4o0ZRWFh+weO7Yb0vgA/RxBg0Sag5hMJrp169ZUsfhpBZx2F39/u4QlP69ElmRUGhUjLh/CyCuH1CvT+nhIrq3kF71AjasKi8dEtucGru4zDk097HAaHYMk8eNLv7JxwVYAOg1sz6T/nNfgHgptEUEQOLf7nfy51UWC5k96jdnPiplvo1I/QNehHREEgcsePh9zaTU52/P47NEp3PP+TQSGHp0Z2RDa9UpDeVdHdnEwHVLt5JTNpWNC3axTDtqd/VukEY4j0jhtLowmNyCg04Q2Png/pyWSV2Lmx/NY+ssqwPceveqJSZiCfckEiqIgOX6nqPQLql1OsmoSsGpu5vb+/RFPQeHW7fLw5yd/s/y3NSiygiAKDDyvD2OuG05ASPMmUASGBjDi8sEMnNiHpb+sYvFPKyjOKeXrp6aS0C6WsTeMJLNfxknFmgHJPfl9+/WkKB8RnprLgIt1rPpZ4Junp3Hn/12PSt10943w2FC2FxtRZAVFqnsjbcnrE2lUquNX0lQ7cgBweEL9hz9+Wh1FUVj5+zoWLJ7CWdduxaiXULRhRMU9TVJY99YOr1WwVNSQt7uQ/D2FmEstWM027BY7oiii0al9PbpiQolMDCcqKYLEDnGHEkqaGlEU6d3tcbL23Eh8VBW/zXqTa657psnn0dRWHquE+jXOVqt8ezGt9sg9847da1CJCm5JQ0pMp6YJ0o+fZmLloiWUO1+nXWo1CCIe7ZWc0/vm1g7LD5AYk8nWncOJDJxPUPCflBRfSnRM0ya4qFQqXG4tJr2HmpryOl9nt1dhNIHbc3RiaVCAr79XZKg/i9xP20ZRFH7/800iI2Zi0slU2kLo3OE1EmLat3ZofoCxw+5k9qLFRAWXs37rKyQnfNHkcwQYw5C9oNUc+3zt+Pj6EorCkWeGO/csxaCBaruJyHB/QmJT0yCRZsSIESc8bFmwYEGDA/LTMhzsVTDzo7lYKnwKaaeB7Zl45zlNYv2lKAou+18UlryP3eOiwB6FbLqXKzv3btHKFckr8f0L09m8eDuiSuTSB8+n99ndTvnqmWOhFkXO6fIf5mx1kqBZQL/xe1ky4/8QVf+h86AOaLQarn/+ct6963PKCyr54rHvuf3t65tEjItKiiA4PICsbVG0S87GYVsO1E2k0dbanUleGVmWUdeKNCJeZEU56sDc5XBhNLoRBAGjtnE2fH5OT0pyy/jptd/I3ZEPwMgrh3LODSMOHZgriheX5WMKK2Zj93hYV9GZ+OhbOT+96TNXWoLSvHK+ffonirJ9D4ydB3Vg/C2jiUpqumq5uqA36jj76mEMvqAfi39awdJfVpG/t4jPH51Cl8GZXPn4pJOuN+M7TuTnjTl0DphN51H7yNkUwIGd+fz2/hwuurfpyvHD40KxbTGhKDI6ilEUpU73hYOVNILK15PmWCKNR/SVf8ti3frc+PHTXLhdHn5+83cq9LMYc2UWarWIS51Cu+TniAg8s/qIFOwrYvOiHWxduoOyvAoUFDQRbvTRDowRTjRJXgRRwSsqVNs15Gdrca7X4iwwopI1JHVMoF2vNLoN60RMStTJJ6wHkUHJbBfHY1J+JbndcjatWk+PAb2bdA69JgQATT38yCVJQqP1PdAbDCFH/KywdBPx0WC2RfjFaD9tFskrMe3Hj4lK/pWYCBduWUdw5EN0SR3d2qG1GpXFVexZt4/c/D1UOvYiqyoQ1HZUajeKIoIiokgBqOQwgg2ppCZ2I6VjIpGJEc32/Dx6yIMsWbWGYEMNS9e8wMUT32/yOdxeLWDDZq+s8zV2V6VPpPEeKdIUFGUTZLCjAJ0zm6ePjh8/TYHFUs3cRQ+RErcLgJLqJIb2e5vgwDP3DEVRFAoO5LF73yqqbdl4vBUgWgG59gUGVEIIRkMcibE9aZ/RBZ3x6J4sTYWoUhEfcxdux9MkRmaxbNUMhgy4sEnnCAyIoNoM+nqKNKLKJ9KoVUcm6lSYt9XaPfqfdZuDBok0PXr0OOJrj8fDpk2b2LZtG9dee21TxOWnGSnKLuHXd2aTtTkHgLDYEC64+1w6DWgaNV2R7dRUfUxJ1TxcksSO6vakJdxPn7iWLQeWvBLfPjuNbct2oVKLXP3UpXQZfHr7ZmtVKs7u9BB/bXeRqF1O/wt2Mv+nd1Cp7yOzXztMwSZufGky79z5KXm7C/n+hV+49pnLGr3pFgSBjJ5pbFhbiTQ2C50qB6uzgAB9/Emv1fzj0Nbj8qBS+TbCGtGLW/IeZTvldjgx6DwgaDHpIhoVt5/TC4/bw/wpy1j4w9JDtoZXPHIhXYZ0PPQaRbZirXyNIvNaXF6JhaVDGNbhZrpHn5qbjA1/b+HnN//A7fQQEGLkikcvokPfjEaN6fB4OFBtxuGpQafSo9Po0anV6FVq9Go1Ro3mhGuGMdDAuBtHMXTSABb+sIxlM1azbfkuPrzvS258afIJK3tUosi4LrezdMc+ko17GX1XId/fn8yK39aS1DHhUK+txhIWG4qrSI8kgRYnTncZBt3JD14PVtKIolL7nSPXJ5fDhT7ADIDOeGYdgvtpW5TklvHdq98RN3w5A9LK0GjV2DWD6Z3+SJ39+E91JEli29JdLPl5Jbk78hEDPET0Laf7uCqSk6sJMHoQRQEEgUNLmuJ7gFcUBVlWkLxQUmGipGAXa7aH89cP84lPiqfP2B70OrsbpqCm+V0O6X4nS9cuJUBXwdZ979G172eomrDqPNDgO5DRqutudeGyu9HpfP0CjcYjK5ddHp89siT7G2b7aZuYS6v4be4TdOy4FQGweSNon/kycSHtWju0FsdcVs3KOavZVzqPoJg8kpPLSYvxcPKueYtwSyqWbg6k7M9YQtR96NVzOO16pTepYKPVGDAG3AjS2yTFbWP9+sX07t20Nkwej++Q1emsu0jj9lQDIMlHHtDu2beCAAOYbUEEB/qfRf20TXbsWEd20fOkxFWhAKXVwzl3+JOILeho01aQJInVK//iQOl8AgL3EBVaTVAwBJ3EXdbp/o5VGzWUVcYgyJ3olHEOmZ16Nrlg3aPzCGbM+YWEiK1YHV/ido9Dq206YSg0OIpqM6hFCafLhl5XN5cNtcoFgFZ75C9KEHIAEEV/79XmoEEizVtvvXXM7z/99NNYrfXzOvbTcjhsTuZ9vZil01ehyApqrZpRVw5l+OWD0DRRkz7Zs5uy0tepsOUhybC2ahAjMu8mNbRle4dIXolvnv6J7St2o1KLXPvMZXQaeGpmydcXg1bLqE6Ps3DHE8Rr1zLwkm3M/f5dVOr7aNcrjciEcK5/7go+/u/XbFu2i5kf/cWE28c2et52vVLZ8PcWcorDaJ9sIbd0Lp2TbjjpdUeKNF6MOt8NySfSSEeJNIpiRREBBAL8Io2fWvZtyubnN/+gPN/38NVpYHsuvHc8oVGHNxWKezNVFe9SUpOPw6tmQdl4LutxFYnBTe//39y4XR5+e3c2q//cAEB69xQmPz6JoPDAeo0jyTLbSgspqd6G3ZmF13sAo1BMlL4KvcqFBFhkFW5Zg0vW4JK0eJQg0HQiNLAP6eHdiAw4tm1iQIiJCbePpcuQTL54/Afydhfyzp2fcvMrVxOZcPwMriCdjqTYe3FWPoBeV8y592cw83WJ6f83i8x+GU1i3xYeF4rKJVJhMZJg8lJWs4ekuog0noN2Z7VijXDkg05ZXgXBYXYEAQID/T7lfloeRVFYNn01i5dNZdBl2wkKcKHSGiDgWgYmX35aVhL/G0VR2L58F7M+/ZuyvApMmdX0uKWQDu3L0WoFRLWIIAjIig6XHIpXCAchAAQRARFFtiJiRoMZo8FOislNYnwpcq8iHJME9mdHsHjldv78/G8GnteXYZcObLSFrlqlJTrubuxlT9MhYz8L5k7n7HMvaaLfCAQF+PoEakQPXsmNWnVy+zaH1Yle6wUB9P96QDcYfBWDAabTO/nJz6nJioVLKLa9TaeOvp4iVe7eDOvzHDrNmdU/t2h/CXNmzEAKXUpmxyIGdJRA8NksCqIGmzcML9GI6mBUKlOtOO1C8lQiKpWYNGXoVR6S4swkxZqBneRYfmbRZ8nEB4xj6NhRBIXVb995PAb1vJA//v6NmJBssos/ppdyVpPer7yS7/nS7bHU+RqP5DvXkuQjezpW1WwnwAA2x6mZ4OXn9EaWJP6Y+w7hYX8QFSzh9GpQaW7jvFEXt3ZoLY7FXM3fSz5DrVtGbHgl6Um1PxDA7jZidYQjKyEIQjAIKlBkZMWGQDU6TSUhJjNGnYfk2DwgD6tjLr/NjQRvfwb1uYqomNgmi3Vo30fZuedawgOrmbfkI8aPvq/Jxg4NiSQ7FwSgylxCbHTdxJWDiT0G/ZGJOiGBPveOqHB/65PmoFE9af7NVVddRb9+/Xj99debclg/jURRFNbP28LMj//CWuXzou4yJJOJd4wlLKZpenooioTb+gslFVOwuJyY3YFstV3I5T0uItTQdM2q64LX4+Xrp35i56o9qDQqrn/ucjL7tV7WlNProcblRqMS0YgqtCoValFs1oOSAJ2OoZlPsXTnY8TrtjDw8i388fm7XKC+j7RuyaR1S+ayhy/k+xd+YfG0lYTHhTHo/L6NmjOjl2+x37M+nHZJ1Xgcy4GTizSCIKBSi0heGY/bi2DQIQBqQcIlSUe81uvxojL6bhYOSU+wvmXfW37aHjaLnZkfzWPtnI0ABIUHcMHd5x7qxQS+6j53zTeUVs2m2uWk0hXEWsskbu5/AcH65itfbi6qSqv54tEpFGWXIggw+uphnH3NsHpZzlQ67KzMXUu1ZS4Zpu3EqZ3wj1+FRhRRiWoURUEjKugUF0blYAZ2BZANzlnszzWwyp2MqOlCXNhgesR2PGptS+2azN3v3cRnj3xHZZGZd+/6jBteuJKUzsevNOka047fyyaQpvqZmHZraN/7LPast/HX14uaxPYsLNZ37ysvMxIfU43Fvh84eeNDr8eXVX6okuZfdmcluWWEhdoRRJFgQ0qj4/Tjpz6Yy6r54dWfETMWMXbyAUS1iEcdS1TsQySF92rt8FqEktwyfn7zD7K3HiCgs5lBDxwgNbEatVaFIKixy9EImr6EB/UhMbQnGvXx7wGyLFNlL6TEvAmbfQtq1UaC9NV07VxBpw6lVJj3sm1tLituXE6/Ef0558aRGAMbvi/plDSCWTk/E2XchlX5AYf1PAwBTbPPCQ2OxILvmcDqrCDEdPKDBafNiU7rRRBArzl8EGutriE8xAxAekq/JonPj5+mwGF18PMvr5PcbjGJgR68aFC01zCmd90smE8XqkrM/PbtVIhZSOdhRQiAqBJxKuEIhv7EhA8hMaz3Cdc/AFmWKLHsobBiHeaK5QRqsggNchDacxcKu5i5YApC9SjOmXDFEUlRDaVzh/9QXnIvydEFLFw8jZHDL230mAdRZF/VoyTV1PkaubZptqIcWTEpirkAaFTpTRSdHz9NQ3HxAZavf5ykaN97tLwmii6Zz5MYe2YkKx/EYbMz++8PCQj+m8Q4n2WXgkipJRmTaQBdO44nIujkjgdur4O9uWvJObAAUdhOREAp8RFlwEx2Z89h0aru9O16K6lNYJkeER5PpWU4ceHzMOrnYLVdT4CpaRJJ1RoNLo8GvcaD2VJeZ5FGU2uPZjIdTrjPK9iLSedEAbp08Ns9NgdNKtKsXLkS/Sl44HU6U5hVzIz/+5PsbQcAiEgI48K7z220Hc4/UaRSqireoqx6Ex5ZZpu5Habgm7i1f/cWb8DtcXv46omp7F67D7VWzfXPX0GHPi2/gZJkma2lJSw9kMO6wgI8knzUaw6KNhqVCo1KRKdSoxFFjBotAxMTGZKYjE7d8D/REIOJAe2fY82eR4jR72Tw5E3MeP89Jt1zDymdE+k1qisVhZXM/XIhM96ZRWhMCB37N1zMCo0KJiI+jLJ1HrwT9qPR5FPjyCGwDgeVGp0GyevC4/IAOkRB8FXSeI8UaVx2F5pg383CrZjQnIHlun58KIrCxvlb+f2DOVjNvs3XoIl9GXfzKAymw/chxbOVqor3KK05gEeSWVfZGX3gldw9sCfaU/D9U5pXzicPfoO51EJAqInJ/5tEu151LzXeVlLAjsLZmJTlJJsKIRhUgoBWHYqiSsagTyXE1B6jPg1UMaB4QXGCYgfFhcdroaRmL1bbRlTSbsBBqnoXsAvF8jNzSzsQEnoZfRIHov6HaBSVGMHd793EF499T97uQj564GuufOwiup11/IbTI9pdzYpda4g3HKD/NVnsWR/NqpnrGTppwAkrceqC3qjDFGzEXG5Ckc24XLl1uk7y+tZyQeX7KP5LpCnIyyO2mwtBVBER6H9499MyHEzGmfPrVHpdsJnIcCsanRq7ehi90u9Hrzl2tdvphOSVWDR1BX99vRAx1E6v2/fTsUMFaq0KBS02YQDxkRfQObTufQlFUSQ8IIHwgATgPGRZJr9qM0WVf6H1riA6yk742fuwDclm48oCXr15Kxfceh49RnRp8L+jT/cHydl7AwnRFcye/QUXXXJng8f6JwEhARSXaAgwerC5K+sk0lhrrGjVEiAcIdLs2L0WrUpCUlQkRndukvj8+Gksm9esY1f+G2R2LgSgxhNNxw7PEht25lR7SV6Jv6cuZH/NFHqelY1KVFCpRWroRHzsZfSMHFKvhB5RVBEb0pHYkI6QfjUuj52d+bOoLJtJsCaXdimlwA/MW/EXouV8Jl56BVr9yav0jkdaYne27upGXOhmHN7v8XouRK1pGrcPoVZoOSi81A1fcqsoHK7AkiWJkMAyAGKiejRJbH78NBZFUfhr/tdodD+QFO1EQaC0ejjnDHsMtbrhf5OnIksX/0G1+zMS480AOLx6bK5B9Ot5E/2CTm7F/0+0agOd08+ic/pZABSVZ7Fh6xQMmjUE6mtITVhPccVtrNnajeEDHiG6kZU1Z591H6vWLyNQ7+DvpW9xwTlPN2q8f+J069BrPNRYy+r0ekVR0Nf2JQwJij70/T37lxNkgCprMIGBTZPw7+dIGnQCfNFFFx3xtaIoFBUVsW7dOp544okmCcxP43BYHcz9chHLf12NooBGp+bsq4dx1iUDUWuaTpuTncsoLnufSnslbknD8sqxjOt0NRlhLd+MzO3y8NXjP7Bn/X40OjU3vjiZjJ4tZzejKAq51WaWHshleV4uFqfr0M+i9dVkBO6nXWAeOpUbu9eA1WvA5jVg8+prPxqwuQyYbQa+Li/kp+1bGZ2WwZi0jAZn+0cGBNEj43m2ZD1MlHEfg65ez7Q33+fyh+4msUM8o686i4rCKtbN3cS3z07jrnduIC694aXbGT1TKZ9ZSUFFFCkxZewrWUrPlJSTXqfRaXDaakUawdfvQi1IuOUjRRqn3Y0myAMCyELTlNf7OfWoKKrilzf/YM96nyd+dEoklzww8YjKDEVx4Kn5jrKqWVQ5HZjdgayoPIcLulxA+/BT0yYvf28Rnz38LVaznaikCG5+9eo6Zy6W2+3M3vkbiepf6WQ0A2BUa9HoexITPhG1rieCcAzRSgA4fMCr1UCioTdwOYrixe3aSYl5NTb7RvBmkWDYDc5nmbclDWPgJPolDcNQ+4AdGBrA7W9dx3fP/cyOlXv49pmfmHD7WM66eOAxYw7U6wkPvxOv9X9otNkMuiKcFT8IzP5sPtc83fjsyrCYEKqLjL7+E1JBna75dyWNIBx5eFBq2Ucs4JaNGLQhjY7Rj5+TUZZfwc/vzEBIXcKY63NRqQUUTQjasLvoEXd2a4fXIlSVVvPds9PI2ZFH/DmFDB6VjdEogqDBJg6hfdx1hAU0vneKKIokhfckKbwnLo+NnYW/IttnE6IrYfCILMx98vl9RhF7N4zmwnvGNWi/HR2cwkb3AMK1y9GFzKaq5EpCoxv/EGwI0GPP1WIyeHB6qup0TY3VDAYQBDD+Yz0rKN1IQgyYbRGI4qmX7ODn9MJaVcP0394hKWMhaUkeFEHEqpzDWf3+Uydbv9OF0gNlTP32PToOXkWfACeiSsQmdCQl8VZ6hfdokjl0GiM9Ui+B1EsoqtrFjn2fEKzeSGpCBQpfMOWnxQzu8TDtuzU8q3xg74fYu/daokKq+GvhJ5w7pmmEakHw7WWFWuGlTteIDgBUqsPPnDl5uzHpXCgIdG4/qEli8+OnMeTl7WP15udJjskGoNoRSGTEA5zXZ0QrR9ayVJVXMHfJk6QlbSPaBG5Jg8U1guED7sagbZwl7UFiI9IZP+JJZFlm+YYfsFlnEB5QRlrCJnbsu5b1WyYx7uxbGuyYYzQE4PKcS6D+F8KDl1FWXkRkRNNYqnm8vmdWh6u6Tq+vqalGW2vvHRQUeej71dYdBBnA5mg6qzc/R9Kg0/qgoKAj3niiKNKhQweeffZZxowZ02TB+ak/iqKwds4m/vx03qHs8u7DOnPe7WOapAz50DyyHVv1p5RWzcPu8ZBvi6ZQuZKb+o86dCDXkridbr547Hv2bcpBq9dw40uTSe+e0iJzVzkcLM/LZemBXPKqDy56CmlBFsYlV9M1JJ8AVXntd0FRNMh4URQLslJd+73aJrWAy+ul0mHH5lGxpyaJJ+f3pFNMd8ZltCcpOKTe8cUHheFOeZ69OQ8RbjrAoGvW8uMrH3DlY3cRnxHLJQ9MwFxiZt+mHD57dAr3vH8TIZENe6+065XGqpnrqcw2kRJTRnnNzjpdp9H5liKPywvC4Uoal9d7xOtcdhe6IA+CADJNc7P1c+rgcrhYMm0VC35YisflRaVRcfbVwxhx+WBU6sMHRYpnB+aKdymtycEjy6yr6ITKdBn3Du7TqOq01mT/llw+f2wKLrubhHax3PTKVXXqzSLJMvOzNlJt/oqeQXsACNBFEBQ0jtDgcQiqhgvqgqBGp+9KUkxXABzO/eQWf4PiXk2iYT94X2Pxth8QDRMZmjYOg1aLVq/luucu59d3ZrPi97X8/sFcqkqqmXjH2GNuaHsndOf3LWeTrp9NhyHb2DyrI1uW7CB3Zz7JHRt36BoeF0bJAROKrKBVF6Moykk31XJtJY1KPNiT5sj7nUP2iT0u+dQUAv2cOhysHFm1bjp9J+4kNMiBRqvGqupJl5QHCTFGn3yQ04Dd67L4/oVfcApVDLxvD+3SqlFpVFjlVJKi76Fr6PGr9RqDTmOiR/JkZPlytufPQOEnwtUVjLtqE5u2lPPefXnc8OzV9e4TBjCo5/1s37aWqNAa5i78iMsvf7TR8epNOpxODSjgqGPjbKu9ApMBvLL6iMNulzcLAK90cqsQP36aC0VRWDLvL0ocn9Gxi88fv8YTQWLyI/SLa5yF86nGyj/XsOnAh/Qfux9RAI8YSnDUbfSMHVOvypn6EBuaSWzfNymryWbzjtcJ0WynS6cs9pbcz95fruPciy5u0EFlVFgCKy2DiAtdgqCZjdt1M1pd48U2japWpBFcJ3nlYVQqn82vRnP4mTMrZyUhAVBZE4LR4H8W9dN6SF4vs/5+l9DgWSTHeFCA4qq+jB7y5Bn33ly3djGlltdJT7KAAMXVHRjQ60kiQxqfoHMsRFFkaJ/JyPIVrNr8Mw7bNwTpawjQf89Pv23knBEvE9yAczuAMWfdwfxl8wg1WVi29m0uHPdKk8Qsyb5nVo/HXqfXV1b57qsIEBJw+LlWrcoDQKv2O0Y0Fw06rfrqq6+aOAw/TUH+3iKmvz2LAzvzAYhKjuDCu8+tlxVOXVA8eykve51yay5eGVZW9KFj4g3ckNQ6f6guh4vPH/2e/Vty0Rq03PzyZFK7Jjf7vFtLS5i5ZxfbSktQFACFJFM5YxIr6R5WQIjW+o/NqRo0nRG1/UCMRCVbQKkGuRoUC4pcDbIFFDMBsoUwg4Eal4tg3QE6B2exvXojry7pSVxIO85t14Hu0TH12vimhkbj9j5PXsGjhAblM/CqNUx5/kOufupOYlOjufbZy3j37s8pzS3ni8d+4I7/ux69UVfv30lGzxQAyreqUAYoqOT8Oh18anS+m4bX7QW0CNTanUlH253pAt2AgCCeWZuPMxnJK7Fq5nrmfbv4UF+tjB4pTLp/whG2V4riwmP9gbLKX6lyOqh2B7C8cgwTOl1Ix8iTN4Vvq+xYtYdvnv4Jr9tLWrdkbnjxyjr9fe6vrGDJ3q/oEriYuCAXBrWG0JDxhIZejSA2vf2RQZ9GZsrTeNwF5JZ8h9e5lARjPvABy3bNpXPyE8QFxyKKIhfeey6hMSHM+mQeS39ZhSAITLxj7FFjCoLAkIyb2LRvA9H6EobfWcqslxKZ+dFf3PH29Y3q7RUWG4pzpR5FVlDjwOmuxKA7sWjlcXsAEMVa27N/2J1JXglR6xPkRW1cg+Py4+dkZG3OYcanvxDRfy1jJhchqkUkdTia0FsYEn9Oa4fXYqyauZ5f3voDYzsL46/dTmiIgiLo8Oovp1/i5GY7nPwnoqiia9LFuDzj2Jj9NgbVQnp2zycveg7vP1bDbc/eSmh0SL3GDDJEYJNHE6z6k/CYxVSW3kJYVOMtHl0u33pV1yxKu9OMCfBIRx6QGgzFAASazhwbKT9ti8KcAv5e+hrt2m8mNUxGEVTYOZuz+t2PWlX/55dTFUmSmPHJdISE7+jTx4yoFrGrBtE385EjLAqbk8jAVEb3f59tuXMwl7xDVKgVd9CHTPkqlyuu/s8RSVR1ZeSg+9iydSURgTXMW/wZ48fc0eg41Wqf3ZkouOt8jUbtE3T0upBD37PYdhESAA6XP4vcT+uxYeMS8kreJS7Cd5BeaQ0lNvo+JvYZ3rqBtTCKovDb7+8RGTODyGAJh0ePznQLE0ZOapH5RVFkUM9LcXsmMGfJ08SGrCItYSdLVt9Aj46vk5hY/3NYlUqNwPnAt0SGrqOquozQ4MiTXncyJKn2vM1bt2pCi8Vni+b0aA/tp2VJIrTW7jEuunejY/JzbBok0qSlpbF27VrCw498YDCbzfTq1Yv9+/c3SXB+6o4kSXz1xA+YSy1oDVrGXDOMoZMGNGhjdDwURcJjm05pxRTMtfZB6y0Tubz7RUQHtI7fudPu4vNHppC97QA6o5abX7n6hM2omwJFUZixawe/7NxeK87A6EQz58atJlzvRHXoUEAHmm4I2r6g6YEgGo875j+PGRVFQVAcBEsFBDn/wG5fQ7A+ny4hWWytyuDTtT0x6hM4J6NdvfrWdIhMxC09S3nxYwSFFjNg8iq+eUrF9c/fQVRSJDe9NJl37viUwqxivnt2Gte/cAWqevbsMAWbiEuPoeaAHVmSCdOWU2azEBVw4socjdZ303C7PLWVNPjszqSj7c50Ab5KGpUqpF6x+Tn1UBSFjQu2MeeL+VQWmQEIjwvlnBtG0mNEl0MH9IqigHsFVVVfUVZTgEeW2FiZiaS/jHsG90WvbvnqvqZi97osvnriR2RJptPA9lz15CVodSf/96zI20th8Zv0CdmPShAINGYSF303oqbp+pEdD402nozEh5G9N3Cg9Hvs1nnE6rLIybuXUuuD9IjviyAIjLh8MIFhAfz48gyW/LySsNgQhlzY/6jxwk0B6IJuRXI9T2RiASm9jWSvF9ixcg+dBzXcUiM8LhTRqcLm0hKiV6i0FRJ/EpHmYE+aQyKNeHj9rSiqIiDMDgIYTSkNjsuPn+NRVVrNHx/Nplwzn/5X7seg86LWabBrhtM95W5MuqarmG7LKIrC3C8X8vd3S4gYUsKoC/eiN4g4lBiSYv9HTHDLN8jVaUwMaP8/9hQPRqp4g8RYCwFXLODDFxzc/NDd9e6jNaTnnaxev4iQADvzl37IJZMeb1R8KrUKr6d2r+WsW+Nsp8sCgFc+LNJYzDVEhvjs0lJTBjQqJj9+6ovT7uK36Z8RGPMnHTtaQYAqZxJdOj1OXOiZ1RjbaXfx1VsfkjZoDqGBDhS1AV3EHfROmNgq8XRJPgdzZE/WbX6IYE0O7bv+wTffVHD11c/V2/ox0BROlXUA0SFLEdVz8HpubnRvGk2tSKMS6y/SmEyH12+12pdFrtM0vI+rHz8NpaysmIUrXyQ5dgtxEQqSLFJWM5Jzhj2ERn3mCNQAXreHn/94kvTkFQCUWePp0/0lokKbP1n732g1BiaOeoVVm6bjdX5ATFgFO7Puwmp9lo4d+9R7vFFDrufvZb8Saqph8cr3uOCcZxodo6L49nJer6NOr6+xlaFVg8t9eA+4N3szeo0HSRHo1sFv99hcNEikycnJQfrX4SmAy+WioKBuvu5+mhaVSsWE28aybdkuJtw+pkH2CidCkcqwVL5FafUmXJLENnM6KtP13Dmw9xHNoVsSe42Dzx+dQu6OfPQmHbe8dg1JmfVrBlZfHB4PH65bw7pC3/t8VGoyF6duJ1BZ6nuBYETQ9ARtX9B0RxDqX54tCAIIRhDbIWjux2TYj9ExHY9zA2GGQrqF7mdzVTq/bOvBT9sjGJ2Wwdlp6YToDScdu2tMGuu8T2KteIqAiDL6X7GSr55QccOLtxMRH84NL07mg/u+ZNeaffz27hwuvPfcemeqt+uVyuJpRXhdKnQmicLqvUQFnPjmdMjuzOkBIeiw3dkxKmkMAb5KGpXK36jsdEVRFHav3cefn86nMMuXsRsQamLMNcPpP77XkdZm3n1YzV9QUbMVq9vtq56pGMU5HS+iW3TD+yu1BYr2l/DN01ORJZnuwztz5WMXnVR4VxSFmbvXonG8S2ZQKQFaPZERN2IMGH/snjPNiKiOJCXuXmrs55CT/wxBmgq8lqdZYJ3M8PZXIAoCfcZ0p7rMwuzP5/Pbe7MJiwmh08CjD1oGpwzit02DyTAuZeDluRTuCGbWp/PI7J9RbzH5IOGxvjXEUqMjJNiJzV0CdD3hNVJtTxpBqLU9+0clTUVhFSFhdkRRwGTw2wD5aTrcLg+Lp65g9Ybf6XnuLjqGWVFrVDhUyYRG30mPyKPFzdMVRVH47f05LJu+mvhx+Qwfm41Gp8aqdKZHxjMtlj1+PNrHDKfYEEdu3hOEBpUw6NLlfPqKwq2P3XdozakLem0AbmU0Rn4nOGw5NVUWAkMbV0Es1fqRe+qYRen2+MQcr3z44Gf77tVoVDIeWU1CVPNYyfnx828OWpsVWb8kPbMIAJdsQDReyeieV7VI1VxbwmF18Nlbb9F91AIMOg8eMZy0lJeICWldoSrEGM3wfp+ycO0jhGjW06XbCr6b8gRXX/V8vRNHB/W9m527VhIRVM3CZd9w9ogbGxWbVutLKFWrvCd5pY9/Ns0OqBVpJK+XsCBfxXR8bK9GxePHT33wejzMnv8+gYF/khrnEw+LzSl07/QwA+LOvHuxy+Fi+p/3kpHss9YvtfbmnKGvoFK1bmLmgB4XsScnifz8JwkNsFFY/jji7pfp0KFHvcYRVSokaSzwM6GBK7HaqgkwNS4RS1Z8ezlJrptI43Ca0QaAx3t4D5h9YBXhQVBpCUenO/nZo5+GUS+R5vfffz/0+dy5cwkOPvxGkSSJ+fPnk1KHJuF+mofuwzvTfXjnJh9Xdq6gtPw9KmwVuCQNS8pHcXbmVXSOah2/c1mWWT1rA7M/n4/d4sAQqOfW164hoX3z2ssU1dTw5qrlFFgsqESB23pmMDD0N5B83tyCfhwYLm6QMHMiBHUaQuB/0RqyiNFPJ8q4iShTEb3Cs1lfkcbCfRX8vnsnF2R24qLMTicVVfokdGK59zEclucIiK6kzyXL+eIxNTe9citJmfFM/t8kvnl6Kit+X0t4fBjDLjl2U+/jkdErjcXTVlJabCIx3YbZtgc4iUijrRVp3F5AgyAIqEUvNf+upLG5MBjdCALoNX6R5nQkd2c+f37yN1mbcwDQGbWMuHwIZ108AK3+8N+WIlXgsn5PZfV8Kh0O3JKGlRV9CQ+5gLsHd2+V3lhNiaWi5lAPmvTuKXUSaDySxA+b55Cm+ZIQYw3B+jDiY59A1Lbu5j3Q2IGOaR+y68AzqD3bieJr5m7dx9AODxKgMzDyyiFUFlWx+s8NfPvsNO78vxuOWs8FQaB/+h3szdlGqKmSXpdks+obDevmbKL/+IaVW4fH1Yo0Zg0kOLG7Sk96zeFKGqU2rsPbqMqiSsKjbQiCQIgxtUEx+fHzTxRFYcviHfw5dQYJZ21h7FUliCoRRROEbLqU/klXoFKdmn22GsJBgWbp9FWkXJjL0BF5qDVqbOJo+qU/0GYOamOC22PUvc+Off8hgDwGXbacz14Vuf3x++uVRDW4981s3DSX0EA7fy34jEmT7m9UXHKt2CJ5rXV6vVf2iTmycvhBvKhsE4kxUG2LQBRbVvj3c2ayb/seVm56i3btdpIepoAgYvYMZGDPBwnQnXnPArZqG5//3xv0OnsReq2EQ5VK98zXCdK3jV54apWWUf1eZ8HapwlWL6ZzlxV8993TXHX10/VKqgkLjqbM3If48FU4vbOQ5esbtcbrNAdFGk+dXu+osaPX+l4bEuyzTN6TdTCLXCQz48xJjvDTuqxYMYsK6+fERFQAUO0IxGi8jgmjL27lyFoHl8PFjNl3kZG8p7aaciLjhz/Q2mEdon1KHwKNH7Bt192EGC3kFT+KKL5Ku3YnTgT8NyOH3MTyNX8SqLezYNlHTBz7cOMCq62kkRVnnV7udJsJBryS/tD3bM7dhAeB09W8ifFnOvV6srvgggsA32HJtddee8TPNBoNKSkpvPHGG00WnJ/WRVEcOKs/o6TqL6xuN/n2KLLdl3FD/7MJ0rVOOWXO9jxm/N8sCvb5suujUyKZ/L9JxKU3b8b8hqJC3lu7CqfHS6jBwKP9gohTfQySzVc9Y7oFQdu8voyCOh0h8EEEwz7CHdMJM2whxlRM/8hfWVWayt97LZTarNzcq+9Jq5sGp/RkQdaDqOyvEBRnJuWs9Xx4/9fc8fb1dB3akfNuHcMfH/3FzI/mEhYTQtehHescZ1q3JESVSMkBAwmpVty1DWZPxMGeNJ5DdmcCKkHGLR3Z3NHlcGOMcIMgnLR3hJ9Ti9IDZfz52Xy2LdsFgEqjYsgF/Rg5eSimoMNWgYriQrL/QWXVz1TYzXhlhS3m9piF8UzqOZiYgNbNom4K3E43Xzz2PeZSC5GJ4Vz77GUnFWhsbjffbfiePkG/oFO5CTMlExv7DIKqbXhmq9XBdE59jX2FH+G2/kGibjmrd+fTLvFJkkITuOi+8VSVmNmzfj+fP/Y993xwM6FRR2YMxQaFsV1/Pchv0r53KTmrw5j71UJ6jup6hIBXV4IjgxBVIrYaLYqs4PGUnfQa76FKGp9II/6jOqm0Ip+EBAkENREBKfWOx4+ff7J/Sy5/fP472sy1jLj+AGo1qLVa7OqhdEm5o80cyLUkc79cyLLpq0k5/wBDR+Sj1qhxqC+gf/rtrR3aUQTpI+ic8Tbb9v2HAA7Q96LlfPKCnjufvQdDQN2yD426IGq8QwhXzUcXuBCH9fY6X3tMZN+DtiTVrWmspPjEHIXDc3pqE5O8kr9a0E/zUlZYwey/3yEpdQWZHdwgQKUjlc4d/0vf8C6tHV6r4LS7+PydN+k9dhE6tYRd1Y5+nd9q9QrCfyOKIiP7Ps38NU8QollGxy5L+GHKS0y++n/1cmgY1PsOsrPXEBNawYpVMxkyqOFWbkZdIB4FNHUUacyWKlSiAgIE1VbS5OSvJiIYKmvC0Gn9WeR+mpedOzewPesdkmOyiQkDj6SiwjqCMUMfQKc9vo3+6Yzb6WLG7DtJT9oLAtjlqxgz+ObWDusoYqNSUPg/du6+m2CTleyCh9Eb3iUxoe49vHVaAzbHMAL1szEZFyNJDzQuMUvw7QEV6ibSeLw+y1tJPvxe0+t8vc+NhjPLXrSlqVc6gizLyLJMUlISpaWlh76WZRmXy8Xu3bs577zzmitWPy2I4tlFVckD5Jb9SY3LzYqy3qiCHue2fuNbRaCxVNTww0szeO/uzynYV4zepOP8O8/h/k9ua1aBRlEUpu/czusrluH0eOkYEcZrg6uJEz8DxQaqVISg55pdoPkngjoDMfAhxKCnCAroQ1poCOOSCrm9/c8EeKbwfyvn4fCcfAM6Mn0gZs3taP+fvfsOs6MqHzj+nXJ72bt7t/eS3iuplBBAmqA0GzYQK2ADBUWaBUURBRX9CQIC0lGk956EkJCE9N6299vrzPz+mN2FmG0J2b2b5HyeZ5+EvXNnzg3J2Znznvd9HVZqpregunbw1x/cQ7AtxHHnz2P+WbMxDPjXrx4n2Da4+uUANoeN8nElBGpdaJqOrO8Z8D37BmmsSF1delL/E6SJR2K4HEkkwGU7+haojkSdLQEe+e2T/Parf2bd25uQJJh96nSuuu9yPvmtT/QEaAzDwEi8Q2fTZexs+AfNkQ52hQt4tvkLTK2+hu/MOfWICNDous4Dv3ic2q0NuLKcXHzTF3B6+n8QTKTT3LvyEeZkPYpDTVGQNZ2i4ltGTICmmyQpjC75Dv7cK5EkGwW23dTVfY8NjStQVIUvXn8BRVX5hNrD3HXVA8Qi+99EnjDqZHbEZiFbFOZ+djvRYCdvPrbsoMYjyzI5hT6iARuGYaBp7QO+J50ys/vkrnJnHy0h1xnfDUAs7UZV7Pu/WRAGoWl3C3ddcx9PPvcLpn/mP8w6Zjc2u0LCOo6c4t8xf9y1R2WAZulTK3j5/jcpOrmeYxfvQbUoJKyfYfYIDNB089j9TB79R1KWUryuBJPOfJ27b7oHLb1/yei+zJvxTTRDpSAnyOtvPvTxBmR0zUuDLHVh0HWc9OEDutNhbpLyuAe/eUcQDkQkEOGhB27n3XVfZvyE13E5koRSPmTPDzh5/j8oPUoDNFpa457f38G0xW+YARp1PHMm3jbiAjTdZFlm8TE/pyM5F0mCUeNe5snH7jygc+TnVtDUYS4GNrY/8bHG43CaG3+sahpd1wc8vrOzCQDDkLEqLgCi8c0AxJNiF7kwdBob9/Dof79LIPQDKgp3YgANHeOprLqTTy7+2VEboDEMg8ef+tGHARrjKxw/e+QFaLoV51czdvSthOIust0R1my8kkCg44DOccLcb5BIWfA6Iry57MGPNR65K0gjMbi+XLretVGnK5s6kYiR4zbHX1kqMgmH0kHljO7cuZPc3KPvAfFoYKS2Eu/4FQ0NV1Ef2E5b3MkLzZ/ltMk/5uSasQfcn+Tj0tIarz/8Dr/58u2sfGkN8OEC7rHnzj3g+rYHIpZKceuyJTy2YT0AZ47K5yfTlmLXXgBAsp2M5P0ZkpI/ZGPoj2QZjez9MZLnZ2R7ZlGZ5WFGzhamu+/ht28/Q2d84IfwT4w9hd2JWVgdVuZ8dgcdjW389Yf3Eu6McPZlp1I+roRUIs3rDy85oLGNmlFNeLcbXdPxqs2E4v1H7D8M0pjlzuSuv2e6vm+QJhUPo6g6SOAWQZojwoYlW1j+3CoMAyYtGMcP7/o2n/nR2ftkURjpbUTafsru+l9TF9hNc8zB8w2nYPFdwxULL2RShkovHmqGYfCf255j/ZLNKBaFr/7ic+QW5/T7Ht0wuG/VsxyT9QhWRaMoeyG5BTciySPzoR2g0L+YyrI/YMj5eCwhou2/YHvrBhwuOxfd9AW8fjeNu5r553WP7LeYqcoyUysvJZh24/GnmHjGDl576G3CnYPrsfC/fPlZxAI2DN3A0Ae+ce7ux/dhJs2HO5qSkrl4mdDyDmoswtEt2BbikVue5O6/Xk/54gdYeNIWPC4DzVaCLfcq5k34C+U5UzM9zIzY+O5WnvjD02TPaeXEM7ajWlTi6pnMrLoo00MbkNuWzfjq36JZcvFnRSld+CyP/vHfGIYxqPdnOfJpjZi9DxLSM4N+X2/krowYicEFaSTZvHdTuhYoQ8EQub5OAKorxAO6cGilkimefuIBnn/zi9SMfYyCnBAaVmLKuSyc/Qgzx5w9YkoaDjfDMLj/j/9k1LHP4bCliCmVzJlwCzbLyF6slWWZk+bcRHt8Aops4C99iNdeevqAzjGq6osAlBfuZNv29Qc9FndXkMYwIKkNfM8YDJsbd+Jpa8/fO5vV7EnrtItd5MKhFwmHeOKZG9i68yIqi1ejyAZNgWJcvl9x1sl/pTi/OtNDzKhHn/g5o6pWgwRh7XMcP+urmR7SgEoLx1Ba8nPiaQsF2W28/PblpJODy+YD8Hiyae40y6SFIs9+rLF0B2kg0e9x3QwiXe8z1xQ2bHkXVdFIaipjqqd/rLEI/Rt0vtRtt93G17/+dex2O7fddlu/x15++eUfe2DC8DJSm0mEH6UjtJL2WAzdgNUdY8H5WS6bfww2dfhrnm9+bxv/+dNztOw162+WjS3m0989g/JxQ797pS4U5Nal71AfCqHIEt+b4Wa69xHQQiDZkZxfQ7KNjAdUyTIGyXIVHsdGyuXfowRqWeR/gN++HeU7c86k2NN3o1lZkphY9i1aGy/FXxxj8pktrPmvzN9++E++deuXOeUrJ3DnVQ+w9Kn3OPHzC3H7XIMaU3FNAa/9ywVpA6c9Tm1gN+P7uaH9aE8aSZIwsAAx0tq+CwkxzVxETRkqXvvHa54mjAxzzpjBrvV7mX/2bCon7ls+xUjvJBZ6hM7QUtpjMVK6ypLWWfiyPs235k/BZT20/Z8yKZVM8dBN/2HNG+YD6Oeu+vR+fx7/yzAMHlzzBhMc9+BQEhRkTcWXe+Uh74s1FFyOasZX/YW127+PXdlLa9O12NVbKMmv4KJffYG/fPcfbH1/B4/f+jTnX3HWPhsEKrOL2Nj4Bbzy35i4sIHa9/N5+b43+dRlpx3wODzZblrarBiGgUzngMfrWncGzf6ZNLLN/FklKUdG0FAYHvFogtcfXsLKNc8w6ZQtLM4PoKgympqN4T6fWWUXoGa4EWomtda3869fPo69IszJF2zGYlOJSMcyu+o7mR7aoPlcRVSU/5o9u39AUV6QTcWP8MajRZxwwYJBvX/6xG9Qv2c5JXktLF/2CnPmnXRQ41Dk7gXdwT2gS4p5nKKa934bNi9DlXVSmoXSgqOvUbEwNAzD4K1XXqA+8E9qKsxFcENSCKYWMHfa93DbRXnj1x59g+wJT5DljpNUCpg67hZslsE9k2WaLMssmvN73nj3Iny2ejotf2Lt+yVMnjG4Rb4Joxfw9CuFFGQ1smbjXYyq+f1BjcPt9GIAEhBPhgfMQIpE2/B6IZU276mTiTh+rxm4qSiZfVBjEITepJMpnnvlrzicz1JWYJYj7Yhk4XZ/kdMXnXvUBqc/6tln76Gy4hUAWiOLOe24b2Z4RIM3pmomgeAP0JM3U16wh38/fwXnffIPg978PnXcV2lre5+inHo2bl7O+LHHHNQ4FMXcqCPLg8ukkWTz76KsmP286hpXUpAN7cE85APoLyYcuEGvvN9666184QtfwG63c+utt/Z5nCRJIkhzGDFSm4iHHqEjvIqOWAzNgLWdo9mTPJ7Txy5kasHQ9nrpTVtDB//98/OsX2KmFLt9Tk6/5GRmnzptyDN5DMPgxR3beHDtByQ1jUKXxE9m1pGjrAQDUMqR3JchKcP/5zIQyTIed+7PKVd+idy5nU8WPsofl8S5eNZZjPH3nXVS7S9jU+PZlMsPM/PUWhrWFNO4q5n/u/I+vv3Hr1I6ppjaLfW8+ehSTr9kcAsDOUXZaJpCW5uLIneK9vAmKOgnSGP/SLkz88MAoOn7ZuAkjE4A4inHgH13hMODoip8/ifn7PM9I72rKzizhI6uoPEHnWNo53TOm7aQIs/IzRI5GJFglHuueYid6/agqDLnX3E20xYNXM7j6c2rKZL+itcSIc9TQ07eNUhSZvqFHQxV9TCh6mY27Lwcl9rCztqfYrXcSunoIi689nzu/um/WP7cKvzFOSz+wrH7vPfE0Wfx4tq3qLCvY/q5W3n1tmwWnnMMuSUHtpjj8jlJbDODNFYCAx5v6N0ZNPv2pEmn0jg9Zu1ep6vigMYgHJ2SiRRL/rOcd956mlEnbuaUC9uQFQnJ4iRpP42p5V/FYT2y5roDlUykuPfah0kqQU792gacDpmwMYZjRl912C1aFGaNJlr0Ezobr2Xc6CaWvvUPyj8opXrKwPNFSd4o3l9bTaF3BzsbHmMOBxeksXQFaRRpcEEapStIY7Wam2IaWtZQkg8d4bzD7s9fGHkMw2DlO8vYtPfvjB61gxqfAZJEa2wKM6f8gHxvZaaHOCJsW7WTXbG/Mbk6iKG4GFPzm8Ou5KVVdTBnxm2sWHUxPneAbQ0/p7T5TrLz+88W7+Z2ngncSX7OBwSDnXi9vgMeg81lJ5lSsFk0IvEAPlf/JYHjiU68QDJt7j7fsHV5zy7ysdXDV+ZcOHJp6TSvvHE/aZ6gMM98Bokm7cRSZ3DSgm+iqiN/091wWPfBSlxZ9yMBTaFJnH78NZke0gGbPfV0XllSh9d6P5XFq3nmpT9x5imXDeq9NVVTWLelnGL/HjZsu++ggzQW1bwHlKXBZfIosrlZ2mYx7wETqa0ApNLlB3V9YfAGfYe9c+dO/H5/z+/7+tqxY8eQDVY4NAzDwEhtINZ+PQ0NV7Gj5R1aonHebx/Ds82XMKHiaq469txhD9AkEymev/s1bv7Kn1i/ZDOSLHHsuXP58T8v45jTpg95gKY1GuWmt9/g3tWrSGoap5YHuGn2q2aABgnJ9gkk73UjMkDTTVIKceTcQEXORPIcSc4v+w93vfcI79XX9vu+hTWfpyFejC4lOf3HYdw+J3XbGnniD89y0oXm4ujb/1lONDS4Ehn+4mwAWupcGIZBNL6t3+P36UkDGJg3Jdr/lDtLy+YNTEo/PHaPCQfGSO8i2nEzDfXfY2fzK7RFY3zQMYoXWy9havU1XDb3tCMuQNPW0MHtl97JznV7sLtsXPKbLzLrlIFLGr2+axNK9A/k2zvwu4rIK7geSe47a26ksllzGF3xGzS8+CwtbNhxNcF4kAlzx/Dpy88A4Lm7XukJ2ve8T1UZXXIZumQlvyxKTk07z9356gFf3+1zkWy3YRhgkeMk0/3Pcd2lhiS66pl3lTvraAqQ5YuCBL6so7scgdA/La2x9KkV3PLDX1Bn/IFTvrKEmsp2VLuNuGMRVVV3MXfU5Ud9gMYwDJ649WkadjYw52ubyM1OE9P9TK66EVke/uzuQ6E6bx6S9ysoFoW5x27j8cdvH3TPv5KicwEoLdrC3t0D9/rrjdoVpFGVgXdRamkNi8W8J7N3ZS4nte0ApLXSg7q+IHRb9/5a7r3/UhKWnzJ29HZk2aAlVoW/9A+ctvA2EaDp0tEc4OmXbmHyxHoUi4Kv8EryPFWZHtZB8TryGD36JlK6hdKCNp5+5epB9+daOPuzhOIu7NYUbyy776Cub7VbSKbNnx3RaHDA4xNp85lT183d53UNKwHoCOaKXeTCx2IYBm+89TjPvPoZsrPuJi8rQFJTaQqewKzpj3Dq8ZeLAE2Xzo52djX+HKctRUfUz0kLbz5sN4ksnn8J9e3zAMjJeoL3V7026PfmZH0SgEL/BkLhzoO6vqp0bdRRBheksaj7btRxORoAyBI9CYfcQf0Nv/HGG4lGo/t9PxaLceONN37sQQlDwwzOrCfWcT319T9hR8tSWqIJVraP4/nmS5hSdTU/PvYcphcVD2vvGcMwWPPGem7+8u28fN8baCmNUdMq+eGd3+Ls75yKw91/0+xDcf23du/ixy+/wLrmZrKsSW6YvZELq9/AIoVBLkLy/AzJdeFhUUZIknOw+q6j3D+TXIfBZyue4T9rH+Wl7X0HSrx2O07v1zAMCVlew+euH48kS6x8aQ2hjghFVfkkY0neenxwDbodLjtOr4OOOrf59y69u9/je8qdJdJdH8L8c9aNfYM0mmQ2MEvr7kGNQzg8GOndxDp+u09wZm1nDS+2fo1J1dfygwXnHjF9Zz5qz6Y6bv/O32mtbceX7+XS2y9m1PSBH77f3rOVUNvNlLsa8TmyKSy8PmO9sQ4Ft72E8pJfYGDHb93Liq3XEEvGmX/2bBZ+2iwr+fDN/yHQuu9D9bj8appSM1BtKmNO3MOaN9azZ1PdgV3b50ILq6Q183YoEGvs9/juTJrucmfdmTTtje34fVEkScLvFkEaoW+toV1sD/+BxV95nbFjWrDYLcQd8ygqu4MF464j21Wc6SGOCMuffZ8VL66h5vzdjKoKoUtWykquw2XLzvTQPpbpFV8gbj0BRZGYd+r7/PO2vw1qoXLa2NMJJbKwWTSWrrz3oK7d3fxaHUSpi3gkjs1mPsg7HD7gwwd0j3hAFw5SPBXh/n9dQXv8+0wcvw6rqhFIFuLwX8tpC++mumBapoc4Ymhpjfv/8hfmnrAOWZFIOc9lTOGiTA/rYynLm4jF/Q0kCcaN3sTDj/52UO9TVQvhqJm9YvDmQV1blmXSafOeLRYPD3i8ljb7MeiGmUkTT5nP0am0CFILB2/t+nf4z/Ofx+m4jaKcVjRdpqFzDuPHP8CZJ96AyyHKuXczDIPnX7uagpwOEmkrE8bdhP0wKfPYlzMX/4LGzhIsik578Lc0NQ3uuXXB7HMJRF1Y1TTvvPfAQV27O5PGoqQHdbzVYq7DuZzZhEId5Hg6ARhTvfCgri8M3kEFaW644QbC4f1/uEWjUW644YaPPSjh0DKDM2uJtl9Lff1P2dmyjNZYghVt43mx9RtMr/kJPzr200wtLBrW4AxA465m/nbFP7nvhkfpbA7iy/fyxevO5xu3fJnCyqFfdAwm4vzh3SXcsWI5sVSSk0pbuGXuG9S4t4EkI9k/iZT1CyTL6CEfy6EkyW7UrJ9QljOffKeFCypeZMmOJ3h43Qd9Np2dVzmf7bHZ6IYB7sc445LjAfjP7c8y9YSJALz9xLvEo4Mrk+Evyia024WhGzjlehLpvn8gWGzdQRpzQaA7GKb/TyaNbO2ad6TDL2NA2N9HgzM7ml+mLRpjXWc1L7Z+jQmV1/KDBecxOb9g2Oel4bB+yWbu+P7dhDujlIwq5PI/XzKoOW9Z7S5amm+myl2H1+aluPB6JLVy6Ac8xLLdYyko+Bmgkm/dzDubbySVTnPmN0+mZFQh0WCMf/3yCXRd3+d9pfmfQZJkqsYG8BaGeeORJQd0XbfPiYREKGqWiQvF+w/S6D3lzsxxKF1BmrrmnaiyDpJMtrP/XkLC0W1n46+ZPLkRq00lbpuOv/iPLBx/E4VZNZke2ohRu7WBJ257luxjWpm3oBZZkbF4vkFh1pHRrPmYMVcRU0Zjs2pUH/sq//nrUwO+R5ZlUhwHgCfr3QNqPNutexelKg/8gB4Lx7HZ0iCBzeolEg7h93YCUFMxMnoyCoeftJ5k9Ph1OGwpwqkcVO93OXHug0yqXHxE3ut9HP/+25OMOe5NVMUgqkxids23Mj2kQ2L2hPNpT5rBpsrqF3j95YHnP4AZU76IARTlNLNh43sHdW3dMJe+0un4AEeCZnRnOZqLwg6buZjqcYkgtXDw4nobpXn1GEjUt0+mvPIuzjrpZnK8I7dSS6b856k/UlO+CSSwOL9Jaf7hfw+oKCrzZt5CKO4iyxVhyfs/QutnjaybrCiEIjMASKXfOLhry2blGkkeXAajzWJu6HG7clm36W0kIJKwU1ZyeK2LHo4OKkhjGEavN1Jr1qwhJ2dwtUWFoWcYBkZyDdH2a6iv/xm7WpfTGk2wvG0CL7Z+m1mjruaKBWdnZBE0Fonz5J+f55av3cG2VTtRLAonffF4fnTvZUw9fuKwjGdlQx0/eukF3qurw2uNce3MD/jyqKXYlTgoZUjeG5CcFxwW2TO9kSQ7svcKinIWUehycE7ZK+xs+i93rFhO+n8WOgFkSWJK+TcJp52kUo2MOWEXE+aNQUvrLHv2fXKKfMTCcd759/JBXT+nKJtgvQdJB581RF2g78XP/y13JknmrqX/DdIoVrMUkayIXSaHMyO9h1jHLV3BmVdoi0ZZ11nNS60XM77yOn6w4DymFBQekQ/syUSKJ//8PHdf8yCpRJqxs0fxrT98Fa9/4NJGKxv2UNdwE6M9e/Da3JQWX49sHTcMox4e+b5Z+Pw/QEKi0LqS1zfdgqwqXHjt+VjtFrav2cUrD7y1z3smFEykITEOxaIw6qS9rHt7I+HOyKCv6fKZD9/hsBmkiSaa+z3e6Jo7uzNppK6ySx1hs9RrOOFFOYqbvAsDy8n+PGF5DN6i37Bw4q2U5UzM9JBGlPbGDu66+gGUvBAnnrcF1aoSkRczoeSTmR7aIaMqVqaM/iWa6iPPFyHgeXi/ko69mTvtK6R1hdysEO+8+/QBX9dmNTPTFVnbL+D9v6KhODZrGkmSsKoeNmxeiiIbJNIWyorEIqVwcNy2bGT359Htl3D8nMeYPvqcw7Z0zVB6/5U1xHMfJMcbJa3kMH3sz4+oP6eT5vyM9lgFFkUnJv2V+r0D7yYvLRxDY4eZxbJx+8MHdV1NMzfWpFIDbziUpK5nTtlNJBIipytIXVUx96CuLQgAMyeeSUv4RHIL/sjZp/yJ4nyRfd+bFe+9QX7+fwFoCR/HnCnnZnhEh05udhF5uT9GM2RK82r57wu/HtT7pk38AgZQmN3Eth0fHPB1Laq5vta90bA/6WQKu9Vcl/N5C2huXwNAZ/jIq2wyEh3QT/vs7GxycnKQJIkxY8aQk5PT85WVlcXJJ5/MBRdcMFRjFQbJDM6sJtr2U+oarmVn6wpaoknebZ3Iy23fYe7oq7ly4SeZmIHgjGEYLH9uFb/54m289fgyDN1g4vyx/OieSzn1q4uw2oZ+cSuWSvG3lcu5Zck7BBNxTiyu5XdzXmeMdw+SpCI5zkHy3oikHp41fz9KkixI7svIzzmdEo+HM0vfIhV5mt8ueYtYav9dmNX+ElqNTwMQCj3BZ66cR06Rj86mQM8O8jcfW0oyPnCpDH9xDsmYhWjMXARtDm3q89j9gzTmfxv/U+7MYjdvmC3q4V3u5GgWCz9PY/132dH8Em3RKOs7q3ix5SLGV17H9xecf8QGZ8Asb/aHb/ytp2zg/LNnc9GvPofdaRvwvWsa69ix99eM9e7CY3NSWnwtsvXIW9wtzV2MM+sSJKDI8iqvb/4beaV+zvnemQC8eO/r7Fz3YT8GSZLIyT4XWZEZO7UFqzPKe8+vHvT13F1BmmCnGYxPJFv6Pb47EVHC/E13Jk1MMxcY4imxUUXo36j845k//s9U587K9FBGnEggwv/96D7C0U5OuGQjbjeE9SpmVX8/00M75LyOfHILr0CxqkyeWM/zr/2FYHv//WmyXLk0B8cA0Nj2/AFf02Y1M2kkDHSj/0ycWLg7SAN2i4fGVnNBoDOce0QtFgvDb/boLzFn4oXIsujr0Zu6bQ28s/ZPjK1pRrZYKCq7BvdhXubxf8mywpyZNxNPO8jNCvPa0usGVfbR6TwJgBzfWlLJwVV2+Chd786kGfi9clfTbFX1sGnbuyiSQSxlpapUBKmFgyfLMqefcB3VZQP3Hz1aNdTV0RL8LVZVozVUzCkLfpbpIR1yk8cdT3voVACK8l4eVH+aqvLxNLabJZHXbn7wgK+pquZ6gzKITJr2zha6V2N8vlx0faf5H0bFAV9XOHAH1HnzD3/4A4ZhcNFFF3HDDTeQlfXhbnar1UplZSXz5s075IMUBscwDEitIhJ8lI7wBgKJOGld5f32SQSkxZw2djbjcvMyOsbXHnybZ+98BYDc0hw+fdnpjJ09atiuv7GlmTtWLKc1GiXLGubSiesZm9WELEmgVCO5voakHlmlaiRJxnBeTLbkRlWe4CTe452WBDe+GedH848j27Fvz5/jRl3Ako1vUurcS2Pw//jS9Zdx+6V30dHYSTqZJhKIsvSplRx/fv//1v3F5gNFR6sXd1accGwrcFKvx/b0pEmmu8bclUnzkSCNYRjYbGZ6ut0mFkIPV7o6ibZYgg2BSvYmF3HS6OM5/wgtadZNS2u89M83eOVfb2HoBl6/m/OvOJvxcwaXLvz27o20tvyB8Vm7cFsdlBb9FNl65N7cVxWey1atk0T4EfL4N6v3jmXmySew+b1trHplLQ/84jF+eOe3evqVTStdyBtrS/HbdlN5Yh3vPrOSEz4zf1B/p9w+c9Ey0mnFMAxSWlu/x5uZNAaSZGAAcndAWe7KwJFEuQKhf2KBu3fRUIw7r3qAtsYW5l2+iaKCBEnDw/iKG4/Y7LRRBcfybuCTqNp/mHPiWh788z18/ZpL+527SgrPxIhvpLhgG20trfjzcgd9PZvFnO8MA5JaHFXpe4NAJBTC4tEBGYfVRyJl9hZMa6JnkiAMlZbaNh555CYWnrIFWZHBeyEV/pmZHtaQ8DkL8eRcTjr0G8ZUb+Xf//4z551/eb/vWTjrM7y78kHc9jhvLXuUE4+78ICuqRtmYFDTBi53pqjmMVZrFo0tH5Dvg86wH1kRwUVBGCqBjk6Wrv4eZQUhoik7s6bdjKoenlVtBnLq8VfwzGtrKfTtpbnz9wQC08jK6j8gb7ceDzxIlmcVuqYd0HxksdjQ0qDIA2fSdAbM51rNkHFY3bicTQD4vCJIPRwOKEjz5S9/GYCqqirmz5+PxXJkPjQdbszgzMqu4MymnuDMivbJhOXFnD5uNmP8g3+IG0pzzpzJ0qdWMP/sYzjuvLko6vDc6MRSKR7buJ7nt20h19rOuZU7OLm0EbfFACxIjnPBfhqSdGTeeEmSBM7P4pHcVEr3o0hrcbQluP71BD9aeAIlng97vHjtdty+r6ElbiARX0VB8U7Oufx0Hr3lKWLhOOlkmtcffof5Z8/CYu17DvAXmT9k2mqdlNWAltrV57Ef9qQxgzSy3LVwYHyYsZNOpXE4zP92OUWq5eHKZS+l03YTY8vzOf8Izprp1rCziYdu+jd128xyf9NPnMynv3s6To9jgHdCIp3mP+ufo0S+l1GeEC6rg9Kiq1FsR/4O/FHFF/HBjlqU9BKSodtpCo3l3O+fyZ6NtbTVd/Do757ii9edjyRJqLKM1f1JlNRfmDCrniefbWb76l2Mmj5wNqTdZUdRZWJBGxhgDBCk0XWDj/6VlSRzwd3u6DB/tYuGsoJwoMKdEf52xT9p2N3AMd/ZxKiaADo28vJ/QpZz6PsTZtKsmu+wdN1abNZtFM56kTeemMEJ5y7o8/gZE07jzWV/xmWN8s67/+KsM/tf1Pwou92BuTfcIJmO4bT2XTo2FGnD6QFJAofqxmo1f4Y57aJ3kiAMhc6WAP+862YWnv4BsiIRt5/MgqqvZHpYQ2ramNN5/p238dveIa/4v6xZOZepM4/p83i7zUl7aDxO/2raQ68DBxik0c3n/LQ2cEUIi2puFHTYs+loWwuAli45oOsJgjB4sXCMF9+6jMriZtK6Sm7+T8nLPrI2T3+UrCjMmf5rNm6+CL8nyItv/JTzz/pLv+9ZcMwXWP3Bo3jsMd5b8xxzZpw56OtZLQ7iscEFaYLhVgASKSuhUAc+l5npPaqq7/lZOHQOajvf8ccf3xOgicViBIPBfb6E4WGWNXuPSOuP2Ft/I7vaVtMaS7O0ZQpvBi5n0fir+d6800ZMgAbA5XVy1X2Xs+izC4YlQNMcCfPPNau4/Pn/sKf5OS6sfJofTX6esyvqzACNOgYp61dIjjOP2ADNR0mOM3FmfYPK7Gzm5G1lgf9Zbnz9RTa3te5z3PzKOWyLzkU3DOqb/8rs0yYy6xPT8GS7aWvsoKMpwHvPre73Wt2ZNC2bzLnCSi16d62g/9FT7qyrEa4s7R+kSUSTuJzmf2d5RJDmcLawcipTC4uO6ACNruu89tA7/OEbf6NuWyNOr4MvXns+X7jm3EEFaJpCIR5a+UfGWf+CzxrC6yihovQWVPvR0bBZkiQmVf6IFAU4lQib9vwC2arwhWvOQ1ZkPnhzA+8+837P8TPLTqczlYPdZVBxbD1Ln1ox6Ou4spzEujJpJKOz3+MNw0CSDYyucmeypKJpGl63efPq94kFTEE4EIHWIH/53t007Glg1re2MG5sJ0hWPDlXU36E7iD/KEWxML7mBgzFRXFekA1Nd9Kws6nP42VZIZwwm8empSUHdC2r3UZaMx/9Ulqs32MjMfN5LqWrSMhke9oBKMqfckDXFARhYK317fzjr79iwWnvoigQVY9h3tirMj2sYbF4zrUE4nk4bSm2NfyWWLj/uam86AwAinJ3EAx2HtC1uoM0ut5/kMYwDKwWM0jjcuV8GKR2iHs8QRgK4WCI/770TSqL96AbMhbnd5lYc1ymhzXk8v2lWGzfAAkqi9fz8uv/7Pd4l9NDc4fZx6iu6YUDupbF0l3ubOAgTTTWCUAiZWPj1mVIQDRpo7Ro+CogHc0OKkgTjUa59NJLyc/Px+12k52dvc/XUDjrrLMoLy/HbrdTVFTEF7/4Rerr63teX7NmDZ/73OcoKyvD4XAwfvx4/vjHPw543kQiwWWXXUZubi4ul4uzzjqL2traIfkMh4phGBiJdwm3XsHe+p+zq/0DWqM6S1qm8nbguyyeeDWXz/0ENTn+TA+1V0MdnDEMg42tLfx+6Ttc/+rDJEL/4pLq+7mg8i3mF8Up8mQh2+Ygea5G8lyDpBQN6XhGGsm+CJv3u1T6cpnp38vpRc9x89svs7Ozo+cYWZKYVvF1Akk3yVQzTa33c873zqC4pgCPz03TrmZeeeDNfusHZ+V5UVSZwE4XGJBjbacx1NHrsf/bk0ZR9g/SRCMRHLYUSOCxZ7ZsnyD0Z8+mOv502T945v9eQkvrjJ87hiv+8W2mnjC4HjLv1W3n7U1XM9P3IlbFIC9rIWWltyFbjq6HQ0VxUFX6M8BCrmU772z9C+XjSjj9a4sBePLPz9G02+wh47RaSVo+gWJRmDC/lg1L1hPujAzqOm6fm0S7DcMwUAn0e6yhG8iyQVeMBllSaG/pwOeJgQTFhRMO+vMKwtGmdmsDt196J62tjSz43nomjG8HScXhu4Lq/L6zSY40fncprtxvIasys47ZwSP3/L3f+6uJYy4ACUoLGti5o+9+f//LYlVJawqGAdoAO8ljSTNIk9at7Ny9EbsljW5IjK6eMejrCYIwsMZdzdx71y9ZcOq7qCrE1GnMm/CLo6Y0pkW1M2bM9WiGQnlhM/9++uZ+j58+cTGhuBOrorF05SMHdC1dNys3DDT/pZJpbF1Ns50OX0+QuqxIzH+CcKgFOwM89/q3qC7bhYFEWr2IWZPOyvSwhs38medS12rOLbLyAM3NDf0en521CIAc72bS6f77C36UzWZuEpUkA13vvy9NPG7Oeam0jeauTMLO8MjZ+H+kO6if/ldeeSWvvvoqf/nLX7DZbNx5553ccMMNFBcX889/9h/9O1iLFi3ikUceYfPmzTz++ONs376d8847r+f1lStXkpeXx/3338/69ev56U9/ytVXX82f/vSnfs/7ve99j3//+9889NBDvP3224TDYc4880w0beCGSpnSGniNPfW/ZHf7OlqjOm83T2NJ6HucMulqLpt7CtXZR2e/jpSm8dbuXVzz6gs8+P691Fj+wbdGP8LJxZsY57dR46/B6/scku8PyJ7LkSwTjuid/P2RbHOwZF1Bha+AKTnNnF/+DH977zWiqQ8n+hp/EW2cC0Ao+B8UuZEv3fAZcktzSCVSbF+zmxUvrunzGrIsk13oIxywY2g2FEmnMbCl12O7y52lu3rS9GTS8OFNdGeoe2ephNc2MgOQwtGtoznAA794nNu+/Xf2bKzF5rRywZVnc9EvP4c3xzPg+9O6zhPrXiLS+hPGerdiV62UFHyd/IJrkGT3MHyCkcfnGo0z62IAcqVnWVP7JsdfMJ8xM6tJJdLcf+OjJLuCu1PLziFmuHH7khRObWTFC6sHdQ23z0mywwoGWKUgut73DiNd786kMcmSwt66TciSgaYrZDtFKQxBGIy1b23kz5ffRSjVyok//IBRVSEMyYYj+ypGFy7K9PCG3cTSTxJVZiFLMPrYJbz04Kt9HltVMpW2YC4SsHrDY4O+htVuIZ3uyqTR++/JkEqbQe60ZmVXrZm12BnxYre5Bn09QRD6t23VTh554jqOPW0FigIxy2zmT/wtqnJk9mDoS3n+JCKGWbanvOINVi7rO0tQVhQC4UkARONvH+CVzOdN3eg/SBMPx3DYzGfSzkArVkUjrcuMrp5+gNcTBKE/dXv38tLbl1BZvBcdGc3yLRZM/2KmhzXsTjn+RoIxNx5HnDffva7fY+fN/DTxlAWXLcG7K58e9DVslq5KHl19CfuTSJmbFtOanWR6JwCaJkp6D5eDCtI89dRT/OUvf+G8885DVVWOPfZYrrnmGn71q1/xwAMPHOoxAvD973+fuXPnUlFRwfz587nqqqtYtmwZqa5F5YsuuojbbruN448/nurqai688EK++tWv8sQTT/R5zkAgwF133cUtt9zCSSedxPTp07n//vtZu3YtL7/88pB8jkOhNTWerQE3b7dMY1n4+5w+5WounXMSlb6hyWIa6YKJOE9sXM+PX3qUNbv/j9Pz/85nKl5iVl4bo3JyKM9diCfnR0i+PyA5Po0kH51/Tv9LskxB8V5NaVYhVe5WTsl/lH+8/7bZ46jLCWPOZVekkqSWYk/DbeSW5PD5n5yLLz+LzpYAj9/6dL8BTX9hNiARipqR90C0ryBNdyaNeUOsKl2Rfj4MGgUiZpAmlrSiKAfUTuuIILIJR654NMGzd77Cb750O6teNXebzDx5Klfe/R2OOW36oILBm1rqeOL9n1Oj/J5ceyduWz6VZTfjzTrnqA0md6sq+BS6OgdJMogH/khzuJHPXv1p3D4nDTubefqOFwHIdWXRaRyLYlEZd/xelj2zYp/5rC8un4tUu1nuTJZ0wsm++9IYum5m0nRRZJXmjm0ABKPeo2bnqyAcLMMweOmfb3DvdQ+jlnVw+hWrKSmKk8KNP/8XjC44PtNDzJhpo68irWSR54uwO3pfv2XPdMxScIpl1aDPb7FZSKUVMAzSAwRp0noUAM2wEoxsBSAaP7L7AwnCcHrnv+/y2vs/Y95xG1AUibjtOBZM/DWKcnT2/F0067u0x4qwWTR2tf6+37JnNRXmLvsi/x7a25sHfQ3D6C531v/u82CoA1kyQILW5h0AdISye8oFCYLw8X2w+l3Wbv0W5YVNpA0F2f5d5k39TKaHlRFOuwev99sYQEXRZl55ve81dZvNQUunWV2jsW3wa9bdmTQAiWT/ZSXTWhgAw3Bg7yr36HGKUmfD5aBWE9rb26mqMhvyer1e2tvNdKiFCxfy5ptvHrrR9XP9Bx54gPnz5/f0xulNIBAgJ6fvrJKVK1eSSqU45ZRTer5XXFzMpEmTWLKk7x0ciUQio314xucVEbT9hDOn/IRvH7OY8izfsF5/pNgT6ORvK9/lN6//nXTodr5ceS8nFa1itM9gdG4FxXkXYPffiuz9MZJ11lHRc+ZASZbRqFk/o9hbRoG9nQLpYV7YvrXnda/NRlb210jrKrH4WsLhN5h87HhOv+QkFEVh26qdvPFw3/9W/MXmv79wu/lrMrmj1+O6gzTJuLmzSZHtAKhSCq1rV3skZvbNiSfsH+cjH7ZENuHIo2kay55eya8v/COv/ust0sk01VMq+N5fv87nrv40vry+mzJ3C8TjPL7mflobv8sEzxKsikG2Zw4V5X9GtY4fhk8x8kmSxMTKH6ORj0sNs2HXL7F7HXzu6nMAWPLf91j39kYAxpZcgC5bySkII7m2s331rgHP7/a5QJOJJc2H72C0sc9jDQOkjwRpZEkmmtgNQCwpNgAMFRGkPjIE20L87Yp/8vw9r1K4uIFPfXsN/hyNuJFHeenvKc2ZmukhZpTH7icr/1IUVWb6zN08ev//9fmzeOrE80GCQn8rW7esHdT5LTaVtCZjAGkt0e+xmmE+wOuGDdgLgCyXD/qzCIeWmAOPHKlkikf+/DB12m+YNnUvikVB83yW+eOvR5aP3mdVWVaYOPa6rrJnLfz76d/0eeyksQvoiHhRZINl7w8+m7A7SGMYAwRpwuZmHd2QiUTNXeTxpOiHmkliDjxyGIbBCy88QHvkGvzeENGkg+y8XzB70qcyPbSMmj31DOrbu0oqKvfR0tL382hu9onmr74tpFL93891s34kyJxI9B+k0Q0zSKNrNnI8nQBUlM4a1HWEj++ggjTV1dXs2rULgAkTJvDII2Y90KeeeoqsrIEXpQ7Wj3/8Y1wuF36/nz179vDkk0/2eezSpUt55JFH+MY3vtHnMY2NjVit1v366BQUFNDY2Pc/iptuuomsrKyer7KysgP/MB/TOeMnUeoduj/rkcowDN5vqOfmt1/gsff/wFj193yu8mlm+vdS7nUzOn8Oefk/wJLzJyTn55GUwkwPecST1HLc/h+R7/IyPmsnG2sfZHv7hzvJF1TOYkt0Prph0NTyfxh6lLO/cyqjpleh6zr3XvcI8VjvPxxyinwAhBrMv6uKvqfX4yzWrhrBaR1d11GV7iBNmmTXAkU8ZQaDE6mBm64fiUZSNmGmA9UjweYV27n1kr/x2O+fItwZJbckh6/c+Bm+detXKB1TPOD7NV3ntR3v8uaG7zLWfh8+awiHNZ/y4msoLroBSfYOw6c4fCiKi/KSnwIqedatvL3tb4ydPYrjL5gPwKO3PEWwPURldilN6dkoqsKYE/ew7OmVA57b7TPL90RiTvPXRN+71w1dh66Gi7ohIcsKBs1dr4ld5kNFBKkPf5uWb+X3l9zB9g3bmHLxFk46ezs2h0LImMykmjvI9VRmeogjwvjiU4goc5ElGLNgCa888nqvx5Xkj6Y1lIcEfLCp7+ehj7LYusqdGZAeoNSF3h2kwYbLaW6SyfaOHfTnEA4tMQceGVrr2rjj1zeRO/kuqsrakCx2bP4fcsyob4pMXKA0fzwRvbvs2Zu8/27vGwFlWSYaMzcyxZLvDf4CRtfm3gHKnUViZqmflKaiKHUAWNWqwV9HOOTEHHhkSMQSPPT4VWT7/w+XLUlH1M+4cX9lXOX8TA9tRDh54fUEY268jhivL+277Nmc6WcRT1lwWpOsWPPCoM5tsVnQdLM6R3KATBows6mRkyiyTjKtMqry6N5INZwO6m7gq1/9KmvWmL0orr766p7eNN///vf50Y9+NOjzXH/99UiS1O/XihUreo6/8sorWbVqFS+++CKKovClL32p11Im69ev5+yzz+baa6/l5JNPPuDPZxhGv+Vlrr76agKBQM/X3r17D/gawoGJp1O8uH0rN73+T9bv+jUn+2/jlOKlVGfFqPDlU1VwDr7836JkXY9kW4gkHV21fD8uSR2F338RHquNEwuX8eDq/xBOmjewsiQxs/JrtCe8xFNtNLbeg6Iq/PDOb2K1WQi0Bbnje/f0et7uTJqOreb/j2xLCx3R6H7HdfekAbMvjSKbi6V2JdkTpBlbs4j20Bfwus85ZJ/7cJXpbMKREKjOlMZdzfz9x/fz9x/dR+OuZhweO2d/51SuvPs7TFo4flClyba0NvDY+78kO3EDVa5d2BQr+TnnU135d1zuhUd9ebO+ZLvH4cz6CgC5PMWa2rc57eITKaouIBKI8sjNT2IYBuX5F6BYVMqqOti7fRnhzki/53X7zPkmFjP/LcVTnX0eq+sGkmKWwNANGUWSsFjMoLZVHTg4JxyckRSkFg5MMp7kP7c/x51XPYCR38gnfvI+02e0oloUEpZzmTPmZhxWEZT+qJljryIl+/B7o2zvvI/mPS29HqcbZskzi231oM7bE6QBkqn978X2ObdkBnEMXcXnCgEwqnL2oK4jHHpiDjz8rXh5NQ8+djVzTnsVrytBUsmnqPz3TCw9I9NDG1EWzf6w7Nn2pttIxnvfCFhefBIAhTl7iEbDgzq30dOTpv9Mmljc3HyWSlvJcpv3ePm5kwZ1DWFoiDnw8Ldj22aeefXLjKpchgQ0hSZy7Nx7KMipzPTQRgyXMwuv91sgQWXxJl5/+5FejzNLnlUC0NDyxqDOLcsyab3rHjDZ/0Yduu4BZcm8V+wI5SArR2+m53A7qCDN97//fS6//HLAjGpv2rSJBx98kNdff70neDMYl156KRs3buz3a9KkD38g5ubmMmbMGE4++WQeeughnn32WZYtW7bPOTds2MCJJ57IJZdcwjXXXNPv9QsLC0kmk3R0dOzz/ebmZgoK+k5ptdlseL3efb6EodEajfLA2jVc89L9GMEbOav4X8z0b6HQZaU6dxJlhZfizvsbsvtiJLUy08M9rEn2UynKOQGHKrEo71nuWvlGTxC0xl9Am3Q+AOHgM2jJneSX53HmN09BApY9tYJ3n31/v3P6i80stdpNBhbZik1JUhfcv+RZd7kzgFQihaTkoUgSPmuIYMK8Oa8qH88nFn2d4+cdnbVKYeRkEx6tgepUMsUd37+Hze9tQ1FljjtvHlff/12OPXcuijrwjUswHuOJD/5FU/3lTPS8jU3RcTunUlN5B/l5X0OSjs5SfgeiquA8dHU2smQQC/yB9ngbX7jmXBSLwqbl21j61AomFEygITURSZGoPH4PK15Y3e85XV2ZNLFIV9nFdGffBxtGT08a3ZCRJQlVWcDelqmUFYk08OGQ6SC1yCQcvG2rd/K7i//C2/9dSuWnd3H2t9ZQkJcihQ9n9s+YWf11sXu8F05rFr78byCrMjNm7eLRe+/tdVPalPHmppVCfwt79mzd7/X/ZbGqpNPmz6p0aoBdlN1BGiOOBESTNooLqw/sgwhDQsyBh5dwZ4R7fvt3dseuY+6CzaiqRMw6mxkT76Ike2KmhzfiyLLCuNE/QUemsriBp575a6/HTZu4mGjShlVNs3zV4JpnS3T/e0n3e1w8YQamdR1ctjgGMG7U3MF+BGGIiTnw8GIYBk89fQd7Gi+lrKABzZAJa5/h9OP/JDbp9GL21DOpbZ0CQDJ9L5FI73+/PM5jAHA7Nw/63Jpu3gMmU/0HaWTZDH5aLZGu44sGfQ3h4zskT0bl5eWcc845eL1e7r333kG/Lzc3l3HjxvX7Zbf3vmjV/bCSSHy4u2L9+vUsWrSIL3/5y/zyl78c8PozZ87EYrHw0ksv9XyvoaGBdevWMX++SLnLpO3tbfzx3SV89/lneGbLZlriVkpdIQrcWYwqPI3Coptw5PwOyX4KUlfWhfDxSJKExfMNirzV+KxhytVHeGbrpp7XTxpzNtvDNSS0NHsbb8cwDM77wSfJL88jEU9y342PUretYZ9z5hSZi//hjjgJwwx8tof2/0EiyzKK2hXZT6RBzseiKPisIVqioaH6yBl3uGYTHq2BaovVwomfP5ZJC8dxxT++w1nf/gROz8Dl94KJBM9t/A/LNn6TMbZ7ybYFsVtzKS++morS3yCrpcMw+iOD2Z/mKjT8uNUQ63b9mvyKPM64xNxR+dQdL9Ba105O9nkoFpVRE5tY9fpbvf476dZd7iwaMm9cNS3Q63GGYWAY9Nw5GUjIksTpiy/jnNNuY/KEBYfugwr7GSlB6qM5k3Cw4tEET/zhGf76g3uJ2fey6MerOfbEOqx2lTCzGFf9d6rzF2Z6mCPa+JLTicpTkGWD4hlv8t4Lq/Y7pqxwLK2hHCRgzYanBjynoipomjmBpQYI0shKdzkgG3VtZbQHKg70IwiHmJgDDz9r31rPXf/3Y0Yf+yDlxZ0Yqh05+xIWTBQZhP2pKJxCR/xYALLznmHvjp37HSMrCu0Bs3l2W+fbgzxz14Yqo/8gTTJlPnsayHREPHSEvXg9fS/2C8NDzIGHn4b6vTzy5MUUFj6Ey54kEPORk/8bFs35ttik049F864jmrST7Q7z/Gs39XrMjCmfQjcksl0hNm0duLw3gN5zD9h/kEaVzXtACQPNkLDbag5g9MLHdVj8y1i+fDl/+tOfWL16Nbt37+a1117j85//PDU1NcybNw/4MEBz8skn84Mf/IDGxkYaGxtpafmwREBdXR3jxo1j+fLlAGRlZXHxxRfzwx/+kFdeeYVVq1Zx4YUXMnnyZE466aSMfFbB9EFTE+/W1mIYBhPz8/nu3EWMr7yB3KK/Y/V+F8kyTpQEGgKS7MKdcwUFbh+jvXvY3vAgm9vMWuQem43snK+R1CxE4xuIhF/C6XFw1rc/gcvrpLW2jXuufYhY+MMHf7vThivLDKIlEmZ/oHhiW6/X7s6mSSfTIPtRZQuKpNMZbej1+CPB4ZpNeDQ77ry5fOXGz5JX6h/w2HAyyQubnmLJhm9SJt9BsbMRq2IjN/tcairvxOU+XsxjB0FR3JQW/xQJmXzrBpbvfJxjz53LqOlVpBJp/vXLx5laeAztWikooJRsY/vqXX2er7vcWaTDvCXStd53LHUHevSuer6KpKP3E/wR+ne4BqmP1kzCwTAMgzWvr+fmL9/OkueXUXPBDj51+WrKS+PoshPJ/R3mjfsVLpsv00M9LEysvhJDcVBaEGDZ+ruIBPcvUZZMmzvxk9r+QZze6JpZ7ied7v8BXep6QLc7q/jUJ+7n06f9/UCGLgyCmAOPXMH2EPf+/k42tP6M+SeuxWbViSmjqKr5K9MrPy8WJwfhhDk/Jpz04HEmeHPFr3v9u56TZQb7s73b0AfRQ0TGLL8tSf2XO0ulzbk2kcrilOOf5oR5vZccEj4eMQceuQzD4Nln72bDtq9RXbodJGgOzePYuQ8ypuKYTA9vxPN5c0kbZs+lkvxlbNi4f+8tf3Y+zZ3m+trmHc8N6rya3h2k6b2MZDela6OO03E+Uyc9zXFzvzLYoQuHgDrwIZnncDh44oknuO6664hEIhQVFXHqqafy0EMPYbPZAHj00UdpaWnhgQce4IEHHuh5b0VFBbt27QIglUqxefNmoh/piXHrrbeiqioXXHABsViMxYsXc88996CImnsZtbi6hrZYlFNqRlGe5ev6rqj3PxwktZKcnEuIpW7nxILlPLrmCS5f8CW8NjsLK6fz8MrjmOx5habWf+Byzef4C+bzxqNL2bl2N3VbGnno1//hKz//bM/NTU6hj0ggSjpSAFZA29Prde0uG/FIgkBrkLxSP5rkB2qJJmqBI7MOem5uLrm5uQf13r6yCU888cSDyia84IILgA+zCW+++eaDGteRbjBBlWgqxds7XkaLPkaZsxacYFWs2F0nU5p/IbIiduN9XH7PRBodn4TYk6jx+2kKzeezV32KWy6+g72b63ntgbdxzp+PEt9D5ZRmlj29klHTe2/62h1IjgWVrmyZPoI0uvlvzkiY9weqnCaladjUw+JWasS59NJL+exnP9vvMZWVlT2/754vx4wZw/jx4ykrK2PZsmU9m3Xg4IPUH91F2dzc3G82tc1m67n3FD7UUtvGv//4DFtW7sA7pYPTzt1Krj+FoqiEjKmMr/gBPmdhpod5WMlxl6J4P4PReS8z5m/kybsf5/Pf/eI+x1SXn0w89BaF/jpCgU48PffMvesO0mha/0EaRTUf0FWL++A/gNAvMQceeQzD4O3/LmP1rruZuWArFkVHslgxXOezsPpiZFmsLwyW3eLC5/826fBvGF29iVdeeoyTTjl/n2NmTz+LNWvvwuOIsXrdG8yYemK/55SkwZU7S2tmiR+jK6hjsw2cNS8cODEHHpm2bdnA+xt/TVXJbgBCcTc5ud/jjJkHHjA7mi2adzHPvPoahb46tuz+HePG/Gu/vjAGk4EGZPmDQZ1TM8z3pwa4B1QVc4602Tw4HOI+cLgdFts4Jk+ezKuvvkpbWxvxeJydO3dyxx13UFJS0nPM9ddf37W4su9Xd4AGzEneMAxOOOGEnu/Z7XZuv/122traiEajPPXUUyJlcQTw2mx8bcasjwRohOEk2RdTkHMSNlVmcf5z3LXyNQzDQJYkjqn6Mi3xbGLJDppa/4Hb52LBp46hsDKfzuYA697ZxOsPf1jHNbfEzDhINZsL026lgVhq/x1MFRPMf3fdO94lOd98X+rIzaQZLJFNeHiIpVK8vOVFXl/7bYr5A2XOWiyKFbfnNEZV3U150eUiQHMIjS+9hBTF2JUYG/f8Fm+ul3O+ZzbgfeWBN7GEJ6NYVIqKA+zYuAYt3fsuS7vLjiRLpEJWMEA2em9AK8kSkgRa6sNbp6Q2QF8HoU+i5O2RIRFL8Nxdr/C7i/7Mzj0bmPbNDXzyonXk56VJSz4s3h8yb9zNIkBzkKZXfomYVI7NoqEX/pcdH+ze5/WJo48lmrJjVTXeW/3sgOczuh7Qda3vXZSGYSDL5nxpsYjFyaEi5sAjS8OOJv70i5sIOH7B3AWbsVkNYsoYyirvYPaor4sAzUGYPvZ0msMTkIC4dB/B9s59Xnc6PDR3mOtBe+rfHPB8itydSdN/kEbXu3tyiV6RQ0nMgUeWRCzB40/+ioa2y8wAjQRNodnMnf0g08aJAM2BkmWZ8aN+jGbIlOQ28vwr+/fnGldjPvfm+5rpDLbs9/r/0rsyabR0/5k0FtVcq3PaRVnOTDig7Z/nnHNOv693dnZ+nLEIgjBCmP1pvkZRYhspbTM11kd5cnM5nxo3kRp/AavrLiCPvxEKvkCe7zQWfXYBS55cTjyaIB6O8+ydL1MxoZTqKRXkFPkA6NjtIH+8jNcSoTZQz+jcfeubj55RzZrX17Nt1U4+8ZVFWCxFEANda8rAn8DIIrIJR7ZEOs3bu94kHnyYCtcucIFFsWBzLKK84EvIal6mh3hEkmUL5cVX0lj/Q/IsZtmzuSeex4YlW1j16lpeu/Vd5l1ZikfeTvakBnZ8sJvRM/ZvfC1JEi6vg2TYgmEYKPQepJFlGVeWk2gwjGQAEqT7WegUDo3ly5ezfPlyFi5cSHZ2Njt27ODaa6/tNUh9yimn9ASpARRFIS/P/PdXV1fH4sWL+ec//8kxxxyzT5Da7/eTk5PDFVdcIYLUg6TrOu89v5rn//EqoXCAijNqOWbhXhxOGVm2EJGOY0rlpaLvwsckywrVlT+mcc/ljK1p5qln/8qlE36Boipdr8u0B2tw+tfTEVoKfL7f8+m62vVrsp9jdBTFDNIoitgtnGliDhzZoqEYz9z/FCHXf5hzWh2SBLriwpL9FRaWnSdKm31M82b8jI0bvkxBdoCnX/otn//MvovvijwR2IOsbOr9BB/RnUkjMUBpNMm8tzMMMf+NBGIOHNkMw+DNN54ikLiH8pI2ADoifkpLf8CZM0X/wY9jVOVUNmxdSFH2mzhdT9Lc/Gny8z+sLjS6aiqv1LrIckZYvfZFTljwhX7Pp+vmvWNa6/seEMCqmoFspyPrY34C4WAc0F3DRxtk9fZVUVHBl770paEaqyAIw0iSHLizf0iBO5tqTx31LfezoaUZgFPGnsGm4FgSWpraptvw5LiYc/pMsnK9WGwWDN3gvhsfJdgewl9sZg407QmjYZb2ag1t3O96o2aYpYj2bKwlGU/itJnN1BV94F0BRzqRTTiy3bH8efLTN1Ph2oVFVnG5FzO68i4qS34oAjRDzO+ZAI6zALDE76MxWMc53zsdX76X9vpOdm0pQlYUKic3s3HZ1j7P48xykgyqGIAq7d/3oZsn242uyxiGWfZuoHRx4ePrDlIvXryYsWPHctFFFzFp0iTeeOONXoPURUVFPV+zZ39YKrOvIPWnPvUpLrjgAhYsWIDT6eSpp54SQeoBbFm5nVsv+SuP/O5JLGN2ctpPV3LcSXtxuRWiVJOdfwtzxvxEBGgOkZLsiSSsn0CSYOK893n10df2eT3LPQcAj2dHr/X596Gbi5SG3neAWUvrqKp5HlUVi5SZJubAkUlLa7z++Jvcfc93KZr2VyZPqENVZeLWOYwfew/TKi4QAZpDIMdTTEo5F4CKiqWsWbl8n9drKs0SZ/m+JsKRQL/nkmVz/pOl/oM0ktw9P4r5byQQc+DItWXzWh5+8mIc7lso8reR0lXaY2dy4oKHmFAjAjSHwinHXUVn1IPLluDNd3+xz2uSJBEMmxuf24P79635Xx9m0vQdpEmnUli6gzROEaTJhAPKpLn77ruHahyCIIxAklqOP/dbxFO3cGze+/x77eMUz/8KPruDvNyLiceuQY5tJRJ6jkWfW8CyZ1Yiq+Zu81B7mPtvfIyTvngcAO2NnRhKGejNhKPb9ruWvygbX76XzuYgO9ftpWpiGQ2AW+0kkkzislqH+dMLwuAcWzWdnY3jmZSXT0XBl1Eson/WcBpf+jXWbH0Pm1LHpj2/5bgJv+ezP/40f7viXtY+bjD1aonCogDvvLAa+ESv53B5nbTttoBhYFXipLUUqmLZ7zh3tht2NpNKK1gVjbQuyp0Nte4gdX+uv/56rr/++n6P6Q5Sf1R3kPr222//uMM8KhiGwb3XPsy6dzbhHh/g+B/toLwkjGpRSRjZqO4vcUzRGWJhcgjMHHUpK9YuJcvVzsrg/cxomIm/yKyhP33y6WzdcjfZrjDbd6xjVM3kPs9jdAdpjL4f0LVUGlnVAVBVUe4s08QcOLIYhsH6JZt45a27GT/nA46piCErEhGjnPLSy5iRK5piH2rHzfg6L739OjnOBjbt/SOTpv6zJ5twbPVM3ljqwG2P8f4Hz3PcvM/0eZ6ecmdy/+XOunvWfNjDRsgkMQeOPB2tbbz41m8pLVpOTalmljYLjmf21KsoyKnM9PCOKHabC4/7EtB/T3nRepYtf465x5zW87rHNR3YgNO+Y8Bz6V0lb7V+NupEYxG6O/C6XGKzVSaIpyhBEPol2Y6jIOd07KrCSQUvcNeKV9ANg+Mqp7ApcgK6YdDSdi++PImZJ09FlmX8xdlYHVZ2fLCbD17fAJhBGpu1BgA9vWv/60gSo6abpYi2vb8Di6UQVZLxWUO0RCPD9nkF4UDNKCzm9Cm/o7r0ahGgyQBZtlBeciWgkGvZyPJdjzFqehXHnTcPqdnK9nrzBlMp3kpbQ0ev53BlOdFCKoa5Lkko0d7rce5sFwBpzbx9Epk0wtFEkiTchVZmfHsdZ39jDVWVMSSLg5jlTCaNuoeJJZ8UAZohYrM4ySn8JrIiM236Lh6/576exaZsbx6tQbP/38ZtL/V3Grr35/UbpEnrqHJ3kEZskBGEblpa4/9++1s2t1/F/JPeJccbI61kofovZeG0e6kUAZohIcsyo0ZdAZJEdWktzz57z4evKQodIXMneWvHu/2eR1HM/iYDZdLQVQ5NFkEaQdhHIpbg3//9AyvXf4HqsqVYVY32SD7OrBs4c9FfRYBmiMydcTb17WORgLbg/5FOftjfefJ4cwOi3xOgvnFnv+fpLnem6fv3h+6WSHz4bGuzib5cmSCepARBGJDq+SpFvgl4LHHGOx/l8Y0fIEkS86q/RGPMTyQZoLn1ThZ/YSGSBHs21nHi58wU16VPryAWjqNrOjatHACbVEda1/e7zqjpZsmzre/vBKUAiyJjV5K0RkTJM2HkkiQJVaTFZ5TfPR6pp+zZ/TQGaznta4sprspn29p8DAwqJzex6d3eS565vE4wZBJpc0Eymmjr9ThPthuAVLrrJlcEaYSjzKlfOIXy0R4sNisReSEV5Xcyu+YybBZXpod2xBtf/Aki8kQUxSB7wmuseWNdz2vJ1Bjz1/S6vt5uMroXHft+QE+n0iiqDhKosij3IwjdFFXBN7aO8uJOJNVKynUW0yc9wNRy0XtmqNUUz6IlYpauUl1P0N784X2a0z4NAIej/53kqmLe4ynyAOXOuoI4knxARWcE4YgXDLeQm/cUWa4Y0aSTqP5lTj72YSaOOiHTQzvizZn+E5KaSr6vnWdf+WPP9wvzK2gNmZnVH2x8vv+TGOacpvXTk6bnNQmsigjSZIK4mxAEYUCSZMWV/UMK3H7KXY10tD/AB02N1Pjz6JA/g2FAMPgq2XnNTDvRLLNRu6WehZ+egyRJtDV0kEqkSHX4kSUJv7WD+uD+i6Cju/rS1G2tJxbW0DDrYEbie4bvwwqCcFgaX3oxSUqwKQk27fktsiLz+Z+eS9uaPAwdCgsDbP1gZa/vdWU5AYglzAXJaLL3jBtPTleQJmUmgmtG3+nignAkcvvcVJZdQW7BH5k75lp8zsJMD+moMr76h0iqjcqSdl595x6SCTPYUphnNk/2+2rRtb4XICW6G2f3n0mjKOZGmu4eDoIgmI6f80NiluOpHnU388b9ELvFk+khHTWOPeZq4mk7uVlhnnvttz3fnzL+VAByPR20tNX3+X5FMe/xBp1JI4tMQkH4qLy8UoLRU2mNLGbOrEc5/piLRIB6mBTmVdIRXgxAlvcFmprqel6Lxsw1tGh8bb/nMLqW/w2jv0yaD0t5y7LYhJoJ4l+UIAiDIilF5PgvI9vuYH7eGp7Z8AjtsSinjj2VDcEJJLQ0uxv/wUkXHockwbq3NzH3zBmUjy9FliUadzXTuDuFJLmRJIOm4Ob9rpGV6yWvzI9hwI4PdqPLZtP1eKLvG25BEAQwFxMrSn6EWfZsE8t3PUZRdQGnnnYKO5py0A2DqG1lz6LmRzm9Zt+FeNx8IE+k+ih35jODOalkV+NFTQRphKNPac5ECn1jMz2Mo1Kep4q040wkWWLacWt55ZFXAJg2YTFpTcFlS7Bxa98lf+SuRtgSA/Vk6CYNfIggHEUKC8s5bsqN5LhLMz2Uo47HnoNhPQ+AyorlfLBqBQDFhVV0RsxNNOs2vdbn+61qV7kzef9qDh8lSeb8qPTSm1AQjnZnLL6S046/FrvVnemhHHVOOe4HdEaycNqSvLn8pp7vZ7mnAOBy1Pb7fl1Xu37tO0iTSpubeLpLewvDT/zJC4IwaJJtLvk5Z2FXVU7Kf5m7Vr6I02KhOPfzACQT68krtVIzzYzm71i7hy9edz6uLCeJWJI3Hl5KWi4DIBjd0us1Rvf0pdmJopg7dFPpxqH+aIIgHAH87nHgOBvoLnu2l+POn0f9zhIASsbWs331rv3e15NJEzODNMl0Z6/nd3eVO0smuzJpdFHuTBCE4TWj+hIS+PE4EuyJPUigNYjd7qIlkA/Ajr3v9Pnenkwaqe8HdFn+aGDG6PM4QRCE4bZw2sV0xAqwqhobdt7W05srFDWDZh3BNX2+V7WYQRpF7j9I/WEQR+wiFwRh5LBa7Lg9XwGgomgtqz54E4AJY04AIMcdoLW973UzSeruS9j3HJhKmRsQdUOECjJF/MkLgnBAVPcXKcqajMuSZLLrcR7dsIZjyqfTFM8nrWs0tL9GxQTzRrl2cz3Z+Vmc8JkFAGxesR1FNps7ppO9NzarmV4JwLZVO7Fai8xv6s1D+6EEQThiTCi9iCSl2JQEm/feisWqMq7yk4BEYVGIDe8t2e89PUGasHnzmu4jSNNd7iyZMBcxdV1k0giCMLysqgN/0TeRFYmp03bz1AOPAaBp5gaZVHpTn+9VpK5yP/1l0kiSiM0IgjAiybJMRcX3QILq8t28/upTANgs4wCwqn03zu7OpFEHyKT5MIFQLJUJgjCyzJtxDvXtVUjArrq/YRgGxYVVBKLmM+r6frIJja6eNLrRd8nblNYdpBGZ1JkifvIIgnBAJMmCM/sHFHryKXU2Ew3cz/qWZlLKTAA6Q29QNrYYgL2bzTJlU46bgMVqIRFNENhrNhdWjL09u58+atS0SgAadzWjaGa5MyutvR4rCILwv2TZQnnxlYCEX13PuvrX+cRpJ7GrxQ9Abeer+80nTm9XkCbUFaTRgr2e25Ntzl+JrgQaTQRpBEHIgDEFiwkzBkU20HJfoHZrA3k55n1YlqvvErGy3N2Toe9MGkURj4eCIIxcY8vn0xIahwS0x+4jnUpTVTofAH9W6z49FT7KZjXv9RRlgJ403YuT/ew2FwRByJQJYy7HQKI0r5Z3lj0JQChirr+1B1b3886u7MB+5jZJEveAmSb+DwiCcMAkJZ9s/+XkOBwck7uOlzY9hN1p3hwr2mZKRpuR/MZdzSQTKXJLcvDkuEkl0ux8K4wE+CzttEWj+53bleWiqLoAgI4d5vc8aoBQsu+IvyAIwkflesaRVE8AINx5F7qko9jmAlA2roFd6/fuc3x3Jk2ko7uhYqjX87p9ZpAmnZIxDAPDEEEaQRCGnyzLVFd8B8WiMGFsI889+RCTJyzCALzOKLtre8+mUbuCNP2V+5FkCQORTSMIwsg1ddIP0JEpL2zm+RfuY9zoWcRSVlRZ54ONb/b6HpvV7D8oYaBpfQequ8v86MYAGTeCIAgZMLpyBvVtEwHoDN+HrmlYVDObUFV39f3G7nJn/WRTK7IZyJElcROYKSJIIwjCQZGss8jPOQ+HqnJSwWss2bubpngeaV0jKq/Ene3C0A0atjeSU+TDk+1C0zRWvdqKKinYlQQNob29nnv0jK6+NKsiqLKMxxKlJdx7I29BEITeTCz7FmnDiUdt4f3d9zN75udAligpi/L0XQ/vc2xPubOADAZIeu9BGkVVcHjsaGkzSKOLII0gCBlSljOVEDNBguzRb9KxJ0xbMBuALTve6vU9qtKdSdP3TnJZluhONtT1AXacC4IgZEBJ7ljaIrPM/7D9m0QsSXvQ3ORX3/Rer+/pDtJgQKrfnoLdmTQiSCMIwsh0zNQfktYVCrJbefnNe6goMTcj+r0taFrvQZjuvoTQTza12tW7UOzUyRgRpBEE4aAprs9S5JuBU01xTNa/2RurAaAz9CZlYz4seWZz2MguyMLhshOP6ASC5m70zvC2Xs87aoZZV33T8nokybyhDsTqhvrjCIJwBLFZs7C6LwDAkngSt8VKQ6QEkAhbVtLRHOg51uG2I0mQDFkwMFCk3oM0YPalSaUUDAMMXWT4CYKQORNrLgPZQkVJOy+88ADRmNkTMBzd2OvxitzdOLvv4IvFZkHTzEfERGL/jGdBEISRYN6sH5LSVQqyA7z46t0YeiUAurGr1+NtNnNDjgGktL7v34yucmeGCNIIgjBCFRdW09QxGwDdeJLRVTNIawoWRWPz9pW9vkfqzqQx+r4HVGS161gRpMkUEaQRBOGgSZKKw/c9/K58Ch1tWGnAMAwUbRMVE7IAqO3qS1NQkY8nx00ilqRxjxWAWGJXr+etnlKBJEu01XcSS5m7QiOJ2qH/QIIgHFHGFV9AwijCpsRZv/evuLxzQIKicSGe+dtLPcdJkoTT6yTRYcUwDCz0E6TxudFSMugGBiKTRhCEzMl1lxNTFoIEuaPfJRUuAsCi9n7PZLOYG1/6K3dmsVlIpsxyF/FY7/25BEEQMi3bVUhnbB4Aiv15PI7RALgcjb0eb7PZzGbYBqS1vjNpunsy6LroSSMIwsh17DHfJ6Wp+L0B3lr2EO0hc91sT937vR4vS11ZMv31JRTlzjJOBGkEQfhYJMWPP/f72BSFyb7dtMQdpHWN7LENAOzdYgZpSscW4/K5SCVSNO1U0TUdLd17uTO700bZ2BIAwgFzQSGR7LsRriAIQm9kWSE/71sAZEtLcWcVICsyFdURlj61nMZdzT3HurKcpDqsYIBVjpJK9x6AcWe70Lp60mCITBpBEDJrcs0lSIqF8qJO2pvM0rA5ntZey13YbWbPQBm9z54MkiShpc0H+XgiPESjFgRB+PjmzbwUzVAoyAnQ2dEEgM8VIhju2O9Y1aqS1s3lr2Qf93gAhmHOf1q/JdEEQRAyy59dSHPnDACS2n+JJwsBiMa39Hq8JHWXO+s7k8Zu77pPlAzSafGcmwkiSCMIwsem2KbjcB2HJIFVTpo70bPWAdC8u4VELEHZ2GIURcbpcRCqd6KlNSxdmTe9Gd1V8qy9wfxhoqebhufDCIJwRCnzzyEmTUeSIB17BQ0LTqeGLT/E83e92nOc2+ciHbKgaWaZi0CsudfzebLdaCkFwzAwRJBGEIQMy3aVEJUXgAQFVVtJpmUsisaWHfvvpHR0PXwbBiS1WJ/n7F6kTCVFkEYQhJEr211IW/QYACyOJYTjdiRg09Yl+x2rWlXSaXP5Kx6L9HlOwzDLQhq6KPcoCMLINm/G5aR1hXxfe08bLYva++ZmSTKr2chy35k0WZ6cnt8HRU/ojBBBGkEQDonivK9iV234rHFUKYZV3kZuqRXDgLqtjZSONXvUSLJEZK8TLaWRbWmnPdr7DfDoGdUANGw2d4LKRu8LpoIgCAMZV3YZOirZlr0kdAeyLJEzLsi6dzaxe4OZ0ZeV60VCIpows/dCid7LZXhy3MQC5twmG63D9hkEQRD68mE2TYBQxHwI39uwYr/jXE5XVytYg0Sq70VKTTPPkUqJRUpBEEa2udMvQzMUinM7iMXNuau5de1+x1msKumufluxeN9lbSWjq3eN0XcgWxAEYSQoyCujqWMqAC7nbgB87jZ0bf9sGVXuLnnbd5DG4XT1ZBwGQyJIkwkiSCMIwiEhqwV4vadjYMUqJ0lqKUafYN7c7t1cj78oG4fbjs1pIxLwYKRBNeI0hvb0er7yCaUoFoX2XTK6bmCT2vvMuhEEQeiPx1GCYT0dgFxXAEmC8ilmqYtn/u9lDMMgK88LQCRm3sBG4r0HhktGFxJucKJrOjZEhp8gCJmX7SolbMwBwOuKAQbR+Nb9jrO7HCRSKoYB8XTf/WYMwwaAlhaZNIIgjGx+bwmtYbPkj8dlzlmp9M79jpMkiVRXKcdorLPP88ldC5lIotyZIAgj36yp30Y3JHK9QVRFw25Jsbt2037HWVQzm1pR+g7SSJJEMqUCEI7sXzZSGHoiSCMIwiGT5/88LqsHCQmbFCF/rJlqWbu5HkmSKBldhCRJFFYW0dHhREvrdEb2X0QAsNosVE0sI95sR09reC1BOmNiR6cgCAdnYvnFJA0figLZrhilFUFkVWLHB7vZvmZXT5AmGjEXJ+Opll7PUzGxjHitE0M3sEhhgvG2YfsMgiAIfRlf/VVkVSHHnUBVNBR5/2xAm9NGIqECBol+AjCSYc6HmtY5RKMVBEE4dKZP/jpI4HfHsChpbLbe7+G6gzTxeN9BaovFA4AsiUwaQRBGvtLC0dS3jQUkLIpZhWZP/Zr9jrNau4I0/WTSACS7sqnDEZFJkwkiSCMIwiEjyV6yfecS0xzk2MJk+fZgcyTZu6UOgLKukmeubBftLW60tEY4sqPP89VMryIasKOnJRRJpz1aNyyfQxCEI4+q2PH4vkzasOFzxMn2Rhl/QgEAK15YQ1au+VAeCZg3pul07zemDpedwpJSAmE7uqbTGuq9OaMgCMJwKsgaRSA9gWRaIdsZw+PYfw6zO60kkmYmTSLVd7kfVfEDINE5VMMVBEE4ZEpyx9AUGEUyLeNzxslyBXot95NOm/d4iX76bTnteQBYFJFJKAjC4WFUxYUAeGxJFFmjM7j/GpvDbm7Asaj991SNd5X+Dkd7L/0tDC0RpBEE4ZDyZX8ah60I3ZBxWMIUTGultbadWCTe05cm3BEhFc0DA8KdvWfSgNmXxjAk2jvMG+pgbO+wfAZBEI5MowpOI8ZokpqC3x3FNy4AwNq3NuD0dvWiaVcA0LS+M2SqJpfT2uZC13QC0b4DzYIgCMOpqvIrpAyVLHsSjz1Ce3Dfso02p41EUgUDUum+gzROez4AFqXvYwRBEEaSirLPkdJUvLYkdjVJQ8v+Jc80zcykSaX6DsBkZ5UA4LSLCg6CIBweJo8/lqbOAlK6TJYzjqbvv7nZ5cwC6Mm26UsqZWbcxPoo/S0MLRGkEQThkJIkOwW5XySq2cmxRShfYC501m1p6MmkadzZREHBRAAsRn2fvWbKxhZjdVjpaDd3rMcSIpNGEISDJ0kSFUWXEUtb8VqT2HM2kF3oIxFN0rjDvBENNnXdGumdfZ6nekoFnS1udE0nkdg9DCMXBEEYWFXuLDqTFaS7HtJ37Fqxz+s2p41kwqw1Hk/0Xe4n22suUjqskaEbrCAIwiE0seZEOqJ5pHUZrzPOrr37l/vRNbOkbVrre27Lz6sEwGFNkEonhmSsgiAIh5rTcQZJTcFnT2C17B9gcTq6MmmUNLqu93kew/ABkE6Lkt6ZIII0giAcck73ySQoQ5F0JtXUojpT7N1cT3aBD6fXgZbWKS2cDIDf3smuvb2nUiqqQvXkckLtDnRNJ5UWKZeCIHw8+Vnj2d1ZBUBV/lZmnjQFgI3LtyJJEG+3YBgGKoE+z1E1uZxgkxNdM9CSIsNPEISRw5//aRJphSx7km1b3t3nNYtVJZnsCtLE+57j8nMrAbBbEiTToi+DIAgjnyzL2Bynk9BkfPYEza3r9zvGMMwgja71nSVTlF+OpktgQGPLrqEariAIwiF1/Nwv0BZ2I0sGpbn7r5t5PDkAyJJBItn3vZ0imyVvkTqHYpjCAESQRhCEQ06SVEoLLiWpq+TYo+QsbqJ2cz2SJFE2xsym6Wy2oUgqVkVn2Ttv9nmu0TOqCbeZQRq0puH6CIIgHMEs8vkYQIErSPlCs5zi1pU7cLgdJDusGLqBSqjPLD+v34MUM8sBqXr9cA1bEARhQBPLziCUtKHKOlb76n1ekyQJXbcDkOqncXZJSRmJlIKhQ0PrtqEcriAIwiEzf/qFhBLm/KfIq/d73TDM+U83+l6gVK0WwjEnAPVNou+gIAiHB0VRaQvMBaDAE6Gped+NhFme7J7fB0O9914FcHSXvFVFydtMEEEaQRCGhMt9LO3JEmTJ4Lhjt7JzWy0AJV1BmtrNjSQxm3bvrV3V52JozfQqoq12NE1HMVqGZ/CCIBzRjpl0Fm0xBxLQnniE0jHF6JpOMpEi1W7FMAxsSpxYqu+dlsX+8QBYCRNOdAzTyAVBEPpnUW3sbqsGYEx5E8179r13MrSuIE267yCN0+uiM2zWJK+t3383uiAIwkhkUW3sbK4AoKqwYb/nS0U2gy8Y/febCcfM3g3tHdsP/SAFQRCGyNwZXyely9jVNMtXP7bPaxarlUTazKYOhlv7PIffZ1accDv6zrgWho4I0giCMCQkSSLt+CoSEmPy2mjKrycaivX0pdm7uR67txokkO0t7N3c+270klGF6OEsMMBmtKH3EcwRBEEYLKvdyoY9Zs+FAutKpp08DoBgaxAtpqJpCgCBWN/Ze6MmjCEQMftlNQfFTktBEEYOST8RgAJPlLdee37fFzUXAIbe/8N3LGbuuAwEdxz6AQqCIAwRq3UxElDojbDug337cqmKGXyRpf77baXTuQDEE7VDMkZBEIShUJhXQX3AA4Cs7F+tJp40K0gEQvv3rOlWWT4VAJctQUdAbJIebiJIIwjCkBld9CnaklnIEpz6yXWsX7eL0q4gTeOuZqyWShRVISc/wvsvfdDrOSRJorTY3LGuEqc92nfUXxAEYbDaaqeRNmS81gjOSXuRZIlIMEYqkSYSdwAQjDX0+f6qKRW0tbnQdZ3O0NbhGrYgCMKAqormEE5aUGWdgPQSWlrreU3GXKSUCPd7DsMwy12kU3VDN1BBEIRDbHTpCURSKqqss377A/u8ZrP4AFDV/nttWRTzeVWW+17IFARBGIn2tpjzV1VBA6FQ5z6vJVNmX65wpO/gS66/gGjCPG7nrjVDM0ihTyJIIwjCkLGpKnsSiwCYUdLI67tew5fnxe1zYugG6VAOiiqT4w/z/qtr91lE+KhR08YSjtrQ0zqB6O7h/AiCIByhcu3T6IzZsSlptPQLjJ5ZhWpRCHWEiUbNIE082XdQOK/UTzhgZvl1tG8ermELgiAMqKJ8DB1RJxIwftwe1i37sGSZVTaDNKrc/05yu7XMPE4Rm2MEQTh8lBZX0d51H1dUsJZo+MPSZk672RDbOkCQJstTCYDDJsrZCoJweEkmR5PWZVzWJG+9e/++r6W7nnHj/c9toah5r9jcLjYiDjcRpBEEYUh5vGcTTtlxWlNUF71CfShIaVdfmvBuB4qqUOiLEIhF2LS89+a0o6ZX0hlwoOs6wfCuYRy9IAhHqsryMTQF3BiGRLZlL5Un21AtKqH2CJGQmQoeT/W9y0iSJBRKAdASe4ZlzIIgCINhc9ho6Mgipcu47QlWbvj3h69ZcwCwKv33ZCjwjwXA62xH1/WhG6wgCMIhpFotNHZkoxsSOZ4oby55pOc1r8fsh2q3xPs9R1nRJACynCESyf4DOoIgCCOJw1ZMIG5DlXXS+r4lz3TN7MuVTPVf8jaZMks+xuK7hmSMQt9EkEYQhCE1sWgqO4LmbsxJeXW8tvUpSseavSD2rI8jSzZsVglLUZyVL/aeTplXlksk4gEDWpt7D+QIgiAciPyyPJraPAQTVlQphbNoOXaXjVQyRXujeXukpRv7PUdetrmI6VBEOQxBEEaWWMxLMGHDImu4cj8gFjYXGr12s4yZXY33G3wZP24Omi5hU5PUNom+W4IgHD4iMS/BhBWLrBOMfbhImZ1VCIBVSZNI9R2orqqcQDxlQZYMNm19d8jHKwiCcKj4vOWE4jYsik5hThO793xY8cEwzCCNNkBfQlUpB0CSRcnb4SaCNIIgDCm7aiEkzaEzZsdtTVAgP41ebjatrd3cQJICFFXBXRJl/dLNREP771aSJAlVNW+qYyGxY10QhI/PX5xNR4uLzqgdVUqRpaxn4pnmDWntBh3DMEDr/8Z0zOjZADgsUcIDpI0LgiAMp1Q623xIVw2qyltZ8Y650OjPKTIPMHQiyb7nLa/XR3vILHexfceyIR+vIAjCoZJOZxGO21AVjeL8XbS3mGUb/dn5aLqEYUAw1ncpR1lR6AiZpdFqG1cNy5gFQRAOhYK8UaQ1hZQmI2Gwav2jPa9JkgcAw+i/L2FB7hQAfO6+q0oIQ0MEaQRBGHIF/sV0xp3Y1TSF1mbqbEswgKbdzegUISsyhaM0tJTGB29s6PUcXl8VALIhflAIgvDxqRaVRDiHZFolmnYgSQYVi+pQLSoN63R03cAmNfV7jupxowhF7RgGbNn23jCNXBAEYWASuaTSCtGkFQnY3vQsADn5fuIpFcOASLz/fjOxuBnQCYQ3DvVwBUEQDhlJyiWeUknrCjaLxpIV5iKlJ8dDNG6WtG1u6X/jXyplVn5IJLcP7WAFQRAOofKSUeiGRDhhRZE1LNaVPa9ZFDP4rKrBfs8xfvQ8DMBli1PXKObA4SSCNIIgDLlJRdNojOTQEbPjUOJMyHqLZI0Tw4BE2PxBUViZBuiz5FlNzRx2N45BkmYP27gFQTiyqZq5ABlL2gHIy1pDVqmLtk2gpdLY5AjBeFuf71cUhVDc7O9QV7926AcsCIIwSA6bOb9FuuY3T84WYuEY2flZhMJ2DMMgGOs/W9BiqQZAlkQWsyAIhw+7tQiQCMbN+S+uvQOY1RkicbOiQ3vH7n7P4XaO6TpXw9ANVBAE4RCzWK2EYk4iCRuqYpCf1c7mre8D4Haa94Y2S/+ZNF5vDh1hLwBbd4iSj8NJBGkEQRhydtVCW3g8nTEHVilNljVM8YmNGECk0Uy5zMkOIUmwc90e2hr2L78xtmoW5535d8446UfDPHpBEI5UWTZzAVIyUsR1H1Y5zvSvSKQjMh0Bc6dlS2hrv+dwWI+nvu1EqisXDPl4BUEQBivbWwmArktIskRZYQcrly7Hne0iGLKDAR2d/S9SFhdMByDL3YauaUM9ZEEQhEPC5zHL16bTKgAleXW0Npn9AxMJNwDhSP9B6opSc2NgtqedZDI+VEMVBEE45KJxN5ou0xYy19o2bH0agByfOTc6bZEBzxGJFQDQEei90o0wNESQRhCEYeH3HodhSMSTCqpkcNzYTbSXGnRsVgDIsnVSPsv8ofH+Sx9kcqiCIBwlivIqSaQUMHQMZSYA42Y2AtBQZwZpgpH+U7xPOeGbnP2J65g4Zu7QDlYQBOEAFBeYu8AtSorOWC4SsKvpZWRZJhEzH9rD4f4XKSeMmUd962Islm8P9XAFQRAOmaK8UQCoSppwwoGq6KxY8xQAWtoHQCrV3O85xlRPY0/zFNoCZ5JKp4Z0vIIgCIdSKuUDIBI3s2EUdR0AJcWjAbBbUoQjnf2ew+uaz97mGRTmHTNk4xT2J4I0giAMi/mTj6Ml7CSQtOBQPbhtSUadtJetawMg2VEknepFZtmgFS+uNpt2C4IgDKGC8jxa2t3ouoHVaqZ/52d3YM83aNpjQdd1Esn+d5oLgiCMRMVFZV1BaNClGgBsno3ouo6hZQOQTvTfd8vpcHP2qdcyf/ankBVlyMcsCIJwKJSW1KDpEhIQjJUCEIwvB0CWzVLbkrR/5YaPkhWFc0+/nTNP/iEup2dIxysIgnBomfOcpjsBKMhupqWlHn9OPsmuDMPahv6rRZx03EWcc/qtzJt11tAOVdiHCNIIgjAsstwu2tv9YEi0BsuxWSycMHYnW60txLV8APw1Sax2C231HezeUJvhEQuCcKTLLfXT0ebGMAxSWgcRrQhZlhhzGjTvtKClNAyt/53mgiAII5HVbiMUNXsvWK2lSBKUFraxbf02bKpZwkKWWjM5REEQhCFhtdsIRs3FSUUxgzS52btIJ1O47OamHIvSmanhCYIgDCmbpfs+L0lHxIssGaxc+18kSSIUM+8Nm1r6D9IImSGCNIIgDBstWQhAWzCG1zUBm8Vgyom7CEfMHZ0pvZbJx04AYOWLazI2TkEQjg7ZBVkEWlxgQDy6C8lq9l8YNz9B+3YVLa1jpTHDoxQEQTg40a4yF4lokmjajarorN30Mj6X2Y/LZW1H1/VMDlEQBGFIRONm9otF9pHWFTyOOO+vfp18v1kK0usIiPlPEIQjktdtBqcdthCR6FgAoon3zF9j5tpbILQzM4MT+iWCNIIgDBu71VwUsKmNFOZ9DaskM796D7vbkwDo6VpmnjIFgNWvryOdSmdsrIIgHPlkWYaYmckna/Xk+xYCUF3dQWCHhK7p2OQw4URnBkcpCIJwcNJdNckTySaiKbMOeUxbQ2n+eAzAqiQIJ0Q2jSAIR550OguARLKV1qC5YLmn6XVqKqdiYPbrag2Iyg2CIBx5CvLMdTe3I0JB3gIAcrx70TUNMLNs0qJaxIgkgjSCIAybIv8kANz2TlCr0KLjkIFs5y4ALDQwanoVnhw3sVCcPRvFDw5BEIaWUy4DwKG0UeqbSFJ34rDr+MfrdAYtGIZBa2hLhkcpCIJw4BQ5DwBJasWfMw8Af+5eCkqL6Ag5MAyDhvaNmRyiIAjCkJAw5z/daEVRzEoNirIDnz+bjpBZ7md37epMDU8QBGHIlJWMxQAUSaekaCxpXcZlS7Bxywoc9goArBaxSWckEkEaQRCGzfixkwknrOiGQXtgMx7758CAMncbMik8SgeRZJSiKnNne2tde4ZHLAjCka4wu5JEWgFDozO2h7g0AUVVGHVsisZGO1paIxDdnulhCoIgHDCntRgAq9rJuOqTQZbI9UWob9hBIOAFAxoa12V4lIIgCIee3WqW2VaVTqrKjgMgP6eJeDRKKJIDQGv75oyNTxAEYag4nS5CMQcAbe11tAbM9bXte98g32+WP/O6OkTJxxFIBGkEQRg2uQU+mjuywIDde9+nZOws6hp9pNMSMhqSZNAc2oS/2LxxbqsXQRpBEIZWQVkerZ0udN2gPbIDr/sYAMbPCNNSZ0NL6cQSezI8SkEQhAOXk1UJgMsewmPPIRD1A7Bt79sk4+YDezQiMgUFQTjyZLm7MqWtIcZUHUMibcGqaqxe+zqGYQZwEokdGRyhIAjC0InG3QC0d+5C00YBkNY2MqZ6Froh4bAkqW3YmskhCr0QQRpBEIaNJElEorkABEObcLgdpBJVgEQkrgAQCL9LTpHZzKy9oTNDIxUE4WiRV+ans92JoRtEYnuozDsOw5AoyI0TDcjomoaRFjXLBUE4/BQXmbslbWqSSKKTpG7WKE/qm7Apo7pe25ux8QmCIAyVwvwawOzJYBg67SEzs7Ch9V28jvEAuOyitLYgCEemVMrsyxWNNVCQOwcAv7cOl9NDe8h8bcuOdzI2PqF3IkgjCMKwkgyzcSO6uehZUmLWSNe1NBigJ1aSW9KVgl7XlpExCoJw9Mgr9RNodWHoBslkLW5bNmGjAkWVcfo0dN3ARp1IBxcE4bBTWFRMNGEBAxpbtpKdNR0Ar6+BsvyZAGTZ24mngpkcpiAIwiFXWjIaTZeQMWhq240ijwNAUrYzpnIhAD5XgHC0I5PDFARBGBKGYa6paXoLUyeeiGZIOG0Jtu1cSzRmBq2DYdGXcKQRQRpBEIaVz23u6nTZWzAMgxkzTgXJvIHWtRR2qQ5HXhKA9sbODI5UEISjgSfHTazDTAfXEmbwWLVOR7Eo5BUnSaZlZC1IS2hTJocpCIJwwKw2C8GI2SC7qWU740YtAgnys4NkZeUQiNgxdIOte5ZneKSCIAiHlt1h7+nJUN+4laICMzDt87RQXllDIOIAA9ZvfSuTwxQEQRgSFtUsa6vIHTgdbjpCZrWanXuXY7OO6jpGlPQeaUSQRhCEYVVdPhXNkJDlBOlUI3ZbFuFkProuE4hYAQhb1wAQCUSJRxOZHK4gCEc4SZKwaWZtcistABTnHIskSYweFWXnLjdaKk1Dx5JMDlMQBOGgxONeAILhPWS7iogkXEjAnqbVdATMErS1tWJ+EwThyBPr6snQGdzNuFHzAXDbE+zavYVAuACApub3MjY+QRCEoeJxmRVs7DYzWzqWNLNnwrFNVHZVs8nNaiYWj2RmgEKvRJBGEIRhNX5MJQ0BD4YBdQ2rAbC6JgIQCksYhkEytRJXlhOAtvr2TA1VEISjRLa9AgBVipJIdlKUNZ647sVmg2CHipbWScRWZ3aQgiAIB0HTzJ2TqVQTAOFEEQAd4fWgmdnNGKLchSAIR55kypz/YvF6nHYP7REfANt2L0WVJwCgyJszNTxBEIQhk+83+xC67RF0XcduGQOA1VLLhLFzCMftqLLOqrUvZnKYwv8QQRpBEIaV1WalM2jeMDc2fwBAQf4xyIqEqmpoKQ0HW8ktM8tztDd0ZmqogiAcJQqLiglEbei6QWt4O7Isk5InoVgUbHYNwzCwGdtIpWOZHqogCMIBUSWz3IWE2edPlqsAUKy1lBUuACDH3UgiFc3MAAVBEIaIhB8A3WgFIBbv2kke3cjoysUA5HqbicQCmRmgIAjCECkrMTfiWJQ0HYFmyorNko853lZ0Q6cjWAZAU+vSjI1R2J8I0giCMOxSSbO0UDy+E4CS7NkoqoLPGactaEVCI3uaebPcWicyaQRBGFr5ZX7aO10YukEwtgsAj2smkiyTm5+iI2jFSKfY0yZuYgVBOLy47CUA2C1mc+zc7CmA2Zdh6uT5hGI2ZHQ27ng9U0MUBEEYEjaLWdJMVcz5z2qpAUBR6xg/biaBiBNZMli17vmMjVEQBGEoeL0+ogmznUBtwybGj55DWpexKhrbdqzGZp0EgM26PZPDFP6HCNIIgjDsbJZKAKxqAwAOWy5ppQBJkmhptaNrOtkVewFob+jI1DAFQThK5Jb66WxzYhg60bg59/g945AlicK8OFs2etDSGm1B0VxbEITDi99nZs647WF0XWdU5WwAstxRIpEQLW3mzvLa+jczNkZBEIShkOUxy9k6rCEAcnPMEmceVweSJNEZKgegtWNZZgYoCIIwhMJdfbnaOnajqhYCkSwA6hrXM2H0KQDkZrXS1tGcsTEK+xJBGkEQhl2+fzIADmsAQzfLaxiWMSiKTCqpoKU18nL3gmSInjSCIAy5vNIcQi1ODB1SyVoA8t1VaKhYrNC2x4Ku6xjxNRkeqSAIwoEpKx6LAShymlC8BZ+7gIRmRQK27nwfmzwNALtF9KURBOHIUpg3CgC3I4Kua9RUTgfA64jR2taE0zYNAJdN7CQXBOHIk0x5AYhE6wGIJXIBCEV2UFUxgc6IGwlYtfbpTA1R+B+HTZDmrLPOory8HLvdTlFREV/84hepr6/veX3NmjV87nOfo6ysDIfDwfjx4/njH//Y7znb29u57LLLGDt2LE6nk/Lyci6//HICAVGTVBCG0pSxE+iI20kbBuHQFgDczskoFgWXK0E4ImNTE3jGBGkTmTSAmAMFYSg53A5SIXNnESnz35WiKET1QiRJRktYMQyw0UxnpDaDIxUEQTgweUV5BCN2MKChZQuyLBOKmr0BW9o3MXXCmRhAlqOTupYtmR2sIAjCIVRWOhpNl5AxaGzdgd9XRDRpA2DHrveZMfkMDMDnCrCrdn1mBysIgnCI6VoOAKm0mSkjYWZP65jPu8HwaABCUVHSe6Q4bII0ixYt4pFHHmHz5s08/vjjbN++nfPOO6/n9ZUrV5KXl8f999/P+vXr+elPf8rVV1/Nn/70pz7PWV9fT319Pb/73e9Yu3Yt99xzD88//zwXX3zxcHwkQThqFRfm0NRpLoju2fu++b3sWSiqQkl+mB27czAMnYLJbXQ0BdA0LZPDHRHEHCgIQ8shmX0bbFIbum7OObpchiRL5JUb7G3woqU19rS9nclhHpVEkFoQDp5qUQlFXAC0tpm7xVNaPgCxxF4qa2qob8kFA9Zteipj4xT6JuZAQTg4doedUMwBQF3jVgCCUXPRsqV9M4WF5TS2m/Phus3/zcwghQGJOVAQDo5FNec3WTar03hcZglch60VgAL/8QD4s3aRTqcyMELhf6mZHsBgff/73+/5fUVFBVdddRWf+tSnSKVSWCwWLrroon2Or66uZunSpTzxxBNceumlvZ5z0qRJPP744z3/XVNTwy9/+UsuvPBC0uk0qtr7H08ikSCRSPT8dzAY/DgfTRCOOpIkEY7mAk10BjcB4HWUkzK8WK1tBDsc6GmdqrGtbNOq6WwO4i/KzuygM2wkzYGCcCQqyqkhrUuoRopQvJYsZwV2WwVSSiKvPMGO9R4qikMEA8uBz2Z6uEeVRYsW8ZOf/ISioiLq6uq44oorOO+881iyZAmwb5C6rKyMJUuW8PWvfx1FUfqc/z4apJ4wYQK7d+/mm9/8JvX19Tz22GPD+fEEYcgl4llAG5GI2XNLVUqBtajWZiRJIpmYALxJOvV+Jocp9EHMgYJw8KIxDz5XlM7AbgBSqTyggUTKnA+19GTgFTBWZ2yMQv/EHCgIB8flNDNnbBZzzbqkcDKhAPhcQXRN45jpp/Hu+3/GYUmyYs0LzJ15ZiaHK3AYBWk+qr29nQceeID58+djsVj6PC4QCJCTk3NA5w4EAni93n4XJ2+66SZuuOGGAzqvIAj7kowSYD2Gbt4gS5JEWq7BZukEA5IpA392FFtRlPaGjqM+SPNRmZ4DRaBaOBKV1RTTGnBTbI3QFtpKlrMCj3MMsYhEXn6YVU+NgpPrsWqb0PU0snxY3kIdlkSQWhA+Hl3zAztIpZsA8LqqAXC7zJKy1SUnYfAmud56wrEO3A5xzzWSiDlQEA5eKuUDmojFu8vZ5pkvSOb8N77mDEKhV8j3NdHe2UiOrzAzAxX6JOZAQTg4/uwKUnFw2cMAlJeNZX0AVEWjta2B/PxSWjorKMvbRn3za4AI0mTaYVPuDODHP/4xLpcLv9/Pnj17ePLJJ/s8dunSpTzyyCN84xvfGPT529ra+PnPfz7ge66++moCgUDP1969ewd9DUEQTB7XWACcthYMQwfAbp+ELMuU1sTZXZcDhkH+tDba6kVfGhg5c+BNN91EVlZWz1dZWdmgryEII1VRdQFtrS4MXScU2wlAgXcckizhc8dJN7mIpVQUI0Zt+6oMj/boNRKC1MFgcJ8vQRjprIq56KjKbQAU5o4DIMsZQdc0pk1fQHvIhYzOyg/6vrcQMk/MgYJwoPwA6IZZ3sfpKADAooYAGDtmBm0hLxIGKz54IjNDFAZNzIGCMHhlxeMBcFiTBEJtOO0eYkkrAPVN2wDwOOd0/boJXdczM1ChR0aDNNdffz2SJPX7tWLFip7jr7zySlatWsWLL76Ioih86UtfwjCM/c67fv16zj77bK699lpOPvnkQY0lGAxyxhlnMGHCBK677rp+j7XZbHi93n2+BEE4MDVlk0hqMoaUwkibO5sKsmYAUFoYYO/mHHTDoGxsK2317Zkc6pA5XOdAEagWjkSFVfl0NrswdIhFzSBNlsNPXDd/xrvLY+zek4Ou6extfD2DIz06iSC1IBw8n6cSAKfVrLVfVmI2ilVknabWWlRVJRA0vxcIvZmRMQr9E3OgIBwcu7UrSK2Ym/6yPObfWYctApjVHCJRcyEzFns3AyMUBkPMgYJw4Pw5BUQTZlBmT+16AKIJs09he6e5hjNr2qdJ6zI+V5i1m97JzECFHhkN0lx66aVs3Lix369Jkyb1HJ+bm8uYMWM4+eSTeeihh3j22WdZtmzZPufcsGEDJ554IpdccgnXXHPNoMYRCoU49dRTcbvd/Pvf/+43Ii8IwqExZVwV9SEvOtDctBaAXM9YNMOO3aYT63SCAaVFHbS21fd/ssPU4ToHikC1cCSyO21osa7dlskPA48puQQkyK5KEGw0my3q0SVip9HHJILUgjB8Sgq7s5cjJNMxbDYH0aQNgIbG7QCUFpwGQJ53F5GYaJw81MQcKAjDIyerBgC3vROAwvyuco/2KOmk2Si7psIs8VOQs4f2zpbhH+RRSMyBgjA8QlFzraapbTMAiaQHgHDMXGPLzsqjsc0MNm7f/d8MjFD4qIwWWszNzSU3N/eg3ts9IX+0L8L69es58cQT+fKXv8wvf/nLQZ0nGAzyiU98ApvNxn//+1/sdvtBjUcQhAPjtNloD2ZT6eukofEDCktPQ5YVElIVTjZSMcVJY5ubQn+ImHN9poc7JMQcKAgji0upAJZjl5sxDANJkpDVciTpA7yFEbLip5HS3sNh6aCuYzVl/hmZHvJh69JLL+Wzn/1sv8dUVlb2/L57vhwzZgzjx4+nrKyMZcuWMW/evJ5jhitIbbPZBnVuQRgpysurWbVBwWbRaGjbRkXBZKJxF05rgo6AucB0zMzFvPrObWS7Iyxb9SiL538tw6M+sok5UBCGR0XZJOobwGWPEYkFKMqvorEeFNmgrmEnFRVjmDJ+AS+95SHHHWL5qoc4ddFlmR72EU/MgYIwPBL/396dh0dZ3vsffz+zZ98gCxB2DDsoaouCiuJGbbGFaisoHi2tVEC7/ISeHsW1tae1Rz229hyL2losYkFrrccdUARBURYR2QyLEEiA7Nts9++PgaljWCWZJ5n5vK5rLsnMM0++dyb5mMz3ue87kAvsp75+JwChcDawk0Bwf/SYVN8oYAdZ6RsIh0I4nE47ShVsbtKcqFWrVrFq1SpGjRpFTk4On376KXfccQd9+vSJhvKGDRsYM2YMl1xyCT/+8Y/Zu3cvAE6nk86dI5vD7d69m4suuog///nPnH322dTW1nLJJZfQ0NDAX/7yl5g1JTt37oxT35gibao5UAiUUt+wNXqfxzsQmjdS1KeGj1d0omBkLVlddthXZDugDBSJjy55JYSMhdMEqG/aQ3pKV1J9vQk1WOQV1JHXVMi27QX071PG5m0L1aQ5BWpSi8RPWlYaVXXpFORUs2fvBnoUDMEfyAQOUtdQBoDL7aa6diA56e9RX/82oCZNW1IGisRHly492LrdQ6rXT+mu9Qw+bRQNzSmkeRvZW7GNHj1Ow+F0Ut8wlNz0d/AHVgBq0rQ1ZaBIfDgoADYTNofeH3LkHXrkX/s+n3vW1azbMJ/MlHpWr3uds06/NP6FCmDzcmcnKiUlhUWLFnHRRRdRUlLCDTfcwODBg1m6dGm0i/3ss89SUVHBvHnzKCoqit7OOuus6HkCgQCbNm2ioaEBgNWrV7Ny5UrWr19P3759Y56naYsibS/V1xcAt3N39L5OmacDkJO+h7qdxWCguGs5NVVVdpTYLigDReKjR58uVFSnYcJh9tdtBiA3vQTLYZGfV0v1/hoczZGfKZ/1AeFw0M5yk8KqVat45JFHWLNmDTt27GDx4sVcc801R2xSX3zxxdEm9d69e6mo+NeSJbt376Z///6sWrUKINqkrq+vZ+7cudTU1ESfFwqFbBmrSFuqr49soFxVHbkwJmyyAAiG/vVz0qvrOAAKsndSWbsfsZ8yUOTUWJZFTf2h5X4qNgL/2pOhquaz6HED+kwAoDB3D/sq9HdQe6EMFDk1qSndAfC4I00Zn6/g0Mc10WPS07PYdzCyrPfOspfiXKF8Xodo0gwZMoQ333yTAwcO0NTURGlpKY8++ihdu3aNHnPnnXdijGlx2759e/SYnj17YozhggsuAOCCCy444nOMMTFTK0WkbXTvfjoGcLvrCDYfAKBL9jAMLnzORvoN7U91gwe3K8jG7YvtLdZGykCR+OjSp5CDB9IIhw019Z8CUJDZlzBOPO4QlbWfcc5ZE6hvduNxNLBx55s2V5z41KQWaR3hYOSP8lAo8qak09n50CNV0WPOGHY+B2szcFhh3vvgmThXKEeiDBQ5dc3+yJXj9Q2R5X4CwUjTpqFxX/SYASUjqKjOwcLw/rr58S9SjkgZKHJqOuf1AyAjJbLfYFZ6NwBSvHUxx2VlnA9AXuYnBIOBOFYon9chmjQikpiG9TuN8voMQg6LPdtWAuBweGg0kW5/4enNbN6QDQYOVL9tY6UikgzyuuRQfSADDNTVRK4297i8NIUiGyzW+8vo2b8Hu3Z1BwM7d/3DznKTgprUIq0jzdcTAI8zcmVxqi8fAPfnrqR0OJ3U1Q8BwB/Q713tgTJQ5NRZVqRJHTaR5R0NOQCEwrEzBv3+Mw49vjKO1cmxKANFTk3vHkMBSPH4Kd+/i86dIjNm0n2NhD83a2zkiG/RFHCT5mti+fvP2VKrqEkjIjbKT0tnb33kSs7P9rwXvd/l6Q+Aw/0p5ZsLAUhzf0I4HI5/kSKSNBwOB45gEQCh5n9dRRc49Md8s3UAy7LISR0DQLZvI82BhvgXKiJykroUDAIgM6WScDhEVlbkgpgUb33McUP6fwcDFGSXseOzj+NdpohIq8tI7QlAiifSlHE5I3uhWI7KmOPOHHZNJP+yKvhky+p4ligi0iays/Kobogs8bht+/t0K+qDAZyOMGXlO6PHpaSkU1EZeR/uQOXLdpQqqEkjIjayLItgOPImQVNga/T+nIzhAHjMNvI9w/EHHaR46thTtd6OMkUkieRlnQZAimtfdM8Z69Af8w5vDaFgiAtGX0lVXQouK8AHHy+yrVYRkRN1Wt/hhMIWTivEnv1bKczvCUBGSgOBZv/njhtG2YHIBTIfbnjajlJFRFpVz65nApCdVoU/0ERaauSCHK+nNua4bl36UnYgMkPj461a8lFEEkNtfWTJx/2VH+P1pNDQ7ANg377SmON6dr0SgKK8UioO7IlrjRKhJo2I2Co7ezAAaWll0ZkyXbLPACxSnVWUnF/M5s2ZmLBhy6f/Z2OlIpIMBvQZQVPQCSZAdcM2ADy+ArAgNbuJ6v01pOdkULE/cqVR5cHX7SxXROSEZOZkcrA2sg9D6Y73KezUCyxwOgx79u6IOdbtHA1ARuoHMUthiIh0RH16D6Ip4MJhGbaUriY789CeDL6Ws6HTUi4CIDdzrfZlEJGEEDZdAAiEIitFNDZHZtZU1uyMOW744DEcqM3C6Qiz8oO/xLdIAdSkERGb9e11FiFj4fL5qdi+EQCvO4PGQ/8jcRXuZcfaQ+sGN79vW50ikhz6De3FnoosTNjw2b5I5njc+ViWRXpWE5X7Ipsu9u56BQCdMrZzsKbMtnpFRE5UfX1kH5qqmo24Xb5/XUlZEXsl5aizJ+MPushMqWflmhfjXqeISGtyulxU1uYCsLtsDYX5fQDISGmkqbEp5tjRX7mGxoCHNG8Ty1Y9G/daRURaW2ZqPwBSPPsAaA4c2m+1MfZvWIfTSbP/bACczhVxrFAOU5NGRGzVL6+QvQ25hB0We0r/tUmj5YosOWT5PqVqQyeMgSxfBfsqt9tUqYgkg7TMVGqqIntl7d+/DgCftwDLYZGR8a8mzdlfuZDyqiwsDKvW/NW2ekVETpRFTwAcVmTmTPRKytrPYo7LzMxm78HIH/Rl5f9xAhZ2AABSTklEQVSMX4EiIm3E748s41jfuI383O4YLCxgT9mnMcd5vSlUVA4EoLLm1XiXKSLS6oq7DgcgJ6OKZn8j4XA2AMHQ/hbHnj38WkLGolPmQdZteDuOVQqoSSMiNsvy+TjYXABARfW66P0ZaUMB8DlL8VnZ7PwsHYzhw3Xa/0FE2pab3gA4wpE/3DN8RViWRWZ6E1XlkSaNw+GgqfEMAMLB5fYUKiJyEvKzhwCQkVJOOBzGH4xcSdnQuK/Fsd0Kvg5AUe5Wqmoq4lekiEgbSPH2BcDj3oXT6aKuKQWAffs/bXFs3x4TACjK286+8p0tHhcR6Uj69RpOU8CN0wrz0Sfv4HRE9qjBqmxxbFFBD8oO9ABg646/xbNMQU0aEWkHnO6+h/6xE2MMAFlpkSuYMpz7ycxNo/TjPAzQrCXPRKSNdel0OgDp3v2Ew81kp3bFsix83iCV+//1ZuUZQ76DATpnVrBt+3qbqhUROTFDBo0ibCxS3E3s3reFcDiynOyRrqQ8a/hlVNWn43KGWP7e0/EuVUSkVfXpPgqATpkVNDTV0nRoJmFN3Wctjh026Dz21+TgtAwr18yLa50iIq3N6XJxoDpyYfTuvStJ8UX+7XHVHvH47IxLAOiU/THNzY3xKVIANWlEpB0oKDwDLMjJO0jlvgMAZPkKMAYMYbIKnRzckE9Dk4dQKFeb2IpImxo+dAQ1TV7CJsyeA2vJ8GYTMB4Aquv/9cd8r5792XswsnzGuo0LbKlVRORE5eTlsb860pj5ZMsSXM7IlZSWo+WVlA6nk/rGEQCEw8viV6SISBs4re9w6pp8OCzDug1L8AczAWhsLj/i8cHgVwHwuFfob08RSQCRvbjCZjNZGV0B8Hnrj3jkuWdNoL7ZR4rHz1vvalnveFKTRkRs1z1vIP6wG4c3zGeffACAz+2jORyZhp5eBMHyDDyVv+Rblz+Cw+m0s1wRSXCdu+RRfiAbDGzf8S6WZdEUygKgwcT+MZ+d/k32Vl7B6K/cZEOlIiInp6GxJwD1jWtJ8UWazO6jXEl5xuDJGMDpClBXVx2nCkVEWp/D6aSypgiAfftXYQ7NJAyFDxzx+K+OuI5Q2EGKt4k95dvjVaaISJsoyDsLgJyMMvKyiwFI9zUesQnt8fg4WBPZfqCmXqtFxJOaNCJiu145uZQ1diJsWZSXrQbAsiz8JrJWujc3hIVFU12znWWKSJKwLAt/UzcA6us+ASDsyAUgZB2MLssIcN453+HrF/8/OuV2jX+hIiInKTt9OADpqTvIyozkXKrvyFdSdu92Gtm5D3H5mOdJT8+KV4kiIm3C6SgBwLK24nJ1AsDhOHIDunNeF1zef+erI/5Ot6I+catRRKQtDBl4AcGwg1RPM3UNkdxzOsKU7999xOPPHvYDUjN+xYRx/xXPMpOemjQiYrsUt5v60KE3RIObo/eHiUxD9+X6I49VHflNBBGR1paZNgAAr2sXAE5P58jHGQ001jXZVpeIyKkYNuhSDJCVUofDEflTMD2lkaA/cMTjT+s9PH7FiYi0od7dzwOgc9Y+PO7ITBq3+8gzCQHOHHYxXm9KXGoTEWlL6WkZVFRFZlDv2P0WDX4vAGXlnx7x+G5d+jKo5Ktxq08i1KQRkXYhNXNQ5L9Z+6ivjjRjjCNy1aY3IzKDpq6qwZ7iRCTpDBpwPgBpvhqqq/ficudjWZCW3Ux1RY3N1YmIfDn5+YVUVEf2oinbuwEscDnC7N673d7CRETa2KCSr1LXlILLGaKpuQKAtKPMJBQRSTTGRN5zs6wNNDSlAlBVvcvOkuQL1KQRkXahc/YQLIdFXud6tn8U6eY7HIeucEppBKCuss62+kQkufTr3Y+K2kijeO36l/C6O2M5LNIymqks194MItJxNfv7AeAPrKehOXIl5b6KUjtLEhFpc5F9aXoBEArtBCDN14i/WTOkRSTx9etxMQD5OWX4A5EmTV3DXjtLki9Qk0ZE2oXuOb2oD6USdsG+T98HwOWKXOnp8UVm0NRpuTMRiRPLsqg9tMF2Zc1qUrz5WJZFWnozVWrSiEgH1q0wMlOwc/YuGpojf6RX1nxmZ0kiInGRmX42ABlpewgbCwvYU77D3qJEROKgf78zqWlMxWkZLEdkmdtAcL/NVcnnqUkjIu1C9+wc9jXnYyyorPkIAI87slG3x3OoSVOt5c5EJH6yM88AIC11O6neAizLIjO9iapyLXcmIh3XGUMupingxusOgInc19ikKylFJPGNGHYFIWORnVZHc8AFQHnFkfdkEBFJJA6nk6rayGxCn/vwe2uV9hUkLahJIyLtgsvhIOjsCYDx7cLf5CfF0wkAjyuyzFldZR3GGLtKFJEkM3zQ5RgLstLrqK+oxXJYeNwhqg9W2F2aiMiX5nK5qajqDoDbFdn3LxA6YGdJIiJxkZPVmfLKfACcjjAAVTW77SxJRCRucrNGApCXWQMYXC5dfNieqEkjIu1GesbAyL40XWrYuXE3ad7OAHid9YAhFAzT1NBsb5EikjQKcgqoqI00i7dvewd/2ANAbWOZnWWJiJyyVN+ZAGSmRq6kdFi6klJEkoMxQwBI80X+rmxq1kxCEUkOXz3jm/iDLjyuEB53AJ9X+z63J2rSiEi70SljMA6ng+zcBnZ+vJkMXwEAlhUgNcsJQL32pRGROGoO9gWgwf8RfpMJQGNYa/eKSMd2xtBvYIAMXzNORwi3u9bukkRE4mJw/28CkfxzWCGCmkkoIkkiJSWd8spehEIOMrwB0nwNWq2mHVGTRkTajR653ajyZxB0WhzY8wGZviz8YTcAmcUWAHVV2pdGROKnMD8yJTw35zMCh5o0QUeVfpkVkQ4tP68b+2vyCYYcpHn9pPp0JaWIJIc+PQZzoDaHUDiSf5ajyu6SRETiJjNjNMGwgwyvH48zSGWVlvJuL9SkEZF2o0t6BvuDRQA0hLdiwmH84XQA0iOTaqir1JsIIhI/g0+7kDAOMtKaCPojvzZ5Mhqpr1bDWEQ6NsMIgmEH6V4/6b5Ggv6A3SWJiMRFs38YwZCDdF8Aj/ZkEJEk8tUzrsQfdOGwDF5XkD17t9pdkhyiJo2ItBuWZWF5+oIFmV0q2VtaTpDIleupnUOAZtKISHxl+jI5UB/pEoeaarAckJrZTFWF/qAXkY5t6MBvEgo7SHUHcTuD7Nm3w+6SRETiYkC/KwmGHaS5A6T69DudiCSPtNQs9lX2JHBoNmHF/lK7S5JD1KQRkXYlPXUADqeDgm7VbP9oJ2ErCwBfduTqzjrtSSMicWZcAwBwUYVlWaRlNVNVXm1zVSIip6a4sIT9tZ0iS/74/Ozdu83ukkRE4uK03qdTXp0DQEFWDQ11uhBQRJJHRuq5BEJOMnx+quvUpGkv1KQRkXalW+5wQpYbb3qA8u1rsRzZAPgy/ADUVapJIyLx1aP7GLAgN6MOMKSnN6lJIyIJIRAcRuDQkmcHqnbaXY6ISNzUNgwDINPnZ9dnW2yuRkQkfr46YiJNASduR5gwm+0uRw5Rk0ZE2pXT8grY01hI2LKoC6zH6cwFwJvWCKB9IEQk7k4rGok/7MPpDONxBslIb6KqXEtjiEjHN6jk8JI/QWpqtSa5iCSP/n2uJBB2kOoJULprtd3liIjETXpaFjsPdAIgP+czm6uRw9SkEZF2xetyEXL1ByAlvwwTSAfA54s0Z2or62yrTUSSk8flpqqpD8GQg1SPn9SUANX7D9pdlojIKetdPIyDDakAeFN0JbmIJI8B/c6mqtGHBdQ2vW13OSIicVVdG1nSuzi3inAoZHM1AmrSiEg7lJ15Bg6nRVGPSmr2GQA8nkMzabQnjYjYILfTuYTDFqnuAGCoqdtrd0kiIq1iT2UXALrll9tciYhIfH12MA+Awjwt9ygiyaVvz/EYIMPrZ+1Hb9ldjgAuuwtIJqFQiEAgYHcZ0gG53W6cTqfdZcRNj7zTOVjvxpvup2nzfugCPnekOVOrJo2I2KCkx8V8uumPuBxhnFaI+pDezBSRxOBwnQ18TJfsOsrLy8jPL7K7JBGRuKhpOA3YRXFeFQcry8nNybe7JBGRuOjf7yvsLfWQ4fWz7bOFnD5sjN0lJT01aeLAGMPevXupqqqyuxTpwLKzsyksLMSyLLtLaXO9cjqzYVMhXTw7aajfDoDb2YzlDFNf3YAxJim+DiLSfuSm5vN+QyFdMitJ9QYIOasIh8M4HJqULCIdW78+FxFofAqvM8Ty95/l6+Nm2l2SiEhc5GSdQSC0BK8rxKoPFnLZRdPsLklEJC48bh97a9LJ6HyQ/JxP9D5bO6AmTRwcbtDk5+eTmpqqb3o5KcYYGhoaKC+PXLVdVJT4Vzc6HQ7C7v7ATtwpewiFLZyWwZvZTFNlCg21jaRlptpdpogkGafvdILhTaR5A3gzm6g5UEt25yy7yxIROSVdO53GZ9s85KY04g+vANSkEZHkUND5NGqb3WSlNNPgXwGoSSMiyWNfZT59Ox8kP6uWDRtXMHjgOXaXlNTUpGljoVAo2qDJy8uzuxzpoFJSUgAoLy8nPz8/KZY+65x7Flb1q3QprqK+OZ3MlEYyukBTJdRV1qtJIyJx17vHJYQOLCDL24w3o46q8ho1aUSkw/O609hfl05uSiM9ij6jqvIg2Tm5dpclItLmuncdyJaNHnJTm+iSt5Pq6oNkZSn/RCQ5BIIF1Pu34XKE+Xj7i2rS2ExrdLSxw3vQpKbqDWU5NYe/h5JlX6OenUYQwo03LUDAH5l9llYYeay+usHGykQkWfXIHUpdIBWHZSjsXk11RY3dJYmItIqDdXkEww5SPQHeXb3Q7nJEROIi1ZtFdWMagbCDFE+Adz/4m90liYjEjdNZQF2zB48zRKrvI7vLSXpq0sSJljiTU5Vs30NdM3PZ2xDpyljhZgDSO4UAqK2ss60uEUleDoeDiqZiALoW1nFwb6XNFYmItI5AKI/aZjduZ4i6phV2lyMiEjf1TVnUNnlwOUPUNy63uxwRkbhJTymmvtmNyxkmL6Oajz9ZaXdJSU1NGhFplyzLwrj6A+C2mgBIyYrMImqqa7KtLhFJbu60swAoyqnns01lNlcjItI6nI586po9uJxhCvJ20FCvC2JEJDn4gznU+yNXkhfk7qSuTjOlRSQ5dMrrizFOmoORLRU2lb5oc0XJTU0aaTV33nknw4cPt7sMLrjgAm699Va7y5BWUJT/FbAgO7WBcDiMyxsEIBgI2VyZiCSrbp0uwgDpngCf7fvY7nJERFqFz9eV5oA78m93kHdXv2BzRSIi8WGRT3PARTDswOMKsfKDRXaXJCISFz2LBwLQHHBiWWF83vU2V5Tc1KSRY1q+fDlOp5PLLrvM7lJaWLJkCZZlUVVVFXP/okWLuOeee1r1c915551YltXi1r9//+gxF1xwwRGPuemmm1q1lmTSu+AsQrhxucI4jR+31w9A0B+0uTIRSVaFWX1pDB56I7N4m83ViIi0jrzcXoBFfXMk3w7WvG1vQSIicZKS0hWwqGn0AVBVt8zegkRE4iQrI48Gv5f6Zg9uZ5hOmZVs+XSt3WUlLTVp5Jgef/xxZsyYwbJly9i5c6fd5ZyQ3NxcMjIyWv28gwYNoqysLOa2bFnsL3BTp05tccx//ud/tnotyaJzWjbl9QWEjYXH0YzLo5k0ImKvFE8KVf40AIpLKjDG2FyRiMip61oYufAoZByAoVPONoL+gL1FiYjEQW5OLwACocjbY/k5pTQ1NdhZkohI3NQ1ZhA2Tg7URd5H/Xjz322uKHmpSRNnxhj8TX5bbif7RlJ9fT0LFixg2rRpXHHFFTz55JMxj99///0UFBSQkZHBjTfeSFPTv/YJeeWVV/D5fC1mucycOZPzzz8/+vHy5cs577zzSElJobi4mJkzZ1JfXx99vLm5mdtuu43i4mK8Xi/9+vVj7ty5bN++nTFjxgCQk5ODZVlcf/31QMvlziorK7nuuuvIyckhNTWVyy+/nC1btkQff/LJJ8nOzuaVV15hwIABpKenc9lll1FWFrvXgMvlorCwMObWqVOnmGNSU1NbHJOZmXnCX3NpKWydRthY+JwBXO7ImwUBzaQRERvVBDpjAb17VLNr22d2lyMicsryMroRxoE/4CJkHKR5m1n54f/ZXZaISJsr7hJZ7sftDNHo9xxa8lFvUopIcvAHcgCoq88CwOXSTBq7uOwuINkEmgP8+7hf2PK5f/HSv+PxeU74+GeeeYaSkhJKSkqYPHkyM2bM4Pbbb8eyLBYsWMCcOXP43e9+x+jRo3nqqad4+OGH6d27NwBjx44lOzubhQsXcuONNwIQCoVYsGABd999NwDr16/n0ksv5Z577mHu3LlUVFQwffp0pk+fzhNPPAHAddddx4oVK3j44YcZNmwYpaWl7N+/n+LiYhYuXMiECRPYtGkTmZmZpKSkHHEc119/PVu2bOGFF14gMzOTWbNmMW7cOD7++GPc7siSDg0NDfzmN7/hqaeewuFwMHnyZH76058yb968L/31ltbRtfCrhJteJsXtx+2KNAK13JmI2Cng7ELQbCXVE+TDtS/Tve9Uu0sSETklDoeTuqZ0Mn017K/KpSDnAGXlbwLfsLs0EZE21SmrmG1hJy5HiP3VRRR33sGBqreA79pdmohIHHQGthAIpWCA/Oz97PhsEz26ldhdWNLRTBo5qrlz5zJ58mQALrvsMurq6njjjTcAePDBB7nhhhv43ve+R0lJCffeey8DBw6MPtfpdHL11Vfz9NNPR+974403qKys5Nvf/jYAv/71r7nmmmu49dZb6devH+eccw4PP/wwf/7zn2lqamLz5s0sWLCAxx9/nG9+85v07t2biy66iKuvvhqn00lubi4A+fn5FBYWkpWV1WIMh5szf/zjHxk9ejTDhg1j3rx57N69m+effz56XCAQ4A9/+ANnnnkmZ5xxBtOnT4+O9bD169eTnp4ec/ve974Xc8zvf//7Fsf86U9/OoVXQUqKzyEQduGyDF5XHQDBgJo0ImIfy5lHvd+D02mobv7A7nJERFpFkz/yu3RjU+R37OysTYRDWmJWRBKbw+GgtjEdABPqAkCnnK2EgvqbU0QSX4q3GwBuVwPlVZ0BWPvxIjtLSlqaSRNnbq+bX7z077Z97hO1adMmVq1axaJFkR9Ml8vF1VdfzeOPP87YsWPZuHEjN910U8xzRo4cyeLFi6MfT5o0iZEjR7Jnzx66dOnCvHnzGDduHDk5kal0q1evZuvWrTGzVYwxhMNhSktLWb9+PU6nM2Z5tJO1ceNGXC4XX/nKV6L35eXlUVJSwsaNG6P3paam0qdPn+jHRUVFlJeXx5yrpKSEF154Iea+L+59M2nSJH7+85/H3Jefn/+l6xfI9GWwr64TPbMryfRFmjQh7UkjIjZyOnJpDLjxugLk5O7CGINlWXaXJSJySkKmE7CLcCiFkHGQldrAR5+8y9BB59pdmohIm2ryZ0NaNRap+IMuUj1+Plz/BmeefqndpYmItKmcrJ4QhjRfLXUNI4E3gHU2V5Wc1KSJM8uyTmrJMbvMnTuXYDBI165do/cZY3C73VRWVp7QOc4++2z69OnD/PnzmTZtGs8991x0GTOAcDjMD37wA2bOnNniud27d2fr1q2nPI6j7cPzxTfUDi97dphlWS2e6/F46Nu37zE/X1ZW1nGPkZPX4O8NbCEjpREw2pNGRGzldneiqdFLmqeZgrwatmzawGn9B9tdlojIKXG7IhcWOawaKqoKKczZw6c7X1eTRkQSXth0AnYQMgeoqOpG107b2bl3CWeiJo2IJLZuXQaw5zPISG0gL+cCAs1vkJ+9l9raSjIycuwuL6louTNpIRgM8uc//5kHHniANWvWRG9r166lR48ezJs3jwEDBvDuu+/GPO+LHwNcc801zJs3j3/84x84HA6+9rWvRR8744wz2LBhA3379m1x83g8DBkyhHA4zNKlS49Yp8cTaXaFjrEMw8CBAwkGg6xcuTJ634EDB9i8eTMDBgw4qa+L2Cc752wA0jx+LEdQM2lExFY+dyfCOGkOOgH45NPXbK5IROTUZWb0AMDrq8ZiCAAO58d2liQiEhcedxEATucBPO4zAPB5NtlZkohIXBR17kEw7MQC3C4PNQ1pOB1h3lv7D7tLSzpq0kgLL774IpWVldx4440MHjw45jZx4kTmzp3LLbfcwuOPP87jjz/O5s2bmTNnDhs2bGhxrkmTJvHBBx9w3333MXHiRHw+X/SxWbNmsWLFCm6++WbWrFkT3T9mxowZAPTs2ZMpU6Zwww038Pzzz1NaWsqSJUtYsGABAD169MCyLF588UUqKiqoq6tr8fn79evH+PHjmTp1KsuWLWPt2rVMnjyZrl27Mn78+JP6ugSDQfbu3Rtz27dvX8wxDQ0NLY450ZlHcnTD+l5KGAuXZfB1rSTgD9hdkogksTRfAZZl0RxwAYZAeL3dJYmInLL8zpHZ4JlpdfTpflHkvpx9VFUfsLMsEZE2l3WoSZ3iq2HowMiFpZ2zDrBnb6mdZYmItDmH00lNQ2RfrvKDn1JdH9kKoqqm5YX40rbUpJEW5s6dy9ixY8nKymrx2IQJE1izZg39+vXjjjvuYNasWYwYMYIdO3Ywbdq0Fsf369ePs846i3Xr1jFp0qSYx4YOHcrSpUvZsmULo0eP5vTTT+f222+nqKgoesyjjz7KxIkT+eEPf0j//v2ZOnUq9fX1AHTt2pW77rqL2bNnU1BQwPTp0484nieeeIIRI0ZwxRVXMHLkSIwxvPTSSy2WODueDRs2UFRUFHPr0aNHzDGPPfZYi2O++93vntTnkZZy0rKoC0RmTuUOqCSo5c5ExEYZvgIsC8Im8mtUp5xd2lxWRDq8LvklYEGaL0CauzM1jWk4LcPqtS/aXZqISJsqyi8BIk3qwrwe7K+JLPGz5mPln4gkvsbmbABq63aSmzUSgJzMTwkfY+UiaX2WOdqmHXLCampqyMrKorq6mszMzJjHmpqaKC0tpVevXjGzSEROVrJ/L320YTTd0it59f3uHFx+NTc9MMXukk7asbKiI0vUcYkcTSAYYMMn4wg0NRMMgctp4XTP4YxhF9pdWruWiFmRiGOS5LZs5cV4nX4C/n9nb/WLFHdex67ywXxr3O/sLq3DS8S8SMQxSXLyBxpZu+4yMNA573/58JMn6dZ5OZ/t7803L3vi+CeQY0rUrEjUcUnyee7lH9Gt0wfs3Hc6l15wF+s/+iYuZwhvyr0MHTTa7vI6vBPNCs2kEZEOoS4YmdmVnd2sPWlExFZul5umUDpgsa8iDYBde9+ytygRkVZQ3xT5w/FgdSm5mV8FICtDV1KKSGLzuFOoa0oFYPe+TXQrOA+Aztk7afY32lmaiEibczv/tS9XeloW5VWRjz/dpb1X40lNGhHpEILOfHbVdWL1K/0JaLkzEbFZgMgbmbu2dKK6YQrnnnmTzRWJiJw6fzAbgIamPZw57Ar2VhZQW3cWgaDf3sJERNpYfWPkosDK6k85fehY9lV1Zt/BYdTV19pcmYhI28pM7w6Az1sNgMt1NnsOdCUjrZedZSUdl90FiIicCONII2zcuFNChA6oSSMiNnNmQQCaa1M57+zJeHweuysSETllltUZ2IqhgvT0LL5+8QK7SxIRiYtgKBcooylQhsvl5oqxf7O7JBGRuCgsKKH6IGSm1hEOhfjaRbfYXVJS0kwaEekQLCsFywJ3SpBAQE0aEbGXw5kFFvgy/dRV1dtdjohIq/D6Di134a6ytxARkThzOPMBsKz9NlciIhJfPbr1xwBuZ4jPyrbZXU7S6jBNmm984xt0794dn89HUVER1157LXv27Ik+vnbtWr773e9SXFxMSkoKAwYM4KGHHjrh8xtjuPzyy7Esi+eff74NRiAipyayRrArJZiUe9IoA0XaF4czG8uy8KUFqKtqsLuchKb8E4mf7KyeAKT6tLxPe6EMFImPtJRiALyeKnsLkRjKQJG25/WkUNsY2Wt1d9kmm6tJXh2mSTNmzBgWLFjApk2bWLhwIdu2bWPixInRx1evXk3nzp35y1/+woYNG/j5z3/Oz372Mx555JETOv+DDz6IZVltVb6InCKHMxUscPlCSbknjTJQpH1xuXKwLPCl+6mvVpOmLSn/ROKnS34JAFkZDdRXa5Zge6AMFImPzrl9AEhLqcUYY3M1cpgyUCQ+Gpoie65WVpfaXEny6jB70vzoRz+K/rtHjx7Mnj2bK6+8kkAggNvt5oYbbog5vnfv3qxYsYJFixYxffr0Y5577dq1/Pa3v+W9996jqKioTeoXkVPjcKRByMLrS86ZNMpAkfbF68olYFmkpjVrubM2pvwTiZ/8nJ7s2WnhcYb4bM92SrIG2V1S0lMGisRHcbeBbN0E6b5mqg4eICevk90lCcpAkXgJBA/ty+Xfc9xjpW10mCbN5x08eJB58+Zxzjnn4Ha7j3pcdXU1ubm5xzxXQ0MD3/3ud3nkkUcoLCw8oc/f3NxMc3Nz9OOampoTK1xEvjSXMw0rAG5vkGCS70mjDBSxn9eTS9CySE3zU1ehJk28KP9E2pbb5aOhOYVUTwNl5ZspGaAmTXuiDBRpO1lpnfCHXHicQXbs/oScvFF2lyRfoAwUaTsORz6wAYP25bJLh1nuDGDWrFmkpaWRl5fHzp07+fvf/37UY1esWMGCBQv4wQ9+cMxz/uhHP+Kcc85h/PjxJ1zHL3/5S7KysqK34uLiE36uiHw5LmcaWODxBgn6g0k5BV0ZKNJ+pHo7YVmQ6tNyZ/Gg/BOJnwZ/ZLmL6tqdNlcihykDRdqew+GgtjEDgP0HP7W5Gvk8ZaBI20vzdQW0L5edbG3S3HnnnViWdczb+++/Hz3+//2//8eHH37Iq6++itPp5LrrrjviG7UbNmxg/Pjx3HHHHVx88cVH/fwvvPACb775Jg8++OBJ1f2zn/2M6urq6G3Xrl0n9fxEdeeddzJ8+HC7y+CCCy7g1ltvtbsMaWVuZ+QXZq83iDEQDoVtrujUKQNFOq50b2csyyLFG6S2utrucjoc5Z9I+xUIRa4+bg6W2VxJ4lIGirRPzf5sAGob9b3dlpSBIu1PXk5vANJ8tTZXkrxsXe5s+vTpfOc73znmMT179oz+u1OnTnTq1InTTjuNAQMGUFxczLvvvsvIkSOjx3z88cdceOGFTJ06lf/4j/845rnffPNNtm3bRnZ2dsz9EyZMYPTo0SxZsuSIz/N6vXi93mOeO1EsX76c0aNHc/HFF/Pyyy/bXU6MJUuWMGbMGCorK2New0WLFh1z6uuXceedd3LXXXcBYFkWhYWFjBkzhvvvvz/m6okLLriA4cOHx/zP/qGHHuK2227jiSee4JprruGXv/wlixYt4pNPPiElJYVzzjmHX/3qV5SUlLRqzYnG7cqgmUiTBiAYCOJ0Oe0t6hQpA0U6rkxvLubQtS71zZoSfrKUfyLtl8PRGQDDAZsrSVzKQJH2KWw6AaWEQvvsLiWhKQNF2p/u3QZQ+imk+5qora0iIyPb7pKSjq1NmsNB+2Uc7pp/fj3IDRs2cOGFFzJlyhTuu+++455j9uzZfO9734u5b8iQIfzXf/0XX//6179UXYnm8ccfZ8aMGfzxj39k586ddO/e3e6Sjut4a49+WYMGDeL1118nHA6zbds2br75Zq666ipWrFhx1OfMmTOHX//61zz33HOMGzcOgKVLl3LzzTdz1llnEQwG+fnPf84ll1zCxx9/TFpaWpvUngh87nT8loXXc6hJ4w/iTenYvyApA0U6LqfTSXM4FSd+GoOVdpfT4Sj/RNqv1EPLXXi8VfYWksCUgSLtk9cV2ZvE6TxocyWJTRko0v7kZhey6fC+XLs+ZvDAc+wuKel0iD1pVq1axSOPPMKaNWvYsWMHixcv5pprrqFPnz7RzvmGDRsYM2YMF198MT/+8Y/Zu3cve/fupaKiInqe3bt3079/f1atWgVAYWEhgwcPjrkBdO/enV69erXJWIwxNAeDttxOdg+P+vp6FixYwLRp07jiiit48sknYx6///77KSgoICMjgxtvvJGmpqboY6+88go+n4+qqqqY58ycOZPzzz8/+vHy5cs577zzSElJobi4mJkzZ1Jf/68NmJubm7ntttsoLi7G6/XSr18/5s6dy/bt2xkzZgwAOTk5WJbF9ddfD7Rc7qyyspLrrruOnJwcUlNTufzyy9myZUv08SeffJLs7GxeeeUVBgwYQHp6OpdddhllZbFLPLhcLgoLC+nSpQujR49m6tSpvPvuu0fcLM4Yw4wZM3jooYd49dVXow0agJdffpnrr7+eQYMGMWzYMJ544gl27tzJ6tWrj/2CJDnv4eXODjVpQsGOv9zZiUqkDBRJJIFweuS/Di131laUfyLxl5sb+RlIT6lNyj0A2xNloEh8ZWREVslI8WpD+PZAGSgSPw6Hg9qGyPtu5dqXyxa2zqQ5USkpKSxatIg5c+ZQX19PUVERl112GfPnz49ONXz22WepqKhg3rx5zJs3L/rcHj16sH37dgACgQCbNm2iocG+DX79oRD/9vdFtnzuJ8Z/C6/rxF/yZ555hpKSEkpKSpg8eTIzZszg9ttvx7IsFixYwJw5c/jd737H6NGjeeqpp3j44Yfp3TuyhuHYsWPJzs5m4cKF3HjjjQCEQiEWLFjA3XffDcD69eu59NJLueeee5g7dy4VFRVMnz6d6dOn88QTTwBw3XXXsWLFCh5++GGGDRtGaWkp+/fvp7i4mIULFzJhwgQ2bdpEZmYmKSkpRxzH9ddfz5YtW3jhhRfIzMxk1qxZjBs3jo8//ji6LFpDQwO/+c1veOqpp3A4HEyePJmf/vSnMd9Ln7d3714WLVqE0+nE6YxdcisYDHLttdfy+uuvs3TpUoYNG3bMr3P1ob0M2moGUMJwuMCAw4q8WeD2te6Sdu1ZImWgSCIJW5EmjeXWz1RbUf6JxF/XwhK210JmWhO1lXVk5mbYXVLSUgaKxFdR5xIqD0BmWh2hYBDnSbx/Iq1PGSgSX03+LKCS2vqddpeSlCyjy6NOWU1NDVlZWVRXV5OZmRnzWFNTE6WlpfTq1Qufz0dzMNhhmjTnnnsuV111FbfccgvBYJCioiL++te/MnbsWM455xyGDRvGo48+Gj3+q1/9Kk1NTaxZswaAW265hY8++og33ngDgFdffZWvf/3r7N27l5ycHK677jpSUlL4n//5n+g5li1bxvnnn099fT07d+6kpKSE1157jbFjx7ao72h70nx+X5gtW7Zw2mmn8c4773DOOZGpegcOHKC4uJg//elPfPvb3+bJJ5/k3/7t39i6dSt9+vQB4Pe//z133303e/fuBSJ70txzzz2kpKQQDodpbGwEIjODHnrooZjPfXj5s7Vr19K/f/9jfo2NMYwfP57KykrefvvtYx77xe+lZLO3ZgcVe6ZSX+Pnb7Mv4D9fvwOHo0NMBow6VlZ0ZIk6LpHjWbr2R6QGPmD5m/255bb/Of4TklwiZkUijkkkFArwwZqLwRgy0v6b/gOG2l1SQkjEvEjEMUlya/Y3sHbd5VhAYeHjFHfrY3dJCSFRsyJRxyXJa9H//ZjizqvZWT6cCeMeOv4T5IScaFbosoA48zidPDH+W7Z97hO1adMmVq1axaJFkYaSy+Xi6quv5vHHH2fs2LFs3LiRm266KeY5I0eOZPHixdGPJ02axMiRI9mzZw9dunRh3rx5jBs3jpycHABWr17N1q1bY652MMYQDocpLS1l/fr1OJ3OmOXRTtbGjRtxuVx85Stfid6Xl5dHSUkJGzdujN6XmpoabdAAFBUVUV5eHnOukpISXnjhBZqbm/n73//Os88+e8T1TkeNGsWaNWv4j//4D+bPn4/rGI2x6dOns27dOpYtW/alx5gsjAmBARO28PjcHa5BIyKJx3KmQQAcHj/GGCzLsrskEZFT5nS6aWj2kepp5EDlLkBNGhFJDl5PKg3NPtK8TZTt3aYmjYgkFc/hfbkc2pfLDmrSxJllWSc1m8Uuc+fOJRgM0rVr1+h9xhjcbjeVlSe2QfLZZ59Nnz59mD9/PtOmTeO5556LLmMGEA6H+cEPfsDMmTNbPLd79+5s3br1lMdxtIliX3wz7fCyZ4dZltXiuR6Ph759+wIwaNAgtmzZwrRp03jqqadijhsyZAgPPPAAY8eO5aqrruKZZ55pcX6AGTNm8MILL/DWW2/RrVu3LzW+pGJMpImHhTfVa3c1IiI4XZElgDwpQfxNfrwpyiYRSQyN/jRSPY1U1+62uxQRkbhq9KeR5m1S/olI0klLiTRpPJ5amytJTroUXVoIBoP8+c9/5oEHHmDNmjXR29q1a+nRowfz5s1jwIABvPvuuzHP++LHANdccw3z5s3jH//4Bw6Hg6997WvRx8444ww2bNhA3759W9w8Hg9DhgwhHA6zdOnSI9bp8XiAyF43RzNw4ECCwSArV66M3nfgwAE2b97MgAEDTurr8kW33347f/3rX/nggw9aPDZ8+HDefPNNli1bxre//W0CgUD0MWMM06dPZ9GiRbz55pvamO4EhTn0OhvwpnrsLUZEBHDFNGkCxzlaRKTj8Acj+dborzjOkSIiicUfiORfQ/M+mysREYmv7OxiAFK92r/JDmrSSAsvvvgilZWV3HjjjQwePDjmNnHiRObOncstt9zC448/zuOPP87mzZuZM2cOGzZsaHGuSZMm8cEHH3DfffcxceLEmL1UZs2axYoVK7j55ptZs2YNW7Zs4YUXXmDGjBkA9OzZkylTpnDDDTfw/PPPU1paypIlS1iwYAEQ2QjOsixefPFFKioqqKura/H5+/Xrx/jx45k6dSrLli1j7dq1TJ48ma5duzJ+/PhT+jr17t2b8ePHc8cddxzx8aFDh7J48WJWrFjBxIkT8fv9ANx888385S9/4emnnyYjI4O9e/eyd+/e6D43chQmfGg5PAufrlYXkXbA7UoHCzw+NWlEJLEYkw1AKHzA3kJEROIsHI7sFxAM7be5EhGR+CrsFLmIPNXbTHOz3qOMNzVppIW5c+cyduxYsrKyWjw2YcIE1qxZQ79+/bjjjjuYNWsWI0aMYMeOHUybNq3F8f369eOss85i3bp1TJo0KeaxoUOHsnTpUrZs2cLo0aM5/fTTuf322ykqKooe8+ijjzJx4kR++MMf0r9/f6ZOnUp9fT0AXbt25a677mL27NkUFBQwffr0I47niSeeYMSIEVxxxRWMHDkSYwwvvfTSEZcgO1k/+clP+Oc//xkzU+fzBg0axOLFi1m1ahUTJkzA7/fz6KOPUl1dzQUXXEBRUVH09swzz5xyPYksTBgAg4UvTU0aEbGfy5mBBXi9QfyNfrvLERFpNS5nHgCWo8reQkRE4szpiOQfVrW9hYiIxFlB52JCxsICdpd9anc5SccyR9u0Q05YTU0NWVlZVFdXk5mZGfNYU1MTpaWl9OrVK2YWicjJSvbvpV0HP+LAnluproJPX76Rf7v3u3aXdNKOlRUdWaKOS+R4NpW9Tm3ZvZSVpzO0+6P0GFhsd0ntWiJmRSKOSQTgjXf+h0zv0+zen8+Vlz1rdzkJIRHzIhHHJPLKkt+Rm76APQcKGX+pLqRsDYmaFYk6Lklub759ORkpDYSt2/jKiK8d/wlyXCeaFZpJIyIdQtiEwBjCxsKbqpk0ImI/jzvyC5bPq+XORCSxZKR3AcDn0VIXIpJcMtIi+Zfirbe5EhGR+Gv0pwFQXVtmcyXJR00aEekQDAZjAGPhU5NGRNoBnysLywKvN6AmjYgklMzMfAB8nma08IKIJJO83MjM6DRfo/JPRJJOIJABQGPzXpsrST5q0ohIh2BMCDCEjIU31WN3OSIipLizAAufJ0hTQ5Pd5YiItJrcnMgekak+P031yjcRSR4F+ZGNsz2uIDXVlTZXIyISX2ETWS0iFDpocyXJR00aEekQ/jWTBnxpybcnj4i0PymeTCwLLKDRX2t3OSIirSY3oxAO5duByn12lyMiEjeZaTmEjQXA/oNa7kdEkovDOrxnSoOtdSQjNWlEpEMwJgzGYDSTRkTaCY8rhbCJ/CrVFKixuRoRkdbjcnrwB90AVFZruQsRSR4Oh4PGQGR57apaNalFJLm4XFkAOBzalyve1KQRkY7BhDFA2Fh4tSeNiLQDlmURDEd+lTJW0OZqRERaV5M/8vtWTV25zZWIiMRX86H8q6vfb3MlIiLx5fPkAuByNdpcSfJRk0ZEOgRjQmBMZLkzNWlEpJ04PJMGK2xvISIircwfjCwvW9d4wOZKRETiyx+I5F9jk/JPRJJLWmoeAB639iSMNzVpRKRDMIf+G9ZyZyLSjpjDM2kI2VyJiEjrCgRTAPA3a+NYEUkuoVAqAP5Alb2FiIjEWWZGPgA+T7PNlSQfNWlEpEMwJhSZSGPAl+azuxwREQBChzaWNQ7NpBGRxBIOR96kDIS055aIJJdwOA2AUFj5JyLJJTerCACf208g4Le5muSiJo20mjvvvJPhw4fbXQYXXHABt956q91lSCszRDo0xlh4UzSTRkTah/ChmTSWpZk0IpJYDJGLYsJGa5KLSHKxrHQAjKm1uRIRkfjqlBdp0ljA/oNl9haTZNSkkWNavnw5TqeTyy67zO5SWliyZAmWZVFVVRVz/6JFi7jnnnta9XPdeeedWJaFZVk4HA66dOnCpEmT2LVrV8xxR2oQPfTQQ3i9Xp5++ukW5/3lL3+JZVlqKp0AY0IYwBgLX5r2pBGR9uFwk8Y41KQRkQRjDv++peUuRCS5OJyRmTRG+SciScbt9uIPugCordO+XPGkJo0c0+OPP86MGTNYtmwZO3futLucE5Kbm0tGRkarn3fQoEGUlZXx2Wef8cwzz7B+/XquuuqqYz5nzpw5/OxnP+O5557jmmuuiXnsvffe43//938ZOnRoq9eaiELBAIcm0+BNVZNGRNqH8OHlzrQnjYgkGIcVmUljWXqTUkSSi9MR2ZPL4VD+iUjyCYQiTZq6hmqbK0kuatLEmTEGY5ptupnjF/g59fX1LFiwgGnTpnHFFVfw5JNPxjx+//33U1BQQEZGBjfeeCNNTU3Rx1555RV8Pl+LWS4zZ87k/PPPj368fPlyzjvvPFJSUiguLmbmzJnU19dHH29ubua2226juLgYr9dLv379mDt3Ltu3b2fMmDEA5OTkYFkW119/PdByNktlZSXXXXcdOTk5pKamcvnll7Nly5bo408++STZ2dm88sorDBgwgPT0dC677DLKymKn9blcLgoLC+nSpQujR49m6tSpvPvuu9TUtFyn1hjDjBkzeOihh3j11VcZN25czON1dXVMmjSJxx57jJycnKO/CBIV8AeAyBuiWu5MRNqL6EwaLXcmIgnG4TjUpHFoPXIRSS4uV2RPLocVsLkSEZH4CxyaSdPcrCUf48lldwHJx4+p/J4tn9nK+SNw4jMQnnnmGUpKSigpKWHy5MnMmDGD22+/HcuyWLBgAXPmzOF3v/sdo0eP5qmnnuLhhx+md+/eAIwdO5bs7GwWLlzIjTfeCEAoFGLBggXcfffdAKxfv55LL72Ue+65h7lz51JRUcH06dOZPn06TzzxBADXXXcdK1as4OGHH2bYsGGUlpayf/9+iouLWbhwIRMmTGDTpk1kZmaSkpJyxHFcf/31bNmyhRdeeIHMzExmzZrFuHHj+Pjjj3G73QA0NDTwm9/8hqeeegqHw8HkyZP56U9/yrx58454zr1797Jo0SKcTidOpzPmsWAwyLXXXsvrr7/O0qVLGTZsWIvn33zzzXzta19j7Nix3HvvvSf8miSzQHPkDQLLcmBZls3ViIhEhM3hPWlO7kIIEZH2znH4SnJLTRoRSS6eQ00al1P5JyLJJxiKvFfa7K+zuZLkoiaNHNXcuXOZPHkyAJdddhl1dXW88cYbjB07lgcffJAbbriB730v0nC69957ef3116OzaZxOJ1dffTVPP/10tEnzxhtvUFlZybe//W0Afv3rX3PNNddEZ73069ePhx9+mPPPP59HH32UnTt3smDBAl577TXGjh0LEG0CQWRZM4D8/Hyys7OPOIbDzZl33nmHc845B4B58+ZRXFzM888/H60lEAjwhz/8gT59+gAwffr0aDPpsPXr15Oenk44HKaxMbKB6syZM0lLS4s57rHHHgNg7dq19O/fv0VN8+fP54MPPuC99947+hdfWgj4/UT+N6EGjYi0H5pJIyKJyu08dCW5Q1eSi0hycbsif+M7nco/EUk+wVBk9ZpAQE2aeFKTJu48h2a02PO5T9SmTZtYtWoVixYtAiJLfV199dU8/vjjjB07lo0bN3LTTTfFPGfkyJEsXrw4+vGkSZMYOXIke/bsoUuXLsybN49x48ZFl/davXo1W7dujZmtYowhHA5TWlrK+vXrcTqdMcujnayNGzficrn4yle+Er0vLy+PkpISNm7cGL0vNTU12qABKCoqory8POZcJSUlvPDCCzQ3N/P3v/+dZ599lvvuu6/F5xw1ahRr1qzhP/7jP5g/fz4u179+zHbt2sUtt9zCq6++is/n+9LjSkYBfwC3A7Ccxz1WRCReTPhQ49gK2luIiEgrcx+6klxvUopIsvF6MyAELqd+vxOR5BMORy6R9gfqj3OktCY1aeIsskxT+9/0fO7cuQSDQbp27Rq9zxiD2+2msrLyhM5x9tln06dPH+bPn8+0adN47rnnosuYAYTDYX7wgx8wc+bMFs/t3r07W7duPeVxHG0fHmNMzJJZh5c9O8yyrBbP9Xg89O3bF4BBgwaxZcsWpk2bxlNPPRVz3JAhQ3jggQcYO3YsV111Fc8880z0/KtXr6a8vJwRI0ZEjw+FQrz11ls88sgjNDc3t1g+TSKCfj/4wHJoJo2ItB+HZ9Kg5c5EJMG4PZEryV1q0ohIkknxZdJUD26XmjQiknzC4cj71qFwg82VJBeH3QVI+xMMBvnzn//MAw88wJo1a6K3tWvX0qNHD+bNm8eAAQN49913Y573xY8BrrnmGubNm8c//vEPHA4HX/va16KPnXHGGWzYsIG+ffu2uHk8HoYMGUI4HGbp0qVHrNPjicwMCoWOvsTMwIEDCQaDrFy5MnrfgQMH2Lx5MwMGDDipr8sX3X777fz1r3/lgw8+aPHY8OHDefPNN1m2bBnf/va3CQQif9xedNFFrF+/PubreuaZZzJp0iTWrFmjBs0xBAOHf0FWbIlI+3F4Txq03JmIJBivOx0Al1P5JiLJJdWXCYBHM2lEJAkZc6hJE2q0uZLkopk00sKLL75IZWUlN954I1lZWTGPTZw4kblz5zJ79mymTJnCmWeeyahRo5g3bx4bNmyI2TMGIkue3XXXXdx3331MnDgxZomvWbNm8dWvfpWbb76ZqVOnkpaWxsaNG3nttdf47//+b3r27MmUKVO44YYbePjhhxk2bBg7duygvLycq666ih49emBZFi+++CLjxo0jJSWF9PT0mM/fr18/xo8fz9SpU/mf//kfMjIymD17Nl27dmX8+PGn9HXq3bs348eP54477uDFF19s8fjQoUNZvHgxF154IRMnTuTZZ58lIyODwYMHxxyXlpZGXl5ei/sl1tABl7JtZyeK8rOOf7CISJx07zKVuroDDOk/3O5SRERaVe+ep/PRJ9PITM+xuxQRkbgqLOjJZ2U34fWkH/9gEZEE06/XZGpq9zF80Kld3C4nR5ekSwtz585l7NixLRo0ABMmTGDNmjX069ePO+64g1mzZjFixAh27NjBtGnTWhzfr18/zjrrLNatW8ekSZNiHhs6dChLly5ly5YtjB49mtNPP53bb7+doqKi6DGPPvooEydO5Ic//CH9+/dn6tSp1NdH1kTs2rUrd911F7Nnz6agoIDp06cfcTxPPPEEI0aM4IorrmDkyJEYY3jppZdaLHH2ZfzkJz/hn//8Z8xMnc8bNGgQixcvZtWqVUyYMAG/33/KnzNZFRX2ZNTZEzhz2Fi7SxERiTp98BhGf3Ui3br0tbsUEZFWlZeTz/kjv8NZp19qdykiInGVlprB+ed8l6+e+XW7SxERibshA87l3LO/Ra/uatLEk2WOtmmHnLCamhqysrKorq4mMzMz5rGmpiZKS0vp1auXNoqXU6LvpY7vWFnRkSXquESkdSViViTimESkbSRiXiTimESk9SVqViTquESkdZ1oVmgmjYiIiIiIiIiIiIiIiA3UpBEREREREREREREREbGBmjQiIiIiIiIiIiIiIiI2UJNGRERERERERERERETEBmrSxIkxxu4SpIPT95CIiIiIiIiIiIhIYlGTpo253W4AGhoabK5EOrrD30OHv6dEREREREREREREpGNz2V1AonM6nWRnZ1NeXg5AamoqlmXZXJV0JMYYGhoaKC8vJzs7G6fTaXdJIiIiIiIiIiIiItIK1KSJg8LCQoBoo0bky8jOzo5+L4mIiIiIiIiIiIhIx6cmTRxYlkVRURH5+fkEAgG7y5EOyO12awaNiIiIiIiIiIiISIJRkyaOnE6n3mgXEREREREREREREREAHHYXICIiIiIiIiIiIiIikozUpBEREREREREREREREbGBmjQiIiIiIiIiIiIiIiI20J40rcAYA0BNTY3NlYhIe3Y4Iw5nRqJQBorIiUjEDFT+iciJUgaKSLJKxPwDZaCInJgTzUA1aVpBbW0tAMXFxTZXIiIdQW1tLVlZWXaX0WqUgSJyMhIpA5V/InKylIEikqwSKf9AGSgiJ+d4GWiZRGtl2yAcDrNnzx4yMjKwLKvVzltTU0NxcTG7du0iMzOz1c4bTxpD+5EI4+joYzDGUFtbS5cuXXA4Eme1ybbKwGPp6N8LR5Oo44LEHVuijgtaf2yJmIF25N/RJMr3osbRvmgcrUcZ2Pbaw+t8qjSG9iMRxtFexpCI+QfKwLagMbQPiTAGaD/jONEM1EyaVuBwOOjWrVubnT8zM7ND/1CAxtCeJMI4OvIYEunKocPaOgOPpSN/LxxLoo4LEndsiTouaN2xJVoG2pl/R5Mo34saR/uicbQOZWB82P06twaNof1IhHG0hzEkWv6BMrAtaQztQyKMAdrHOE4kAxOnhS0iIiIiIiIiIiIiItKBqEkjIiIiIiIiIiIiIiJiAzVp2jGv18ucOXPwer12l/KlaQztRyKMIxHGIK0jUb8XEnVckLhjS9RxQWKPLRElyuulcbQvGod0JInwOmsM7UcijCMRxiAnLhFeb42hfUiEMUDHG4dljDF2FyEiIiIiIiIiIiIiIpJsNJNGRERERERERERERETEBmrSiIiIiIiIiIiIiIiI2EBNGhERERERERERERERERuoSSMiIiIiIiIiIiIiImIDNWni5NFHH2Xo0KFkZmaSmZnJyJEj+b//+7/o44sWLeLSSy+lU6dOWJbFmjVrjnvOxx57jNGjR5OTk0NOTg5jx45l1apVHWoMnzd//nwsy+LKK69s3cI/p63GUFVVxc0330xRURE+n48BAwbw0ksvdagxPPjgg5SUlJCSkkJxcTE/+tGPaGpqivsYAoEAs2bNYsiQIaSlpdGlSxeuu+469uzZc9zzLly4kIEDB+L1ehk4cCDPPfdcm9QvX55dWXjnnXdiWVbMrbCwsF2P68knn2xRs2VZLX4uf//739OrVy98Ph8jRozg7bffbrVxtdXYLrjggiOO7Wtf+1r0GDtfs7bOITtfsy87tvbwc5aoEiUXEyUHEyXzEiXjlGfJIRFyUBl4dPHOwETIP2VfclEGHlm8MzAR8u9441AGtu8MVJMmTrp168b999/P+++/z/vvv8+FF17I+PHj2bBhAwD19fWce+653H///Sd8ziVLlvDd736XxYsXs2LFCrp3784ll1zC7t27O8wYDtuxYwc//elPGT16dGuXHaMtxuD3+7n44ovZvn07f/vb39i0aROPPfYYXbt27TBjmDdvHrNnz2bOnDls3LiRuXPn8swzz/Czn/0s7mNoaGjggw8+4Pbbb+eDDz5g0aJFbN68mW984xvHPOeKFSu4+uqrufbaa1m7di3XXnstV111FStXrmyTMciXY2cWDho0iLKysuht/fr17XpcAJmZmTE1l5WV4fP5oo8/88wz3Hrrrfz85z/nww8/ZPTo0Vx++eXs3LmzXY9t0aJFMWP66KOPcDqdfPvb3445zq7XrC1zyO7X7MuOrT38nCWqRMnFRMnBRMm8RMk45VlySIQcVAYeXbwzMBHyT9mXXJSBRxfPDEyE/DveOJSB7TwDjdgmJyfH/PGPf4y5r7S01ADmww8/POnzBYNBk5GRYf70pz+1UoXH1xpjCAaD5txzzzV//OMfzZQpU8z48eNbv9BjONUxPProo6Z3797G7/e3UYXHd6pjuPnmm82FF14Yc9+Pf/xjM2rUqNYs85iONIbDVq1aZQCzY8eOoz7/qquuMpdddlnMfZdeeqn5zne+06p1SuuLRxbOmTPHDBs27BQrPTmnOq4nnnjCZGVlHfOYs88+29x0000x9/Xv39/Mnj37ZMs9Ka39mv3Xf/2XycjIMHV1ddH72strdlhr5VB7es0OO5GxfVF7+TlLVImSi4mSg4mSeYmSccqz5JAIOagMPDI7MjAR8k/Zl1yUge0jAxMh/4xRBh5Je8xAzaSxQSgUYv78+dTX1zNy5MhWO29DQwOBQIDc3NxWO+fRtOYY7r77bjp37syNN97YStWdmNYawwsvvMDIkSO5+eabKSgoYPDgwfziF78gFAq1YrVH1lpjGDVqFKtXr45O9fv000956aWXYqZgtpUTGUN1dTWWZZGdnX3U86xYsYJLLrkk5r5LL72U5cuXt2a50orinYVbtmyhS5cu9OrVi+985zt8+umnrfY5P681x1VXV0ePHj3o1q0bV1xxBR9++GH0Mb/fz+rVq1t8319yySVt9n3fVq/Z3Llz+c53vkNaWlrM/e3pNWuNHGqvr9mJjO2L7P45S1SJkouJkoOJknmJknHKs+SQCDmoDDy2eGZgIuSfsi+5KANj2ZWBiZB/oAw8lnaZgba1h5LQunXrTFpamnE6nSYrK8v885//bHHMqXRkf/jDH5o+ffqYxsbGVqj2yFp7DMuWLTNdu3Y1FRUVxhgTl5k0rT2GkpIS4/V6zQ033GDef/9989e//tXk5uaau+66qw2qj2iL76WHH37YuN1u43K5DGCmTZvWylXHOpExGGNMY2OjGTFihJk0adIxz+d2u828efNi7ps3b57xeDytVrO0Djuy8KWXXjJ/+9vfzLp168xrr71mzj//fFNQUGD2799/KkOJ0drjWrFihXnqqafMmjVrzFtvvWUmTJhgUlJSzObNm40xxuzevdsA5p133ol53n333WdOO+20VhnTYW35mq1cudIAZuXKlTH3t5fXzJjWy6H29poZc+Jj+yK7fs4SVaLkYqLkYKJkXqJknPIsOSRCDioDjy9eGZgI+afsSy7KwJbsyMBEyL8THYcxysD2loFq0sRRc3Oz2bJli3nvvffM7NmzTadOncyGDRtijvmyP+y/+tWvTE5Ojlm7dm0rVtxSa46hpqbG9OzZ07z00kvR++LRpGnt16Ffv36muLjYBIPB6H0PPPCAKSwsbO3So1p7DIsXLzYFBQXmscceM+vWrTOLFi0yxcXF5u67726jEZzYGPx+vxk/frw5/fTTTXV19THP53a7zdNPPx1z31/+8hfj9XpbvXY5Ne0hC+vq6kxBQYF54IEHTrb8o2rLcRljTCgUMsOGDTMzZswwxvzrF6Hly5fHHHfvvfeakpKSLz2OI2nLsX3/+983gwcPPu5xdr1mrZlD7e01O5mxfZ6dP2eJKlFyMVFyMFEyL1EyTnmWHBIhB5WBxxevDEyE/FP2JRdl4PHFIwMTIf+MUQYeT3vNQDVpbHTRRReZ73//+zH3fZkf9l//+tcmKyvLvPfee61c4fGdyhg+/PBDAxin0xm9WZZlLMsyTqfTbN26tQ0r/5dTfR3OO+88c9FFF8Xc99JLLxnANDc3t2apR3WqYxg1apT56U9/GnPfU089ZVJSUkwoFGrNUo/qi2Pw+/3myiuvNEOHDj2hrnVxcbH57W9/G3Pfb3/7W9O9e/dWr1Val11ZOHbs2BZrpram1hrX533ve9+LrgXb3NxsnE6nWbRoUcwxM2fONOedd96XOv+Jaq2x1dfXm8zMTPPggw+e0PHxfs1aO4fa02t2smM7rL39nCWqRMnFRMnBRMm8RMk45VlySIQcVAbGsjMDEyH/lH3JRRl4ZPHOwETIP2OUgZ/XnjNQe9LYyBhDc3PzKZ3j17/+Nffccw8vv/wyZ555ZitVduJOZQz9+/dn/fr1rFmzJnr7xje+wZgxY1izZg3FxcWtXO2RnerrcO6557J161bC4XD0vs2bN1NUVITH42mNEo/rVMfQ0NCAwxEbB06nExNp5J5qeSfk82MIBAJcddVVbNmyhddff528vLzjPn/kyJG89tprMfe9+uqrnHPOOW1Sr7QeO7KwubmZjRs3UlRUdEqf91haY1xfPN+aNWuiNXs8HkaMGNHi+/61115r8+/71hrbggULaG5uZvLkycc9Nt6vWVvkUHt5zb7M2KB9/pwlqkTJxUTJwUTJvETJOOVZckiEHFQGxrIzAxMh/5R9yUUZeOTzxTsDEyH/QBl4mN0/E8cVh0aQGGN+9rOfmbfeesuUlpaadevWmX//9383DofDvPrqq8YYYw4cOGA+/PBD889//tMAZv78+ebDDz80ZWVl0XNce+21Zvbs2dGPf/WrXxmPx2P+9re/mbKysuittra2w4zhi9p6ubO2GMPOnTtNenq6mT59utm0aZN58cUXTX5+vrn33ns7zBjmzJljMjIyzF//+lfz6aefmldffdX06dPHXHXVVXEfQyAQMN/4xjdMt27dzJo1a2K+tz8/M+mLY3jnnXeM0+k0999/v9m4caO5//77jcvlMu+++26bjEG+HLuy8Cc/+YlZsmSJ+fTTT827775rrrjiCpORkWG2b9/ebsd15513mpdfftls27bNfPjhh+bf/u3fjMvlilnDdv78+cbtdpu5c+eajz/+2Nx6660mLS2t1cbVVmM7bNSoUebqq68+4ue18zVryxyy+zX7smNrDz9niSpRcjFRcjBRMi9RMk55lhwSIQeVge0nAxMh/5R9yUUZeOQxxDsDEyH/jjcOZWD7zkA1aeLkhhtuMD169DAej8d07tzZXHTRRdEfdGOMeeKJJwzQ4jZnzpzoMeeff76ZMmVK9OMePXoc9zntfQxf1NZNmrYaw/Lly81XvvIV4/V6Te/evc19990Xs0dNex9DIBAwd955p+nTp4/x+XymuLjY/PCHPzSVlZVxH8PhqaNHui1evPioYzDGmGeffdaUlJQYt9tt+vfvbxYuXNgm9cuXZ1cWXn311aaoqMi43W7TpUsX861vfavFeqbtbVy33nqr6d69e/Scl1xySYs1Xo0x5ne/+130c59xxhlm6dKlrTauthqbMcZs2rTJADHn+jw7X7O2ziE7X7MvO7b28HOWqBIlFxMlBxMl8xIl45RnySERclAZePRxGBPfDEyE/FP2JRdl4JHHEO8MTIT8O944lIHtOwMtY+K0lpGIiIiIiIiIiIiIiIhEaU8aERERERERERERERERG6hJIyIiIiIiIiIiIiIiYgM1aURERERERERERERERGygJo2IiIiIiIiIiIiIiIgN1KQRERERERERERERERGxgZo0IiIiIiIiIiIiIiIiNlCTRkRERERERERERERExAZq0oiIiIiIiIiIiIiIiNhATRqRNrB9+3Ysy2LNmjVtcn7Lsnj++efb5NwiIqdKGSgiyUwZKCLJSvknIslMGSinQk0aSUjXX389V155pW2fv7i4mLKyMgYPHgzAkiVLsCyLqqoq22oSkeShDBSRZKYMFJFkpfwTkWSmDJSOzGV3ASKJyOl0UlhYaHcZIiK2UAaKSDJTBopIslL+iUgyUwbKqdBMGkk6S5cu5eyzz8br9VJUVMTs2bMJBoPRxy+44AJmzpzJbbfdRm5uLoWFhdx5550x5/jkk08YNWoUPp+PgQMH8vrrr8dMO/z8FMft27czZswYAHJycrAsi+uvvx6Anj178uCDD8ace/jw4TGfb8uWLZx33nnRz/Xaa6+1GNPu3bu5+uqrycnJIS8vj/Hjx7N9+/ZT/VKJSAJSBopIMlMGikiyUv6JSDJTBkp7pyaNJJXdu3czbtw4zjrrLNauXcujjz7K3Llzuffee2OO+9Of/kRaWhorV67kP//zP7n77rujgRgOh7nyyitJTU1l5cqV/O///i8///nPj/o5i4uLWbhwIQCbNm2irKyMhx566ITqDYfDfOtb38LpdPLuu+/yhz/8gVmzZsUc09DQwJgxY0hPT+ett95i2bJlpKenc9lll+H3+0/myyMiCU4ZKCLJTBkoIslK+SciyUwZKB2BljuTpPL73/+e4uJiHnnkESzLon///uzZs4dZs2Zxxx134HBE+pZDhw5lzpw5APTr149HHnmEN954g4svvphXX32Vbdu2sWTJkug0xvvuu4+LL774iJ/T6XSSm5sLQH5+PtnZ2Sdc7+uvv87GjRvZvn073bp1A+AXv/gFl19+efSY+fPn43A4+OMf/4hlWQA88cQTZGdns2TJEi655JKT+yKJSMJSBopIMlMGikiyUv6JSDJTBkpHoCaNJJWNGzcycuTIaIABnHvuudTV1fHZZ5/RvXt3IBLMn1dUVER5eTkQ6YAXFxfHrDN59tlnt1m93bt3j4YywMiRI2OOWb16NVu3biUjIyPm/qamJrZt29YmdYlIx6QMFJFkpgwUkWSl/BORZKYMlI5ATRpJKsaYmFA+fB8Qc7/b7Y45xrIswuHwUc/xZTkcjujnPywQCLSo7Yu1fF44HGbEiBHMmzevxbGdO3dulTpFJDEoA0UkmSkDRSRZKf9EJJkpA6UjUJNGksrAgQNZuHBhTLguX76cjIwMunbtekLn6N+/Pzt37mTfvn0UFBQA8N577x3zOR6PB4BQKBRzf+fOnSkrK4t+XFNTQ2lpaUy9O3fuZM+ePXTp0gWAFStWxJzjjDPO4JlnniE/P5/MzMwTGoOIJCdloIgkM2WgiCQr5Z+IJDNloHQEDrsLEGkr1dXVrFmzJub2/e9/n127djFjxgw++eQT/v73vzNnzhx+/OMfR9egPJ6LL76YPn36MGXKFNatW8c777wT3SzsaF31Hj16YFkWL774IhUVFdTV1QFw4YUX8tRTT/H222/z0UcfMWXKFJxOZ/R5Y8eOpaSkhOuuu461a9fy9ttvt9iYbNKkSXTq1Inx48fz9ttvU1paytKlS7nlllv47LPPvsyXTkQSgDJQGSiSzJSBykCRZKX8U/6JJDNloDKwwzIiCWjKlCkGaHGbMmWKWbJkiTnrrLOMx+MxhYWFZtasWSYQCESfe/7555tbbrkl5nzjx483U6ZMiX68ceNGc+655xqPx2P69+9v/vGPfxjAvPzyy8YYY0pLSw1gPvzww+hz7r77blNYWGgsy4qeq7q62lx11VUmMzPTFBcXmyeffNIMGzbMzJkzJ/q8TZs2mVGjRhmPx2NOO+008/LLLxvAPPfcc9FjysrKzHXXXWc6depkvF6v6d27t5k6daqprq5urS+piHQgykBloEgyUwYqA0WSlfJP+SeSzJSBysCOzDLmCAvdichJeeeddxg1ahRbt26lT58+dpcjIhJXykARSWbKQBFJVso/EUlmykBpTWrSiHwJzz33HOnp6fTr14+tW7dyyy23kJOTw7Jly+wuTUSkzSkDRSSZKQNFJFkp/0QkmSkDpS257C5ApCOqra3ltttuY9euXXTq1ImxY8fywAMP2F2WiEhcKANFJJkpA0UkWSn/RCSZKQOlLWkmjYiIiIiIiIiIiIiIiA0cdhcgIiIiIiIiIiIiIiKSjNSkERERERERERERERERsYGaNCIiIiIiIiIiIiIiIjZQk0ZERERERERERERERMQGatKIiIiIiIiIiIiIiIjYQE0aERERERERERERERERG6hJIyIiIiIiIiIiIiIiYgM1aURERERERERERERERGzw/wGTgzkeCvjfOwAAAABJRU5ErkJggg==", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Now let's compare different advection schemes with the same timestep\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20,5))\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", "for i, dt in enumerate(dt_choices):\n", - " axs[i].set_title(f'{str(dt)}')\n", - " axs[i].set_xlabel('Longitude')\n", - " for j,advection_scheme in enumerate(advection_schemes):\n", - " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", + " axs[i].set_title(f\"{str(dt)}\")\n", + " axs[i].set_xlabel(\"Longitude\")\n", + " for j, advection_scheme in enumerate(advection_schemes):\n", + " ds = xr.open_zarr(\n", + " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", " labels = [f\"{advection_scheme.__name__}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " axs[i].plot(ds.lon.T, ds.lat.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", + " axs[i].plot(\n", + " ds.lon.T,\n", + " ds.lat.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(scheme_colours[j]),\n", + " label=labels,\n", + " )\n", " axs[0].legend()\n", - " axs[0].set_ylabel('Latitude')\n", + " axs[0].set_ylabel(\"Latitude\")\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "2323d722", + "id": "21", "metadata": {}, "source": [ "### Accuracy\n", @@ -677,73 +423,79 @@ }, { "cell_type": "code", - "execution_count": 146, - "id": "8f8cb2f5", + "execution_count": null, + "id": "22", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "dist_end = np.zeros((len(advection_schemes)-1,len(dt_choices), npart))\n", + "dist_end = np.zeros((len(advection_schemes) - 1, len(dt_choices), npart))\n", "# Now let's compare different advection schemes with the same timestep\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20,5))\n", + "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", "for i, dt in enumerate(dt_choices):\n", - " axs[i].set_title(f'dt = {str(dt)}')\n", - " axs[i].set_xlabel('Time')\n", + " axs[i].set_title(f\"dt = {str(dt)}\")\n", + " axs[i].set_xlabel(\"Time\")\n", " axs[i].tick_params(\"x\", rotation=45)\n", " axs[i].set_yscale(\"log\")\n", - " axs[i].set_ylim(1e-4,1e1)\n", - " ds_RK4 = xr.open_zarr(f\"output/AdvectionRK4_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", - " for j,advection_scheme in enumerate(advection_schemes[:-1]):\n", - " ds = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_{int(dt/np.timedelta64(1,\"s\"))}s.zarr\")\n", - " labels = [f\"|{advection_scheme.__name__} - AdvectionRK4|\"] + [None] * (ds.lon.shape[0] - 1)\n", + " axs[i].set_ylim(1e-4, 1e1)\n", + " ds_RK4 = xr.open_zarr(\n", + " f\"output/AdvectionRK4_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", + " for j, advection_scheme in enumerate(advection_schemes[:-1]):\n", + " ds = xr.open_zarr(\n", + " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", + " labels = [f\"|{advection_scheme.__name__} - AdvectionRK4|\"] + [None] * (\n", + " ds.lon.shape[0] - 1\n", + " )\n", "\n", " # remove nans\n", - " lon_valid_RK4 = ds_RK4.lon.where(~np.isnan(ds_RK4.lon).compute(),drop=True).values\n", - " lat_valid_RK4 = ds_RK4.lat.where(~np.isnan(ds_RK4.lat).compute(),drop=True).values\n", - " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(),drop=True).values\n", - " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(),drop=True).values\n", - " dist = dist_km(lon_valid,lon_valid_RK4,lat_valid,lat_valid_RK4)\n", - " time_valid = ds.time.where(~np.isnan(ds.time).compute(),drop=True).values\n", - " axs[i].plot(time_valid.T, dist.T, alpha=0.75, color=plt.cm.viridis(scheme_colours[j]), label=labels)\n", - " dist_end[j,i] = dist[:,-1]\n", + " lon_valid_RK4 = ds_RK4.lon.where(\n", + " ~np.isnan(ds_RK4.lon).compute(), drop=True\n", + " ).values\n", + " lat_valid_RK4 = ds_RK4.lat.where(\n", + " ~np.isnan(ds_RK4.lat).compute(), drop=True\n", + " ).values\n", + " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(), drop=True).values\n", + " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(), drop=True).values\n", + " dist = dist_km(lon_valid, lon_valid_RK4, lat_valid, lat_valid_RK4)\n", + " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True).values\n", + " axs[i].plot(\n", + " time_valid.T,\n", + " dist.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(scheme_colours[j]),\n", + " label=labels,\n", + " )\n", + " dist_end[j, i] = dist[:, -1]\n", " axs[i].grid()\n", " axs[0].legend()\n", - " axs[0].set_ylabel('Distance (km)')\n", + " axs[0].set_ylabel(\"Distance (km)\")\n", "plt.show()" ] }, { "cell_type": "code", - "execution_count": 151, - "id": "356456c8", + "execution_count": null, + "id": "23", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig = plt.figure()\n", - "ax=plt.axes()\n", - "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.nanmean(dist_end[0],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[0]), label = \"AdvectionEE - AdvectionRK4\")\n", - "ax.plot((dt_choices/np.timedelta64(1,\"m\")).astype(int), np.nanmean(dist_end[1],axis=1), \"-o\", color=plt.cm.viridis(scheme_colours[1]), label = \"AdvectionRK2 - AdvectionRK4\")\n", + "ax = plt.axes()\n", + "ax.plot(\n", + " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", + " np.nanmean(dist_end[0], axis=1),\n", + " \"-o\",\n", + " color=plt.cm.viridis(scheme_colours[0]),\n", + " label=\"AdvectionEE - AdvectionRK4\",\n", + ")\n", + "ax.plot(\n", + " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", + " np.nanmean(dist_end[1], axis=1),\n", + " \"-o\",\n", + " color=plt.cm.viridis(scheme_colours[1]),\n", + " label=\"AdvectionRK2 - AdvectionRK4\",\n", + ")\n", "ax.set_ylabel(\"Mean separation distance (km)\")\n", "ax.set_yscale(\"log\")\n", "ax.set_xlabel(\"dt (minutes)\")\n", @@ -755,7 +507,7 @@ { "cell_type": "code", "execution_count": null, - "id": "b1c8d009", + "id": "24", "metadata": {}, "outputs": [], "source": [] From 7507bc1637e3b8c00932fb15703461bc5323d8f8 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 09:44:42 +0100 Subject: [PATCH 08/18] fix user guide navigation to dt guide --- docs/conf.py | 2 +- docs/user_guide/examples/tutorial_dt_integrators.ipynb | 2 +- docs/user_guide/index.md | 5 +++-- 3 files changed, 5 insertions(+), 4 deletions(-) diff --git a/docs/conf.py b/docs/conf.py index b00701094..debbc39b1 100755 --- a/docs/conf.py +++ b/docs/conf.py @@ -533,7 +533,7 @@ def linkcode_resolve(domain, info): # -- Options for autoapi -------------------------------------------------- autoapi_dirs = ["../src/parcels"] -# autoapi_add_toctree_entry = False +autoapi_add_toctree_entry = False autoapi_root = "reference" autoapi_options = [ "members", diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 149b22810..3af818520 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -5,7 +5,7 @@ "id": "0", "metadata": {}, "source": [ - "# 🖥️ Choosing an appropriate timestep and integrator \n", + "# 🖥️ Choosing timestep and integration method\n", "\n", "In Parcels, we can simulate virtual particles through time. Kernels which compute a process as a function of time, such as advection, can do so by numerically integrating the process over each timestep `dt`. In this guide we explore how to control the numerical accuracy of a Parcels simulation by choosing an integration method and a timestep `dt`.\n", "\n", diff --git a/docs/user_guide/index.md b/docs/user_guide/index.md index 801060aa8..9b67c2172 100644 --- a/docs/user_guide/index.md +++ b/docs/user_guide/index.md @@ -72,11 +72,12 @@ examples/tutorial_interpolation.ipynb ```{toctree} :caption: Run a simulation :name: tutorial-execute +:titlesonly: -examples/tutorial_numerical_accuracy.ipynb -examples/tutorial_peninsula_AvsCgrid.ipynb +examples/tutorial_dt_integrators.ipynb ``` + From c05f4f61531b0cc246c65ab4b7ce707c6cf848bb Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 10:30:11 +0100 Subject: [PATCH 09/18] fix some docs warnings --- docs/development/policies.md | 2 +- src/parcels/_core/field.py | 28 ++++++++++++++++------------ 2 files changed, 17 insertions(+), 13 deletions(-) diff --git a/docs/development/policies.md b/docs/development/policies.md index 43d6b9c8d..6cc751240 100644 --- a/docs/development/policies.md +++ b/docs/development/policies.md @@ -10,7 +10,7 @@ We accept that Parcels developers have their own motivation for using (or not us Remember that reviews are done by human maintainers - asking us to review code that an AI wrote but you don't understand isn't kind to these maintainers. -The [CLAUDE.md](/CLAUDE.md) file in the repository has additional instructions for AI agents to follow when contributing to Parcels. +The [CLAUDE.md](https://github.com/Parcels-code/Parcels/blob/HEAD/CLAUDE.md) file in the repository has additional instructions for AI agents to follow when contributing to Parcels. ## Versioning diff --git a/src/parcels/_core/field.py b/src/parcels/_core/field.py index b8c22ac0a..713e0fe77 100644 --- a/src/parcels/_core/field.py +++ b/src/parcels/_core/field.py @@ -54,30 +54,34 @@ class Field: """The Field class that holds scalar field data. The `Field` object is a wrapper around a xarray.DataArray or uxarray.UxDataArray object. Additionally, it holds a dynamic Callable procedure that is used to interpolate the field data. - During initialization, the user is required to supply a custom interpolation method that is used to interpolate the field data, - so long as the interpolation method has the correct signature. + During initialization, the user is required to supply a custom interpolation method that is used + to interpolate the field data, so long as the interpolation method has the correct signature. Notes ----- The xarray.DataArray or uxarray.UxDataArray object contains the field data and metadata. - * dims: (time, [nz1 | nz], [face_lat | node_lat | edge_lat], [face_lon | node_lon | edge_lon]) - * attrs: (location, mesh, mesh) - When using a xarray.DataArray object, + * dims: (time, [nz1 | nz], [face_lat | node_lat | edge_lat], [face_lon | node_lon | edge_lon]) + * attrs: (location, mesh, mesh) + + When using a xarray.DataArray object: + * The xarray.DataArray object must have the "location" and "mesh" attributes set. - * The "location" attribute must be set to one of the following to define which pairing of points a field is associated with. - * "node" - * "face" - * "x_edge" - * "y_edge" - * For an A-Grid, the "location" attribute must be set to / is assumed to be "node" (node_lat,node_lon). + * The "location" attribute must be set to one of the following to define which pairing of points a field is associated with: + * "node" + * "face" + * "x_edge" + * "y_edge" + + * For an A-Grid, the "location" attribute must be set to / is assumed to be "node" (node_lat,node_lon). * For a C-Grid, the "location" setting for a field has the following interpretation: * "node" ~> the field is associated with the vorticity points (node_lat, node_lon) * "face" ~> the field is associated with the tracer points (face_lat, face_lon) * "x_edge" ~> the field is associated with the u-velocity points (face_lat, node_lon) * "y_edge" ~> the field is associated with the v-velocity points (node_lat, face_lon) - When using a uxarray.UxDataArray object, + When using a uxarray.UxDataArray object: + * The uxarray.UxDataArray.UxGrid object must have the "Conventions" attribute set to "UGRID-1.0" and the uxarray.UxDataArray object must comply with the UGRID conventions. See https://ugrid-conventions.github.io/ugrid-conventions/ for more information. From d731e85a369b1444ab3ddd4faf3bd44d92a79b1f Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 14:15:45 +0100 Subject: [PATCH 10/18] expand text for dt guide --- .../examples/tutorial_dt_integrators.ipynb | 386 ++++++++++++------ src/parcels/_core/converters.py | 12 +- 2 files changed, 263 insertions(+), 135 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 3af818520..532701d2b 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -5,9 +5,9 @@ "id": "0", "metadata": {}, "source": [ - "# 🖥️ Choosing timestep and integration method\n", + "# 🖥️ Choosing a timestep and integration method\n", "\n", - "In Parcels, we can simulate virtual particles through time. Kernels which compute a process as a function of time, such as advection, can do so by numerically integrating the process over each timestep `dt`. In this guide we explore how to control the numerical accuracy of a Parcels simulation by choosing an integration method and a timestep `dt`.\n", + "In Parcels, we can simulate virtual particles through time. Kernels which compute a process as a function of time, such as advection, can do so by numerically integrating the process over each timestep `dt`. In this guide we explore how to control the numerical accuracy of a Parcels simulation by choosing a timestep `dt` and an integration method.\n", "\n", "```{note}\n", "This notebook is based on the [workshop on writing custom Kernels](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/advection_and_windage.ipynb) from the 10-year Parcels event.\n", @@ -19,29 +19,9 @@ "id": "1", "metadata": {}, "source": [ - "## Integrating advection\n", - "Parcels comes with a number of built-in advection Kernels. These kernels integrate the virtual particles' position in time as a function of a velocity field, as described in the [Parcels workflow explanation of kernels](../../getting_started/explanation_concepts.md#3-kernels). \n", + "## Timestep\n", "\n", - "**Considerations**\n", - "- dt from velocity field (linear interpolation in time, aliasing)\n", - "- dt from CFD condition (function of U, dx/dy)\n", - "- convergence? of integration (sample particles, full length of simulation)\n", - "- Realizations vs distributions\n", - "- Numerical accuracy vs flow separation." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2", - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import xarray as xr\n", - "\n", - "import parcels" + "The choice of timestep affects the accuracy and duration of our simulation. The required accuracy of the integration ultimately depends on the desired application of the particle trajectories. In general, we want our timestep to be small enough to smoothly resolve the time-evolving process of interest, and not so small that our simulations take forever. Here, we will first look at how to estimate a priori what an appropriate timestep could be, and then at how to test a Parcels simulation to check the accuracy." ] }, { @@ -49,8 +29,21 @@ "id": "3", "metadata": {}, "source": [ - "## FieldSet resolution\n", - "In this example, we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. " + "### A priori estimation\n", + "\n", + "In this example, we will estimate the appropriate timestep to compute advection of a virtual particle through an ocean current field. \n", + "\n", + "Advection, the change in position $\\mathbf{x}(t) = (lon(t), lat(t))$ at time $t$, can be described by the equation:\n", + "\n", + "$$\n", + "\\begin{aligned}\n", + "\\frac{\\text{d}\\mathbf{x}(t)}{\\text{d}t} = \\mathbf{v}(\\mathbf{x}(t),t),\n", + "\\end{aligned}\n", + "$$\n", + "\n", + "where $\\mathbf{v}(\\mathbf{x},t) = (u(\\mathbf{x},t), v(\\mathbf{x},t))$ describes the ocean velocity field at position $\\mathbf{x}$ at time $t$.\n", + "\n", + "To estimate the timescale that we want to resolve, we can think about the scales at which advection varies. Here we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. This means that the velocity will vary in time at scales >= 24 hours, and in space at scales >= 1/12th degree." ] }, { @@ -58,8 +51,26 @@ "execution_count": null, "id": "4", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", + "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n", + "dt = [24] hours\n", + "dlat = [0.08333206 0.08333588] degrees\n", + "dlon = [0.08332825 0.08334351] degrees\n" + ] + } + ], "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import xarray as xr\n", + "\n", + "import parcels\n", + "\n", "# Load the CopernicusMarine data in the Agulhas region from the example_datasets\n", "example_dataset_folder = parcels.download_example_dataset(\n", " \"CopernicusMarine_data_for_Argo_tutorial\"\n", @@ -70,6 +81,7 @@ "\n", "fieldset = parcels.FieldSet.from_copernicusmarine(ds_fields)\n", "\n", + "# Check field resolution in time and space\n", "print(\n", " f\"dt = {np.unique(np.diff(ds_fields.time.values).astype('timedelta64[h]'))} hours\"\n", ")\n", @@ -82,7 +94,33 @@ "id": "5", "metadata": {}, "source": [ - "To compute the Lagrangian integration of advection processes resolved by this velocity field, we must ensure `dt` < 1 day, and `particles.dlon`/`particles.dlat` < 1/12th degree. To ensure the latter, we can use the scale relation: dlon ~ U dt." + "In our Parcels simulation, we must ensure that:\n", + "- `dt` < 24 hours\n", + "- `particles.dlon`/`particles.dlat` < 1/12th degree. \n", + "\n", + "We can rewrite the second condition using the scale relation:\n", + "\n", + "$$\n", + "\\begin{aligned}\n", + "\\text{d}lon \\propto U \\text{d}t,\n", + "\\end{aligned}\n", + "$$\n", + "\n", + "to express the condition as a function of `dt`:\n", + "\n", + "$$\n", + "\\begin{aligned}\n", + "U \\text{d}t < 1/12 \\text{ (degrees lon)}\n", + "\\end{aligned}\n", + "$$\n", + "\n", + "$$\n", + "\\begin{aligned}\n", + "\\text{d}t < \\frac{1}{12 U}\n", + "\\end{aligned}\n", + "$$\n", + "\n", + "We can use the maximum velocity (in degrees s-1) in our flow field as a conservative estimate for $U$:" ] }, { @@ -90,23 +128,35 @@ "execution_count": null, "id": "6", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "U_max = 1.65 m s-1\n", + " == 1.71e-5 degrees s-1\n" + ] + } + ], "source": [ "# Use the maximum velocity at the surface to scale dlon/dlat\n", - "U_max_surface = np.nanmax(np.hypot(ds_fields.uo[0, 0], ds_fields.vo[0, 0]))\n", - "print(\n", - " f\"U_max = {str(np.round(U_max_surface, 2))} m s-1 == {str(np.round(U_max_surface / (1852 * 60) * 1e5, 2))}e-5 degrees s-1\"\n", - ")" + "U_max_surface = np.nanmax(np.hypot(ds_fields.uo, ds_fields.vo))\n", + "print(f\"U_max = {str(np.round(U_max_surface, 2))} m s-1\")\n", + "\n", + "# convert to degrees s-1 (at lat = 30 deg S, lon = 31 deg E)\n", + "U_max_surface_deg = parcels.GeographicPolar().to_target(U_max_surface,0,-30,31)\n", + "print(f\" == {str(np.round(U_max_surface_deg * 1e5, 2))}e-5 degrees s-1\")" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "7", + "cell_type": "markdown", + "id": "5dca01d7", "metadata": {}, - "outputs": [], "source": [ - "1 / 12 / U_max_surface * (1852 * 60) / 3600" + "```{admonition} 🖥️ Spherical grids and unit converters\n", + ":class: seealso\n", + "Read the [UnitConversion guide](./tutorial_unitconverters.ipynb) to see how to use `parcels.GeographicPolar()` to convert to degrees s-1.\n", + "```" ] }, { @@ -114,14 +164,28 @@ "id": "8", "metadata": {}, "source": [ - "dt < 1/12 / U_max\n", + "Using `U_max_surface_deg`, we find a second estimate of an appropriate `dt`:\n", "\n", - "dt < 2 hours" + "$$\n", + "\\begin{aligned}\n", + "\\text{d}t < 2 \\text{ hours}\n", + "\\end{aligned}\n", + "$$" + ] + }, + { + "cell_type": "markdown", + "id": "1f5b49b5", + "metadata": {}, + "source": [ + "### Test timesteps\n", + "\n", + "Now that we have an estimate of an appropriate choice for `dt`, we can test a range of values in Parcels to understand the impact on the accuracy of our trajectories. To do so, we can run simulations using `parcels.kernels.AdvectionRK2` for a limited number of particles and quantify the differences." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "9", "metadata": {}, "outputs": [], @@ -136,107 +200,144 @@ "initial_release_zs = np.repeat(ds_fields.depth.values[0], npart)" ] }, + { + "cell_type": "markdown", + "id": "9aa895f2", + "metadata": {}, + "source": [ + "We simulate particles using a range of timesteps that differ by a factor 2-10, starting below our upper limit of the temporal frequency of our fieldset (dt < 24 hours). We also keep track of the time it takes to run each simulation:" + ] + }, { "cell_type": "code", "execution_count": null, "id": "10", - "metadata": {}, - "outputs": [], + "metadata": { + "tags": [ + "hide-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Begin simulation for dt = 43200 s\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5725055.99it/s]\n", + "Begin simulation for dt = 21600 s\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1651223.40it/s]\n", + "Begin simulation for dt = 3600 s\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 645401.49it/s]\n", + "Begin simulation for dt = 1200 s\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:03<00:00, 189570.36it/s]\n", + "Begin simulation for dt = 300 s\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:12<00:00, 49011.11it/s]\n" + ] + } + ], "source": [ + "import time\n", "runtime = np.timedelta64(7, \"D\") # Total simulation time\n", "\n", - "advection_schemes = [\n", - " parcels.kernels.AdvectionEE,\n", - " parcels.kernels.AdvectionRK2,\n", - " parcels.kernels.AdvectionRK4,\n", - "]\n", "dt_choices = [\n", " np.timedelta64(12, \"h\"),\n", " np.timedelta64(6, \"h\"),\n", " np.timedelta64(1, \"h\"),\n", " np.timedelta64(20, \"m\"),\n", " np.timedelta64(5, \"m\"),\n", - "]" + "]\n", + "\n", + "sim_duration = np.zeros(len(dt_choices))\n", + "for i, dt in enumerate(dt_choices):\n", + " pset = parcels.ParticleSet(\n", + " fieldset=fieldset,\n", + " pclass=parcels.Particle,\n", + " time=initial_release_times,\n", + " z=initial_release_zs,\n", + " lat=initial_release_lats,\n", + " lon=initial_release_lons,\n", + " )\n", + " outputdt = dt\n", + " chunks = int(\n", + " runtime / outputdt / 2\n", + " ) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + "\n", + " pfile = parcels.ParticleFile(\n", + " store=f\"output/AdvectionRK2_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\",\n", + " outputdt=outputdt,\n", + " chunks=(len(pset), chunks),\n", + " )\n", + "\n", + " print(\n", + " f\"Begin simulation for dt = {int(dt / np.timedelta64(1, 's'))} s\"\n", + " )\n", + " # time and run simulation\n", + " start_time = time.time()\n", + " pset.execute(parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile)\n", + " sim_duration_i = time.time()-start_time\n", + " sim_duration[i] = sim_duration_i" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "11", - "metadata": { - "tags": [ - "hide-output" - ] - }, - "outputs": [], + "cell_type": "markdown", + "id": "888ca683", + "metadata": {}, "source": [ - "for advection_scheme in advection_schemes:\n", - " for dt in dt_choices:\n", - " pset = parcels.ParticleSet(\n", - " fieldset=fieldset,\n", - " pclass=parcels.Particle,\n", - " time=initial_release_times,\n", - " z=initial_release_zs,\n", - " lat=initial_release_lats,\n", - " lon=initial_release_lons,\n", - " )\n", - " outputdt = dt\n", - " chunks = int(\n", - " runtime / outputdt / 2\n", - " ) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", - "\n", - " pfile = parcels.ParticleFile(\n", - " store=f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\",\n", - " outputdt=outputdt,\n", - " chunks=(len(pset), chunks),\n", - " )\n", - "\n", - " print(\n", - " f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt / np.timedelta64(1, 's'))} s)\"\n", - " )\n", - " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", - " print(f\"chunks = {(len(pset), chunks)}\")" + "Let's start by comparing the trajectories of the different simulations:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "id": "12", "metadata": {}, "outputs": [], "source": [ - "# To compare the results visually, we will need distinct colour maps for each advection scheme and timestep\n", - "dt_colours = np.linspace(0, 1, len(dt_choices), endpoint=True)\n", - "scheme_colours = np.linspace(0, 1, len(advection_schemes), endpoint=True)" + "# To compare the results visually, we will need distinct colour maps for each timestep\n", + "dt_colours = np.linspace(0, 1, len(dt_choices), endpoint=True)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "id": "13", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# Let's first compare different timesteps within each advection scheme\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15, 5))\n", - "for i, advection_scheme in enumerate(advection_schemes):\n", - " axs[i].set_title(f\"{advection_scheme.__name__}\")\n", - " axs[i].set_xlabel(\"Longitude\")\n", - " for j, dt in enumerate(dt_choices):\n", - " ds = xr.open_zarr(\n", - " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", - " )\n", - " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " axs[i].plot(\n", - " ds.lon.T,\n", - " ds.lat.T,\n", - " alpha=0.75,\n", - " color=plt.cm.viridis(dt_colours[j]),\n", - " label=labels,\n", - " )\n", - " axs[0].legend()\n", - " axs[0].set_ylabel(\"Latitude\")\n", - " # plt.legend()\n", + "fig = plt.figure()\n", + "ax = plt.axes()\n", + "ax.set_xlabel(\"Longitude\")\n", + "for j, dt in enumerate(dt_choices):\n", + " ds = xr.open_zarr(\n", + " f\"output/AdvectionRK2_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + " ax.plot(\n", + " ds.lon.T,\n", + " ds.lat.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(dt_colours[j]),\n", + " label=labels,\n", + " )\n", + "ax.scatter(ds.lon[:,0],ds.lat[:,0],c=\"r\",marker=\"s\",label=\"starting locations\")\n", + "ax.legend()\n", + "ax.set_ylabel(\"Latitude\")\n", "plt.show()" ] }, @@ -245,8 +346,13 @@ "id": "14", "metadata": {}, "source": [ - "### Accuracy: separation from more accurate simulation\n", - "To quantify the accuracy of the different simulations, we can compute how far each particle deviates from the most accurate simulation. We have no exact solution to this integration, so we have to use our highest resolution simulation as a benchmark." + "We see that as the timestep becomes smaller, the trajectories start to converge, indicating that our smallest timesteps are close to \n", + "\n", + "To quantify the accuracy of the different simulations, we can compute how far each particle deviates from the most accurate simulation. We have no exact solution to this integration, so we have to use our highest resolution simulation as a benchmark.\n", + "\n", + "- convergence? of integration (sample particles, full length of simulation)\n", + "- Realizations vs distributions\n", + "- Numerical accuracy vs flow separation." ] }, { @@ -338,17 +444,6 @@ "plt.show()" ] }, - { - "cell_type": "markdown", - "id": "17", - "metadata": {}, - "source": [ - "### Drifter pair separation: flow conditions\n", - "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figure above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) can be characterized by the _Finite Size Lyapunov Exponent_: DEFINE\n", - "\n", - "We can see that the separation distance of particles with their more accurate counterparts does not keep growing (stochastically) in time, but follows a rather specific time-evolution, as the particles enter different flow conditions. The final accuracy of your simulation may therefore strongly depend on your flow conditions and runtime." - ] - }, { "cell_type": "code", "execution_count": null, @@ -378,9 +473,33 @@ "id": "19", "metadata": {}, "source": [ - "## Advection schemes" + "## Integration schemes\n", + "\n", + "Parcels comes with a number of built-in advection Kernels. These kernels integrate the virtual particles' position in time as a function of a velocity field, as described in the [Parcels workflow explanation of kernels](../../getting_started/explanation_concepts.md#3-kernels). " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "322ec4ca", + "metadata": {}, + "outputs": [], + "source": [ + "advection_schemes = [\n", + " parcels.kernels.AdvectionEE,\n", + " parcels.kernels.AdvectionRK2,\n", + " parcels.kernels.AdvectionRK4,\n", + "]" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "ad80f5b3", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, @@ -505,11 +624,20 @@ ] }, { - "cell_type": "code", - "execution_count": null, - "id": "24", + "cell_type": "markdown", + "id": "86eb73e1", + "metadata": {}, + "source": [ + "#### Drifter pair separation: flow conditions\n", + "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figures above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) can be characterized by the _Finite Size Lyapunov Exponent_: DEFINE\n", + "\n", + "We can see that the separation distance of particles with their more accurate counterparts does not keep growing (stochastically) in time, but follows a rather specific time-evolution, as the particles enter different flow conditions. The final accuracy of your simulation may therefore strongly depend on your flow conditions and runtime." + ] + }, + { + "cell_type": "markdown", + "id": "7b811f13", "metadata": {}, - "outputs": [], "source": [] } ], @@ -529,7 +657,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.0" + "version": "3.13.9" } }, "nbformat": 4, diff --git a/src/parcels/_core/converters.py b/src/parcels/_core/converters.py index a3ecd965e..dc28c4a0f 100644 --- a/src/parcels/_core/converters.py +++ b/src/parcels/_core/converters.py @@ -46,10 +46,10 @@ class Unity(UnitConverter): source_unit: None target_unit: None - def to_target(self, value, z, y, x): + def to_target(self, value, z=None, y=None, x=None): return value - def to_source(self, value, z, y, x): + def to_source(self, value, z=None, y=None, x=None): return value @@ -59,10 +59,10 @@ class Geographic(UnitConverter): source_unit = "m" target_unit = "degree" - def to_target(self, value, z, y, x): + def to_target(self, value, z=None, y=None, x=None): return value / 1000.0 / 1.852 / 60.0 - def to_source(self, value, z, y, x): + def to_source(self, value, z=None, y=None, x=None): return value * 1000.0 * 1.852 * 60.0 @@ -87,10 +87,10 @@ class GeographicSquare(UnitConverter): source_unit = "m2" target_unit = "degree2" - def to_target(self, value, z, y, x): + def to_target(self, value, z=None, y=None, x=None): return value / pow(1000.0 * 1.852 * 60.0, 2) - def to_source(self, value, z, y, x): + def to_source(self, value, z=None, y=None, x=None): return value * pow(1000.0 * 1.852 * 60.0, 2) From 9b716bfb024f01464497087d18f69f7174da910a Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 15:55:55 +0100 Subject: [PATCH 11/18] finish timestep analysis --- .../examples/tutorial_dt_integrators.ipynb | 222 +++++++++++------- 1 file changed, 143 insertions(+), 79 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 532701d2b..07b174516 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -205,7 +205,7 @@ "id": "9aa895f2", "metadata": {}, "source": [ - "We simulate particles using a range of timesteps that differ by a factor 2-10, starting below our upper limit of the temporal frequency of our fieldset (dt < 24 hours). We also keep track of the time it takes to run each simulation:" + "We simulate particles using a range of timesteps that differ by a factor 2-10, starting at (dt < 24 hours). We also keep track of the time it takes to run each simulation:" ] }, { @@ -304,15 +304,15 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "id": "13", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -322,7 +322,8 @@ "source": [ "fig = plt.figure()\n", "ax = plt.axes()\n", - "ax.set_xlabel(\"Longitude\")\n", + "# ax.set_xlabel(\"Longitude\")\n", + "temperature = ds_fields.isel(time=0, depth=0).thetao.plot(cmap=\"Greys\")\n", "for j, dt in enumerate(dt_choices):\n", " ds = xr.open_zarr(\n", " f\"output/AdvectionRK2_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", @@ -337,7 +338,8 @@ " )\n", "ax.scatter(ds.lon[:,0],ds.lat[:,0],c=\"r\",marker=\"s\",label=\"starting locations\")\n", "ax.legend()\n", - "ax.set_ylabel(\"Latitude\")\n", + "ax.set_ylim(-32.7,-31.3)\n", + "ax.set_xlim(31,32.4)\n", "plt.show()" ] }, @@ -346,18 +348,14 @@ "id": "14", "metadata": {}, "source": [ - "We see that as the timestep becomes smaller, the trajectories start to converge, indicating that our smallest timesteps are close to \n", + "We see that as the timestep becomes smaller, the trajectories start to converge. As expected from our horizontal grid scaling, the 2 simulations with `dt` > 2 hours produce trajectories that end up in different grid cells. The other three simulations (`dt` = (1 h, 20 min, 5 min)) are more difficult to separate visually. \n", "\n", - "To quantify the accuracy of the different simulations, we can compute how far each particle deviates from the most accurate simulation. We have no exact solution to this integration, so we have to use our highest resolution simulation as a benchmark.\n", - "\n", - "- convergence? of integration (sample particles, full length of simulation)\n", - "- Realizations vs distributions\n", - "- Numerical accuracy vs flow separation." + "To quantify the precision of these simulations, we can compute the separation distance between the trajectories with the same starting location. Since we have no exact solution to these trajectories, we use our highest resolution simulation as a benchmark. The separation distance is a common metric to analyse particle trajectories, as described in [the Lagrangian Diagnostics project](https://lagrangian-diags.readthedocs.io/en/latest/tutorials/absolute_distance_method01.html)." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "id": "15", "metadata": {}, "outputs": [], @@ -391,81 +389,155 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "id": "16", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "dist_end = np.zeros((len(dt_choices) - 1, len(advection_schemes), npart))\n", - "# Let's first compare different timesteps within each advection scheme\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(advection_schemes), figsize=(15, 5))\n", - "for i, advection_scheme in enumerate(advection_schemes):\n", - " axs[i].set_title(f\"{advection_scheme.__name__}\")\n", - " axs[i].set_xlabel(\"Time\")\n", - " axs[i].tick_params(\"x\", rotation=45)\n", - " axs[i].set_yscale(\"log\")\n", - " axs[i].set_ylim(1e-2, 1e2)\n", + "dist_end = np.zeros((len(dt_choices) - 1, npart))\n", "\n", - " # set 5 minute dt as benchmark\n", - " ds_5min = xr.open_zarr(f\"output/{advection_scheme.__name__}_dt_300s.zarr\")\n", - " for j, dt in enumerate(dt_choices[:-1]):\n", - " ds = xr.open_zarr(\n", - " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", - " )\n", - " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", + "fig=plt.figure()\n", + "ax=plt.axes()\n", + "ax.set_title(\"Separation distance from dt = 5-min trajectory\")\n", + "ax.set_xlabel(\"Time\")\n", + "ax.tick_params(\"x\", rotation=45)\n", + "ax.set_yscale(\"log\")\n", + "ax.set_ylim(1e-2, 1e2)\n", "\n", - " # subset 5 minute data to match dt\n", - " lon_5min_sub = ds_5min.lon.where(\n", - " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", - " ).values\n", - " lat_5min_sub = ds_5min.lat.where(\n", - " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", - " ).values\n", + "# set 5 minute dt as benchmark\n", + "ds_5min = xr.open_zarr(f\"output/AdvectionRK2_dt_300s.zarr\")\n", + "for i, dt in enumerate(dt_choices[:-1]):\n", + " ds = xr.open_zarr(\n", + " f\"output/AdvectionRK2_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", + " )\n", + " labels = [f\"dt = {str(dt)}\"] + [None] * (ds.lon.shape[0] - 1)\n", "\n", - " # remove nans\n", - " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(), drop=True).values\n", - " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(), drop=True).values\n", + " # subset 5 minute data to match dt\n", + " lon_5min_sub = ds_5min.lon.where(\n", + " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", + " ).values\n", + " lat_5min_sub = ds_5min.lat.where(\n", + " ds_5min.time.isin(ds.time.values).compute(), drop=True\n", + " ).values\n", "\n", - " # compute separation distance between each particle in km\n", - " dist = dist_km(lon_valid, lon_5min_sub, lat_valid, lat_5min_sub)\n", + " # remove nans\n", + " lon_valid = ds.lon.where(~np.isnan(ds.lon).compute(), drop=True).values\n", + " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(), drop=True).values\n", "\n", - " # plot\n", - " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True)\n", - " axs[i].plot(\n", - " time_valid.T,\n", - " dist.T,\n", - " alpha=0.75,\n", - " color=plt.cm.viridis(dt_colours[j]),\n", - " label=labels,\n", - " )\n", - " dist_end[j, i] = dist[:, -1]\n", - " axs[0].legend()\n", - " axs[0].set_ylabel(\"Distance (km)\")\n", + " # compute separation distance between each particle in km\n", + " dist = dist_km(lon_valid, lon_5min_sub, lat_valid, lat_5min_sub)\n", + "\n", + " # plot\n", + " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True)\n", + " ax.plot(\n", + " time_valid.T,\n", + " dist.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(dt_colours[i]),\n", + " label=labels,\n", + " )\n", + " dist_end[i] = dist[:, -1]\n", + "ax.legend()\n", + "ax.set_ylabel(\"Distance (km)\")\n", "plt.show()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 71, "id": "18", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dt choices = [720 360 60 20 5] minutes\n", + "precision = [19.52 9.64 1.4 0.38] km\n", + "sim duration = [ 0.11 0.37 0.94 3.19 12.34] s\n" + ] + } + ], "source": [ - "fig = plt.figure()\n", - "ax = plt.axes()\n", - "for i, advection_scheme in enumerate(advection_schemes):\n", - " ax.plot(\n", - " (dt_choices[:-1] / np.timedelta64(1, \"m\")).astype(int),\n", - " np.mean(dist_end[:, i], axis=1),\n", - " \"-o\",\n", - " color=plt.cm.viridis(scheme_colours[i]),\n", - " label=f\"{advection_scheme.__name__}\",\n", + "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(12,5))\n", + "for i, dt in enumerate(dt_choices[:-1]):\n", + " ax[0].scatter(\n", + " (dt / np.timedelta64(1, \"m\")).astype(int),\n", + " np.mean(dist_end[i]),\n", + " color=plt.cm.viridis(dt_colours[i]),\n", + " label=f\"dt = {str(dt)}\"\n", " )\n", - "ax.set_ylabel(\"Mean separation distance (km)\")\n", - "ax.set_xlabel(\"dt (minutes)\")\n", - "ax.legend()\n", - "ax.grid()\n", - "plt.show()" + "ax[0].plot(\n", + " (dt_choices[:-1] / np.timedelta64(1, \"m\")).astype(int),\n", + " np.mean(dist_end,axis=1)\n", + ")\n", + "\n", + "ax[0].set_ylabel(\"Mean separation distance (km)\")\n", + "ax[0].set_xlabel(\"dt (minutes)\")\n", + "ax[0].grid()\n", + "ax[1].plot(dt_choices,sim_duration)\n", + "for i, dt in enumerate(dt_choices):\n", + " ax[1].scatter(\n", + " (dt / np.timedelta64(1, \"m\")).astype(int),\n", + " sim_duration[i],\n", + " color=plt.cm.viridis(dt_colours[i]),\n", + " label=f\"dt = {str(dt)}\"\n", + " )\n", + "ax[1].set_ylabel(\"Simulation Duration (s)\")\n", + "ax[1].set_xlabel(\"dt (minutes)\")\n", + "ax[1].grid()\n", + "ax[1].legend()\n", + "plt.show()\n", + "print(f\"dt choices = {(dt_choices / np.timedelta64(1, \"m\")).astype(int)} minutes\")\n", + "print(f\"precision = {np.round(np.mean(dist_end,axis=1),2)} km\")\n", + "print(f\"sim duration = {np.round(sim_duration,2)} s\")" + ] + }, + { + "cell_type": "markdown", + "id": "d2ef7346", + "metadata": {}, + "source": [ + "We can see that in our simulation advecting particles for 7 days, the effect of `dt` on the precision of our simulation is approximately linear. The precision for a simulation with a timestep of 20 minutes is order of magnitude ~100 m. The effect on the time it takes to run a simulation is not linear in our case however; it increases sharply as we decrease our timestep. This may be optimized using more efficient chunking.\n", + "\n", + "| `dt` | Mean separation distance after 7 days (km) | Simulation duration (s) | \n", + "| ---------- | ------------------------------------------ | ------------------------ |\n", + "| 12 hours | 19.52 | 0.11 |\n", + "| 6 hours | 9.64 | 0.37 | \n", + "| 1 hour | 1.4 | 0.94 | \n", + "| 20 minutes | 0.38 | 3.19 | \n", + "| 5 minutes | x | 12.34 | \n" + ] + }, + { + "cell_type": "markdown", + "id": "fd492bc7", + "metadata": {}, + "source": [ + "```{note}\n", + "The desired precision is not always best measured by the separation distance of individual trajectories. Depending on the application of your Parcels simulation and the process you are computing, other metrics may be more suitable.\n", + "```" ] }, { @@ -492,14 +564,6 @@ "]" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "ad80f5b3", - "metadata": {}, - "outputs": [], - "source": [] - }, { "cell_type": "code", "execution_count": null, From 43247636aaeef1a2ae0b0a08eadff52cce00cf05 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 17:40:33 +0100 Subject: [PATCH 12/18] expand integration scheme analysis --- .../examples/tutorial_dt_integrators.ipynb | 377 +++++++++++++++--- 1 file changed, 326 insertions(+), 51 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 07b174516..1edcbb296 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -210,7 +210,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 84, "id": "10", "metadata": { "tags": [ @@ -224,19 +224,19 @@ "text": [ "Begin simulation for dt = 43200 s\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5725055.99it/s]\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5831877.44it/s]\n", "Begin simulation for dt = 21600 s\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 1651223.40it/s]\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3664481.11it/s]\n", "Begin simulation for dt = 3600 s\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 645401.49it/s]\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 752639.52it/s]\n", "Begin simulation for dt = 1200 s\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:03<00:00, 189570.36it/s]\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 232126.95it/s]\n", "Begin simulation for dt = 300 s\n", "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:12<00:00, 49011.11it/s]\n" + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 67421.34it/s]\n" ] } ], @@ -293,7 +293,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 85, "id": "12", "metadata": {}, "outputs": [], @@ -304,7 +304,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 86, "id": "13", "metadata": {}, "outputs": [ @@ -355,7 +355,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 87, "id": "15", "metadata": {}, "outputs": [], @@ -389,15 +389,15 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 90, "id": "16", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, @@ -407,13 +407,17 @@ "source": [ "dist_end = np.zeros((len(dt_choices) - 1, npart))\n", "\n", - "fig=plt.figure()\n", - "ax=plt.axes()\n", - "ax.set_title(\"Separation distance from dt = 5-min trajectory\")\n", - "ax.set_xlabel(\"Time\")\n", - "ax.tick_params(\"x\", rotation=45)\n", - "ax.set_yscale(\"log\")\n", - "ax.set_ylim(1e-2, 1e2)\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(10,5))\n", + "axs[0].set_title(\"Separation distance from dt = 5-min trajectory\")\n", + "axs[0].set_xlabel(\"Time\")\n", + "axs[0].tick_params(\"x\", rotation=45)\n", + "axs[0].set_yscale(\"log\")\n", + "axs[0].set_ylim(1e-2, 1e2)\n", + "\n", + "axs[1].set_title(\"Linear y-scale\")\n", + "axs[1].set_xlabel(\"Time\")\n", + "axs[1].tick_params(\"x\", rotation=45)\n", + "axs[1].set_ylim(0, 50)\n", "\n", "# set 5 minute dt as benchmark\n", "ds_5min = xr.open_zarr(f\"output/AdvectionRK2_dt_300s.zarr\")\n", @@ -440,7 +444,14 @@ "\n", " # plot\n", " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True)\n", - " ax.plot(\n", + " axs[0].plot(\n", + " time_valid.T,\n", + " dist.T,\n", + " alpha=0.75,\n", + " color=plt.cm.viridis(dt_colours[i]),\n", + " label=labels,\n", + " )\n", + " axs[1].plot(\n", " time_valid.T,\n", " dist.T,\n", " alpha=0.75,\n", @@ -448,11 +459,21 @@ " label=labels,\n", " )\n", " dist_end[i] = dist[:, -1]\n", - "ax.legend()\n", - "ax.set_ylabel(\"Distance (km)\")\n", + "axs[0].legend()\n", + "axs[0].set_ylabel(\"Distance (km)\")\n", "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "6dc8cec6", + "metadata": {}, + "source": [ + "```{warning}\n", + "As you can see, the separation distance starts to increase rapidly with time. Small errors can grow, and the accuracy of the integration therefore depends strongly on the runtime and flow conditions (see [Finite Size Lyapunov Exponents](#flow-conditions)).\n", + "```" + ] + }, { "cell_type": "code", "execution_count": 71, @@ -547,12 +568,105 @@ "source": [ "## Integration schemes\n", "\n", - "Parcels comes with a number of built-in advection Kernels. These kernels integrate the virtual particles' position in time as a function of a velocity field, as described in the [Parcels workflow explanation of kernels](../../getting_started/explanation_concepts.md#3-kernels). " + "In addition to our choice of timestep, the method we use to integrate the process of interest can have an effect on the accuracy of our calculations. Parcels comes with a number of built-in advection Kernels. These kernels use different integration methods to compute the change in position from one timestep to the next. The higher-order [Runge-Kutta (RK) methods](https://en.wikipedia.org/wiki/Runge%E2%80%93Kutta_methods) are generally more accurate than the simple Explicit Euler (EE)." + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "ee19c250", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "def AdvectionEE(particles, fieldset): # pragma: no cover\n", + " \"\"\"Advection of particles using Explicit Euler (aka Euler Forward) integration.\"\"\"\n", + " (u1, v1) = fieldset.UV[particles]\n", + " particles.dlon += u1 * particles.dt\n", + " particles.dlat += v1 * particles.dt\n", + "\n" + ] + } + ], + "source": [ + "import inspect\n", + "# To get a sense of what the built-in Euler-forward scheme looks like, let's look at the source code! \n", + "print(inspect.getsource(parcels.kernels.AdvectionEE))" ] }, { "cell_type": "code", "execution_count": null, + "id": "f671bac0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "def AdvectionRK2(particles, fieldset): # pragma: no cover\n", + " \"\"\"Advection of particles using second-order Runge-Kutta integration.\"\"\"\n", + " dt = _constrain_dt_to_within_time_interval(fieldset.time_interval, particles.time, particles.dt)\n", + " (u1, v1) = fieldset.UV[particles]\n", + " lon1, lat1 = (particles.lon + u1 * 0.5 * dt, particles.lat + v1 * 0.5 * dt)\n", + " (u2, v2) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat1, lon1, particles]\n", + " particles.dlon += u2 * dt\n", + " particles.dlat += v2 * dt\n", + "\n" + ] + } + ], + "source": [ + "# And the second-order Runge-Kutta (RK2) method\n", + "print(inspect.getsource(parcels.kernels.AdvectionRK2))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "683653ab", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "def AdvectionRK4(particles, fieldset): # pragma: no cover\n", + " \"\"\"Advection of particles using fourth-order Runge-Kutta integration.\"\"\"\n", + " dt = _constrain_dt_to_within_time_interval(fieldset.time_interval, particles.time, particles.dt)\n", + " (u1, v1) = fieldset.UV[particles]\n", + " lon1, lat1 = (particles.lon + u1 * 0.5 * dt, particles.lat + v1 * 0.5 * dt)\n", + " (u2, v2) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat1, lon1, particles]\n", + " lon2, lat2 = (particles.lon + u2 * 0.5 * dt, particles.lat + v2 * 0.5 * dt)\n", + " (u3, v3) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat2, lon2, particles]\n", + " lon3, lat3 = (particles.lon + u3 * dt, particles.lat + v3 * dt)\n", + " (u4, v4) = fieldset.UV[particles.time + dt, particles.z, lat3, lon3, particles]\n", + " particles.dlon += (u1 + 2 * u2 + 2 * u3 + u4) / 6.0 * dt\n", + " particles.dlat += (v1 + 2 * v2 + 2 * v3 + v4) / 6.0 * dt\n", + "\n" + ] + } + ], + "source": [ + "# And RK4:\n", + "print(inspect.getsource(parcels.kernels.AdvectionRK4))" + ] + }, + { + "cell_type": "markdown", + "id": "6f1c84cd", + "metadata": {}, + "source": [ + "The higher-order methods use weighted intermediate steps in time and space to obtain a more accurate estimate of `dlat` and `dlon` for a given timestep.\n", + "\n", + "Now let's see how the different advection schemes affect our simulation. As before, there is no exact solution to the simulated trajectories, so we will use the highest order method as the benchmark." + ] + }, + { + "cell_type": "code", + "execution_count": 95, "id": "322ec4ca", "metadata": {}, "outputs": [], @@ -566,11 +680,118 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 102, + "id": "48101c7d", + "metadata": { + "tags": [ + "hide-output" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Begin simulation for (scheme: AdvectionEE, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 6584628.76it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 4838390.77it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 886721.47it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 320968.16it/s]\n", + "Begin simulation for (scheme: AdvectionEE, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 74947.58it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5869905.91it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3411993.84it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 651092.69it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 250210.40it/s]\n", + "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:09<00:00, 62243.44it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=43200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_43200s.zarr\n", + "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5502635.70it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=21600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_21600s.zarr\n", + "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3251544.32it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=3600 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_3600s.zarr\n", + "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 535569.68it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=1200 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_1200s.zarr\n", + "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:03<00:00, 197949.73it/s]\n", + "Begin simulation for (scheme: AdvectionRK4, dt=300 s)\n", + "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_300s.zarr\n", + "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:12<00:00, 46760.98it/s]\n" + ] + } + ], + "source": [ + "sim_duration = np.zeros((len(advection_schemes),len(dt_choices)))\n", + "\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " for j, dt in enumerate(dt_choices):\n", + " pset = parcels.ParticleSet(\n", + " fieldset=fieldset,\n", + " pclass=parcels.Particle,\n", + " time=initial_release_times,\n", + " z=initial_release_zs,\n", + " lat=initial_release_lats,\n", + " lon=initial_release_lons,\n", + " )\n", + " outputdt = dt\n", + " chunks = int(\n", + " runtime / outputdt / 2\n", + " ) # Because we will store a lot of positions, to speed up our simulation we need to chunk the output datafile\n", + "\n", + " pfile = parcels.ParticleFile(\n", + " store=f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\",\n", + " outputdt=outputdt,\n", + " chunks=(len(pset), chunks),\n", + " )\n", + "\n", + " print(\n", + " f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt / np.timedelta64(1, 's'))} s)\"\n", + " )\n", + " start_time = time.time()\n", + " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", + " sim_duration_ij = time.time()-start_time\n", + " sim_duration[i,j] = sim_duration_ij" + ] + }, + { + "cell_type": "code", + "execution_count": 103, "id": "20", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ + "scheme_colours = np.linspace(0, 1, len(advection_schemes), endpoint=True)\n", "# Now let's compare different advection schemes with the same timestep\n", "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", "for i, dt in enumerate(dt_choices):\n", @@ -588,6 +809,8 @@ " color=plt.cm.viridis(scheme_colours[j]),\n", " label=labels,\n", " )\n", + " axs[i].scatter(ds.lon[:,0],ds.lat[:,0],c=\"r\",marker=\"s\",label=\"starting locations\")\n", + " axs[i].grid()\n", " axs[0].legend()\n", " axs[0].set_ylabel(\"Latitude\")\n", "plt.show()" @@ -595,24 +818,32 @@ }, { "cell_type": "markdown", - "id": "21", + "id": "19ac999c", "metadata": {}, "source": [ - "### Accuracy\n", - "Compare with AdvectionRK4. Lagrangian Diagnostics. Great Circle Distance. \n", - "\n", - "Integration scheme = O(1) error -> Finite Size Lyapunov Exponent takes over." + "Clearly, for longer timesteps, the RK2 and RK4 schemes perform better. However, if the timestep is appropriate, as we have determined in the previous section, then the Explicit Euler scheme does not perform notably different." ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 104, "id": "22", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "dist_end = np.zeros((len(advection_schemes) - 1, len(dt_choices), npart))\n", - "# Now let's compare different advection schemes with the same timestep\n", + "\n", "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", "for i, dt in enumerate(dt_choices):\n", " axs[i].set_title(f\"dt = {str(dt)}\")\n", @@ -656,53 +887,97 @@ "plt.show()" ] }, + { + "cell_type": "markdown", + "id": "d9385b2f", + "metadata": {}, + "source": [ + "By quantifying the precision of the integration methods, we can see that for a given timestep the Runge-Kutta methods perform orders of magnitude better than the Explicit Euler method. In this example, the error associated with the selected integration methods is smaller than that of the range of timesteps." + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 128, "id": "23", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": "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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "fig = plt.figure()\n", - "ax = plt.axes()\n", - "ax.plot(\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(12,5))\n", + "axs[0].plot(\n", " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", " np.nanmean(dist_end[0], axis=1),\n", " \"-o\",\n", " color=plt.cm.viridis(scheme_colours[0]),\n", " label=\"AdvectionEE - AdvectionRK4\",\n", ")\n", - "ax.plot(\n", + "axs[0].plot(\n", " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", " np.nanmean(dist_end[1], axis=1),\n", " \"-o\",\n", " color=plt.cm.viridis(scheme_colours[1]),\n", " label=\"AdvectionRK2 - AdvectionRK4\",\n", ")\n", - "ax.set_ylabel(\"Mean separation distance (km)\")\n", - "ax.set_yscale(\"log\")\n", - "ax.set_xlabel(\"dt (minutes)\")\n", - "ax.legend()\n", - "ax.grid()\n", + "axs[0].set_ylabel(\"Mean separation distance (km)\")\n", + "axs[0].set_yscale(\"log\")\n", + "axs[0].set_xlabel(\"dt (minutes)\")\n", + "axs[0].legend()\n", + "axs[0].grid()\n", + "for i, advection_scheme in enumerate(advection_schemes):\n", + " axs[1].plot(\n", + " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", + " sim_duration[i],\n", + " \"-o\",\n", + " color=plt.cm.viridis(scheme_colours[i]),\n", + " label=advection_scheme.__name__,)\n", + "axs[1].set_ylabel(\"Simulation Duration (s)\")\n", + "axs[1].set_yscale(\"log\")\n", + "axs[1].set_xlabel(\"dt (minutes)\")\n", + "axs[1].grid()\n", + "axs[1].legend()\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "86eb73e1", + "id": "94fcaac9", "metadata": {}, "source": [ - "#### Drifter pair separation: flow conditions\n", - "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figures above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) can be characterized by the _Finite Size Lyapunov Exponent_: DEFINE\n", - "\n", - "We can see that the separation distance of particles with their more accurate counterparts does not keep growing (stochastically) in time, but follows a rather specific time-evolution, as the particles enter different flow conditions. The final accuracy of your simulation may therefore strongly depend on your flow conditions and runtime." + "In this last figure, we see that the improvement of RK2 by orders of magnitude with respect to EE comes at a small computational cost. Since the RK2 and RK4 methods are practically indistinguishable, using the RK2 method with a timestep of 1 hour or 20 minutes, depending on the application, would be an appropriate choice for this simulation." ] }, { "cell_type": "markdown", - "id": "7b811f13", + "id": "86eb73e1", "metadata": {}, - "source": [] + "source": [ + "#### Flow conditions\n", + "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figures above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](https://en.wikipedia.org/wiki/Lorenz_system), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) over a given timeperiod can be characterized by the _Finite Size Lyapunov Exponent_.\n", + "\n", + "```{admonition} Finite Size Lyapunov Exponent references \n", + ":class: tip\n", + "- [Cencini and Vulpiani, 2013, J. Phys. A: Math. Theor.](https://doi.org/10.1088/1751-8113/46/25/254019)\n", + "- [Meunier and LaCasce, ]\n", + "- [Lagrangian Diagnostics example](https://lagrangian-diags.readthedocs.io/en/latest/tutorials/FTLE_method.html) to calculate the related Finite *Time* Lyapunov Exponent\n", + "```\n", + "\n", + "We can see that the separation rate of particles with more precise simulations does not depend mainly on the initial perturbation, but follows a rather specific time-evolution, as the particles enter different flow conditions. The final accuracy of your simulation may therefore strongly depend on your flow conditions and runtime.\n", + "\n", + "```{admonition} 🖥️ Lorenz equations in Parcels kernels\n", + ":class: seealso\n", + "Check out [this notebook](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/solutions/lorenz_and_lotka_volterra_solutions.ipynb) to learn how to model the Lorenz equations with Parcels!\n", + "```" + ] } ], "metadata": { From 89073c78889aac3c60a1687a8bce348e53cf75b8 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Wed, 17 Dec 2025 17:50:51 +0100 Subject: [PATCH 13/18] fix links and run linter --- docs/getting_started/explanation_concepts.md | 4 +- docs/getting_started/installation.md | 2 +- docs/getting_started/tutorial_quickstart.md | 2 +- .../examples/tutorial_dt_integrators.ipynb | 422 +++++------------- docs/user_guide/index.md | 2 +- src/parcels/_core/field.py | 6 +- 6 files changed, 111 insertions(+), 327 deletions(-) diff --git a/docs/getting_started/explanation_concepts.md b/docs/getting_started/explanation_concepts.md index b4fbe3a23..b58ddb61e 100644 --- a/docs/getting_started/explanation_concepts.md +++ b/docs/getting_started/explanation_concepts.md @@ -17,7 +17,7 @@ A Parcels simulation is generally built up from four different components: 3. [**Kernels**](#3-kernels). Kernels perform some specific operation on the particles every time step (e.g. advect the particles with the three-dimensional flow; or interpolate the temperature field to the particle location). 4. [**Execute**](#4-execute). Execute the simulation. The core method which integrates the operations defined in Kernels for a given runtime and timestep, and writes output to a ParticleFile. -We discuss each component in more detail below. The subsections titled **"Learn how to"** link to more detailed [how-to guide notebooks](../user_guide/index.md) and more detailed _explanations_ of Parcels functionality are included under **"Read more about"** subsections. The full list of classes and methods is in the [API reference](../reference.md). If you want to learn by doing, check out the [quickstart tutorial](./tutorial_quickstart.md) to start creating your first Parcels simulation. +We discuss each component in more detail below. The subsections titled **"Learn how to"** link to more detailed [how-to guide notebooks](../user_guide/index.md) and more detailed _explanations_ of Parcels functionality are included under **"Read more about"** subsections. The full list of classes and methods is in the [API reference](../reference/parcels/index.rst). If you want to learn by doing, check out the [quickstart tutorial](./tutorial_quickstart.md) to start creating your first Parcels simulation. ```{figure} ../_static/concepts_diagram.png :alt: Parcels concepts diagram @@ -190,6 +190,6 @@ There are many ways to analyze particle output, and although we provide [a short ```{admonition} 🖥️ Learn how to run a simulation :class: seealso -- [Choose an appropriate timestep and integrator](../user_guide/examples/tutorial_numerical_accuracy.ipynb) +- [Choose an appropriate timestep and integrator](../user_guide/examples/tutorial_dt_integrators.ipynb) - [Work with Parcels output](./tutorial_output.ipynb) ``` diff --git a/docs/getting_started/installation.md b/docs/getting_started/installation.md index ab07152e6..62ca73c51 100644 --- a/docs/getting_started/installation.md +++ b/docs/getting_started/installation.md @@ -33,7 +33,7 @@ conda activate parcels The next time you start a terminal and want to work with Parcels, activate the environment with `conda activate parcels`. ``` -**Step 4:** Create a Jupyter Notebook or Python script to set up your first Parcels simulation! The [quickstart tutorial](tutorial_quickstart.md) is a great way to get started immediately. You can also first read about the core [Parcels concepts](concepts_overview.md) to familiarize yourself with the classes and methods you will use. +**Step 4:** Create a Jupyter Notebook or Python script to set up your first Parcels simulation! The [quickstart tutorial](tutorial_quickstart.md) is a great way to get started immediately. You can also first read about the core [Parcels concepts](./explanation_concepts.md) to familiarize yourself with the classes and methods you will use. ## Installation for developers diff --git a/docs/getting_started/tutorial_quickstart.md b/docs/getting_started/tutorial_quickstart.md index 9635b9607..038302c22 100644 --- a/docs/getting_started/tutorial_quickstart.md +++ b/docs/getting_started/tutorial_quickstart.md @@ -9,7 +9,7 @@ kernelspec: Welcome to the **Parcels** quickstart tutorial, in which we will go through all the necessary steps to run a simulation. The code in this notebook can be used as a starting point to run Parcels in your own environment. Along the way we will familiarize ourselves with some specific classes and methods. If you are ever confused about one of these and want to -read more, we have a [concepts overview](concepts_overview.md) discussing them in more detail. Let's dive in! +read more, we have a [concepts overview](./explanation_concepts.md) discussing them in more detail. Let's dive in! ## Imports diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 1edcbb296..7e58a4e76 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -26,7 +26,7 @@ }, { "cell_type": "markdown", - "id": "3", + "id": "2", "metadata": {}, "source": [ "### A priori estimation\n", @@ -49,21 +49,9 @@ { "cell_type": "code", "execution_count": null, - "id": "4", + "id": "3", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "INFO: cf_xarray found variable 'uo' with CF standard name 'eastward_sea_water_velocity' in dataset, renamed it to 'U' for Parcels simulation.\n", - "INFO: cf_xarray found variable 'vo' with CF standard name 'northward_sea_water_velocity' in dataset, renamed it to 'V' for Parcels simulation.\n", - "dt = [24] hours\n", - "dlat = [0.08333206 0.08333588] degrees\n", - "dlon = [0.08332825 0.08334351] degrees\n" - ] - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", @@ -91,7 +79,7 @@ }, { "cell_type": "markdown", - "id": "5", + "id": "4", "metadata": {}, "source": [ "In our Parcels simulation, we must ensure that:\n", @@ -126,31 +114,22 @@ { "cell_type": "code", "execution_count": null, - "id": "6", + "id": "5", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "U_max = 1.65 m s-1\n", - " == 1.71e-5 degrees s-1\n" - ] - } - ], + "outputs": [], "source": [ "# Use the maximum velocity at the surface to scale dlon/dlat\n", "U_max_surface = np.nanmax(np.hypot(ds_fields.uo, ds_fields.vo))\n", "print(f\"U_max = {str(np.round(U_max_surface, 2))} m s-1\")\n", "\n", "# convert to degrees s-1 (at lat = 30 deg S, lon = 31 deg E)\n", - "U_max_surface_deg = parcels.GeographicPolar().to_target(U_max_surface,0,-30,31)\n", + "U_max_surface_deg = parcels.GeographicPolar().to_target(U_max_surface, 0, -30, 31)\n", "print(f\" == {str(np.round(U_max_surface_deg * 1e5, 2))}e-5 degrees s-1\")" ] }, { "cell_type": "markdown", - "id": "5dca01d7", + "id": "6", "metadata": {}, "source": [ "```{admonition} 🖥️ Spherical grids and unit converters\n", @@ -161,10 +140,10 @@ }, { "cell_type": "markdown", - "id": "8", + "id": "7", "metadata": {}, "source": [ - "Using `U_max_surface_deg`, we find a second estimate of an appropriate `dt`:\n", + "Using `U_max_surface_deg`, we find a second estimated limit of an appropriate `dt`:\n", "\n", "$$\n", "\\begin{aligned}\n", @@ -175,7 +154,7 @@ }, { "cell_type": "markdown", - "id": "1f5b49b5", + "id": "8", "metadata": {}, "source": [ "### Test timesteps\n", @@ -185,7 +164,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "9", "metadata": {}, "outputs": [], @@ -202,7 +181,7 @@ }, { "cell_type": "markdown", - "id": "9aa895f2", + "id": "10", "metadata": {}, "source": [ "We simulate particles using a range of timesteps that differ by a factor 2-10, starting at (dt < 24 hours). We also keep track of the time it takes to run each simulation:" @@ -210,38 +189,17 @@ }, { "cell_type": "code", - "execution_count": 84, - "id": "10", + "execution_count": null, + "id": "11", "metadata": { "tags": [ "hide-output" ] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Begin simulation for dt = 43200 s\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5831877.44it/s]\n", - "Begin simulation for dt = 21600 s\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3664481.11it/s]\n", - "Begin simulation for dt = 3600 s\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 752639.52it/s]\n", - "Begin simulation for dt = 1200 s\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 232126.95it/s]\n", - "Begin simulation for dt = 300 s\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 67421.34it/s]\n" - ] - } - ], + "outputs": [], "source": [ "import time\n", + "\n", "runtime = np.timedelta64(7, \"D\") # Total simulation time\n", "\n", "dt_choices = [\n", @@ -273,19 +231,19 @@ " chunks=(len(pset), chunks),\n", " )\n", "\n", - " print(\n", - " f\"Begin simulation for dt = {int(dt / np.timedelta64(1, 's'))} s\"\n", - " )\n", + " print(f\"Begin simulation for dt = {int(dt / np.timedelta64(1, 's'))} s\")\n", " # time and run simulation\n", " start_time = time.time()\n", - " pset.execute(parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile)\n", - " sim_duration_i = time.time()-start_time\n", + " pset.execute(\n", + " parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile\n", + " )\n", + " sim_duration_i = time.time() - start_time\n", " sim_duration[i] = sim_duration_i" ] }, { "cell_type": "markdown", - "id": "888ca683", + "id": "12", "metadata": {}, "source": [ "Let's start by comparing the trajectories of the different simulations:" @@ -293,8 +251,8 @@ }, { "cell_type": "code", - "execution_count": 85, - "id": "12", + "execution_count": null, + "id": "13", "metadata": {}, "outputs": [], "source": [ @@ -304,25 +262,13 @@ }, { "cell_type": "code", - "execution_count": 86, - "id": "13", + "execution_count": null, + "id": "14", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig = plt.figure()\n", "ax = plt.axes()\n", - "# ax.set_xlabel(\"Longitude\")\n", "temperature = ds_fields.isel(time=0, depth=0).thetao.plot(cmap=\"Greys\")\n", "for j, dt in enumerate(dt_choices):\n", " ds = xr.open_zarr(\n", @@ -336,16 +282,16 @@ " color=plt.cm.viridis(dt_colours[j]),\n", " label=labels,\n", " )\n", - "ax.scatter(ds.lon[:,0],ds.lat[:,0],c=\"r\",marker=\"s\",label=\"starting locations\")\n", + "ax.scatter(ds.lon[:, 0], ds.lat[:, 0], c=\"r\", marker=\"s\", label=\"starting locations\")\n", "ax.legend()\n", - "ax.set_ylim(-32.7,-31.3)\n", - "ax.set_xlim(31,32.4)\n", + "ax.set_ylim(-32.7, -31.3)\n", + "ax.set_xlim(31, 32.4)\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "14", + "id": "15", "metadata": {}, "source": [ "We see that as the timestep becomes smaller, the trajectories start to converge. As expected from our horizontal grid scaling, the 2 simulations with `dt` > 2 hours produce trajectories that end up in different grid cells. The other three simulations (`dt` = (1 h, 20 min, 5 min)) are more difficult to separate visually. \n", @@ -355,8 +301,8 @@ }, { "cell_type": "code", - "execution_count": 87, - "id": "15", + "execution_count": null, + "id": "16", "metadata": {}, "outputs": [], "source": [ @@ -389,25 +335,14 @@ }, { "cell_type": "code", - "execution_count": 90, - "id": "16", + "execution_count": null, + "id": "17", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "dist_end = np.zeros((len(dt_choices) - 1, npart))\n", "\n", - "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(10,5))\n", + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(10, 5))\n", "axs[0].set_title(\"Separation distance from dt = 5-min trajectory\")\n", "axs[0].set_xlabel(\"Time\")\n", "axs[0].tick_params(\"x\", rotation=45)\n", @@ -466,7 +401,7 @@ }, { "cell_type": "markdown", - "id": "6dc8cec6", + "id": "18", "metadata": {}, "source": [ "```{warning}\n", @@ -476,68 +411,47 @@ }, { "cell_type": "code", - "execution_count": 71, - "id": "18", + "execution_count": null, + "id": "19", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAA/IAAAHACAYAAAABT1O3AAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjcsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvTLEjVAAAAAlwSFlzAAAPYQAAD2EBqD+naQAAvxVJREFUeJzs3Xdc1fX3B/DXvZfLZU+ZiiDiwoG4RVM0UdEcmallAupXMytXqZlpaqW5isrUhttSK0dWZuDAvRX3FsUUwoFsuJd7P78/+HH1ypCL9/LhXl7Px4Pvl88+50Jyz30viSAIAoiIiIiIiIjIJEjFDoCIiIiIiIiIyo6FPBEREREREZEJYSFPREREREREZEJYyBMRERERERGZEBbyRERERERERCaEhTwRERERERGRCWEhT0RERERERGRCWMgTERERERERmRALsQOojDQaDe7evQt7e3tIJBKxwyEiIoIgCMjIyIC3tzekUn4Obwj8e09ERJWJPn/rWcgX4+7du/Dx8RE7DCIioiJu376NGjVqiB2GWeDfeyIiqozK8reehXwx7O3tARS8gA4ODsWeo1KpEBMTg65du0Iul1dkeEZlrnkBzM1UMTfTxNwMLz09HT4+Ptq/UfT8yvL3vjTm+nvOvEyHOeYEMC9TY455mcLfehbyxSjsXufg4FBqIW9jYwMHBwez+YUFzDcvgLmZKuZmmpib8bALuOGU5e99acT+XTAW5mU6zDEngHmZGnPMS+ycyvK3noPsiIiIiIiIiEyIqIX8nDlz0LJlS9jb28Pd3R19+/bF5cuXdc4RBAEzZsyAt7c3rK2tERoaivPnzz/z3hs3bkRgYCAUCgUCAwOxefNmY6VBREREREREVGFELeT37NmDt99+G4cPH0ZsbCzy8/PRtWtXZGVlac+ZN28evvjiCyxatAjHjh2Dp6cnwsLCkJGRUeJ9Dx06hIEDB2LIkCE4ffo0hgwZggEDBuDIkSMVkRYRERERERGR0Yg6Rn779u062ytWrIC7uztOnDiBDh06QBAEREdHY+rUqejXrx8AYNWqVfDw8MDPP/+MN998s9j7RkdHIywsDFOmTAEATJkyBXv27EF0dDTWrVtn3KSIiIiIiKhSEgQB+fn5UKvVFf5slUoFCwsL5ObmivJ8YzHHvIyZk1wuh0wme+77VKrJ7tLS0gAALi4uAICEhAQkJyeja9eu2nMUCgU6duyIgwcPlljIHzp0COPHj9fZ161bN0RHRxd7fl5eHvLy8rTb6enpAAp+gCqVqthrCveXdNxUmWteAHMzVczNNDE34z2XiIjKR6lUIikpCdnZ2aI8XxAEeHp64vbt22Y1cak55mXMnCQSCWrUqAE7O7vnuk+lKeQFQcCECRPQvn17NGrUCACQnJwMAPDw8NA518PDA7du3SrxXsnJycVeU3i/p82ZMwczZ84ssj8mJgY2Njalxh0bG1vqcVNlrnkBzM1UMTfTxNwMR6w3nkRE5kCj0SAhIQEymQze3t6wtLSs8KJTo9EgMzMTdnZ2kErNZ85xc8zLWDkJgoB79+7h33//RZ06dZ6rZb7SFPLvvPMOzpw5g/379xc59vR/ZIIgPPM/PH2umTJlCiZMmKDdLly/r2vXrqUuPxcbG4uwsDCzWWYBMN+8AOZmqpibaWJuhlfYW4yIiPSnVCqh0Wjg4+PzzIY6Y9FoNFAqlbCysjKbghcwz7yMmZObmxtu3rwJlUpl+oX8u+++i61bt2Lv3r2oUaOGdr+npyeAghZ2Ly8v7f6UlJQiLe5P8vT0LNL6Xto1CoUCCoWiyH65XP7MN2llOccUmWteAHMzVczNNDE3wz6PiIiej7kUmmS6DNUTRNTfZEEQ8M4772DTpk3YtWsXatWqpXO8Vq1a8PT01Om+qFQqsWfPHoSEhJR437Zt2xbp8hgTE1PqNURERERERESmQNQW+bfffhs///wzfv/9d9jb22tb0R0dHWFtbQ2JRIJx48Zh9uzZqFOnDurUqYPZs2fDxsYGr7/+uvY+ERERqF69OubMmQMAGDt2LDp06IC5c+eiT58++P3337Fjx45iu+0TEREZg1qtxrl9l/AgKRWuXs5o9EJ9g8xSS5WPIKgh5J0ENPcAqRtg2QISCX/WRERkPKIW8kuWLAEAhIaG6uxfsWIFoqKiAACTJk1CTk4ORo8ejdTUVLRu3RoxMTGwt7fXnp+YmKjTTSYkJATr16/HRx99hGnTpqF27drYsGEDWrdubfSciIiI9m06gsXjVuD+vw+0+6rVcMXo6KF4oR//Fpkb4f5LEKSJj3dIPQGHqZBYdRMvKCIya6GhoWjatGmJq3KZGnPLpyKI3rW+uK/CIh4oGEMwY8YMJCUlITc3F3v27NHOal8oLi4OK1eu1NnXv39/XLp0CUqlEhcvXtSuQ09ERGRM+zYdwaxXF+gU8QBw/84DzHp1AfZtOiJSZGRoQt7Ogm80/+ke0PwH4dEYCLn/VHxQRFQl+fn5VUgRvGnTJnTr1g3VqlWDRCJBfHy8zvGHDx/i3XffRb169WBjY4OaNWtizJgx2mXGyXA42wMREZGBqNVqLB63AhD+f1thWfitdt+S8SugVqvFCI8MSBDUENIXlHS04H/TZ0MQ+LMmMjdqtRqn485j17r9OB13vkr9m56VlYV27drh888/L/b43bt3cffuXSxYsABnz57FypUrsX37dgwfPryCIy0bpVIpdgjlxkKeiIjIQM7tu6RtiVc52OH2kJ540LH54xME4N7tBzi375JIEZLBKI9rW+KP3/VDz7Xv492/Ip44QQA0SQXnEZHZ2LfpCN6o9Tbe7zwDcwZ/hfc7z8Abtd42am+rrKwsREREwM7ODl5eXli4cKHO8dDQUNy6dQvjx4+HRCIx2KzoxRkyZAimT5+OLl26FHu8UaNG2LhxI3r16oXatWujc+fO+Oyzz/DHH38gPz+/1HtrNBpMmjQJLi4u8PT0xIwZM3SOJyYmok+fPrCzs4ODgwMGDBiA//573CMqKioKffv21blm3LhxOsO4Q0ND8c4772DChAmoVq0awsLCAAAzZsxAzZo1oVAo4O3tjbFjx5b9RREJC3kiIiIDeZCUCgDIq+aE24PDoXJxREb9WlBbWRZ7HpkwzT3tt3n5Frh4vzpupLqXeh4RmTaxhk5NnDgRu3fvxubNmxETE4O4uDicOHFCe3zTpk2oUaMGZs2ahaSkJCQlJZV4r/DwcNjZ2ZX6ZWhpaWlwcHCAhUXp07OtWrUKtra2OHLkCObNm4dZs2ZpVyITBAF9+/bFw4cPsWfPHsTGxuL69esYOHCg3vGsWrUKFhYWOHDgAL777jv89ttv+PLLL/Hdd9/h6tWr2LJlS5Gh3JVRpVhHnoiIyBy4ejkjp7o77r7yIjRWCljeS0X1X2Mhy1UWOY9MnNRN+62lrKBbbZ66mLdVT5xHRKbr6aFTOgQAkoKhUyF9Whh0hZLMzEwsW7YMq1ev1rYer1q1CjVq1NCe4+LiAplMBnt7e3h6epZ6vx9//BE5OTkGi+9ZHjx4gE8++QRvvvnmM89t0qQJPv74YwBAnTp1sGjRIuzcuRNhYWHYsWMHzpw5g4SEBPj4+AAA1qxZg4YNG+LYsWNo2bJlmWMKCAjAvHnztNvbtm2Dp6cnunTpArlcjpo1a6JFixZIT0/XM9uKxUKeiIjIQO65ueDuwG7QWMhgdScF3ht36BbxEsCthisavVBfvCDJMCxbAFIPAIDCQgUAyMuXP3GCpGD2essWIgRHRIb25NCpYj0xdCootKHBnnv9+nUolUq0bdtWu8/FxQX16tUr1/2qV69uqNCeKT09HT179kRgYKC2QC9NkyZNdLa9vLyQkpICALh48SJ8fHy0RTwABAYGwsnJCRcvXtSrkG/RQvff5VdffRXR0dHw9/dH9+7d0aNHD/Ts2bPM9xMLu9YTEREZwMYT/+LNn05BYyGDzfXbqP7LP0WKeAB468uhXE/eDEgkMkgc3gdQXIt8wQ9b4vAh15MnMhNlHRJl6KFTglBcF4Dyq6iu9RkZGejevTvs7OywefNmyOXyZ17z9DkSiQQajQZAwetQ3Nj/J/dLpdIir5dKpSpyja2trc62j48PLl++jG+//RbW1tYYPXo0QkNDi722MmGLPBER0XP6Ye8NfLbtIgDg5eDq6N3CFd8fiddpvXGr4Yq3vuQ68uZEongRwDYo5A4AnmiRl3oWFPFcR57IbJR1SJShh04FBARALpfj8OHDqFmzJgAgNTUVV65cQceOHbXnWVpalmn2/IroWp+eno5u3bpBoVBg69atsLKyeu57BgYGIjExEbdv39a2yl+4cAFpaWlo0KABAMDNzQ3nzp3TuS4+Pr5MHyJYW1ujd+/e6N27N95++23Ur18fFy5cwAsvvPDcsRsLC3kiIqJyEgQBn2+/hO/23AAA/K99LXzYowGkUgk6vNwS5/ZdwoOkVLh6OaPRC/XZEm+mrNx+BHAAeWorSJzXAJYt2BJPZGYavVAf1Wq44v6dB8WPkzfS0Ck7OzsMHz4cEydOhKurKzw8PDB16lRIpbodq/38/LB3714MGjQICoUC1apVK/Z+z9u1/uHDh0hMTMTdu3cBAJcvX4ZGo4GtrS0cHByQkZGBrl27Ijs7G2vXrkV6erp2rLmbm1u5/w526dIFTZo0weDBgxEdHY38/HyMHj0aHTt21HaV79y5M+bPn4/Vq1ejbdu2WLt2Lc6dO4fg4OBS771y5Uqo1Wq0bt0aNjY2WLNmDaytrXW68VdG7FpPRERUDvlqDSb9dkZbxH8QXh9TexYU8QAgk8kQFNoQnV9rj6DQhizi9bR371706tUL3t7ekEgk2LJli/aYSqXC5MmT0bhxY9ja2sLb2xsRERHaN5YVzUpe0C6iVEsAy1Ys4onMkEwmw+jooQUbT/fwNvLQqfnz56NDhw7o3bs3unTpgvbt26N58+Y658yaNQs3b95E7dq14eZmvEk2t27diuDgYO0Y8kGDBqF58+ZYsWIFAODEiRM4cuQIzp49i4CAAHh5eWm/bt++Xe7nFv4dcHZ2RocOHdClSxf4+/tjw4YN2nO6deuGadOmYdKkSWjZsiUyMjIQERFRyl0LODk54YcffkC7du3QpEkT7Ny5E7///jtcXFzKHW9FYIs8ERGRnpRq4J31p7Hz0j1IJcDn/ZpgQMvK/cm9qcnKykJQUBCGDh2KV155RedYdnY2Tp48iWnTpiEoKAipqakYN24cevfujePHK37ddkuLx2/clWoNFBYs5InM0Qv9WmP6r+9j8bgVFTp0ys7ODmvWrMGaNWu0+yZOnKhzTps2bXD69GmjPP9JUVFRiIqK0tmn0Wi0re6hoaHlGtcfFxdXZN+TH+ACQM2aNfH777+Xep+ZM2di5syZej2nb9++RdaffzKnyoqFPBERkR7Sc1RYelGG6xn3YGkhxaLXgtG1YenL/ZD+wsPDER4eXuwxR0dH7drChb755hu0atUKiYmJ2nGkFUVh8biDY14+C3kic/ZCv9YI6dOCQ6dIdCzkiYiIyiglPRcRy47heoYEdgoLLItsgdb+rmKHRQDS0tIgkUjg5ORU4jl5eXnIy8vTbhe2tqhUqnLNTqy9RpMPiQQQBCArJw/WJv5+vjCvyj5js77MMS9zzAkwTl4qlQqCIECj0WhnQi8viUSCxh0a6Owryz0LW6oL4zAX5piXMXPSaDQQBAEqlarIB0D6/M6zkCciIiqDhPtZiFh+BLcf5sBeLuCn4S3RpGblHj9XVeTm5uKDDz7A66+/DgcHhxLPmzNnTrFdLmNiYmBjY1Pu5+/YsQMWkEEFCbbH7oSLoty3qlSe7vVgLswxL3PMCTBsXhYWFvD09ERmZiaUSuWzLzCijIwMUZ9vLOaYlzFyUiqVyMnJwd69e5Gfn69zLDs7u8z3YSFPRET0DOfupCFqxVHcz1Sipos1In0z0MDLXuywCAWtF4MGDYJGo8HixYtLPXfKlCmYMGGCdjs9PR0+Pj7o2rVrqR8AlPbs2NhYhIWFwfrUPqhy8xHSviP83WyffXEl9mReZVm2yVSYY17mmBNgnLxyc3Nx+/Zt2NnZGWQ5tPIQBAEZGRmwt7cvdk10U2WOeRkzp9zcXFhbW6NDhw5Ffhf1GZfPQp6IiKgUB6/fx8jVJ5CZl49ALwcsiwjG0b07xQ6LUPBmf8CAAUhISMCuXbueWYwrFAooFEWby+Vy+XMVC3K5HAq5DMjNhxpSsymonvd1qazMMS9zzAkwbF5qtRoSiQRSqbTI0m0VpbCLdmEc5sIc8zJmTlKpFBKJpNjfb31+31nIExERlWD7uSSMWRcPpVqDNv4u+D6ihcmPfzYXhUX81atXsXv3bri6ijtXQeGEd3n5alHjICKiqoGFPBERUTF+PpKIj7achUYAujX0wFeDgmEll5ndpFKVVWZmJq5du6bdTkhIQHx8PFxcXODt7Y3+/fvj5MmT+PPPP6FWq5GcnAwAcHFxgaWlZYXH+7iQN4+JnoiIqHJjIU9ERPQEQRDw7e5rWBBzBQDwWisffNq3MWRS8xj3ZyqOHz+OTp06abcLx7ZHRkZixowZ2Lp1KwCgadOmOtft3r0boaGhFRWmVuGSc0oW8kREVAFYyBMREf0/jUbArD8vYOXBmwCAdzoF4L2udc1m8h5TEhoaql3+pzilHRODQs4WeSKqOKGhoWjatCmio6PFDuWZoqKi8OjRI2zZskXsUMyKecxGQERE9JyU+RqM2xCvLeKnvxSI97vVYxFPZcIx8kQkJj8/vwor6i9evIjevXvD0dER9vb2CAkJwe3btyvk2fQYW+SJiKjKy8rLx6i1J7Dv6n1YSCVYOCAIfZpWFzssMiGFXevzVGyRJyLzdf36dbRv3x7Dhw/HzJkz4ejoiPPnz4u2pF9plEqlKHOmVBS2yBMRUZX2MEuJ1388gn1X78NaLsOPkS1YxJPeLDnZHVGVoVZrcPJcImL3XcTJc4lQq437331WVhYiIiJgZ2cHLy8vLFy4UOd4aGgobt26hfHjx0MikRi1J9nUqVPRo0cPzJs3D8HBwfD390fPnj3h5ub2zGsXLFgALy8vuLq64u2339aZPDY1NRURERFwdnaGjY0NwsPDcfXqVe3xGTNmFJkTJTo6Gn5+ftrtqKgo9O3bF3PmzIG3tzfq1q0LAFi8eDHq1KkDKysreHh4oH///s/3IlQSbJEnIqIq686jHEQsO4Lr97LgZCPHiqiWCK7pLHZYZILYtZ6oathz+Aqil+/CvQeZ2n1urnYYN6wzOrapa5RnTpw4Ebt378bmzZvh6emJDz/8ECdOnNAWtps2bUJQUBBGjhyJESNGlHqv8PBw7Nu3r9RzMjMzi92v0Wjw119/YdKkSejWrRtOnTqFWrVqYfLkyejcuXOp99y9eze8vLywe/duXLt2DQMHDkTTpk218UZFReHq1avYunUrHBwcMHnyZPTo0QMXLlzQa231nTt3wsHBAbGxsRAEAcePH8eYMWOwZs0ahISE4OHDh8/M31SwkCcioirpWkoGhiw7iqS0XHg5WmHN8FYIcLcXOywyUdqu9WyRJzJbew5fwdT5W4vsv/cgE1Pnb8VnE3sbvJjPzMzEsmXLsHr1aoSFhQEAVq1ahRo1amjPcXFxgUwmg729PTw9PUu9348//oicnJxyxZKSkoLMzEx8/vnn+PTTTzF37lxs374d/fv3xx9//IHw8PASr3V2dsaiRYsgk8lQv3599OzZEzt37sSIESO0BfyBAwcQEhICAPjpp5/g4+ODLVu24NVXXy1zjLa2tvjxxx+1Xeo3bdoEW1tbvPTSS7C3t4evry+Cg4PLlX9lw0KeiIiqnJOJqRi28hgeZatQ280Wq4e3RnUna7HDIhOmnbWeY+SJzJJarUH08l2lnvPV8t1o3zIAMpnhRi9fv34dSqUSbdu21e5zcXFBvXr1ynW/6tXLP3RMoyn4961Pnz4YP348gIIlQA8cOIDly5eXWsg3bNgQMplMu+3l5YWzZ88CKJg8z8LCAq1bt9Yed3V1Rb169XDx4kW9YmzcuLHOuPiwsDD4+vrC398f3bt3R/fu3fHyyy/DxsZGr/tWRhwjT0REVUrc5RQM/uEIHmWrEOTjhF9HhbCIp+fGrvVE5u30xX91utMXJ+VBBk5f/NegzzX0Upvh4eGws7Mr9ask1apVg4WFBQIDA3X2N2jQAP/+W3reT3ePl0gk2g8GSspREATteH+pVFrkvCfH2BeytbXV2ba3t8fJkyexbt06eHl5Yfr06QgKCsKjR49KjdcUsEWeiIiqjN/j7+C9X04jXyOgQ103LBncDLYK/imk51fYtV7JrvVEZulBapZBzyurgIAAyOVyHD58GDVr1gRQMDHclStX0LFjR+15lpaWUKuf/UHi83Stt7S0RMuWLXH58mWd/VeuXIGPj0+57gkAgYGByM/Px5EjR7Rd6x88eIArV66gQYMGAAA3NzckJyfrFPfx8fFlur+FhQW6dOmCLl264OOPP4aTkxN27dqFfv36lTvmyoDvXoiIqEpYcSABM/+4AADoHeSNBa8GaWcaJ3peCs5aT2TWXJ1tn32SHueVlZ2dHYYPH46JEyfC1dUVHh4emDp1KqRS3b9ffn5+2Lt3LwYNGgSFQoFq1aoVe7/n6VoPFEy8N3DgQHTo0AGdOnXC9u3b8eeff+KPP/4o9z3r1KmDPn36YMSIEfjuu+9gb2+PDz74ANWrV0efPn0AFMzMf+/ePcybNw/9+/fH9u3b8ffff8PBwaHUe//555+4ceMGOnToAGdnZ2zbtg0ajabcQxMqE76DISIisyYIAhb8c1lbxEeF+CF6YFMW8WRQ2jHy7FpPZJaCGtSAm2vJ3c4BwN3VHkENapR6TnnMnz8fHTp0QO/evdGlSxe0b98ezZs31zln1qxZuHnzJmrXrl2mpeDK6+WXX8bSpUsxb948NG7cGD/++CN+/fVXnTH85bFixQo0b94cL730Etq2bQtBELBt2zZtl/wGDRpg8eLF+PbbbxEUFISjR4/i/ffff+Z9nZycsGnTJnTu3BkNGjTA0qVLsW7dOjRs2PC54q0M2CJPRERmS60R8NGWs1h39DYA4P2udfF2pwCjrrFLVZOljC3yROZMJpNi3LDOxc5aX2jssE4GneiukJ2dHdasWYM1a9Zo902cOFHnnDZt2uD06dMGf3Zxhg0bhmHDhmm3NRoN0tPTSzx/5cqVRfZFR0frbDs7O2P16tWlPnfUqFEYNWqUzr4PP/yw1Oe0b98ecXFxpd7XVLE5goiIzFKuSo3RP53AuqO3IZUAs19ujHc612ERT0ahkP//8nOctZ7IbHVsUxefTexdpGXe3dXeKEvPEZWGLfJERGR20nNVGLHqOI4kPISlTIqvBjVFeGMvscMiM8ZZ64mqho5t6qJ9ywCcvvgvHqRmwdXZFkENahilJZ6oNCzkiYjIrNzLyEPk8qO4kJQOO4UFvo9ojpDaxU/6Q2QonOyOqOqQyaRo1qim2GFQFcdCnoiIzEbig2wMWX4Etx5ko5qdJVYObYVG1R3FDouqgMLl51jIExFRRWAhT0REZuHC3XRErjiKexl58HGxxpphreFXzbDLABGVhLPWExFRRRJ1MMfevXvRq1cveHt7QyKRYMuWLTrHJRJJsV/z588v8Z4rV64s9prc3FwjZ0NERGI5cuMBBn53CPcy8lDf0x4bR4WwiKcKVdi1XskWeSIiqgCiFvJZWVkICgrCokWLij2elJSk87V8+XJIJBK88sorpd7XwcGhyLVWVlbGSIGIiEQWcz4ZQ5YfRUZePlr5uWDDm23h7sB/86lisWs9ERFVJFG71oeHhyM8PLzE456enjrbv//+Ozp16gR/f/9S7yuRSIpcS0RE5ueXY7fxwaYz0AhAlwbuWPR6M1j9/zJgRBVJO9kdl58jIqIKYDJj5P/77z/89ddfWLVq1TPPzczMhK+vL9RqNZo2bYpPPvkEwcHBJZ6fl5eHvLw87XZ6ejoAQKVSQaVSFXtN4f6Sjpsqc80LYG6mirmZJmPnJggCvt93EwtirwIAXmnmjU97B0IGDVRGLqTE+rmZ4++JOeHyc0REVJFMppBftWoV7O3t0a9fv1LPq1+/PlauXInGjRsjPT0dX331Fdq1a4fTp0+jTp06xV4zZ84czJw5s8j+mJgY2NjYlPq82NjYsidhQsw1L4C5mSrmZpqMkZtGAH6/JUVcUkHh9KK3Bi9YJiLmn0SDP6s0Ff1zy87OrtDnkX7YtZ6IKlJoaCiaNm2K6OhosUN5pqioKDx69KjIfGj0fEymkF++fDkGDx78zLHubdq0QZs2bbTb7dq1Q7NmzfDNN9/g66+/LvaaKVOmYMKECdrt9PR0+Pj4oGvXrnBwcCj2GpVKhdjYWISFhUEul5cjo8rJXPMCmJupYm6myVi5qdQafLj5POKSkgAAH3Svi+Ht/Ax2/zLFINLPrbC3GFVOj2etZyFPRBXPz88P48aNw7hx44z6nE2bNuG7777DiRMn8ODBA5w6dQpNmjQx6jOpeCZRyO/btw+XL1/Ghg0b9L5WKpWiZcuWuHr1aonnKBQKKBSKIvvlcvkz36SV5RxTZK55AczNVDE302TI3HKUary97hR2X74HmVSCea80wSvNaxjk3uVR0T83c/0dMReFXevVGgH5ag0sZKLOJ0xERqTWaHDs7h2kZGXC3dYOLb2rQyatGv/NZ2VloV27dnj11VcxYsQIscMplVKphKWlpdhhGI1J/MYtW7YMzZs3R1BQkN7XCoKA+Ph4eHl5GSEyIiKqCI+ylXhj2RHsvnwPVnIpfohoLmoRT/S0wq71AFvliczZ9mtX8cLKH/D6pl8w7p9teH3TL3hh5Q/Yfq3kRsPnlZWVhYiICNjZ2cHLywsLFy7UOR4aGopbt25h/Pjx2qW3jWXIkCGYPn06unTpove1CxYsgJeXF1xdXfH222/rzP2SmpqKiIgIODs7w8bGBuHh4ToNsTNmzEDTpk117hcdHQ0/Pz/tdlRUFPr27Ys5c+bA29sbdevWBQAsXrwYderUgZWVFTw8PNC/f3+9Y6+MRC3kMzMzER8fj/j4eABAQkIC4uPjkZj4eJxjeno6fv31V/zvf/8r9h4RERGYMmWKdnvmzJn4559/cOPGDcTHx2P48OGIj4/HqFGjjJoLEREZR1JaDgZ8dwgnbqXCwcoCa4e3Ruf6HmKHRaTD0uLxWyoW8kTmafu1q3h721YkZ2bq7P8vMxNvb9tqtGJ+4sSJ2L17NzZv3oyYmBjExcXhxIkT2uObNm1CjRo1MGvWLO3S2yUJDw+HnZ1dqV/GsHv3bly/fh27d+/GqlWrsHLlSqxcuVJ7PCoqCsePH8fWrVtx6NAhCIKAHj166D3R686dO3Hx4kXExsbizz//xPHjxzFmzBjMmjULly9fxvbt29GhQwcDZycOUbvWHz9+HJ06ddJuF45Tj4yM1P5g169fD0EQ8NprrxV7j8TEREif6Mry6NEjjBw5EsnJyXB0dERwcDD27t2LVq1aGS8RIiIyiuv3MhGx7CjuPMqBh4MCq4e1Rj1Pe7HDIipCJpVALpNApRagZCFPZHbUGg1m7d0FoZhjAgAJgE/27kaYf22DdrPPzMzEsmXLsHr1aoSFhQEomAS8Ro3HvdJcXFwgk8lgb2//zCW4f/zxR+Tk5BgsvrJydnbGokWLIJPJUL9+ffTs2RM7d+7EiBEjcPXqVWzduhUHDhxASEgIAOCnn36Cj48PtmzZgldffbXMz7G1tcWPP/6o7VK/adMm2Nra4qWXXoK9vT18fX1LXc3MlIhayIeGhkIQivvP4bGRI0di5MiRJR6Pi4vT2f7yyy/x5ZdfGiI8IiIS0enbjzB05TE8zFLCv5otVg9vhRrOpa8kQiQmhYUMKnU+l6AjMkPH7t4p0hL/JAFAUmYGjt29gzY1fAz23OvXr0OpVKJt27bafS4uLqhXr1657le9enVDhaaXhg0bQiZ7PATJy8sLZ8+eBQBcvHgRFhYWaN26tfa4q6sr6tWrh4sXL+r1nMaNG+uMiw8LC4Ovry/8/f3RvXt3dO/eHS+//PIzVyYzBSYxRp6IiKqWfVfv4bUfDuNhlhJNajji11FtWcRTpfd4LXm2yBOZm5Sskov48pxXVs9q9NSXWF3rn56wVSKRQKMp+LeypBwFQdCO95dKpUXOK67bva2trc62vb09Tp48iXXr1sHLywvTp09HUFAQHj16VN5UKg2TmLWeiIiqjj/P3MX4DfFQqQW0C3DFd0NawE7BP1dU+RWOk89TsZAnMjfutmUrcMt6XlkFBARALpfj8OHDqFmzJoCCieGuXLmCjh07as+ztLSEWv3s3kBida0vTWBgIPLz83HkyBFt1/oHDx7gypUraNCgAQDAzc0NycnJOsV94Txrz2JhYYEuXbqgS5cu+Pjjj+Hk5IRdu3ahX79+RsmnovCdERERVRprDt3E9K3nIQhAz8Ze+GJgkM5s4ESV2eMWeXatJzI3Lb2rw9PODv9lZhY7Tl4CwNPOHi29Ddt13c7ODsOHD8fEiRPh6uoKDw8PTJ06VWeOMKBgHfm9e/di0KBBUCgUqFatWrH3e96u9Q8fPkRiYiLu3r0LALh8+TI0Gg1sbW3h4OBQrnvWqVMHffr0wYgRI/Ddd9/B3t4eH3zwAapXr44+ffoAKBiSfe/ePcybNw/9+/fH9u3b8ffffz/zmX/++Sdu3LiBDh06wNnZGdu2bYNGoyn30ITKhF3riYhIdIIg4MvYK5j2e0ER/0abmvj6tWAW8WRSCn9f2bWeyPzIpFJM79AZQEHR/qTC7WkdOhllPfn58+ejQ4cO6N27N7p06YL27dujefPmOufMmjULN2/eRO3ateHm5mbwGApt3boVwcHB6NmzJwBg0KBBaN68OVasWPFc912xYgWaN2+Ol156CW3btoUgCNi2bZu2S36DBg2wePFifPvttwgKCsLRo0fx/vvvP/O+Tk5O2LRpEzp37owGDRpg6dKlWLduHRo2bPhc8VYGbJEnIiJRqTUCPt56DmsPFyw9Oq5LHYx9sY5R18ElMgaFnC3yROase0AdfNujN2bt3aUz8Z2nnT2mdeiE7gF1jPJcOzs7rFmzBmvWrNHumzhxos45bdq0wenTp43y/CdFRUUhKipKZ59Go0F6enqJ1zy5zFyh6OhonW1nZ2esXr261GePGjWqyJLiH374YanPad++fZHJ0c0FC3kiIhJNXr4aEzacxl9nkyCRALN6N8SQtn5ih0VULgqOkScye90D6iDMvzaO3b2DlKxMuNvaoaV3daO0xBOVhoU8ERGJIjMvH2+uOY4D1x5ALpPgy4FN8VITb7HDIiq3wq71SjULeSJzJpNKDbrEHFF5sJAnIqIK9yAzD1ErjuHsnTTYWMrw/ZAWaF+n+Il5iEwFW+SJiKiisJAnIqIKdfthNiKXH8WN+1lwsbXEiqiWCPJxEjssoufGMfJERFRRWMgTEVGFuZScjsjlR/Ffeh6qO1lj9fBWqO1m2DV3icRiKSss5NkiT0RExsVCnoiIKsTxmw8xbOUxpOfmo66HHVYPaw1PRyuxwyIyGC4/R0REFYWFPBERGd3Oi/9h9E8nkZevQXNfZyyLbAEnG0uxwyIyKG3XehW71hMRkXGxkCciIqPaeOJfTNp4BmqNgM713fHt681gbSkTOywig9NOdscWeSIiMjIW8kREZDTLDtzE59uvAAD6BVfH3P5NIJdxrV0yT+xaT0REFYXvpoiIyOAEQcDWW1JtEf+/9rWw4NUgFvFk1h63yLNrPREZV2hoKMaNGyd2GKKKi4uDRCLBo0ePxA5FFHxHRUREBpWv1mDKlvPYebfgT8wH4fUxtWcDSKUSkSMjMq7Hy8+xRZ6IKpafnx+io6ON+gyVSoXJkyejcePGsLW1hbe3NyIiInD37l2d8/Ly8vDuu++iWrVqsLW1Re/evfHvv/8aPJ6QkBAkJSXB0dHRoPf18/PDV199ZdB7GgMLeSIiMphclRqj1p7AxpN3IYGA2X0bYlTH2pBIWMST+WPXeqKqQSNocDH9Eg49OIKL6ZegEarGf/PZ2dk4efIkpk2bhpMnT2LTpk24cuUK+vbtq3PeuHHjsHnzZqxfvx779+9HZmYmXnrpJajVhu2tZGlpCU9Pzyr7HoOFPBERGURajgpDlh3BjospUFhIMbyeBq82ry52WEQVRtu1XlU13tQTVUXHH57AhNOT8Pml+Vh6/Xt8fmk+JpyehOMPTxjtmVlZWYiIiICdnR28vLywcOFCneOhoaG4desWxo8fD4lEYrTC1tHREbGxsRgwYADq1auHNm3a4JtvvsGJEydw+/ZtAEBaWhqWLVuGhQsXokuXLggODsbatWtx9uxZ7Nixo8R7h4aG4t1338W4cePg7OwMDw8PfP/998jKysLQoUNhb2+P2rVr4++//9Ze83TX+pUrV8LJyQn//PMPGjRoADs7O3Tv3h1JSUk6z3l6SELfvn0RFRWlPX7r1i1MmDABzs7OkMkeT8578OBBdOjQAdbW1vDx8cGYMWOQlZWlPb548WLUqVMHVlZW8PDwQP/+/cv7UpcJC3kiInpuKem5GPjdIRy7mQp7Kwssj2yGxi6C2GERVShLjpEnMmvHH57AN9cWI1WZqrM/VZmKb64tNloxP3HiROzevRubN29GTEwM4uLicOLE42dt2rQJNWrUwKxZs5CUlKRTuD4tPDwcdnZ2pX7pIy0tDRKJRNu9/cSJE1CpVOjatav2HG9vbzRq1AgHDx4s9V6rVq1CtWrVcPToUbz77rt466238OqrryIkJAQnT55Et27dMGTIEGRnZ5d4j+zsbCxYsABr1qzB3r17kZiYiPfff7/M+RS+ljNnzsSlS5dw584dAMDZs2fRrVs39OvXD2fOnMGGDRuwf/9+vPPOOwCA48ePY8yYMZg1axYuX76M7du3o0OHDmV+bnmwkCcioueScD8L/ZYcxKXkDLjZK7BhZFu08nMROywycXv37kWvXr3g7e0NiUSCLVu26BwXBAEzZsyAt7c3rK2tERoaivPnz4sT7P9j13oi86URNFibuK7Uc35KXG/wbvaZmZlYtmwZFixYgLCwMDRu3BirVq3S6abu4uICmUwGe3t7eHp6wtPTs8T7/fjjj4iPjy/1q6xyc3PxwQcf4LXXXoODgwMAIDk5GZaWlnB2dtY518PDA8nJyaXeLygoCB999BHq1KmDKVOmwNraGtWqVcOIESNQp04dTJ8+HQ8ePMCZM2dKvIdKpcLSpUvRokULNGvWDO+88w527txZ5pyefC09PDy0r+X8+fPx+uuvY9y4cahTpw5CQkLw9ddfY/Xq1cjNzUViYiJsbW3x0ksvwdfXF8HBwRgzZkyZn1seXH6OiIjK7dydNEStOIr7mUr4utpgzbDWqOlqA5VKJXZoZOKysrIQFBSEoUOH4pVXXilyfN68efjiiy+wcuVK1K1bF59++inCwsJw+fJl2NvbixAx15EnMmeXM64UaYl/2kPlQ1zOuIIGDvUN9tzr169DqVSibdu22n0uLi6oV69eue5XvbphhrypVCoMGjQIGo0G33777TPPFwThmV3+mzRpov1eJpPB1dUVjRs31u7z8PAAAKSkpJR4DxsbG9SuXVu77eXlVer5ZXXixAlcu3YNP/30k3afIAjQaDRISEhAWFgYfH194e/vj+7du6N79+54+eWXYWNj89zPLgkLeSIiKpeD1+5j5JoTyMzLR6CXA1YNawU3e4XYYZGZCA8PR3h4eLHHBEFAdHQ0pk6din79+gEo6JLp4eGBn3/+GW+++WZFhqqlnbVexa71RObmkSrNoOeVlSAYdphaeHg49u3bV+o5mZmZpR5XqVQYMGAAEhISsGvXLjg4OCA9PR0A4OnpCaVSidTUVJ1W+ZSUFISEhJR6X7lcrrMtkUh09hV+EKDRlPxhaXH3ePI1lEqlRV7TsjQ+aDQavPnmm8W2stesWROWlpY4efIk4uLiEBMTg+nTp2PGjBk4duwYnJycnnn/8mAhT0REevv7bBLGro+HUq1BG38XfB/RAg5W8mdfSGQACQkJSE5O1hmDqVAo0LFjRxw8eLDEQj4vLw95eXna7cI3niqVqly9SAqvKfx/GQreHOap1CbdK+XpvMyFOeZljjkBxslLpVJpW1BLKwRL4ihzKPN5Jd2/sIAsjKMs/P39IZfLcfDgQdSoUQMAkJqaiitXrqBDhw7a+1haWiI/P/+Z9/3++++Rk5NT6jml3UOlUmHgwIG4du0adu7cCWdnZ528goODIZfL8c8//2DAgAEAgKSkJJw7dw6ff/55qfcu7nUpbl/hz7Bwf3HbT+dS+P/VqlXD3bt3tdtqtRrnzp1DaGhokdfyyecHBwfj/Pnz8Pf3L/E1k0ql6Ny5Mzp37oxp06bBxcUFO3bs0H7g/OS5giBApVLpTKZX+PqWFQt5IiLSy09HbuGjLecgCED3hp6IHtQUVnLZsy8kMpDCcZaF3SwLeXh44NatWyVeN2fOHMycObPI/piYmOfq/hgbGwsAuJUJABZ4lJGFbdu2lft+lUVhXubGHPMyx5wAw+ZlYWEBT09PZGZmQqlU6n29p+ABJwtHPMovucXdycIJnoKH9kPCkmRkZOj17DfeeAMTJ06EtbU13Nzc8Omnn0IqlUKpVGqfVaNGDezatQs9evSAQqGAq6trsfeyt7d/5vCjkuLPz89HREQETp8+jfXr1+PRo0faGeOdnZ2RkZEBiUSCN954A++99x6sra3h7OyMadOmITAwEK1atSr13k/mAxQUvLm5uUWuycnJQXp6unbSu4yMDEilUuTm5kIQBJ3zCz+0KNzXtm1bfPTRR/j1119Rq1YtLF68GKmpqVCpVDqv5e7du9GzZ0/tazl69Gh07doVI0eORGRkJGxsbHD58mXExcVh3rx52L59O27duoWQkBDt7P4ajQbVq1cvEr9SqUROTg727t2r/cCgUGkT+T2NhTwREZWJIAhYtOsaFsZeAQC81qomPu3bCDJp1Vy/lcT39HjLZ43BnDJlCiZMmKDdTk9Ph4+PD7p27aqdqEkfKpUKsbGxCAsLg1wux+XkDHxx9hBklgr06BGq9/0qi6fzMhfmmJc55gQYJ6/c3Fzcvn0bdnZ2sLKyKtc9Bvu+jm+vLynl+GtwcnQq8bggCMjIyIC9vb1eS8RFR0dj9OjReP3112Fvb48JEyYgOzsblpaW2n+7Pv30U7z11lto1qwZ8vLyDL5mOwDcvHlTu/zb0zOy//HHHwgPD4dEIsGiRYswadIkDBs2DDk5OejcuTNWr15dZAK8J1lYWOjkAxR0g7eysiry77O1tTUcHBy0H8Da29vDwcEBVlZWkEgkOudbW1sDgHbf6NGjceXKFYwePRoWFhYYN24cOnXqBLlcXuprGRISgt27d+Ojjz5Cjx49IAgCateujQEDBsDBwQHe3t5YunQp5s6di9zcXNSpUwc//fQTWrduXSTX3NxcWFtbo0OHDkV+F5/1IZDOa1bmM59w+/Zt3Lx5E9nZ2XBzc0PDhg2hUHBcJBGRudJoBMz68wJWHrwJAHi3cwAmhNU12lq1RKUpnEU4OTkZXl5e2v0pKSlFWumfpFAoin2/IpfLn6tYKLze1rrg3nn5GrMoqp73damszDEvc8wJMGxearUaEokEUqkUUmn5Fu5q5doCUslorE1cpzPxnYulCwbXHIQWLs1Lvb6w63ZhHGXl4OCAtWvX6uybNGmSznZISAhOnz5d5nuWh7+/f7Fj9jUaDdLT07V52djYYNGiRVi0aFGZ7x0XF1dk382bN4vse/L5nTt31tkeNmwYhg0bpnN+v379dM5RKBRYsmQJliwp+QOZkJAQnDp1Cunp6XBwcND+rFq3bl1iL5EOHToUm0NxpFKpdvz/07/f+vy+l7mQv3XrFpYuXYp169bh9u3bOi+IpaUlXnjhBYwcORKvvPJKuf/jICKiykeZr8H7v57G1tN3AQAf9wrE0Ha1RI6KqrJatWrB09MTsbGxCA4OBlDQVXHPnj2YO3euaHFx1noi89fCpTmaOQfjcsYVPFKlwUnuiHr2dSGVsP6hilWm37ixY8eicePGuHr1KmbNmoXz588jLS0NSqUSycnJ2LZtG9q3b49p06ahSZMmOHbsmLHjJiKiCpCVl4/hq45h6+m7sJBK8NWgpiziqUJkZmbqrGmckJCA+Ph4JCYmQiKRYNy4cZg9ezY2b96Mc+fOISoqCjY2Nnj99ddFi9ny/wt5Zb7G4DNNE1HlIZVI0cChPtq6tkYDh/os4kkUZWqRt7S0xPXr1+Hm5lbkmLu7u3Z2vo8//hjbtm3DrVu30LJlS4MHS0REFedhlhJDVx7D6duPYC2XYckbzRBaz13ssKiKOH78ODp16qTdLhzbHhkZiZUrV2LSpEnIycnB6NGjkZqaitatWyMmJka0NeSBxy3yQEGrPCeBJCIiYylTIT9//vwy37BHjx7lDoaIiCqHO49yMGTZEdy4lwUnGzlWRLVEcM2SJ6khMrTQ0NBSW7UlEglmzJiBGTNmVFxQz6CweFy4s5AnIiJj4qz1RESk4+p/GYhYfhRJabnwcrTCmuGtEOAuXisnkamQyySQSABBAPLy1QDMb/IxIiKqHPQu5B88eIDp06dj9+7dSElJ0c6+WOjhw4cGC46IiCrWycRUDFt5DI+yVajtZos1w1vD28la7LCITIJEIoHCQopclQZ5Kk54R0RExqN3If/GG2/g+vXrGD58ODw8PLj0EBGRmYi7nIK31p5EjkqNpj5OWBHVEs62lmKHRWRSFBaygkKeM9cTEZER6V3I79+/H/v370dQUJAx4iEiIhFsOXUH7/96GvkaAR3qumHJ4GawVXD0FZG+FE/MXE9ERGQser9Lq1+/PnJycowRCxERiWD5/gTM+vMCAKB3kDcWvBqkXUaLiPSjkBeuJa8WORIiIjJner9TW7x4MaZOnYo9e/bgwYMHSE9P1/nSx969e9GrVy94e3tDIpFgy5YtOsejoqIgkUh0vtq0afPM+27cuBGBgYFQKBQIDAzE5s2b9YqLiKgqEAQB8/+5pC3io0L8ED2wKYt4oudgKSss5NkiT0TGExoainHjxokdhtHcvHkTEokE8fHxYodSaen9bs3JyQlpaWno3Lkz3N3d4ezsDGdnZzg5OcHZWb+libKyshAUFIRFixaVeE737t2RlJSk/dq2bVup9zx06BAGDhyIIUOG4PTp0xgyZAgGDBiAI0eO6BUbEZE5y1drMGXTWXy7+zoAYGK3evi4VyCkUs57QvQ8CpegYyFPRBXJz88P0dHRRn9OcQ2tISEhBn+Oj48PkpKS0KhRI4Pe15w+ANG7a/3gwYNhaWmJn3/++bknuwsPD0d4eHip5ygUCnh6epb5ntHR0QgLC8OUKVMAAFOmTMGePXsQHR2NdevWlTtWIiJzkatSY+z6U/jn/H+QSoDPXm6M11rVFDssIrOg7VqvYtd6InMlCGpAeRzQ3AOkboBlC0gkMrHDqjDdu3fHihUrtNsWFoafU0cmk+lVA1ZFer/q586dw6lTp1CvXj1jxFNEXFwc3N3d4eTkhI4dO+Kzzz6Du7t7iecfOnQI48eP19nXrVu3Uj+hysvLQ15enna7cIiASqWCSqUq9prC/SUdN1XmmhfA3EwVczOsjFwVRv0Uj6M3UyGXSfDlq03QraGHwWPgz814z6XKrXCyO7bIE5knIfcfCOmfAZrkxzulnoDDVEisuhnlmVlZWXjrrbewadMm2Nvb4/3339c5Hhoailu3bmH8+PHaOkgQBKPEAhRtaNVoNKUOsY6KisKjR4/QqlUrfPXVV8jLy8P48eMxdepUTJkyBcuWLYONjQ1mzZqFYcOGASjoWl+rVi2cOnUKTZs2RVxcHDp16oQdO3Zg8uTJuHDhApo2bYoVK1Zo69LC5zw5XHvcuHGIj49HXFwcoqKisGfPHuzZswdfffUVACAhIQF+fn64cOEC3n//fezduxe2trYICwvDzJkz4eDgAAD47bffMHPmTFy7dg02NjYIDg7G77//DltbW0O/vGWmdyHfokUL3L59u0IK+fDwcLz66qvw9fVFQkICpk2bhs6dO+PEiRNQKBTFXpOcnAwPDw+dfR4eHkhOTi72fACYM2cOZs6cWWR/TEwMbGxsSo0xNja2DJmYHnPNC2Bupoq5Pb90JbD0ogx3siVQyASMqKeG+tYJbLtlvGfy52Y42dnZFfo8Kh92rScyX0LuPxAejQHwVJGs+a9gv9PXRinmJ06ciN27d2Pz5s3w9PTEhx9+iBMnTqBp06YAgE2bNiEoKAgjR47EiBEjSr1XeHg49u3bV+o5mZmZpR5/uqH1k08+gZWVVanX7Nq1CzVq1MDevXtx4MABDB8+HIcOHUKHDh1w5MgRbNiwAaNGjUJYWBh8fHxKvM/UqVOxcOFCuLm5YdSoURg2bBgOHDhQ6rMLffXVV7hy5QoaNWqEWbNmAQDc3NyQlJSEjh07YsSIEfjiiy+Qk5ODSZMmYejQoYiLi0NSUhJee+01zJs3Dy+//DIyMjKwb98+o35YUhZ6F/Lvvvsuxo4di4kTJ6Jx48aQy+U6x5s0aWKw4AYOHKj9vlGjRmjRogV8fX3x119/oV+/fiVe93R3f0EQSh0CMGXKFEyYMEG7nZ6eDh8fH3Tt2lX7KczTVCoVYmNjERYWVuQ1MGXmmhfA3EwVczOMWw+zMXTlCdzJzoGrrSWWRTRDQ+/i/30zBP7cDE/fCWVJHI9b5Nm1nsicCIK6oCX+6SK+4CgACYT02YCii0G72WdmZmLZsmVYvXo1wsLCAACrVq1CjRo1tOe4uLhAJpPB3t7+md3Rf/zxx+dagay4htYuXbpg586dpV7n4uKCr7/+GlKpFPXq1cO8efOQnZ2NDz/8EEBBPfb555/jwIEDGDRoUIn3+eyzz9CxY0cAwAcffICePXsiNzf3mR8kAICjoyMsLS1hY2Oj8zotWbIEzZo1w+zZs7X7li1bBl9fX1y5cgXZ2dnIz89Hv3794OvrCwBo3LjxM59nbHoX8oXFdWG3B6CgcC4sltVq4/3h8vLygq+vL65evVriOZ6enkVa31NSUoq00j9JoVAU28Ivl8uf+SatLOeYInPNC2Bupoq5ld/5u2mIXH4M9zPz4ONijTXDWsOvWsV0BePPzbDPo8pPIS94A8915InMjPK4bnf6IgRAk1RwnqK1wR57/fp1KJVKtG3bVrvPxcWl3L2jq1ev/lzxlNTQGhMTg8GDB5d4XcOGDSGVPp5n3cPDQ2ciO5lMBldXV6SkpJT6/Ccbjb28vAAU1Ho1a5Z/rp8TJ05g9+7dsLOzK3Ls+vXr6N69O1588UU0btwY3bp1Q9euXdG/f3+9J3o3NL0L+YSEBGPEUSYPHjzA7du3tT+04rRt2xaxsbE64+RjYmKMMpsiEVFld/jGA4xYdRwZefmo72mP1cNawd3h2Z9aE1H5cIw8kZnS3DPseWVk6O7bhuha/6TChtbr16+Xet7TH0ZLJJJi92k0pf/b+eQ1hT2uC6+RSqVFXq+yzC+j0WjQq1cvzJ07V2dfZmYm6tSpA5lMhtjYWBw8eBAxMTH45ptvMHXqVBw5cgS1atV65v2NRe9C3tHREU5OTsUeu3btml73yszM1LkmISEB8fHxcHFxgYuLC2bMmIFXXnkFXl5euHnzJj788ENUq1YNL7/8svaaiIgIVK9eHXPmzAEAjB07Fh06dMDcuXPRp08f/P7779ixYwf279+vb6pERCYt5nwy3ll3Csp8DVr5ueCHyBZwtGarLpExaQt5FQt5IrMidTPseWUUEBAAuVyOw4cPa1udU1NTceXKFW0XcwCwtLQsU8/o5+1a/7TChtbKMMO8m5sbzp07p7MvPj5ep/gv7nVq1qwZNm7cCD8/P+0M/IUT+BVOZieRSNCuXTu0a9cO06dPh6+vLzZv3qwzPLui6b2OfI8ePZCbm1tk/+XLlxEaGqrXvY4fP47g4GAEBwcDACZMmIDg4GBMnz4dMpkMZ8+eRZ8+fVC3bl1ERkaibt26OHToEOzt7bX3SExMRFJSknY7JCQE69evx4oVK9CkSROsXLkSGzZsQOvWhuviQkRU2f1y7DZGrT0BZb4GXRp4YPXwViziiSqAJcfIE5knyxYFs9OjpHm3JIDUq+A8A7Kzs8Pw4cMxceJE7Ny5E+fOnUNUVJRON3WgYB35vXv34s6dO7h//36J96tevToCAgJK/SpJZmYm3n//fRw6dAg3b95EXFwcevXqhWrVqqFnz54Gy7m8OnfujOPHj2P16tW4evUqPv744yKFvZ+fH44cOYKbN2/i/v370Gg0ePvtt/Hw4UO89tprOHr0KG7cuIGYmBi88847UKvVOHLkCGbPno3jx48jMTERmzZtwr1799CgQQORMi2gd4u8s7Mz+vbtiz///FP7icXFixfRuXNnDBgwQK97hYaGltpd5J9//nnmPeLi4ors69+/P/r3769XLERE5kAQBCzZcx3ztl8GALzavAbm9GsMC5nen9sSUTlw1noi8ySRyACHqf8/a70EupPeFRT3EocPjbKe/Pz585GZmYnevXvD3t4e7733HtLS0nTOmTVrFt58803Url0beXl5RplRvbChdfXq1Xj06BG8vLzQqVMnrFu3TqehVSzdunXDtGnTMGnSJOTm5mLYsGGIiIjA2bNntee8//77iIyMRGBgIHJycrTLzx04cACTJ09Gt27dkJeXB19fX3Tq1AlSqRQODg7Yu3cvoqOjkZ6eDl9fXyxcuBDh4eEiZluOQn7jxo0ICwvD66+/jg0bNuD8+fN48cUXMXjwYHzxxRfGiJGIiMpAoxHw2baLWLa/YC6TUR1rY3L3eqWu2kFEhsVZ64nMl8SqG+D0dbHryEscPjTaOvJ2dnZYs2YN1qxZo903ceJEnXPatGmD06dPG+X5haytrYttaH3WOvIrV64ssq+4xtibN29qv/fz89P5MKK4BuCmTZsW2Tdz5sxilxUvVNjD+2l16tTBpk2btNuFOUkkEjRo0ADbt28v8Z5i0buQt7Kywp9//onQ0FC8+uqr2LdvHyIiIjB//nxjxEdERGWgUmsw6bcz2HzqDgDgo54N8L8X/EWOiqjqUcg5Rp7InEmsugGKLv8/i/29gjHxli2M0hJPVJoyFfJPf8IikUiwYcMGdOnSBa+88gqmTZumPaekddeJiMg4spX5GP3TScRdvgeZVIL5/ZugX7Maz76QiAyOXeuJzJ9EIjPoEnNE5VGmQt7JyanYrpmCIGDp0qX47rvvKmQdeSIi0vUoW4lhK4/hZOIjWMmlWDy4GTrX9xA7LKIqi13riYioIpSpkN+9e7ex4yAiIj0lpeUgYtlRXE3JhIOVBVYMbYnmvi5ih0VUpRUW8kq2yBMRkRGVqZB/co1CIiIS37WUTEQuP4o7j3Lg4aDA6mGtUc9T/Bljiao6hZxd64mIyPjKtB5RYmKiXje9c+dOuYIhIqJni7/9CK8uPYg7j3LgX80WG98KYRFPlU5eXp7YIYjicdd6FvJElZExlmUj0oehfgfLVMi3bNkSI0aMwNGjR0s8Jy0tDT/88AMaNWqkM3U/EREZzr6r9/D6D4eRmq1CkxqO+HVUW9RwthE7LCL8888/iIqKQu3atSGXy2FjYwN7e3t07NgRn332Ge7evSt2iBXCkmPkiSoluVwOAMjOzhY5EqrqlEolAEAme76VDsrUtf7ixYuYPXs2unfvDrlcjhYtWsDb2xtWVlZITU3FhQsXcP78ebRo0QLz589HeHj4cwVFRERF/XH6Lib8Eg+VWkD7gGpYOqQ57BR6ryJKZFBbtmzB5MmTkZaWhh49emDixImoXr06rK2t8fDhQ5w7dw47duzAJ598gqioKHzyySdwc3MTO2yj0bbIc/k5okpFJpPByckJKSkpAAAbG5tiJ/M2Jo1GA6VSidzcXEilZWpPNQnmmJexctJoNLh37x5sbGxgYfF87+HKdLWLiwsWLFiATz/9FNu2bcO+fftw8+ZN5OTkoFq1ahg8eDC6deuGRo0aPVcwRERUvNWHbuLjrechCEDPJl74YkCQdpkrIjHNnj0bCxYsQM+ePYt9szNgwAAABcPuvvrqK6xevRrvvfdeRYdZYbj8HFHl5enpCQDaYr6iCYKAnJwcWFtbV/iHCMZkjnkZMyepVIqaNWs+9331+hjAysoK/fr1Q79+/Z7roUREVDaCIODLHVfx9c6rAIAhbXwxo3dDyKTm8YeSTF9pw+6eVL16dcybN8/I0YiPy88RVV4SiQReXl5wd3eHSqWq8OerVCrs3bsXHTp00Hb1NwfmmJcxc7K0tDRIKz/7ZBIRVVJqjYDpv5/DT0cKJhwd16UOxr5Yx2w+7Sbzp1arcfbsWfj6+sLZ2VnscCqElZyT3RFVdjKZ7LnHJ5f3ufn5+bCysjKbghcwz7xMISfzGMRARGRm8vLVeHfdSfx0JBESCfBJ30YY16Uui3iq1MaNG4dly5YBKCjiO3bsiGbNmsHHxwdxcXHiBldBtF3rOUaeiIiMiIU8EVElk5mXj6ErjmHb2WTIZRIseq0ZhrTxFTssomf67bffEBQUBAD4448/kJCQgEuXLmHcuHGYOnWqyNFVjMKu9Uo1C3kiIjIeFvJERJXI/cw8vPb9YRy8/gC2ljKsiGqFnk28xA6LqEzu37+vnUxq27ZtePXVV1G3bl0MHz4cZ8+eFTm6ilHYIq/WCMhnMU9EREbCQp6IqJK4/TAbry49hLN30uBia4l1I9ugfZ1qYodFVGYeHh64cOEC1Go1tm/fji5dugAoWLdZjPGoYihcRx7gOHkiIjKechXya9asQbt27eDt7Y1bt24BAKKjo/H7778bNDgioqriUnI6XllyEAn3s1DdyRq/jWqLJjWcxA6LSC9Dhw7FgAED0KhRI0gkEoSFhQEAjhw5gvr164scXcVgIU9ERBVB70J+yZIlmDBhAnr06IFHjx5BrS5YXsXJyQnR0dGGjo+IyOwdv5WKAUsPISUjD3U97LDxrRD4u9mJHRaR3mbMmIEff/wRI0eOxIEDB6BQKAAUzP77wQcfiBxdxZBJJZDLCial5BJ0RERkLHovP/fNN9/ghx9+QN++ffH5559r97do0QLvv/++QYMjIjJ35x5KsHrlCeTla9Dc1xnLIlvAycZS7LCIyq1///5F9kVGRooQiXgUFjKo1PmcuZ6IiIxG7xb5hIQEBAcHF9mvUCiQlZVlkKCIiKqCTafuYNllKfLyNehc3x1rh7dmEU8mZ/369WU+9/bt2zhw4IARo6kcCmeuZ9d6IiIyFr0L+Vq1aiE+Pr7I/r///huBgYGGiImIyOx9v/c6Jm86Dw0keLmpF74b0hzWllVjMjAyL0uWLEH9+vUxd+5cXLx4scjxtLQ0bNu2Da+//jqaN2+Ohw8fihBlxXpcyLNrPRERGYfeXesnTpyIt99+G7m5uRAEAUePHsW6deswZ84c/Pjjj8aIkYjIbAiCgM//voTv9t4AAHTy0uDzlxtBLuMiImSa9uzZgz///BPffPMNPvzwQ9ja2sLDwwNWVlZITU1FcnIy3NzcMHToUJw7dw7u7u5ih2x0CnnBh3JskSciImPRu5AfOnQo8vPzMWnSJGRnZ+P1119H9erV8dVXX2HQoEHGiJGIyCzkqzX4YNNZ/HbiXwDApG51UD39IqRSiciRET2fl156CS+99BIePHiA/fv34+bNm8jJyUG1atUQHByM4OBgSKVV58OqwhZ5JQt5IiIyEr0LeQAYMWIERowYgfv370Oj0VSJT9eJiJ5HjlKNd9edxI6LKZBKgM9faYKXgzyxbVvRrshEpsrV1RV9+vQROwzRsWs9EREZm96FfEJCAvLz81GnTh1Uq1ZNu//q1auQy+Xw8/MzZHxERCYvLVuF/60+hmM3U6GwkGLR680QFugBlUoldmhEZASFa8lz1noiIjIWvfu5RUVF4eDBg0X2HzlyBFFRUYaIiYjIbPyXnouB3x/CsZupsLeywJrhrREW6CF2WERkRAoLjpEnIiLj0ruQP3XqFNq1a1dkf5s2bYqdzZ6IqKpKuJ+FV5YcxKXkDLjZK/DLm23RqpaL2GERkZGxaz0RERmb3l3rJRIJMjIyiuxPS0uDWs0/WEREAHDuThoilx/Fgywl/FxtsGZ4a/i42IgdFhFVAIWc68gTEZFx6d0i/8ILL2DOnDk6RbtarcacOXPQvn17gwZHRGSKDl67j0HfH8aDLCUaejvg11EhLOKJqhBt13qOkSciIiPRu0V+3rx56NChA+rVq4cXXngBALBv3z6kp6dj165dBg+QiMiUbDubhHHr46FUa9DW3xXfRzSHvZVc7LCIKoRarcbKlSuxc+dOpKSkQKPRLWSryvsEdq0nIiJj07tFPjAwEGfOnMGAAQOQkpKCjIwMRERE4NKlS2jUqJExYiQiMglrD9/C2z+fhFKtQfeGnlgxtCWLeKpSxo4di7Fjx0KtVqNRo0YICgrS+TKk/Px8fPTRR6hVqxasra3h7++PWbNmFfnwQAxcR56IiIytXOvIe3t7Y/bs2YaOhYjIJAmCgG92XcMXsVcAAK+3rolP+jSCTCoROTKiirV+/Xr88ssv6NGjh9GfNXfuXCxduhSrVq1Cw4YNcfz4cQwdOhSOjo4YO3as0Z9fGoWcs9YTEZFxlauQf/ToEY4ePVpst7mIiAiDBEZEZAo0GgEz/ziPVYduAQDGdA7A+LC6kEhYxFPVY2lpiYCAgAp51qFDh9CnTx/07NkTAODn54d169bh+PHjFfL80jzuWs9CnoiIjEPvQv6PP/7A4MGDkZWVBXt7e503qxKJhIU8EVUZynwN3vv1NP44fRcAMKNXIKLa1RI5KiLxvPfee/jqq6+waNEio3+Y1b59eyxduhRXrlxB3bp1cfr0aezfvx/R0dElXpOXl4e8vDztdnp6OgBApVJBpVLpHUPhNU9fK/v/1HOU5buv2ErKy9SZY17mmBPAvEyNOeYlVk76PE/vQv69997DsGHDMHv2bNjYPN8szHv37sX8+fNx4sQJJCUlYfPmzejbty+AgiQ++ugjbNu2DTdu3ICjoyO6dOmCzz//HN7e3iXec+XKlRg6dGiR/Tk5ObCysnqueImICmXl5WPU2hPYd/U+LKQSLBwQhD5Nq4sdFpGo9u/fj927d+Pvv/9Gw4YNIZfrzhGxadMmgz1r8uTJSEtLQ/369SGTyaBWq/HZZ5/htddeK/GaOXPmYObMmUX2x8TEPNd7mtjYWJ3thLsSADLcuHkb27bdKvd9xfZ0XubCHPMyx5wA5mVqzDGvis4pOzu7zOfqXcjfuXMHY8aMee4iHgCysrIQFBSEoUOH4pVXXtE5lp2djZMnT2LatGkICgpCamoqxo0bh969ez+z25yDgwMuX76ss49FPBEZysMsJYauPIbTtx/BWi7D0iHN0bGum9hhEYnOyckJL7/8coU8a8OGDVi7di1+/vlnNGzYEPHx8Rg3bhy8vb0RGRlZ7DVTpkzBhAkTtNvp6enw8fFB165d4eDgoHcMKpUKsbGxCAsL0/nQ4sHhRPx+6xKqeXihRw/DTvJXEUrKy9SZY17mmBPAvEyNOeYlVk6FPcXKQu9Cvlu3bjh+/Dj8/f31vbSI8PBwhIeHF3vM0dGxyCcg33zzDVq1aoXExETUrFmzxPtKJBJ4eno+d3xERE+78ygHQ5YdwY17WXC2kWN5VEsE13QWOyyiSmHFihUV9qyJEyfigw8+wKBBgwAAjRs3xq1btzBnzpwSC3mFQgGFQlFkv1wuf643ak9fb6Mo+F6lEUz6Te3zvi6VlTnmZY45AczL1JhjXhWdkz7P0ruQ79mzJyZOnIgLFy6gcePGRR7Wu3dvfW9ZZmlpaZBIJHBycir1vMzMTPj6+kKtVqNp06b45JNPEBwcbLS4iKhquPpfBoYsO4rk9Fx4O1ph9fBWCHC3Fzssokrn3r17uHz5MiQSCerWrQs3N8P3WMnOzoZUqruKrkwmqxzLz8k52R0RERmX3oX8iBEjAACzZs0qckwikUCtVj9/VMXIzc3FBx98gNdff73U7m/169fHypUr0bhxY6Snp+Orr75Cu3btcPr0adSpU6fYa8oz+Y05TuoAmG9eAHMzVZUlt1OJjzBi7Umk5eSjtpstVkQ2h5ej1XPFVVlyMwbmZrznVmZZWVl49913sXr1am1BLZPJEBERgW+++cYgw/IK9erVC5999hlq1qyJhg0b4tSpU/jiiy8wbNgwgz2jvBQW/7/8nIqFPBERGYfehbwYn3SrVCoMGjQIGo0GixcvLvXcNm3aoE2bNtrtdu3aoVmzZvjmm2/w9ddfF3vN80x+Y46TOgDmmxfA3EyVmLldSJVgxRUplBoJfO0EDPdNw6kDu3DKQPfnz800VeYJcMQyYcIE7NmzB3/88QfatWsHoGACvDFjxuC9997DkiVLDPasb775BtOmTcPo0aORkpICb29vvPnmm5g+fbrBnlFe2uXn1CzkiYjIOMq1jnxFUqlUGDBgABISErBr1y69J6ORSqVo2bIlrl69WuI55Zn8xhwndQDMNy+AuZkqsXP7/XQSlh05h3yNgBcCXLHotSDYWBrmn06xczMm5mZ4+kyAI5aNGzfit99+Q2hoqHZfjx49YG1tjQEDBhi0kLe3t0d0dHSpy82J5XGLvHF6KRIREZXr3WhWVhb27NmDxMREKJVKnWNjxowxSGDA4yL+6tWr2L17N1xdXfW+hyAIiI+PR+PGjUs853kmvzHHSR0A880LYG6mSozclu1PwCd/XgAA9Gnqjfn9g2BpIX3GVfrjz800VeYJcMSSnZ0NDw+PIvvd3d1NokeBoRT+O6HkGHkiIjISvQv5U6dOoUePHsjOzkZWVhZcXFxw//592NjYwN3dXa9CPjMzE9euXdNuJyQkID4+Hi4uLvD29kb//v1x8uRJ/Pnnn1Cr1UhOTgYAuLi4wNLSEgAQERGB6tWrY86cOQCAmTNnok2bNqhTpw7S09Px9ddfIz4+Ht9++62+qRJRFSUIAub/cxmL464DAIa288O0noGQSiUiR0ZUubVt2xYff/wxVq9erV32NScnBzNnzkTbtm1Fjq7iaLvWs5AnIiIj0buQHz9+PHr16oUlS5bAyckJhw8fhlwuxxtvvIGxY8fqda/jx4+jU6dO2u3C7u2RkZGYMWMGtm7dCgBo2rSpznW7d+/WdttLTEzUmbX20aNHGDlyJJKTk+Ho6Ijg4GDs3bsXrVq10jdVIqqC8tUaTN18DhuO3wYATOxWD6NDa0MiYRFP9CxfffUVunfvjho1aiAoKAgSiQTx8fGwsrLCP//8I3Z4FebxrPXsWk9ERMahdyEfHx+P7777DjKZDDKZDHl5efD398e8efMQGRmJfv36lfleoaGhEAShxOOlHSsUFxens/3ll1/iyy+/LHMMRESFclVqjFl3CjEX/oNUAsx+uTEGtaopdlhEJqNRo0a4evUq1q5di0uXLkEQBAwaNAiDBw+GtbW12OFVGM5aT0RExqZ3IS+Xy7UtUx4eHkhMTESDBg3g6OiIxMREgwdIRFQR0nNVGLHqOI4kPISlhRRfDwpG90aeYodFZHKsra21S9VWVexaT0RExqZ3IR8cHIzjx4+jbt266NSpE6ZPn4779+9jzZo1pU4oR0RUWaVk5CJy+TFcTEqHncICP0S0QNva+k+uSVQVbd26FeHh4ZDL5dohcSXp3bt3BUUlrsJCXqnWQKMROL8GEREZnN6F/OzZs5GRkQEA+OSTTxAZGYm33noLAQEBWL58ucEDJCIyplsPsjBk2VEkPsxGNTtLrBzaCo2qO4odFpHJ6Nu3L5KTk+Hu7o6+ffuWeJ5EIoFaXTXGjCvkMu33SrUGVlJZKWcTERHpT+9CvkWLFtrv3dzcsG3bNoMGRERUUc7fTUPk8mO4n5kHHxdrrBnWGn7VbMUOi8ikaDSaYr+vyhRPLFOZl6+BlZyFPBERGZbeCyJ37twZjx49KrI/PT0dnTt3NkRMRERGd/jGAwz67jDuZ+ahgZcDNo4KYRFP9JxWr16NvLy8IvuVSiVWr14tQkTisJBKUNibnjPXExGRMehdyMfFxUGpVBbZn5ubi3379hkkKCIiY/rnfDIilh9FRl4+WtVywfqRbeDuYCV2WEQmb+jQoUhLSyuyPyMjA0OHDhUhInFIJBJYFk54x5nriYjICMrctf7MmTPa7y9cuIDk5GTttlqtxvbt21G9enXDRkdEZGAbjiViyqaz0AhAWKAHvnktmN1eiQxEEATtyjZP+vfff+HoWLXmnlBYyJCr0nDmeiIiMooyF/JNmzaFRCKBRCIptgu9tbU1vvnmG4MGR0RkKIIgYMme65i3/TIAYECLGpj9cmNYyPTumERETwkODta+R3jxxRdhYfH47YVarUZCQgK6d+8uYoQV7/ESdOxaT0REhlfmQj4hIQGCIMDf3x9Hjx6Fm5ub9pilpSXc3d0hk7FVi4gqH41GwKd/XcTyAwkAgLdCa2NSt3rFthwSkf4KZ6uPj49Ht27dYGdnpz1maWkJPz8/vPLKKyJFJw6FnGvJExGR8ZS5kPf19QXAGWmJyLSo1BpM/PU0tsTfBQB81LMB/veCv8hREZmXjz/+GADg5+eHgQMHwsqKc04oLAoaNzhGnoiIjEHvPqWrVq3CX3/9pd2eNGkSnJycEBISglu3bhk0OCKi55GtzMeI1cexJf4uLKQSfDEgiEU8kRFFRkayiP9/7FpPRETGpHchP3v2bFhbWwMADh06hEWLFmHevHmoVq0axo8fb/AAiYjK41G2EoN/PIK4y/dgJZfih4gW6NeshthhEZk1tVqNBQsWoFWrVvD09ISLi4vOV1XyuJBnizwRERme3oX87du3ERAQAADYsmUL+vfvj5EjR2LOnDlcfo6IKoWktBy8uvQQTiU+gqO1HD/9rw061XcXOywiszdz5kx88cUXGDBgANLS0jBhwgT069cPUqkUM2bMEDu8ClXYtV7JQp6IiIxA70Lezs4ODx48AADExMSgS5cuAAArKyvk5OQYNjoiIj1dS8nEK4sP4mpKJjwdrPDrqLZo7ussdlhEVcJPP/2EH374Ae+//z4sLCzw2muv4ccff8T06dNx+PBhscOrUJzsjoiIjKnMk90VCgsLw//+9z8EBwfjypUr6NmzJwDg/Pnz8PPzM3R8RERlFn/7EYauOIrUbBX8q9li9fBWqOFsI3ZYRFVGcnIyGjduDKDgg/+0tDQAwEsvvYRp06aJGVqFs5RxjDwRERmP3i3y3377Ldq2bYt79+5h48aNcHV1BQCcOHECr732msEDJCIqi71X7uH1Hw4jNVuFJjUc8euotiziiSpYjRo1kJSUBAAICAhATEwMAODYsWNQKBRihlbhFHLOWk9ERMajd4u8k5MTFi1aVGT/zJkzDRIQEZG+tp6+i/d+iYdKLaB9QDUsHdIcdgq9/3kjouf08ssvY+fOnWjdujXGjh2L1157DcuWLUNiYmKVmxCXk90REZExlemd7pkzZ9CoUSNIpVKcOXOm1HObNGlikMCIiMpi1cGbmPHHeQgC8FITLywcEKSdZIqIKtbnn3+u/b5///7w8fHBgQMHEBAQgN69e4sYWcXj8nNERGRMZSrkmzZtiuTkZLi7u6Np06aQSCQQBEF7vHBbIpFAreYfLCIyPkEQ8OWOq/h651UAQERbX3zcqyFkUonIkRFVTSqVCiNHjsS0adPg7+8PAGjdujVat24tcmTiKPxAkS3yRERkDGUq5BMSEuDm5qb9nohITGqNgOm/n8NPRxIBAOO71MWYFwMgkbCIJxKLXC7H5s2bq9ykdiXRzlrPMfJERGQEZSrkfX19i/2eiKii5eWrMX5DPLadTYZEAszq0whD2vDfJaLK4OWXX8aWLVswYcIEsUMRXWHXeiV7KhIRkRGUqZDfunVrmW9Y1cbAEVHFychV4c01J3Dw+gPIZRJEDwxGzyZeYodFRP8vICAAn3zyCQ4ePIjmzZvD1tZW5/iYMWNEiqziabvWs0WeiIiMoEyFfN++fXW2ixsjX4hj5InIGB5k5uF/a0/h3J102FrK8H1EC7QLqCZ2WET0hB9//BFOTk44ceIETpw4oXNMIpFUsUKes9YTEZHxlKmQ12ge/xHasWMHJk+ejNmzZ6Nt27aQSCQ4ePAgPvroI8yePdtogRJR1fUgFxj4wzHcepgNV1tLrBzaCo1rOIodFhE9hfPoPGbJWeuJiMiI9F5oedy4cVi6dCnat2+v3detWzfY2Nhg5MiRuHjxokEDJKKq7XJyBqLPyZCuykZ1J2usGd4K/m52YodFRFQqtsgTEZEx6V3IX79+HY6ORVvCHB0dcfPmTUPEREQEADh28yGGrzyGdJUEdd3tsOZ/reHhYCV2WERUgmHDhpV6fPny5RUUifgUco6RJyIi49G7kG/ZsiXGjRuHtWvXwsurYJKp5ORkvPfee2jVqpXBAySiqmnHhf/w9s8nkZevQS17AT//ryWqsYgnqtRSU1N1tlUqFc6dO4dHjx6hc+fOIkUlDgW71hMRkRHpXcgvX74cL7/8Mnx9fVGzZk0AQGJiIurWrYstW7YYOj4iqoJ+PX4bH2w6C7VGQGjdaujplAxHa7nYYRHRM2zevLnIPo1Gg9GjR8Pf31+EiMTDrvVERGRMehfyAQEBOHPmDGJjY3Hp0iUIgoDAwEB06dJFZ/Z6IqLy+G7Pdcz5+xIA4JVmNfBJ7/qI/We7yFERUXlJpVKMHz8eoaGhmDRpktjhVBjt8nMs5ImIyAj0LuSBgiVkunbtiq5duxo6HiKqogRBwJy/L+H7vTcAACM7+GNKeH3k5+eLHBkRPa/r169Xuf+WFfKCFnklC3kiIjKCchXyRESGlK/WYPLGs9h48l8AwJTw+nizY22RoyIifU2YMEFnWxAEJCUl4a+//kJkZKRIUYmDY+SJiMiYWMgTkahylGq88/NJ7LyUAplUgjn9GmNACx+xwyKicjh16pTOtlQqhZubGxYuXPjMGe3NDcfIExGRMbGQJyLRpGWr8L/Vx3DsZioUFlIser0ZwgI9xA6LiMpp9+7dYodQaWjHyHP5OSIiMgIW8kQkiv/ScxGx7Cgu/5cBeysLLItsiVa1XMQOi4ie0/3793Hz5k1IJBL4+fnB1dVV7JBE8WTXekEQOCEwEREZVLkKeY1Gg2vXriElJQUaje4nzR06dDBIYERkvm7cy8SQZUdx51EO3O0VWDWsFRp4OYgdFhE9h/Pnz+Ott97CgQMHdPZ37NgRS5YsQb169USKTByFLfIaAcjXCJDLWMgTEZHhSPW94PDhwwgICECDBg3QoUMHhIaGar86deqk17327t2LXr16wdvbGxKJpMg69IIgYMaMGfD29oa1tTVCQ0Nx/vz5Z95348aNCAwMhEKhQGBgYLHr2hKROM7+m4ZXlx7CnUc58HO1wca3QljEE5m45ORkdOzYEffu3cMXX3yBbdu24a+//sL8+fORlJSEF154ASkpKWKHWaEKZ60HOE6eiIgMT+9CftSoUWjRogXOnTuHhw8fIjU1Vfv18OFDve6VlZWFoKAgLFq0qNjj8+bNwxdffIFFixbh2LFj8PT0RFhYGDIyMkq856FDhzBw4EAMGTIEp0+fxpAhQzBgwAAcOXJEr9iIyPAOXruPQd8fwoMsJRpVd8Bvb4XAx8VG7LCI6Dl9+eWX8PX1xalTpzB27Fh069YN3bt3x4QJE3Dy5En4+Pjgyy+/FDvMCmUpe6KQV3HmeiIiMiy9C/mrV69i9uzZaNCgAZycnODo6KjzpY/w8HB8+umn6NevX5FjgiAgOjoaU6dORb9+/dCoUSOsWrUK2dnZ+Pnnn0u8Z3R0NMLCwjBlyhTUr18fU6ZMwYsvvojo6Gh9UyUiA9p2NglRK44hS6lGW39XrBvRBtXsFGKHRUQGEBsbi8mTJ8PKyqrIMWtra0ycOBH//POPCJGJRyqVaIt5tsgTEZGh6T1GvnXr1rh27RoCAgKMEY9WQkICkpOT0bVrV+0+hUKBjh074uDBg3jzzTeLve7QoUMYP368zr5u3bqVWsjn5eUhLy9Pu52eng4AUKlUUKlUxV5TuL+k46bKXPMCmJuYfj56GzP+vAhBALoFumNh/8ZQyMoWb2XP7XkwN9MkVm6V+bW8ceMGmjVrVuLxFi1a4MaNGxUYUeWgsJBCqdZAyUKeiIgMTO9C/t1338V7772H5ORkNG7cGHK5XOd4kyZNDBJYcnIyAMDDQ3cpKg8PD9y6davU64q7pvB+xZkzZw5mzpxZZH9MTAxsbErv9hsbG1vqcVNlrnkBzK0iCQLwz78S/P1vwaRPIR4adHe4i52xd/W+V2XLzZCYm2mq6Nyys7Mr9Hn6yMjIgINDyXNd2NvbIzMzswIjqhwUciky8tgiT0REhqd3If/KK68AAIYNG6bdJ5FItEurqNWGHQf29HItZVnCRd9rpkyZggkTJmi309PT4ePjg65du5b4xkSlUiE2NhZhYWFFPswwZeaaF8DcKppGI+CTbZfw97+3AQBvh/pjbOfaei/BVBlzMxTmZprEyq2wt1hllZGRUWzXeqAgdkEQKjgi8T3uWs8x8kREZFh6F/IJCQnGiKMIT09PAAUt7F5eXtr9KSkpRVrcn77u6db3Z12jUCigUBQdqyuXy5/5Jq0s55gic80LYG7GoFZrcPriv3iQmgVXZ1s0qOONiRvP4s8zSZBIgBm9GiIyxO+5nsGfm2liboZ9XmUlCALq1q1b6vGquI66Ql7QG4kt8kREZGh6F/K+vr7GiKOIWrVqwdPTE7GxsQgODgYAKJVK7NmzB3Pnzi3xurZt2yI2NlZnnHxMTAxCQkKMHjNRVbTn8BVEL9+Few8Kus1qJBJk+PohQ24FuUyChQOaoneQt8hREpEx7d69W5Tn3rlzB5MnT8bff/+NnJwc1K1bF8uWLUPz5s1FiedpCov/b5FXsZAnIiLD0ruQB4Dr168jOjoaFy9ehEQiQYMGDTB27FjUrl1br/tkZmbi2rVr2u2EhATEx8fDxcUFNWvWxLhx4zB79mzUqVMHderUwezZs2FjY4PXX39de01ERASqV6+OOXPmAADGjh2LDh06YO7cuejTpw9+//137NixA/v37y9PqkRUij2Hr2Dq/K3abbVUhvvVfaCSW0Gi0WBsSA0W8URVQMeOHSv8mampqWjXrh06deqEv//+G+7u7rh+/TqcnJwqPJaSaAt5dq0nIiID07uQ/+eff9C7d280bdoU7dq1gyAIOHjwIBo2bIg//vgDYWFhZb7X8ePH0alTJ+124Tj1yMhIrFy5EpMmTUJOTg5Gjx6N1NRUtG7dGjExMbC3t9dek5iYCKn08Sp6ISEhWL9+PT766CNMmzYNtWvXxoYNG9C6dWt9UyWiUqjVGkQv36XdzrewwP3qNZFvqYBUnQ/XO7ex68+7eKtnEGQyvVe6JCIq1dy5c+Hj44MVK1Zo9/n5+YkXUDEUFuxaT0RExqF3If/BBx9g/Pjx+Pzzz4vsnzx5sl6FfGhoaKmT30gkEsyYMQMzZswo8Zy4uLgi+/r374/+/fuXOQ4i0t/pi/9qu9OrLC1x37sm1HI5ZCoVqt1JhFylREpeLk5f/BfNGtUUOVoiMjdbt25Ft27d8Oqrr2LPnj2oXr06Ro8ejREjRogdmpZCzhZ5IiIyDr0L+YsXL+KXX34psn/YsGGlrtVOROblQWoWACDPyhr3vX0gyGSwyMtDtbuJsMjPL3IeEZEh3bhxA0uWLMGECRPw4Ycf4ujRoxgzZgwUCgUiIiKKvSYvLw95eXna7cKVAFQqFVQqld4xFF5T0rVyacEEf9m55bu/WJ6Vl6kyx7zMMSeAeZkac8xLrJz0eZ7ehbybmxvi4+NRp04dnf3x8fFwd3fX93ZEZKJcnW2RY2OLh141IEilsMzJgevd25Bp1EXOIyIyNI1GgxYtWmD27NkAgODgYJw/fx5LliwpsZCfM2cOZs6cWWR/TEwMbGxsyh1LbGxssfsf3pcCkOLUmbOwSzlT7vuLpaS8TJ055mWOOQHMy9SYY14VnVN2dnaZz9W7kB8xYgRGjhyJGzduICQkBBKJBPv378fcuXPx3nvv6Xs7IjJRN/MkeODtA0gkUGRlwjXpX0ifGirj7mqPoAY1RIqQiMyZl5cXAgMDdfY1aNAAGzduLPGaKVOmaOfjAQpa5H18fNC1a1c4ODjoHYNKpUJsbCzCwsKKXR5wd/ZZxD9IQkC9BujRzk/v+4vlWXmZKnPMyxxzApiXqTHHvMTKqbCnWFnoXchPmzYN9vb2WLhwIaZMmQIA8Pb2xowZMzBmzBh9b0dEJmjFgQTM/OMCIJHAOiMNLsl3UdwK0WOHdeJEd0RVSFZWFj7//HPs3LkTKSkp0Gh0J3m7ceOGwZ7Vrl07XL58WWfflStXSl0mV6FQQKFQFNkvl8uf641aSddbWRa8zcrXwCTf3D7v61JZmWNe5pgTwLxMjTnmVdE56fMsvQt5iUSC8ePHY/z48cjIyAAAnVnkich8CYKAhTFXsGh3wbKRUSF+6Ohmga9XpGsnvgMKWuLHDuuEjm3qihUqEYngf//7H/bs2YMhQ4bAy8sLEklxH/EZxvjx4xESEoLZs2djwIABOHr0KL7//nt8//33Rnumvh4vP8dZ64mIyLDKtY58IRbwRFWHWiPgoy3nsO5oIgDg/a518XanAEgkEnRoVQenL/6LB6lZcHW2RVCDGmyJJ6qC/v77b/z1119o166d0Z/VsmVLbN68GVOmTMGsWbNQq1YtREdHY/DgwUZ/dlkp5Fx+joiIjKNMhXyzZs2wc+dOODs7Izg4uNRP2E+ePGmw4IiocshVqTFufTy2n0+GRAJ82rcRBrd+3H1VJpNyiTkigrOzM1xcXCrseS+99BJeeumlCnuevrQt8iouP0dERIZVpkK+T58+2jFlffr0MWpXOSKqXDJyVRi5+gQO3XgAS5kU0YOaokdjL7HDIqJK6JNPPsH06dOxatWq55oF3lywaz0RERlLmQr5jz/+WPv9jBkzjBULEVUy9zPzELXiKM7dSYetpQw/RLRASEA1scMiokpq4cKFuH79Ojw8PODn51dk0p6q1mtPYcGu9UREZBx6j5H39/fHsWPH4OrqqrP/0aNHaNasmUFnpCUi8dx+mI0hy47g5oNsuNpaYuXQVmhcw1HssIioEuvbt6/YIVQqCnlBi7yShTwRERmY3oX8zZs3oVYXHeuVl5eHf//91yBBEZG4LiWnI2LZUaRk5KG6kzXWDG8Ffzc7scMiokruyR589GTXeo6RJyIiwypzIb9161bt9//88w8cHR+3zKnVauzcuRO1atUybHREVOGO3XyI4SuPIT03H/U87LF6eCt4OFiJHRYRmZATJ07g4sWLkEgkCAwMRHBwsNghicKSY+SJiMhIylzIF3aXk0gkiIyM1Dkml8vh5+eHhQsXGjQ4IqpYOy/+h9E/nURevgYtfJ2xLLIlHG3kz76QiAhASkoKBg0ahLi4ODg5OUEQBKSlpaFTp05Yv3493NzcxA6xQmnHyKtYyBMRkWGVeaFnjUYDjUaDmjVrIiUlRbut0WiQl5eHy5cvV+olYIiodBtP/IuRa04gL1+DzvXdsWZ4axbxRKSXd999F+np6Th//jwePnyI1NRUnDt3Dunp6RgzZozY4VU4dq0nIiJj0XuMfEJCgjHiICIR/bD3Bj7bdhEA0C+4Oub2bwK5rMyf8xERAQC2b9+OHTt2oEGDBtp9gYGB+Pbbb9G1a1cRIxMHZ60nIiJj0buQB4CsrCzs2bMHiYmJUCqVOseq4ifuRKZKEATM3X4ZS/dcBwD8r30tfNijAaRSiciREZEp0mg0RZacAwqG4Gk0Va+YLZy1noU8EREZmt6F/KlTp9CjRw9kZ2cjKysLLi4uuH//PmxsbODu7s5CnshE5Ks1+HDzWfxyvGC1icnd62NUR39IJCziiah8OnfujLFjx2LdunXw9vYGANy5cwfjx4/Hiy++KHJ0FU/btV7FrvVERGRYevedHT9+PHr16oWHDx/C2toahw8fxq1bt9C8eXMsWLDAGDESkYHlqtR466eT+OX4v5BKgLmvNMZbobVZxBPRc1m0aBEyMjLg5+eH2rVrIyAgALVq1UJGRga++eYbscOrcOxaT0RExqJ3i3x8fDy+++47yGQyyGQy5OXlwd/fH/PmzUNkZCT69etnjDiJyEDSc1X436rjOJrwEJYWUnzzWjC6NfQUOywiMgM+Pj44efIkYmNjcenSJQiCgMDAQHTp0kXs0ERR2CKvZCFPREQGpnchL5fLta12Hh4eSExMRIMGDeDo6IjExESDB0hEhpOSkYvI5cdwMSkd9goL/BDZAm38XcUOi4jMTFhYGMLCwsQOQ3QcI09ERMaidyEfHByM48ePo27duujUqROmT5+O+/fvY82aNWjcuLExYiQiA7j1IAtDlh1F4sNsVLNTYNWwlmjo7Sh2WERk4r7++muMHDkSVlZW+Prrr0s9t6rNo2P5/6t/KNUaaDQCJxIlIiKD0buQnz17NjIyMgAAn3zyCSIjI/HWW28hICAAK1asMHiARPT8zt9NQ+TyY7ifmYeaLjZYM7wVfF1txQ6LiMzAl19+icGDB8PKygpffvlliedJJJIqV8gr5DLt90q1BlZSWSlnExERlZ1ehbwgCHBzc0PDhg0BAG5ubti2bZtRAiMiwzh84wFGrDqOjLx81Pe0x+phreDuYCV2WERkJhISEor9nh6PkQeAPJUGVnIW8kREZBh6zVovCALq1KmDf//911jxEJEBxZxPRsTyo8jIy0crPxdseLMti3giMppZs2YhOzu7yP6cnBzMmjVLhIjEZSGVoLA3fV4+l6AjIiLD0auQl0qlqFOnDh48eGCseIjIQH45dhuj1p6AMl+DLg08sHp4Kzhay8UOi4jM2MyZM5GZmVlkf3Z2NmbOnClCROKSSCRcgo6IiIxC73Xk582bh4kTJ+LcuXPGiIeInpMgCFi65zombTwDjQC82rwGlr7RjF06icjoBEHQrmzzpNOnT8PFxUWEiMT3eOZ6tsgTEZHh6D3Z3RtvvIHs7GwEBQXB0tIS1tbWOscfPnxosOCISD8ajYDZ2y7ih30F41Tf7OiPD7rXL/aNNRGRoTg7O0MikUAikaBu3bo6/+ao1WpkZmZi1KhRIkYonsJx8rkqtsgTEZHh6F3IR0dHGyEMInpeag3wwZbz2HzqLgDgwx71MbJDbZGjIqKqIDo6GoIgYNiwYZg5cyYcHR8vbWlpaQk/Pz+0bdtWxAjFU9i1XqlmIU9ERIajdyEfGRlpjDiI6DnkKNVYdkWK86l3IZNKMPeVJujfvIbYYRFRFVH43qBWrVoICQmBXM75OAoVtsjnsUWeiIgMSO9C/kk5OTlQqVQ6+xwcHJ4rICLST1q2CsNWncD5VCkUFlJ8+3ozdAn0EDssIqqCOnbsqP2e7xEKWFpwjDwRERme3pPdZWVl4Z133oG7uzvs7Ozg7Oys80VEFee/9FwM/P4QTiQ+grVMwMqo5iziiUg02dnZfI/wFG2LPGetJyIiA9K7kJ80aRJ27dqFxYsXQ6FQ4Mcff8TMmTPh7e2N1atXGyNGIipGwv0svLLkIC4lZ8DdXoF3G6rRwrdqvlEmosph4sSJfI/wFC4/R0RExqB31/o//vgDq1evRmhoKIYNG4YXXngBAQEB8PX1xU8//YTBgwcbI04iesK5O2mIXH4UD7KU8HO1wfLIZjh7KE7ssIioiuN7hKK0y8+p2LWeiIgMR+8W+YcPH6JWrVoACsa6FS431759e+zdu9ew0RFREQev38eg7w/jQZYSDb0d8OuoEPg424gdFhER3yMUg13riYjIGPQu5P39/XHz5k0AQGBgIH755RcABZ/COzk5GTI2InrK9nNJiFp+DJl5+Wjj74L1I9vAzV4hdlhERAD4HqE47FpPRETGoHchP3ToUJw+fRoAMGXKFO04uPHjx2PixIkGD9DPzw8SiaTI19tvv13s+XFxccWef+nSJYPHRlSR1h1NxOifTkKp1qBbQw+sHNoK9lZc4omIKo+Kfo9gChSctZ6IiIxA7zHy48eP137fqVMnXLx4ESdOnEDt2rURFBRk0OAA4NixY1CrH//xO3fuHMLCwvDqq6+Wet3ly5d1lrlxc3MzeGxEFUEQBCyOu475/1wGALzWygef9m0MmVQicmRERLqefo9w6dIlHD9+3GjvEUxB4Rh5JVvkiYjIgJ5rHXkA8PX1ha+vryFiKdbTBfjnn3+O2rVr66xVWxx3d/cq242PzIdGI+CTvy5gxYGbAIB3OgXgva51IZGwiCeiyq9mzZqoWbOm2GGIylLGrvVERGR45Srkd+7ciS+//BIXL16ERCJB/fr1MW7cOHTp0sXQ8elQKpVYu3YtJkyY8MxCJjg4GLm5uQgMDMRHH32ETp06lXhuXl4e8vLytNvp6ekAAJVKBZVKVew1hftLOm6qzDUvwPRyU+Zr8MHmc/jjTDIAYGqPeohq64v8/Pwi55pabvpgbqaJuRnvuZXN119/XeZzx4wZY8RIKqfHs9azkCciIsPRu5BftGgRxo8fj/79+2Ps2LEAgMOHD6NHjx744osv8M477xg8yEJbtmzBo0ePEBUVVeI5Xl5e+P7779G8eXPk5eVhzZo1ePHFFxEXF4cOHToUe82cOXMwc+bMIvtjYmJgY1P6bOCxsbF65WAqzDUvwDRyy1MDK65IcfGRFFKJgMG1NXBPPY9t286Xep0p5FZezM00MTfDyc7OrtDnldWXX35ZpvMkEknVLOQ5Rp6IiIxA70J+zpw5+PLLL3UK9jFjxqBdu3b47LPPjFrIL1u2DOHh4fD29i7xnHr16qFevXra7bZt2+L27dtYsGBBiYX8lClTMGHCBO12eno6fHx80LVrV51x9k9SqVSIjY1FWFgY5HLzmXDMXPMCTCe3R9kqjFh7EhcfpcFKLsWiQUHoWLf0OR5MJbfyYG6mibkZXmFvscomISFB7BAqNc5aT0RExqB3IZ+eno7u3bsX2d+1a1dMnjzZIEEV59atW9ixYwc2bdqk97Vt2rTB2rVrSzyuUCigUBRdwksulz/zTVpZzjFF5poXULlzS0rLQcSyY7iakglHazmWR7VEc1/nMl9fmXN7XszNNDE3wz6PTA/XkSciImPQu5Dv3bs3Nm/eXGQZmd9//x29evUyWGBPW7FiBdzd3dGzZ0+9rz116hS8vLyMEBWR4Vy/l4mIZUdx51EOPB2ssHp4K9T1sBc7LCKiMhs2bFipx5cvX15BkVQej8fIs2s9EREZjt6FfIMGDfDZZ58hLi4Obdu2BVAwRv7AgQN47733dCa9MdRYOI1GgxUrViAyMhIWFrohT5kyBXfu3MHq1asBANHR0fDz80PDhg21k+Nt3LgRGzduNEgsRMZw+vYjDF15DA+zlPCvZovVw1uhhnPp8zMQEVU2qampOtsqlQrnzp3Do0eP0LlzZ5GiEhe71hMRkTHoXcgvW7YMzs7OuHDhAi5cuKDd7+TkhGXLlmm3DTmpzY4dO5CYmFjsJ/1JSUlITEzUbiuVSrz//vu4c+cOrK2t0bBhQ/z111/o0aOHQWIhMrR9V+/hzTUnkK1Uo0kNR6yIaglXu6JDPYiIKrvNmzcX2afRaDB69Gj4+/uLEJH4CrvWcx15IiIyJL0LeTEmtenatSsEQSj22MqVK3W2J02ahEmTJlVAVETP788zdzF+QzxUagHtAlzx3ZAWsFOUa1VIIqJKSSqVYvz48QgNDa2Sf585az0RERmDtLwXKpVKXL58udg1rYno2dYcvoV3152CSi2gZ2MvLI9qySKeiMzS9evXq+z7BUtOdkdEREagd9WQnZ2Nd999F6tWrQIAXLlyBf7+/hgzZgy8vb3xwQcfGDxIInMiCAK+2nkV0TuuAgAGt66JWX0aQSaViBwZEdHzeXIpV6Dg37ukpCT89ddfiIyMFCkqcXGMPBERGYPeLfJTpkzB6dOnERcXBysrK+3+Ll26YMOGDQYNjsjcaDQCPt56XlvEj32xDj7tyyKeiMzDqVOndL7OnDkDAFi4cCGio6PFDU4k2lnr2bWeiIgMSO8W+S1btmDDhg1o06YNJJLHxUdgYCCuX79u0OCIzIkyX4MJv8TjzzNJkEiAGb0aIjLET+ywiIgMZvfu3WKHUOlox8ir2CJPRESGo3chf+/ePbi7uxfZn5WVpVPYE9FjWXn5GLX2BPZdvQ+5TIKFA5qid5C32GEREZGRsWs9EREZg95d61u2bIm//vpLu11YvP/www/adeWJ6LGHWUq8/sNh7Lt6HzaWMiyLbMkinojM0oMHD/D2228jMDAQ1apVg4uLi85XVcRZ64mIyBj0bpGfM2cOunfvjgsXLiA/Px9fffUVzp8/j0OHDmHPnj3GiJHIZN15lIMhy47gxr0sONvIsTyqJYJrOosdFhGRUbzxxhu4fv06hg8fDg8PD/bUw5Nj5DUQBIGvCRERGYTehXxISAgOHDiABQsWoHbt2oiJiUGzZs1w6NAhNG7c2BgxEpmkq/9lIGL5USSl5cLL0QprhrdCgLu92GERERnN/v37sX//fgQFBYkdSqVR2LVeEIB8jQC5jIU8ERE9v3KtI9+4cWOsWrUK586dw4ULF7B27VoW8URPOJmYile/O4SktFzUdrPFxrdCWMQTkdmrX78+cnJyRHn2nDlzIJFIMG7cOFGeX5LCrvUAx8kTEZHh6F3Inzx5EmfPntVu//777+jbty8+/PBDKJVKgwZHZIr2XLmHwT8cwaNsFZr6OOG3USHwdrIWOywiIqNbvHgxpk6dij179uDBgwdIT0/X+TKWY8eO4fvvv0eTJk2M9ozyspQ9UcirOE6eiIgMQ+9C/s0338SVK1cAADdu3MDAgQNhY2ODX3/9FZMmTTJ4gESm5Pf4Oxi+8hhyVGq8UKcafvpfazjbWoodFhFRhXByckJaWho6d+4Md3d3ODs7w9nZGU5OTnB2Ns78IJmZmRg8eDB++OEHoz3jeUilEm0xzxZ5IiIyFL3HyF+5cgVNmzYFAPz666/o2LEjfv75Zxw4cACDBg1CdHS0gUMkMg0rDyRgxh8XAAC9gryx8NUgWFqUa/QKEZFJGjx4MCwtLfHzzz9X2GR3b7/9Nnr27IkuXbrg008/LfXcvLw85OXlabcLewmoVCqoVCq9n114zbOutbSQQqnWICs3DyqV3m+9KlxZ8zI15piXOeYEMC9TY455iZWTPs/T+6+JIAjQaAo+Ud6xYwdeeuklAICPjw/u37+v7+2ITJ4gCPgy9gq+3nUNABDZ1hcf92oIqZQTGhFR1XLu3DmcOnUK9erVq5DnrV+/HidPnsSxY8fKdP6cOXMwc+bMIvtjYmJgY2NT7jhiY2NLP0EjAyDBjl174G1b7sdUuGfmZaLMMS9zzAlgXqbGHPOq6Jyys7PLfK7ehXyLFi3w6aefokuXLtizZw+WLFkCAEhISICHh4e+tyMyaWqNgGm/n8PPRxIBABPC6uLdzgFcXoiIqqQWLVrg9u3bFVLI3759G2PHjkVMTAysrKzKdM2UKVMwYcIE7XZ6ejp8fHzQtWtXODg46B2DSqVCbGwswsLCIJfLSzxv7oW9yEzLRau27dCkhqPez6loZc3L1JhjXuaYE8C8TI055iVWTvrMJ6N3IR8dHY3Bgwdjy5YtmDp1KgICAgAAv/32G0JCQvS9HZHJystXY/yGeGw7mwyJBPikTyO80cZX7LCIiETz7rvvYuzYsZg4cSIaN25c5M2PISejO3HiBFJSUtC8eXPtPrVajb1792LRokXIy8uDTCbTuUahUEChUBS5l1wuf643as+63kpeEIcaUpN6k/u8r0tlZY55mWNOAPMyNeaYV0XnpM+z9C7kmzRpojNrfaH58+cX+YNJZK4y8/IxcvVxHLz+AJYyKaIHNUWPxl5ih0VEJKqBAwcCAIYNG6bdJ5FIIAgCJBIJ1GrDzdr+4osvFnk/MnToUNSvXx+TJ0+uVO9JCudLycvnrPVERGQYBptxpazd2ohM3f3MPAxdcQxn76TB1lKG7yNaoF1ANbHDIiISXUJCQoU9y97eHo0aNdLZZ2trC1dX1yL7xab4/xZ5JWetJyIiA6n8U6cSVSK3H2YjYvlRJNzPgoutJVYObYkmNZzEDouIqFLw9eXwouIouPwcEREZGAt5ojK6nJyBiOVH8F96Hqo7WWPN8Fbwd7MTOywiIlFt3boV4eHhkMvl2Lp1a6nn9u7d26ixxMXFGfX+5aWQs2s9EREZFgt5ojI4fvMhhq08hvTcfNT1sMPqYa3h6cjhJEREffv2RXJyMtzd3dG3b98SzzP0GHlToigcI69iizwRERkGC3miZ9h16T+M/ukkclUaNPd1xrLIFnCysRQ7LCKiSkGj0RT7PT2msCgYI8+u9UREZCh6F/JqtRorV67Ezp07kZKSUuSP9q5duwwWHJHYNp38FxN/OwO1RkCnem5YPLg5rC0rz0zIRERU+Sk4az0RERmYVN8Lxo4di7Fjx0KtVqNRo0YICgrS+SIyFz/uu4EJv5yGWiPg5eDq+D6iBYt4IqJiHDlyBH///bfOvtWrV6NWrVpwd3fHyJEjkZeXJ1J04tOOkWfXeiIiMhC9W+TXr1+PX375BT169DBGPESiEwQB8/65jCVx1wEAw9vXwtQeDSCVSkSOjIiocpoxYwZCQ0MRHh4OADh79iyGDx+OqKgoNGjQAPPnz4e3tzdmzJghbqAiYdd6IiIyNL1b5C0tLREQEGCMWIhEl6/W4IONZ7VF/KTu9fBRTxbxRESliY+Px4svvqjdXr9+PVq3bo0ffvgBEyZMwNdff41ffvlFxAjFxa71RERkaHoX8u+99x6++uorCIJgjHiIRJOrUmP0Tyex4fhtSCXA5/0aY3RoACQSFvFERKVJTU2Fh4eHdnvPnj3o3r27drtly5a4ffu2GKFVCoWFvJIt8kREZCB6d63fv38/du/ejb///hsNGzaEXC7XOb5p0yaDBUdUUdJzVRix6jiOJDyEpYUUXw8KRvdGnmKHRURkEjw8PJCQkAAfHx8olUqcPHkSM2fO1B7PyMgo8n6hKrHUtsizkCciIsPQu5B3cnLCyy+/bIxYiERxLyMPkcuP4kJSOuwUFvghogXa1nYVOywiIpPRvXt3fPDBB5g7dy62bNkCGxsbvPDCC9rjZ86cQe3atUWMUFwcI09ERIamdyG/YsUKY8RBJIrEB9kYsvwIbj3IRjU7S6wc2gqNqjuKHRYRkUn59NNP0a9fP3Ts2BF2dnZYtWoVLC0ttceXL1+Orl27ihihuLSz1nOMPBERGYjehTyRubhwNx2RK47iXkYefFyssWZYa/hVsxU7LCIik+Pm5oZ9+/YhLS0NdnZ2kMl0l+r89ddfYWdnJ1J04tNOdsfl54iIyEDKVcj/9ttv+OWXX5CYmAilUqlz7OTJkwYJjMiYjiY8xPBVx5CRm4/6nvZYPawV3B2sxA6LiMikOToW36PJxcWlgiOpXOSygklT/8tJxcX0S6hnXxdSid7zDRMREWnp/Vfk66+/xtChQ+Hu7o5Tp06hVatWcHV1xY0bN7TrxxJVZjsvpmDIsiPIyM1HKz8XbHizLYt4IiIyiuMPT2DdnZ8BAImZSfj80nxMOD0Jxx+eEDkyIiIyZXoX8osXL8b333+PRYsWwdLSEpMmTUJsbCzGjBmDtLQ0Y8RIZDCHUyR4e/1p5OVr0KWBO1YPbwVH66o7kzIRERnP8Ycn8M21xcjRpAMABHXBkINUZSq+ubaYxTwREZWb3oV8YmIiQkJCAADW1tbIyMgAAAwZMgTr1q0zbHREBvTD/gSsuy6DWiOgf/MaWPpGc1jJZc++kIiISE8aQYO1iQXvi6SygknuNBrdt10/Ja6HRuC4eSIi0p/ehbynpycePHgAAPD19cXhw4cBAAkJCRAEwaDBzZgxAxKJROfL07P0tb337NmD5s2bw8rKCv7+/li6dKlBYyLTIwgCZm+7iHn/XAUA/K+9H+b3bwILGccnEhGRcVzOuIJUZSqAx4W8Wq374fFD5UNczrhS4bEREZHp07uS6dy5M/744w8AwPDhwzF+/HiEhYVh4MCBRllfvmHDhkhKStJ+nT17tsRzExIS0KNHD7zwwgs4deoUPvzwQ4wZMwYbN240eFxkGvLVGrz/6xl8v/cGAKB3TTUmd6sLiUQicmRERGTOHqkeDze0ts0CICA3yw652dYlnkdERFRWes9a//3330OjKegGNmrUKLi4uGD//v3o1asXRo0aZfgALSye2QpfaOnSpahZsyaio6MBAA0aNMDx48exYMECvPLKKwaPjSq3XJUab/90EjsvpUAmleDTPoGwST4tdlhERFQFOMkfz+BvaZUHB9cHSH9QDffveqNGwPVizyMiIiorvVvkpVIpLCwe1/8DBgzA119/jTFjxsDS0tKgwQH4v/buPK6qMv8D+OfcleXeiyKyiQi54L6BC2YulZjLlL9WHcsc20xtLMZsnOb3K20aaurXz5pJbXHNyl6lNTaRShmouYaaO+6SCCIqO9z1+f2BXLiyyHLhcg6f9+vFK+45zz33+wXyOd/nPOc5OHXqFEJDQxEZGYnJkyfj7NmzNbbdtWsX4uLiXLaNHTsWv/zyC6xWq9tjo5Yrr8SKx5bvwY8nsqHXqLDs0Wg8OLCDp8MiIqJWIsrYDW11bZ2vA8MuAgCuXAxzbvPX+SPK2K3ZYyMiIvlr0HPkt2/fjg8++ABnzpzBV199hQ4dOuCTTz5BZGQkhg8f7rbghgwZgjVr1qBbt264fPky/va3v2HYsGE4evQo2rVrV6V9VlYWgoKCXLYFBQXBZrMhJycHISEh1X6O2WyG2Wx2vs7PL1td1mq11jgAUL5daQMESsgru8CMGatTkXa5EEYvDT6YOgCDItoqIreaMDd5Ym7y5KnclPizVDKVpMKj4VPwz9NLAAABoZdw+td+yL/WDqXF3vDyKcHU8Ml8njwRETVIvQv59evX47HHHsPUqVNx4MABZwFcUFCAv//970hMTHRbcJWfS9+nTx/Exsaic+fOWL16NeLj46t9z833PpcvwFfbPdEJCQlYuHBhle1btmyBj49PrTEmJSXVul+u5JrXlRJgyXE1rpklmLQCM7uV4sqxXUg8VtFGrrnVBXOTJ+YmT82dW3FxcbN+HjVejH80nusyC2vTP8d1XHdOry++3BUvjhmOGP9oT4dIREQyVe9C/m9/+xuWLVuGadOmYd26dc7tw4YNw6JFi9wa3M18fX3Rp08fnDp1qtr9wcHByMrKctmWnZ0NjUZT7RX8cgsWLHAZGMjPz0fHjh0RFxcHk8lU7XusViuSkpIwZswYaLXKeQ65nPM6eikfi9bsxzWzBeH+3lj5eDTC/SsGYuSc260wN3libvLkqdzKZ4uRvMT4R2Ng2wFIKziJdXlZWP1jEXTXYljEExFRo9S7kE9LS8OIESOqbDeZTMjNzXVHTDUym804fvw47rjjjmr3x8bGOlfUL7dlyxbExMTUerKl1+uh1+urbNdqtbc8SatLGzmSW167zlzFU2t+QaHZhp4hJqyeMRjtjVV/p4D8cqsP5iZPzE2emjs3pf4cWwOVpEIPU3fMGhKBNVt/ROqFXFzKLUFoG+9bv5mIiKga9b4xKyQkBKdPn66yfceOHbjtttvcElS5efPmISUlBefOncOePXvw4IMPIj8/H48//jiAsivp06ZNc7afOXMmLly4gPj4eBw/fhwrVqzA8uXLMW/ePLfGRS3LpiNZeHzFXhSabRgS6Y91zwytsYgnIiLylCCTF2I6lS2A9/2RrFu0JiIiqlm9C/lnnnkGc+fOxZ49eyBJEi5duoRPP/0U8+bNw6xZs9wa3MWLFzFlyhRERUXh/vvvh06nw+7du9GpUycAQGZmJtLT053tIyMjkZiYiOTkZPTv3x+vvfYa3nvvPT56TsHW7U3HrE9TYbE7ENczCKtnDIbJi1etiIioZZrQp2zh3cTDmR6OhIiI5KzeU+vnz5+PvLw8jB49GqWlpRgxYgT0ej3mzZuHOXPmuDW4yvfgV2fVqlVVto0cORL79+93axzU8gghsCT5DN7anAYAeCSmI17/r97QqLn6LxERtVzj+oRg4X+OIfXCdU6vJyKiBmtQ1fP6668jJycHe/fuxe7du3HlyhW89tpr7o6NqFoOh8Br/znuLOJnjeqMNx7owyKeiIhaPE6vJyIid2hw5ePj44OYmBgMHjwYBoPBnTER1chqd+BPX/6KFT+fAwD8dUIPzL+ne62PFyQiImpJOL2eiIgaq85T62fMmFGnditWrGhwMES1KbbYMOvT/UhOuwK1SsJbD/bF/QPDPB0WERFRvXB6PRERNVadC/lVq1ahU6dOGDBgAIQQTRkTURW5xRbMWLUP+9Nz4aVVYcnUgbize5CnwyIiIqq3IJMXBnXyx97z1/D9kSw8MTzS0yEREZHM1LmQnzlzJtatW4ezZ89ixowZePTRR+Hv79+UsREBALLySjFtxR6cvFwIk5cGK/8wCNGd+LdHRETyNb5PMPaev4bEw5ks5ImIqN7qfI/8kiVLkJmZiZdeegnffvstOnbsiIcffhibN2/mFXpqMmeuFOKBpTtx8nIhgkx6fDlzGIt4IiKSvXF9QiBJcE6vJyIiqo96LXan1+sxZcoUJCUl4dixY+jVqxdmzZqFTp06obCwsKlipFbq0MVcPLRsFzJySxAZ4IuvZg5DVLDR02ERERE1Wvn0eoCr1xMRUf01eNV6SZIgSRKEEHA4HO6MiQg/n87BlA9341qRBX06+OHLmbHo6O/j6bCIiIjcZnyfYADAd4cueTgSIiKSm3oV8mazGZ9//jnGjBmDqKgoHD58GP/617+Qnp7OR9CR23x3KBN/WLkPRRY7bu/SDp8/PRQBBr2nwyIiInKr8un1+9NzOb2eiIjqpc6F/KxZsxASEoI333wTEydOxMWLF/Hll19i/PjxUKkafGGfyMXa3Rcw5/P9sNgdGN8nGCumD4JBX+c1GYmIiGSD0+uJiKih6lwhLVu2DOHh4YiMjERKSgpSUlKqbbdhwwa3BUethxAC/9x6Gu8knQQA/H5IOF67rzfUKsnDkRERETWd8tXrvzt0iavXExFRndW5kJ82bRokiUUVuZ/DIbDw26NYvesCAOCPd3XFC3d35d8bEREp3rg+IVj4n2PO6fWhbbw9HRIREclAnQv5VatWNWEY1FpZbA786ctf8e2vZQv9vPq7nph+O69IEBFR61A+vX7v+Wv4/kgWr8oTEVGd8OZ28pgisw1PrN6Hb3+9BI1KwruT+7OIJyKiVoer1xMRUX2xkCePuFZkwe8/3oPtp3LgrVVj+fRBuK9/B0+HRURE1Oy4ej0REdUXC3lqdpdyS/DQsp349bdctPHR4rOnhmBkt/aeDouIiMgjuHo9ERHVFwt5alanswvwwNKdOHOlCCF+XvhqZiwGhLf1dFhEREQexen1RERUHyzkqdkcSL+OB5ftQmZeKTq398VXzw5Dl0Cjp8MiIiLyOE6vJyKi+mAhT81i28krmPrxHuQWW9GvYxt8OXMYOvARO0RERAA4vZ6IiOqHhTw1uY2/XsITq/eh2GLHHV0D8NmTQ+Dvq/N0WERERC0Kp9cTEVFdsZCnJrV653nMXXcAVrvAxL4hWP74IPjqNZ4Oi4iIZC4hIQGDBg2C0WhEYGAgJk2ahLS0NE+H1SicXk9ERHXFQp6ahBAC7ySdxCsbj0IIYFpsJ7w3eQB0Gv7JERFR46WkpGD27NnYvXs3kpKSYLPZEBcXh6KiIk+H1mCcXk9ERHXFS6PkdnaHwCsbj2Dt7nQAwAt3d8Mf7+oCSZI8HBkRESnFpk2bXF6vXLkSgYGBSE1NxYgRIzwUVeON7xOMveev4btDl/DE8EhPh0NERC0UC3lyK7PNjvgvfsV3hzMhScCi+3rjsaGdPB0WEREpXF5eHgDA39+/xjZmsxlms9n5Oj8/HwBgtVphtVrr/Znl72nIe2tyd/cALPxP2fT69JwChPh5ue3YddUUebUESsxLiTkBzEtulJiXp3Kqz+exkCe3KTTb8Mwnv+Dn01ehVUv4v0f6Y2LfUE+HRURECieEQHx8PIYPH47evXvX2C4hIQELFy6ssn3Lli3w8fFp8OcnJSU1+L3Vuc2gxpkCCe98+RNGhwq3Hrs+3J1XS6HEvJSYE8C85EaJeTV3TsXFxXVuy0Ke3OJqoRnTV+7D4Yw8+OjU+PCxGAzvGuDpsIiIqBWYM2cODh06hB07dtTabsGCBYiPj3e+zs/PR8eOHREXFweTyVTvz7VarUhKSsKYMWOg1Wrr/f6a5Pin47XvTuCCwx/jxw9x23Hrqqny8jQl5qXEnADmJTdKzMtTOZXPFKsLFvLUaBevF2Pa8r04m1MEf18dVk4fhH4d23g6LCIiagWee+45bNy4Edu2bUNYWFitbfV6PfR6fZXtWq22USdqjX3/zSb264C/JZ7Agd/ycKXIhtA23m47dn24O6+WQol5KTEngHnJjRLzau6c6vNZXEKcGuXk5QI8sHQnzuYUoUMbb3w5M5ZFPBERNTkhBObMmYMNGzZg69atiIxUzsJwlVevTzyc6eFoiIioJWIhTw2WeuEaHlq2C5fzzegaaMBXz8aic3uDp8MiIqJWYPbs2Vi7di0+++wzGI1GZGVlISsrCyUlynj++oS+IQBYyBMRUfVYyFOD/JSWjakf70FeiRUDw9vgy5mxCPHzzNQ/IiJqfZYuXYq8vDyMGjUKISEhzq8vvvjC06G5xbjewZCkstXrL+UqY3CCiIjch/fIU719feAiXvzyEGwOgVFR7bFk6kD46PinREREzUcIz63m3hwCb0yv33v+GhIPZ+LJO27zdEhERNSC8Io81cvyHefwwhe/wuYQmNQ/FB9Ni2ERT0RE1AQ4vZ6IiGrCQp7qRAiBtzafwGv/OQYA+MPtEXjn4f7QqvknRERE1BQ4vZ6IiGrCKoxuyWZ3YMGGw3j/pzMAgBfHRuF/JvaESiV5ODIiIiLlCuTq9UREVAMW8lSrUqsdsz/bj3X7foNKAhLu74PZo7tAkljEExERNTVOryciouq06EI+ISEBgwYNgtFoRGBgICZNmoS0tLRa35OcnAxJkqp8nThxopmiVo6CUiumr9yLzUcvQ6dWYcnUgZgyONzTYREREbUanF5PRETVadGFfEpKCmbPno3du3cjKSkJNpsNcXFxKCoquuV709LSkJmZ6fzq2rVrM0SsHDmFZkz+cDd2n70Gg16DVTMG4Z7eIZ4Oi4iIqFXh9HoiIqpOi15ufNOmTS6vV65cicDAQKSmpmLEiBG1vjcwMBBt2rRpwuiU62opMPmjfbhwrRjtfHVYPWMwenfw83RYRERErdKEviF8DB0REblo0YX8zfLy8gAA/v7+t2w7YMAAlJaWomfPnvjrX/+K0aNH19jWbDbDbDY7X+fn5wMArFYrrFZrte8p317Tfrk6cvE6Fh9RI99ajLA2Xlg5PRoR7XwUkadSf2cAc5Mr5iZPnspNiT9LqptxvYPx6rdHndPrQ9t4ezokIiLyMNkU8kIIxMfHY/jw4ejdu3eN7UJCQvDhhx8iOjoaZrMZn3zyCe666y4kJyfXeBU/ISEBCxcurLJ9y5Yt8PHxqTWupKSk+iXSgp3JBz46oUaJXUKIj8DTnQtxbE8Kjnk6MDdT0u/sZsxNnpibPDV3bsXFxc36edRylE+v51V5IiIqJ5tCfs6cOTh06BB27NhRa7uoqChERUU5X8fGxuK3337D22+/XWMhv2DBAsTHxztf5+fno2PHjoiLi4PJZKr2PVarFUlJSRgzZgy0Wm0DMmpZfjyRjQ++OASz3YFIo8BnM+9AgKn2QQy5UdrvrDLmJk/MTZ48lVv5bDFqnTi9noiIKpNFIf/cc89h48aN2LZtG8LCwur9/qFDh2Lt2rU17tfr9dDr9VW2a7XaW56k1aVNS/dV6kW8tP4Q7A6B0VEBGO+XhQCTj+zzqokSfmc1YW7yxNzkqblzU+rPkeqG0+uJiKiyFr1qvRACc+bMwYYNG7B161ZERkY26DgHDhxASAhXXK/Oh9vOYN6Xv8LuEHhgYBjen9IfOrWnoyIiIqLKAk1eGBTB1euJiKhMi74iP3v2bHz22Wf497//DaPRiKysLACAn58fvL3LRqIXLFiAjIwMrFmzBgCwePFiREREoFevXrBYLFi7di3Wr1+P9evXeyyPlkgIgTe+P4EPtp0FADx1RyQWjOsBu93m4ciIiIioOhP6hGDvOU6vJyKiFl7IL126FAAwatQol+0rV67E9OnTAQCZmZlIT0937rNYLJg3bx4yMjLg7e2NXr164bvvvsP48eObK+wWz2Z3YMGGw/gy9SIAYMG47nhmZGcAgN3uyciIiIioJpxeT0RE5Vp0IS+EuGWbVatWubyeP38+5s+f30QRyV+p1Y45nx3AD8cvQyUBbzzQFw/HdPR0WERERHQL5dPreVWeiIha9D3y5F55JVZMW74XPxy/DJ1GhQ8ei2ERT0REJCMT+pSt+cP75ImIWjcW8q1Edn4pHvlgF/aevwajXoNPZgzGmJ5Bng6LiIiI6mFc72BIEpzT64mIqHViId8KXLhahAeX7cKJrAIEGPT44plYDLmtnafDIiIionri6vVERAS08HvkqfGOXsrD4yv2IafQjHB/H6x9YgjC2/l4OiwiIiJqoPLV679IvYDAQDMCfQ0YFNoBahWvzxARtRYs5BVs99mreGr1Lygw29AjxITVMwYh0Ojl6bCIiIioEbwMJQAETmUVY27iFkhqG4INBvzPiDtxT5eung6PiIiaAYduFWrz0SxMW7EXBWYbBkf644tnhrKIJyIikrlNp0/hL8mJgO7G/fElRgDA5cJCzE7ciE2nT3kwOiIiai4s5BXoi33peHZtKiw2B8b0DMKaGYNh8tJ6OiwiIiJqBLvDgUXbtkIAkLzzAQDiRiFf/sDe17b9BLvD4ZkAiYio2bCQVxAhBJYmn8FL6w/DIYCHY8KwdOpAeGnVng6NiIiIGmnfpQxkFRaWvfAqACAAqw8c+QEQxX5wlPri0nULfjxzAUKIWo9FRETyxnvkFcLhEPh74nF8vOMcAODZUZ0xf2wUJEnycGRERETkDtlFhc7vJbUdQlcMWHyBwgBULtufXn4MWvVxBBq9EGjSI8johSCTHoEmLwSZyr4PMnkhyOgFk7eG5wpERDLEQl6G7A4H9l3KQHZRIQJ9DegfFIK/bDiCDQcyAAB/ndADT95xm4ejJCIiIncK9DW4vJbaZEEU+wEODWC/8eUo+7LaBTJyS5Bxi2fN6zUqBJm8EGgsK+4DTXoE+GqReUVC27NXEdrWgCCTHgY9C34iopaEhbzMbDp9Cou2bXVOrRMOCbqCcJiLvKFWSfjHA33xQHSYh6MkIiIidxsU2gHBBgMuFxaW3SevsUIy5Tj3SwCCDUb88OgMXC+24nJ+KS7nm5FdUOr8/nJ+KbLzzbhcUIrcYivMNgfSrxUj/VrxTZ+mxtrTqc5XPjq1a8FfqfAPqnSl30fHU0sioubAf21lZNPpU5iduNE5fU44VBBXw2C2egOSAzPvDmMRT0REpFBqlQr/M+JOzE7cCAlwmU5ffq38v0eMhrdOA2+dBqFtvGs9XqnVjisF5YW+2VnsZ+UW49j5DNh1RmQXmFFQakOxxY5zOUU4l1NU6zGNeo1LcV8xtb/i+0CTnuv3EBE1Egt5mai8Ui0ACLsG4moYYPMCJDtU/hfxzflMxDv6Qa3iGoZERERKdE+Xrnh//L0us/OAsivx/z1idL2eI++lVaOjvw86+vu4bLdarUhM/A3jx98OrVaLYout7Cp+fikuF5iRnV+K7ILywr/sCn9WfimKLXYUmG0ouGLDmSu1F/x+3lrnvfqBxkr37d+4lz/QqEeg0Qs6Dc9piIiqw0JeJiqvVCus+rIi3qEFVFZI7S4CWjMyC8vaDQ3r6OFoiYiIqKnc06UrxtzW2WW9nEGhHZpsIN9Hp0FEgAYRAb61tis021yKe+d0/oJSZFea2m+2OZBXYkVeiRUnLxfWekx/X51zGr+z8Dd5IchYcdU/wKCDRs2Cn4haFxbyMlG+Uq0oNUBcDwWECtCYIflfhKSxVmlHREREyqVWqVrcwL1Br4GhvQGd2xtqbCOEQH6pzaWwLyv0K67wl9/Xb7ULXCuy4FqRBSeyCmo8piQBAQa9S8EfaPS6qfjXw6RjsU9EysFCXiba+/hCFLaFyA8EIAH6IkhtMyCpHC7tbl7RloiIiKilkCQJft5a+Hlr0TXIWGM7IUSlBfvKpvK7Fv8VU/ztDoErBWZcKTDj6KX8Go+pVkkwaNRYnr4bQX7eroX/jcfxBZn0aOujg0rFFfqJqGVjIS8DVrsD/96bC5EfVLbB5zokv8uo/BSY8pVqB4V28EiMRERERO4iSRL8fXXw99WhR4ipxnZ2R9lV+7Ji33XRviuVXucUlhX8eRYJhzLygYyaC36tWkKgsfJCfRX37Vdeod/PW8tH8hGRx7CQb+HySqyY/el+7DidU7YirekyJN/rFcvTwnWlWi50R0RERK2FWiWhvVGP9kY9AL8a29nsDmTlFuHrTVvRtU8McoorTe+/UfBn55fiapEFVrtARm4JMnJLav1snUZVNnW/8qr85dP5bwwEBJq8YNRrWPATkduxkG/B0q8WY8bqfTidXQgfnRrvTh4Auy7fLSvVEhEREbUWGrUKQSYvhBuAu3oEQqvVVtvOYnMgp9Dscq/+5UpT+rNvFP65xVZYbA78dq0Ev12rveD31qorpu9XWqjP5TF9Rj189TwtJ6K6478YLdQv56/h6U9Sca3IgmCTF5ZPj0GvUD8AQc26Ui0RERFRa6HTqBDaxhuhbbxrbVdqteNKwc0F/437+CtN6S8otaHEasf5q8U4f7W41mMa9Rq0rzSd37lCf3nBf+Mqv5dW7c6UiUimWMi3QP8+mIEXvzwEi92B3h1MWP74IASZvJz7W+JKtURERESthZdWjY7+Pujo71Nru2KLrWJFfueCfRXFf3a+GVn5pSi22FFgtqHgig1nrxTVekw/b62zuA/w1aIgW4Wc3ekIbePjLPzbG/XQa5q+4LfbHfj1+EVcvV6Edm190a9HGNR8FCBRs2Ah34IIIbD4h1N498dTAIC4nkFYPLk/fHT8NRERERHJjY9Og4gADSICfGttV2i2VazQX2nBvrJH81Vc4TfbHMgrsSKvxIqTl8tvs1Thh0snqhzT31fnsjJ/+RT+wEoL9gUY9NA2sPBO2X0Si1dsxZWrFbd7tm9nwPMz7sTIod0adEwiqjtWiC1EqdWO+V8dwsZfLwEAnhl5G14a252PPyEiIiJSOINeA0N7Azq3r/kxwkII5JfaXAr7zNxi7D2cBm//YFwptDiv9FvtZav5Xyuy4ERWQY3HlCSgna++Yvq+SY9Ao1eV4r+dQQ91pXPSlN0n8fJbG6sc78rVQrz81ka8/uK9LOaJmhgL+RYgp9CMZz5JReqF69CoJPxtUm9MHhzu6bCIiIiIqIWQJAl+3lr4eWvRNcgIALBarehYeBzjx/d3LuAnhMD1YmvFFX7nlH7XKf7ZBWWP5MspNCOn0Iyjl2p+JJ9aJSHAoCsr7A16HDx4Fhb/AKhtVqhsNqgcDkhCQLrx37dXpmBA3wj4emldBgCIyH1YyHvYqcsF+MOqfbh4vQQmLw2WPRqNYV0CPB0WEREREcmQJEnw99XB31eHHiGmGtvZHWVX7cuK/UqFfr4ZVyq9ziksK/jLXpvL3uxlKPuqQRaAvouSAJQtIOitVcNbq4aXVgUvrRreOnXFtsrfa8va6tQSzmZKKPzlIgzeOnhp1WXvK//SqSpe69Tw0qg5i5VaHRbyHrT91BXMWrsfBWYbOrXzwfLHB6FLYM3/KBIRERERuYNaJaG9sWxhPMCvxnY2uwNXbxT8l/PNSN5/HhtTjsOu0cKh0cCu1kCoJAhJBaGS4JBUQKWnKVlsDlhu3Ntfzwix4fyxOreuPGDgrSsv/CsK/soDBhX7KwYPKm8rH2jw0nLAgFouFvIesnb3Bbyy8SjsDoFBEW3xwWMx8PfVeTosIiIiIiInjVrlfN49ALRzmJHy9fZa3yMAvPXfDyKqSwhKbQ6UWOwotdpRYrWjxFL239IbX2WvHc5tJRY7isxWnEu/iLYBQTDbHc42pTe932xzOD+z4QMG9aPXqJxFfeUBg4ri33VAoGImgQo6NXD8igTtsWwYvHUu73EZPOCAAdUBC/km5BAOpBWcRK41D220fogydoMQEv6eeBzLd5wDANw/oAMSHujTLI8IISIiIiJqjH49wtC+ncFltfqbBbUzYkif8AY/is5qtSIxMR3jxw9w3vtfHbtDwGxzLe5LLA6UVtl2YxDBakfpTQMCJVY7Siu3rWa/pdKAgdnmuDGA0NABAzU+OX3wlq3KBwwqbju4MXugcvFfaQBAX2nA4ObZBV7aqgMG3lo19BoVBwwayW6348j2E7iaeR3tQtqi9x3doVY3T13HQr6J/HItFWvTP8d1y3XnNqMUgKyDY/DLmbL7i/40phvm3NkFksT/gYiIiIio5VOrVXh+xp3Vrlpfbu6M0c3yPHm1SoKPTtPkj2quacCgYnCgmgEDS8XAQfm2YrMVFzOz4evXFqXWsgGBWw0Y5DZ4wKBuqhswcJ1doLrpdoOqtx7oVMCJXAlBF67D4K2/aSaCcgcMtm/YgyXPr0TOxavObQFh7TBr8R9wx/1DmvzzWcg3gV+upeKfp5e4bDMXeyN1V18U5pmhVQP/98gATOwb6qEIiYiIiIgaZuTQbnj9xXurPEc+sJ0Rc2eMVtyj59w1YFA20yAR48cPqXamgd0hnLcglFYzYFB+i4LzNoVKAwYllWYjuG6zVzqmowkHDNRYenxfjXudAwKVbz+oMjigqnH2gFelwYPq9nvrygYMmusC6fYNe7DoobfL7iOpJCfjKhY99Db+58t5TV7Ms5B3M4dwYG365y7bCq63wZFdsbCUekOrL8WwO45hfJ9xHoqQiIiIiKhxRg7thuGDuuDX4xdx9XoR2rX1Rb8eYc1yJV6p1CoJvnoNfPVNP8OgtMrgQNUBA+f3VQYHHC4DDsUWG7Kv5kLr5eu8raHU6oDFXjFgUHZLgwPXm3iGgcuAQZVbEyoGDFwHB6oOGGhVAucKgKOX8mH00bsMGGgkgSXPr6xSxAMo2yYBS19YiWH3xTTpNHsW8m6WVnDSZTp9TkYojv8SA4ddAx9THvrE7gJ8i5FWcBI9TN09GCkREZH8LVmyBG+99RYyMzPRq1cvLF68GHfccYenwyJqFdRqFQb2Dvd0GFRP7h4wqJhpMNxlpkF1AwYVgwO3WATxpgGD6vc39YCBBouP7K52j/TgPZBsdqhsNkjWsv+Grv8BmsISQABXfruKI9tPoN+oXm6Io6boyK1yrXkur3MyQ+Cwa9A28DJ6DtkDjdZWbTsiIiKqny+++ALPP/88lixZgttvvx0ffPABxo0bh2PHjiE8nMUFEZEnNdcMA5vdgVJbxSKF1Rf/jirbSiqtY3Dze0osNlzNLYBa5+VsU3nAQOi0EDotHJUDuekK/dXM62hKLOTdrI3W9Tmc3QYcgMEvDx06n4GkEjW2IyIiovp555138MQTT+DJJ58EACxevBibN2/G0qVLkZCQ4OHoiIioOWjUKhjUKhjcOGBQMctgpHOWQfmAQWryMbwy+f/g0KghtBoIjQYOrQbqErPLMdqFtHVbPNVhIe9mUcZuaKtr65xer1I7ENb1tEsbf50/oozKWgSEiIioOVksFqSmpuLPf/6zy/a4uDjs3Lmz2veYzWaYzRUnWvn5+QDKTtis1vpPwyx/T0Pe25IxL/lQYk4A85IbJeZVU056FTBkZDd0bO+Lq5euAcWVd6oBqAEJCOjgj6ihnev9M6lPe1kU8vW9/y0lJQXx8fE4evQoQkNDMX/+fMycObNZYlVJKjwaPqXKqvWVTQ2fDJXEhUCIiIgaKicnB3a7HUFBQS7bg4KCkJWVVe17EhISsHDhwirbt2zZAh8fnwbHkpSU1OD3tmTMSz6UmBPAvORGiXnVlNODb4255Xs3b95c788rLi6+daMbWnwhX9/7386dO4fx48fjqaeewtq1a/Hzzz9j1qxZaN++PR544IFmiTnGPxrPdZlV5Tny/jp/TA2fjBj/6GaJg4iISOluftSQEKLGxw8tWLAA8fHxztf5+fno2LEj4uLiYDKZ6v3ZVqsVSUlJGDNmTLWPkpIr5iUfSswJYF5yo8S86pLTrm9/wUd//hRXM645twWE+ePJhKmI/V1Mgz63fKZYXbT4Qr6+978tW7YM4eHhWLx4MQCgR48e+OWXX/D22283WyEPlBXzA9sOQFrBSeRa89BG64coYzdeiSciInKDgIAAqNXqKlffs7Ozq1ylL6fX66HX66ts12q1jTr5bOz7WyrmJR9KzAlgXnKjxLxqy2nE/bG4/b7BOLL9BK5mXke7kLbofUf3Rj1yrj4/vxZdyDfk/rddu3YhLi7OZdvYsWOxfPlyWK3Wan84Dblnrq73gnTx7gx4l31vt9lhh73W9p6mxHtcyjE3eWJu8sTcmu5zqYxOp0N0dDSSkpLwX//1X87tSUlJuO+++zwYGRERtRZqtbpJHzFXmxZdyDfk/resrKxq29tsNuTk5CAkJKTKexpzz5wS7wUBlJsXwNzkirnJE3Nzn/rcN9daxMfH47HHHkNMTAxiY2Px4YcfIj09vdnWxSEiIvKUFl3Il6vP/W81ta9ue7mG3DOnxHtBAOXmBTA3uWJu8sTc3K8+9821Fo888giuXr2KRYsWITMzE71790ZiYiI6derk6dCIiIiaVIsu5Bty/1twcHC17TUaDdq1a1ftexpzz5wS7wUBlJsXwNzkirnJE3Nz7+dRVbNmzcKsWbM8HQYREVGzatErr1W+/62ypKQkDBs2rNr3xMbGVmm/ZcsWxMTE8CSIiIiIiIiIZK9FF/JA2f1vH3/8MVasWIHjx4/jhRdecLn/bcGCBZg2bZqz/cyZM3HhwgXEx8fj+PHjWLFiBZYvX4558+Z5KgUiIiIiIiIit2nRU+uBW9//lpmZifT0dGf7yMhIJCYm4oUXXsD777+P0NBQvPfee8366DkiIiIiIiKiptLiC3mg9vvfVq1aVWXbyJEjsX///iaOioiIiIiIiKj5tfip9URERERERERUgYU8ERERERERkYywkCciIiIiIiKSEVncI9/chBAAgPz8/BrbWK1WFBcXIz8/X1GPtVNqXgBzkyvmJk/Mzf3K+6TyPooary79fW2U+nfOvORDiTkBzEtulJiXHPp6FvLVKCgoAAB07NjRw5EQERG5KigogJ+fn6fDUAT290RE1BLVpa+XBIf2q3A4HLh06RKMRiMkSaq2TX5+Pjp27IjffvsNJpOpmSNsOkrNC2BucsXc5Im5uZ8QAgUFBQgNDYVKxTvj3KEu/X1tlPp3zrzkQ4k5AcxLbpSYlxz6el6Rr4ZKpUJYWFid2ppMJsX8wVam1LwA5iZXzE2emJt78Uq8e9Wnv6+NUv/OmZd8KDEngHnJjRLzasl9PYf0iYiIiIiIiGSEhTwRERERERGRjLCQbyC9Xo9XXnkFer3e06G4lVLzApibXDE3eWJu1Boo9W+BecmHEnMCmJfcKDEvOeTExe6IiIiIiIiIZIRX5ImIiIiIiIhkhIU8ERERERERkYywkCciIiIiIiKSERbyRERERERERDLCQr4BlixZgsjISHh5eSE6Ohrbt2/3dEi3tG3bNvzud79DaGgoJEnCN99847JfCIFXX30VoaGh8Pb2xqhRo3D06FGXNmazGc899xwCAgLg6+uLe++9FxcvXmzGLKpKSEjAoEGDYDQaERgYiEmTJiEtLc2ljVxzW7p0Kfr27QuTyQSTyYTY2Fh8//33zv1yzetmCQkJkCQJzz//vHObnHN79dVXIUmSy1dwcLBzv5xzA4CMjAw8+uijaNeuHXx8fNC/f3+kpqY698s1v4iIiCq/N0mSMHv2bADyzYualpzOB5R4HqDUc4DW0P8rqe9Xar+vxP5ecX29oHpZt26d0Gq14qOPPhLHjh0Tc+fOFb6+vuLChQueDq1WiYmJ4uWXXxbr168XAMTXX3/tsv+NN94QRqNRrF+/Xhw+fFg88sgjIiQkROTn5zvbzJw5U3To0EEkJSWJ/fv3i9GjR4t+/foJm83WzNlUGDt2rFi5cqU4cuSIOHjwoJgwYYIIDw8XhYWFzjZyzW3jxo3iu+++E2lpaSItLU385S9/EVqtVhw5ckQIId+8Ktu7d6+IiIgQffv2FXPnznVul3Nur7zyiujVq5fIzMx0fmVnZzv3yzm3a9euiU6dOonp06eLPXv2iHPnzokffvhBnD592tlGrvllZ2e7/M6SkpIEAPHTTz8JIeSbFzUduZ0PKPE8QKnnAErv/5XW9yux31dqf6+0vp6FfD0NHjxYzJw502Vb9+7dxZ///GcPRVR/N3fgDodDBAcHizfeeMO5rbS0VPj5+Ylly5YJIYTIzc0VWq1WrFu3ztkmIyNDqFQqsWnTpmaL/Vays7MFAJGSkiKEUFZuQgjRtm1b8fHHHysir4KCAtG1a1eRlJQkRo4c6ezM5Z7bK6+8Ivr161ftPrnn9tJLL4nhw4fXuF/u+VU2d+5c0blzZ+FwOBSVF7mPnM8HlHoeoORzAKX0/0rs+5XY77eW/l7ufT2n1teDxWJBamoq4uLiXLbHxcVh586dHoqq8c6dO4esrCyXvPR6PUaOHOnMKzU1FVar1aVNaGgoevfu3aJyz8vLAwD4+/sDUE5udrsd69atQ1FREWJjYxWR1+zZszFhwgTcfffdLtuVkNupU6cQGhqKyMhITJ48GWfPngUg/9w2btyImJgYPPTQQwgMDMSAAQPw0UcfOffLPb9yFosFa9euxYwZMyBJkmLyIvdR2vmAUv7GlXgOoLT+X6l9v9L6/dbQ3yuhr2chXw85OTmw2+0ICgpy2R4UFISsrCwPRdV45bHXlldWVhZ0Oh3atm1bYxtPE0IgPj4ew4cPR+/evQHIP7fDhw/DYDBAr9dj5syZ+Prrr9GzZ0/Z57Vu3Trs378fCQkJVfbJPbchQ4ZgzZo12Lx5Mz766CNkZWVh2LBhuHr1quxzO3v2LJYuXYquXbti8+bNmDlzJv74xz9izZo1AOT/uyv3zTffIDc3F9OnTwegnLzIfZR2PqCEv3GlnQMosf9Xat+vxH6/NfT3SujrNc3+iQogSZLLayFElW1y1JC8WlLuc+bMwaFDh7Bjx44q++SaW1RUFA4ePIjc3FysX78ejz/+OFJSUpz75ZjXb7/9hrlz52LLli3w8vKqsZ0ccwOAcePGOb/v06cPYmNj0blzZ6xevRpDhw4FIN/cHA4HYmJi8Pe//x0AMGDAABw9ehRLly7FtGnTnO3kml+55cuXY9y4cQgNDXXZLve8yP2Udj4g579xpZ0DKK3/V3Lfr8R+vzX090ro63lFvh4CAgKgVqurjLhkZ2dXGb2Rk/KVNWvLKzg4GBaLBdevX6+xjSc999xz2LhxI3766SeEhYU5t8s9N51Ohy5duiAmJgYJCQno168f3n33XVnnlZqaiuzsbERHR0Oj0UCj0SAlJQXvvfceNBqNMzY55lYdX19f9OnTB6dOnZL17w0AQkJC0LNnT5dtPXr0QHp6OgD5//8GABcuXMAPP/yAJ5980rlNCXmReyntfEDuf+NKPAdQWv/fmvp+JfT7Su/vldLXs5CvB51Oh+joaCQlJblsT0pKwrBhwzwUVeNFRkYiODjYJS+LxYKUlBRnXtHR0dBqtS5tMjMzceTIEY/mLoTAnDlzsGHDBmzduhWRkZEu++WcW3WEEDCbzbLO66677sLhw4dx8OBB51dMTAymTp2KgwcP4rbbbpNtbtUxm804fvw4QkJCZP17A4Dbb7+9yqOdTp48iU6dOgFQxv9vK1euRGBgICZMmODcpoS8yL2Udj4g17/x1nQOIPf+vzX1/Uro95Xe3yumr2/atfSUp/xxM8uXLxfHjh0Tzz//vPD19RXnz5/3dGi1KigoEAcOHBAHDhwQAMQ777wjDhw44HxMzhtvvCH8/PzEhg0bxOHDh8WUKVOqfdxCWFiY+OGHH8T+/fvFnXfe6fFHfjz77LPCz89PJCcnuzxOori42NlGrrktWLBAbNu2TZw7d04cOnRI/OUvfxEqlUps2bJFCCHfvKpTeeVaIeSd25/+9CeRnJwszp49K3bv3i0mTpwojEaj898IOee2d+9eodFoxOuvvy5OnTolPv30U+Hj4yPWrl3rbCPn/Ox2uwgPDxcvvfRSlX1yzouahtzOB5R4HqDUc4DW0v8rpe9XYr+v5P5eSX09C/kGeP/990WnTp2ETqcTAwcOdD7mpCX76aefBIAqX48//rgQouwxEq+88ooIDg4Wer1ejBgxQhw+fNjlGCUlJWLOnDnC399feHt7i4kTJ4r09HQPZFOhupwAiJUrVzrbyDW3GTNmOP/O2rdvL+666y5nJy6EfPOqzs2duZxzK3/mqFarFaGhoeL+++8XR48ede6Xc25CCPHtt9+K3r17C71eL7p37y4+/PBDl/1yzm/z5s0CgEhLS6uyT855UdOR0/mAEs8DlHoO0Fr6f6X0/Urt95Xa3yupr5eEEKK5rv4TERERERERUePwHnkiIiIiIiIiGWEhT0RERERERCQjLOSJiIiIiIiIZISFPBEREREREZGMsJAnIiIiIiIikhEW8kREREREREQywkKeiIiIiIiISEZYyBMRERERERHJCAt5IoUZNWoUnn/++Qa9d+vWrejevTscDkejYpAkCd98802jjtEc/vWvf+Hee+/1dBhERET1wr6+7tjXk1KxkCdSuIiICCxevLhObefPn4+XX34ZKlXj/mnIzMzEuHHjGnWMm02fPh2TJk1y6zGfeuop7Nu3Dzt27HDrcYmIiJoT+/qasa8npWIhT0QAgJ07d+LUqVN46KGHGn2s4OBg6PV6N0TVtPR6PX7/+9/jn//8p6dDISIianLs64mUg4U8kYwVFRVh2rRpMBgMCAkJwf/+7/+67B81ahQuXLiAF154AZIkQZKkGo+1bt06xMXFwcvLy7nt1VdfRf/+/bFixQqEh4fDYDDg2Wefhd1uxz/+8Q8EBwcjMDAQr7/+usuxKk+3O3/+PCRJwoYNGzB69Gj4+PigX79+2LVrV5XPqWzx4sWIiIhw7l+9ejX+/e9/O/NITk4GAGRkZOCRRx5B27Zt0a5dO9x33304f/688zjJyckYPHgwfH190aZNG9x+++24cOGCc/+9996Lb775BiUlJbf6cRMRETU79vXs64mqw0KeSMZefPFF/PTTT/j666+xZcsWJCcnIzU11bl/w4YNCAsLw6JFi5CZmYnMzMwaj7Vt2zbExMRU2X7mzBl8//332LRpEz7//HOsWLECEyZMwMWLF5GSkoI333wTf/3rX7F79+5aY3355Zcxb948HDx4EN26dcOUKVNgs9nqlOe8efPw8MMP45577nHmMWzYMBQXF2P06NEwGAzYtm0bduzYAYPBgHvuuQcWiwU2mw2TJk3CyJEjcejQIezatQtPP/20y0lOTEwMrFYr9u7dW6dYiIiImhP7evb1RNXReDoAImqYwsJCLF++HGvWrMGYMWMAAKtXr0ZYWJizjb+/P9RqNYxGI4KDg2s93vnz5xEaGlplu8PhwIoVK2A0GtGzZ0+MHj0aaWlpSExMhEqlQlRUFN58800kJydj6NChNR5/3rx5mDBhAgBg4cKF6NWrF06fPo3u3bvfMleDwQBvb2+YzWaXPNauXQuVSoWPP/7Y2WGvXLkSbdq0QXJyMmJiYpCXl4eJEyeic+fOAIAePXq4HLt89P78+fMYOXLkLWMhIiJqLuzr2dcT1YRX5Ilk6syZM7BYLIiNjXVu8/f3R1RUVIOOV1JS4jLVrlxERASMRqPzdVBQEHr27OmySE5QUBCys7NrPX7fvn2d34eEhADALd9zK6mpqTh9+jSMRiMMBgMMBgP8/f1RWlqKM2fOwN/fH9OnT8fYsWPxu9/9Du+++261Vyq8vb1RXFzcqFiIiIjcjX09+3qimrCQJ5IpIYRbjxcQEIDr169X2a7Val1eS5JU7bZbPcam8nvKR9TL36NSqarkY7Vabxmzw+FAdHQ0Dh486PJ18uRJ/P73vwdQNmq/a9cuDBs2DF988QW6detWZWrgtWvX0L59+1t+HhERUXNiX8++nqgmLOSJZKpLly7QarUuHdX169dx8uRJl3Y6nQ52u/2WxxswYACOHTvm9jjron379sjKynLp4A8ePOjSpro8Bg4ciFOnTiEwMBBdunRx+fLz83O2GzBgABYsWICdO3eid+/e+Oyzz5z7zpw5g9LSUgwYMKBpkiMiImog9vXs64lqwkKeSKYMBgOeeOIJvPjii/jxxx9x5MgRTJ8+vcpzYSMiIrBt2zZkZGQgJyenxuONHTvWY89YHTVqFK5cuYJ//OMfOHPmDN5//318//33Lm0iIiJw6NAhpKWlIScnB1arFVOnTkVAQADuu+8+bN++HefOnUNKSgrmzp2Lixcv4ty5c1iwYAF27dqFCxcuYMuWLTh58qTLvXPbt2/Hbbfd5ryvjoiIqKVgX8++nqgmLOSJZOytt97CiBEjcO+99+Luu+/G8OHDER0d7dJm0aJFOH/+PDp37lzrlLJHH30Ux44dQ1paWlOHXUWPHj2wZMkSvP/+++jXrx/27t2LefPmubR56qmnEBUVhZiYGLRv3x4///wzfHx8sG3bNoSHh+P+++9Hjx49MGPGDJSUlMBkMsHHxwcnTpzAAw88gG7duuHpp5/GnDlz8MwzzziP+/nnn+Opp55q7pSJiIjqhH09+3qi6kjC3TffEJFszZ8/H3l5efjggw88HUqzOHLkCO666y6cPHnSZXoeERGRUrGvJ1IGXpEnIqeXX34ZnTp1qtN9dkpw6dIlrFmzhh07ERG1GuzriZSBV+SJiIiIiIiIZIRX5ImIiIiIiIhkhIU8ERERERERkYywkCciIiIiIiKSERbyRERERERERDLCQp6IiIiIiIhIRljIExEREREREckIC3kiIiIiIiIiGWEhT0RERERERCQjLOSJiIiIiIiIZOT/AetsqNq55/sxAAAAAElFTkSuQmCC", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "dt choices = [720 360 60 20 5] minutes\n", - "precision = [19.52 9.64 1.4 0.38] km\n", - "sim duration = [ 0.11 0.37 0.94 3.19 12.34] s\n" - ] - } - ], - "source": [ - "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(12,5))\n", + "outputs": [], + "source": [ + "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(12, 5))\n", "for i, dt in enumerate(dt_choices[:-1]):\n", " ax[0].scatter(\n", " (dt / np.timedelta64(1, \"m\")).astype(int),\n", " np.mean(dist_end[i]),\n", " color=plt.cm.viridis(dt_colours[i]),\n", - " label=f\"dt = {str(dt)}\"\n", + " label=f\"dt = {str(dt)}\",\n", " )\n", "ax[0].plot(\n", - " (dt_choices[:-1] / np.timedelta64(1, \"m\")).astype(int),\n", - " np.mean(dist_end,axis=1)\n", + " (dt_choices[:-1] / np.timedelta64(1, \"m\")).astype(int), np.mean(dist_end, axis=1)\n", ")\n", "\n", "ax[0].set_ylabel(\"Mean separation distance (km)\")\n", "ax[0].set_xlabel(\"dt (minutes)\")\n", "ax[0].grid()\n", - "ax[1].plot(dt_choices,sim_duration)\n", + "ax[1].plot(dt_choices, sim_duration)\n", "for i, dt in enumerate(dt_choices):\n", " ax[1].scatter(\n", " (dt / np.timedelta64(1, \"m\")).astype(int),\n", " sim_duration[i],\n", " color=plt.cm.viridis(dt_colours[i]),\n", - " label=f\"dt = {str(dt)}\"\n", + " label=f\"dt = {str(dt)}\",\n", " )\n", "ax[1].set_ylabel(\"Simulation Duration (s)\")\n", "ax[1].set_xlabel(\"dt (minutes)\")\n", "ax[1].grid()\n", "ax[1].legend()\n", "plt.show()\n", - "print(f\"dt choices = {(dt_choices / np.timedelta64(1, \"m\")).astype(int)} minutes\")\n", - "print(f\"precision = {np.round(np.mean(dist_end,axis=1),2)} km\")\n", - "print(f\"sim duration = {np.round(sim_duration,2)} s\")" + "print(f\"dt choices = {(dt_choices / np.timedelta64(1, 'm')).astype(int)} minutes\")\n", + "print(f\"precision = {np.round(np.mean(dist_end, axis=1), 2)} km\")\n", + "print(f\"sim duration = {np.round(sim_duration, 2)} s\")" ] }, { "cell_type": "markdown", - "id": "d2ef7346", + "id": "20", "metadata": {}, "source": [ "We can see that in our simulation advecting particles for 7 days, the effect of `dt` on the precision of our simulation is approximately linear. The precision for a simulation with a timestep of 20 minutes is order of magnitude ~100 m. The effect on the time it takes to run a simulation is not linear in our case however; it increases sharply as we decrease our timestep. This may be optimized using more efficient chunking.\n", @@ -553,7 +467,7 @@ }, { "cell_type": "markdown", - "id": "fd492bc7", + "id": "21", "metadata": {}, "source": [ "```{note}\n", @@ -563,7 +477,7 @@ }, { "cell_type": "markdown", - "id": "19", + "id": "22", "metadata": {}, "source": [ "## Integration schemes\n", @@ -573,51 +487,23 @@ }, { "cell_type": "code", - "execution_count": 92, - "id": "ee19c250", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "def AdvectionEE(particles, fieldset): # pragma: no cover\n", - " \"\"\"Advection of particles using Explicit Euler (aka Euler Forward) integration.\"\"\"\n", - " (u1, v1) = fieldset.UV[particles]\n", - " particles.dlon += u1 * particles.dt\n", - " particles.dlat += v1 * particles.dt\n", - "\n" - ] - } - ], + "execution_count": null, + "id": "23", + "metadata": {}, + "outputs": [], "source": [ "import inspect\n", - "# To get a sense of what the built-in Euler-forward scheme looks like, let's look at the source code! \n", + "\n", + "# To get a sense of what the built-in Euler-forward scheme looks like, let's look at the source code!\n", "print(inspect.getsource(parcels.kernels.AdvectionEE))" ] }, { "cell_type": "code", "execution_count": null, - "id": "f671bac0", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "def AdvectionRK2(particles, fieldset): # pragma: no cover\n", - " \"\"\"Advection of particles using second-order Runge-Kutta integration.\"\"\"\n", - " dt = _constrain_dt_to_within_time_interval(fieldset.time_interval, particles.time, particles.dt)\n", - " (u1, v1) = fieldset.UV[particles]\n", - " lon1, lat1 = (particles.lon + u1 * 0.5 * dt, particles.lat + v1 * 0.5 * dt)\n", - " (u2, v2) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat1, lon1, particles]\n", - " particles.dlon += u2 * dt\n", - " particles.dlat += v2 * dt\n", - "\n" - ] - } - ], + "id": "24", + "metadata": {}, + "outputs": [], "source": [ "# And the second-order Runge-Kutta (RK2) method\n", "print(inspect.getsource(parcels.kernels.AdvectionRK2))" @@ -626,29 +512,9 @@ { "cell_type": "code", "execution_count": null, - "id": "683653ab", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "def AdvectionRK4(particles, fieldset): # pragma: no cover\n", - " \"\"\"Advection of particles using fourth-order Runge-Kutta integration.\"\"\"\n", - " dt = _constrain_dt_to_within_time_interval(fieldset.time_interval, particles.time, particles.dt)\n", - " (u1, v1) = fieldset.UV[particles]\n", - " lon1, lat1 = (particles.lon + u1 * 0.5 * dt, particles.lat + v1 * 0.5 * dt)\n", - " (u2, v2) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat1, lon1, particles]\n", - " lon2, lat2 = (particles.lon + u2 * 0.5 * dt, particles.lat + v2 * 0.5 * dt)\n", - " (u3, v3) = fieldset.UV[particles.time + 0.5 * dt, particles.z, lat2, lon2, particles]\n", - " lon3, lat3 = (particles.lon + u3 * dt, particles.lat + v3 * dt)\n", - " (u4, v4) = fieldset.UV[particles.time + dt, particles.z, lat3, lon3, particles]\n", - " particles.dlon += (u1 + 2 * u2 + 2 * u3 + u4) / 6.0 * dt\n", - " particles.dlat += (v1 + 2 * v2 + 2 * v3 + v4) / 6.0 * dt\n", - "\n" - ] - } - ], + "id": "25", + "metadata": {}, + "outputs": [], "source": [ "# And RK4:\n", "print(inspect.getsource(parcels.kernels.AdvectionRK4))" @@ -656,7 +522,7 @@ }, { "cell_type": "markdown", - "id": "6f1c84cd", + "id": "26", "metadata": {}, "source": [ "The higher-order methods use weighted intermediate steps in time and space to obtain a more accurate estimate of `dlat` and `dlon` for a given timestep.\n", @@ -666,8 +532,8 @@ }, { "cell_type": "code", - "execution_count": 95, - "id": "322ec4ca", + "execution_count": null, + "id": "27", "metadata": {}, "outputs": [], "source": [ @@ -680,68 +546,16 @@ }, { "cell_type": "code", - "execution_count": 102, - "id": "48101c7d", + "execution_count": null, + "id": "28", "metadata": { "tags": [ "hide-output" ] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Begin simulation for (scheme: AdvectionEE, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 6584628.76it/s]\n", - "Begin simulation for (scheme: AdvectionEE, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 4838390.77it/s]\n", - "Begin simulation for (scheme: AdvectionEE, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 886721.47it/s]\n", - "Begin simulation for (scheme: AdvectionEE, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 320968.16it/s]\n", - "Begin simulation for (scheme: AdvectionEE, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionEE_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:08<00:00, 74947.58it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5869905.91it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3411993.84it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 651092.69it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:02<00:00, 250210.40it/s]\n", - "Begin simulation for (scheme: AdvectionRK2, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK2_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:09<00:00, 62243.44it/s]\n", - "Begin simulation for (scheme: AdvectionRK4, dt=43200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_43200s.zarr\n", - "Integration time: 2024-01-07T12:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 5502635.70it/s]\n", - "Begin simulation for (scheme: AdvectionRK4, dt=21600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_21600s.zarr\n", - "Integration time: 2024-01-07T18:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:00<00:00, 3251544.32it/s]\n", - "Begin simulation for (scheme: AdvectionRK4, dt=3600 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_3600s.zarr\n", - "Integration time: 2024-01-07T23:00:00.000000000: 100%|██████████| 604800.0/604800.0 [00:01<00:00, 535569.68it/s]\n", - "Begin simulation for (scheme: AdvectionRK4, dt=1200 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_1200s.zarr\n", - "Integration time: 2024-01-07T23:40:00.000000000: 100%|██████████| 604800.0/604800.0 [00:03<00:00, 197949.73it/s]\n", - "Begin simulation for (scheme: AdvectionRK4, dt=300 s)\n", - "INFO: Output files are stored in /Users/Gebruiker/Documents/UU/parcels/Parcels/docs/user_guide/examples/output/AdvectionRK4_dt_300s.zarr\n", - "Integration time: 2024-01-07T23:55:00.000000000: 100%|██████████| 604800.0/604800.0 [00:12<00:00, 46760.98it/s]\n" - ] - } - ], - "source": [ - "sim_duration = np.zeros((len(advection_schemes),len(dt_choices)))\n", + "outputs": [], + "source": [ + "sim_duration = np.zeros((len(advection_schemes), len(dt_choices)))\n", "\n", "for i, advection_scheme in enumerate(advection_schemes):\n", " for j, dt in enumerate(dt_choices):\n", @@ -769,27 +583,16 @@ " )\n", " start_time = time.time()\n", " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", - " sim_duration_ij = time.time()-start_time\n", - " sim_duration[i,j] = sim_duration_ij" + " sim_duration_ij = time.time() - start_time\n", + " sim_duration[i, j] = sim_duration_ij" ] }, { "cell_type": "code", - "execution_count": 103, - "id": "20", + "execution_count": null, + "id": "29", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "scheme_colours = np.linspace(0, 1, len(advection_schemes), endpoint=True)\n", "# Now let's compare different advection schemes with the same timestep\n", @@ -809,7 +612,9 @@ " color=plt.cm.viridis(scheme_colours[j]),\n", " label=labels,\n", " )\n", - " axs[i].scatter(ds.lon[:,0],ds.lat[:,0],c=\"r\",marker=\"s\",label=\"starting locations\")\n", + " axs[i].scatter(\n", + " ds.lon[:, 0], ds.lat[:, 0], c=\"r\", marker=\"s\", label=\"starting locations\"\n", + " )\n", " axs[i].grid()\n", " axs[0].legend()\n", " axs[0].set_ylabel(\"Latitude\")\n", @@ -818,7 +623,7 @@ }, { "cell_type": "markdown", - "id": "19ac999c", + "id": "30", "metadata": {}, "source": [ "Clearly, for longer timesteps, the RK2 and RK4 schemes perform better. However, if the timestep is appropriate, as we have determined in the previous section, then the Explicit Euler scheme does not perform notably different." @@ -826,21 +631,10 @@ }, { "cell_type": "code", - "execution_count": 104, - "id": "22", + "execution_count": null, + "id": "31", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "dist_end = np.zeros((len(advection_schemes) - 1, len(dt_choices), npart))\n", "\n", @@ -889,7 +683,7 @@ }, { "cell_type": "markdown", - "id": "d9385b2f", + "id": "32", "metadata": {}, "source": [ "By quantifying the precision of the integration methods, we can see that for a given timestep the Runge-Kutta methods perform orders of magnitude better than the Explicit Euler method. In this example, the error associated with the selected integration methods is smaller than that of the range of timesteps." @@ -897,23 +691,12 @@ }, { "cell_type": "code", - "execution_count": 128, - "id": "23", + "execution_count": null, + "id": "33", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(12,5))\n", + "outputs": [], + "source": [ + "fig, axs = plt.subplots(nrows=1, ncols=2, figsize=(12, 5))\n", "axs[0].plot(\n", " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", " np.nanmean(dist_end[0], axis=1),\n", @@ -935,11 +718,12 @@ "axs[0].grid()\n", "for i, advection_scheme in enumerate(advection_schemes):\n", " axs[1].plot(\n", - " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", - " sim_duration[i],\n", - " \"-o\",\n", - " color=plt.cm.viridis(scheme_colours[i]),\n", - " label=advection_scheme.__name__,)\n", + " (dt_choices / np.timedelta64(1, \"m\")).astype(int),\n", + " sim_duration[i],\n", + " \"-o\",\n", + " color=plt.cm.viridis(scheme_colours[i]),\n", + " label=advection_scheme.__name__,\n", + " )\n", "axs[1].set_ylabel(\"Simulation Duration (s)\")\n", "axs[1].set_yscale(\"log\")\n", "axs[1].set_xlabel(\"dt (minutes)\")\n", @@ -950,7 +734,7 @@ }, { "cell_type": "markdown", - "id": "94fcaac9", + "id": "34", "metadata": {}, "source": [ "In this last figure, we see that the improvement of RK2 by orders of magnitude with respect to EE comes at a small computational cost. Since the RK2 and RK4 methods are practically indistinguishable, using the RK2 method with a timestep of 1 hour or 20 minutes, depending on the application, would be an appropriate choice for this simulation." @@ -958,16 +742,16 @@ }, { "cell_type": "markdown", - "id": "86eb73e1", + "id": "35", "metadata": {}, "source": [ - "#### Flow conditions\n", + "### Flow conditions\n", "The limitation to numerical accuracy of the integration introduces a positional difference of a certain order of magnitude ($\\delta$), as seen in the figures above. After this initial deviation, the time evolution of the separation distance is a feature of the specific flow field. As with the [Lorenz equations](https://en.wikipedia.org/wiki/Lorenz_system), two initially close particles often separate over time. The rate of separation from a finite perturbation ($\\delta$) over a given timeperiod can be characterized by the _Finite Size Lyapunov Exponent_.\n", "\n", "```{admonition} Finite Size Lyapunov Exponent references \n", ":class: tip\n", - "- [Cencini and Vulpiani, 2013, J. Phys. A: Math. Theor.](https://doi.org/10.1088/1751-8113/46/25/254019)\n", - "- [Meunier and LaCasce, ]\n", + "- [Cencini and Vulpiani, 2013, _J. Phys. A: Math. Theor._](https://doi.org/10.1088/1751-8113/46/25/254019)\n", + "- [Meunier and LaCasce, 2021, _Fluids_](https://doi.org/10.3390/fluids6100348)\n", "- [Lagrangian Diagnostics example](https://lagrangian-diags.readthedocs.io/en/latest/tutorials/FTLE_method.html) to calculate the related Finite *Time* Lyapunov Exponent\n", "```\n", "\n", diff --git a/docs/user_guide/index.md b/docs/user_guide/index.md index 9b67c2172..8bbb41651 100644 --- a/docs/user_guide/index.md +++ b/docs/user_guide/index.md @@ -1,6 +1,6 @@ # User guide -The core of our user guide is a series of Jupyter notebooks which document how to implement specific Lagrangian simulations with the flexibility of **Parcels**. Before diving into these advanced _how-to_ guides (🖥️), we suggest users get started by reading the explanation (📖) of the core concepts and trying the tutorials (🎓). For a description of the specific classes and functions, check out the [API reference](../reference.md). To discover other community resources, check out our [Community](../community/index.md) page. +The core of our user guide is a series of Jupyter notebooks which document how to implement specific Lagrangian simulations with the flexibility of **Parcels**. Before diving into these advanced _how-to_ guides (🖥️), we suggest users get started by reading the explanation (📖) of the core concepts and trying the tutorials (🎓). For a description of the specific classes and functions, check out the [API reference](../reference/parcels/index.md). To discover other community resources, check out our [Community](../community/index.md) page. ```{note} The tutorials written for Parcels v3 are currently being updated for Parcels v4. Shown below are only the notebooks which have been updated. diff --git a/src/parcels/_core/field.py b/src/parcels/_core/field.py index 713e0fe77..bbeff928b 100644 --- a/src/parcels/_core/field.py +++ b/src/parcels/_core/field.py @@ -54,7 +54,7 @@ class Field: """The Field class that holds scalar field data. The `Field` object is a wrapper around a xarray.DataArray or uxarray.UxDataArray object. Additionally, it holds a dynamic Callable procedure that is used to interpolate the field data. - During initialization, the user is required to supply a custom interpolation method that is used + During initialization, the user is required to supply a custom interpolation method that is used to interpolate the field data, so long as the interpolation method has the correct signature. Notes @@ -65,7 +65,7 @@ class Field: * attrs: (location, mesh, mesh) When using a xarray.DataArray object: - + * The xarray.DataArray object must have the "location" and "mesh" attributes set. * The "location" attribute must be set to one of the following to define which pairing of points a field is associated with: * "node" @@ -73,7 +73,7 @@ class Field: * "x_edge" * "y_edge" - * For an A-Grid, the "location" attribute must be set to / is assumed to be "node" (node_lat,node_lon). + * For an A-Grid, the "location" attribute must be set to / is assumed to be "node" (node_lat,node_lon). * For a C-Grid, the "location" setting for a field has the following interpretation: * "node" ~> the field is associated with the vorticity points (node_lat, node_lon) * "face" ~> the field is associated with the tracer points (face_lat, face_lon) From 00c4447b709f526cb806c2df62f4b8e35b3ab102 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Fri, 19 Dec 2025 11:08:48 +0100 Subject: [PATCH 14/18] add review suggestions --- .../examples/tutorial_dt_integrators.ipynb | 176 ++++++++++++------ 1 file changed, 118 insertions(+), 58 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 7e58a4e76..03cc4c476 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -29,7 +29,7 @@ "id": "2", "metadata": {}, "source": [ - "### A priori estimation\n", + "### A priori estimation of `dt`\n", "\n", "In this example, we will estimate the appropriate timestep to compute advection of a virtual particle through an ocean current field. \n", "\n", @@ -43,7 +43,11 @@ "\n", "where $\\mathbf{v}(\\mathbf{x},t) = (u(\\mathbf{x},t), v(\\mathbf{x},t))$ describes the ocean velocity field at position $\\mathbf{x}$ at time $t$.\n", "\n", - "To estimate the timescale that we want to resolve, we can think about the scales at which advection varies. Here we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. This means that the velocity will vary in time at scales >= 24 hours, and in space at scales >= 1/12th degree." + "To estimate the timescale that we want to resolve, we can think about the scales at which advection varies. Here we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. This means that the velocity will vary in time at scales >= 24 hours, and in space at scales >= 1/12th degree.\n", + "\n", + "```{note}\n", + "Our displacement occurs in units of longitude and latitde, but our velocity field is in m/s. Read [this guide](./tutorial_unitconverters.ipynb) to understand how Parcels converts these units under the hood.\n", + "```" ] }, { @@ -55,6 +59,7 @@ "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", + "import pandas as pd\n", "import xarray as xr\n", "\n", "import parcels\n", @@ -143,10 +148,23 @@ "id": "7", "metadata": {}, "source": [ + "$$\n", + "\\begin{aligned}\n", + "\\text{d}t < \\frac{1}{12 U_{max}}\n", + "\\end{aligned}\n", + "$$\n", + "\n", "Using `U_max_surface_deg`, we find a second estimated limit of an appropriate `dt`:\n", "\n", "$$\n", "\\begin{aligned}\n", + "\\text{d}t < \\frac{1}{12 * 1.71e-5} = 4.9e3 \\text{ seconds}\n", + "\\end{aligned}\n", + "$$\n", + "\n", + "\n", + "$$\n", + "\\begin{aligned}\n", "\\text{d}t < 2 \\text{ hours}\n", "\\end{aligned}\n", "$$" @@ -184,18 +202,18 @@ "id": "10", "metadata": {}, "source": [ - "We simulate particles using a range of timesteps that differ by a factor 2-10, starting at (dt < 24 hours). We also keep track of the time it takes to run each simulation:" + "We simulate particles using a range of timesteps that differ by a factor 2-10, starting at (dt < 24 hours). We also keep track of the time it takes to run each simulation:\n", + "\n", + "```{warning}\n", + "`dt` must be chosen such that $k`dt`$ fits exactly in the FieldSet dt (24 hours), where $k$ is an integer. \n", + "```" ] }, { "cell_type": "code", "execution_count": null, "id": "11", - "metadata": { - "tags": [ - "hide-output" - ] - }, + "metadata": {}, "outputs": [], "source": [ "import time\n", @@ -235,10 +253,15 @@ " # time and run simulation\n", " start_time = time.time()\n", " pset.execute(\n", - " parcels.kernels.AdvectionRK2, runtime=runtime, dt=dt, output_file=pfile\n", + " parcels.kernels.AdvectionRK2,\n", + " runtime=runtime,\n", + " dt=dt,\n", + " output_file=pfile,\n", + " verbose_progress=False,\n", " )\n", " sim_duration_i = time.time() - start_time\n", - " sim_duration[i] = sim_duration_i" + " sim_duration[i] = sim_duration_i\n", + " print(f\"Simulation duration = {np.round(sim_duration_i, 2)} seconds\")" ] }, { @@ -443,10 +466,7 @@ "ax[1].set_xlabel(\"dt (minutes)\")\n", "ax[1].grid()\n", "ax[1].legend()\n", - "plt.show()\n", - "print(f\"dt choices = {(dt_choices / np.timedelta64(1, 'm')).astype(int)} minutes\")\n", - "print(f\"precision = {np.round(np.mean(dist_end, axis=1), 2)} km\")\n", - "print(f\"sim duration = {np.round(sim_duration, 2)} s\")" + "plt.show()" ] }, { @@ -454,21 +474,32 @@ "id": "20", "metadata": {}, "source": [ - "We can see that in our simulation advecting particles for 7 days, the effect of `dt` on the precision of our simulation is approximately linear. The precision for a simulation with a timestep of 20 minutes is order of magnitude ~100 m. The effect on the time it takes to run a simulation is not linear in our case however; it increases sharply as we decrease our timestep. This may be optimized using more efficient chunking.\n", - "\n", - "| `dt` | Mean separation distance after 7 days (km) | Simulation duration (s) | \n", - "| ---------- | ------------------------------------------ | ------------------------ |\n", - "| 12 hours | 19.52 | 0.11 |\n", - "| 6 hours | 9.64 | 0.37 | \n", - "| 1 hour | 1.4 | 0.94 | \n", - "| 20 minutes | 0.38 | 3.19 | \n", - "| 5 minutes | x | 12.34 | \n" + "We can see that in our simulation advecting particles for 7 days, the effect of `dt` on the precision of our simulation is approximately linear. The precision for a simulation with a timestep of 20 minutes is order of magnitude ~100 m. The effect on the time it takes to run a simulation is not linear in our case however; it increases sharply as we decrease our timestep. This may be optimized using more efficient chunking." ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "id": "21", "metadata": {}, + "outputs": [], + "source": [ + "df = pd.DataFrame(\n", + " {\n", + " \"dt\": dt_choices,\n", + " \"Mean separation distance (km)\": np.append(\n", + " np.round(np.mean(dist_end, axis=1), 2), [None]\n", + " ),\n", + " \"Simulation duration (s)\": np.round(sim_duration, 2),\n", + " }\n", + ")\n", + "df" + ] + }, + { + "cell_type": "markdown", + "id": "22", + "metadata": {}, "source": [ "```{note}\n", "The desired precision is not always best measured by the separation distance of individual trajectories. Depending on the application of your Parcels simulation and the process you are computing, other metrics may be more suitable.\n", @@ -477,7 +508,7 @@ }, { "cell_type": "markdown", - "id": "22", + "id": "23", "metadata": {}, "source": [ "## Integration schemes\n", @@ -488,7 +519,7 @@ { "cell_type": "code", "execution_count": null, - "id": "23", + "id": "24", "metadata": {}, "outputs": [], "source": [ @@ -501,7 +532,7 @@ { "cell_type": "code", "execution_count": null, - "id": "24", + "id": "25", "metadata": {}, "outputs": [], "source": [ @@ -512,7 +543,7 @@ { "cell_type": "code", "execution_count": null, - "id": "25", + "id": "26", "metadata": {}, "outputs": [], "source": [ @@ -522,7 +553,7 @@ }, { "cell_type": "markdown", - "id": "26", + "id": "27", "metadata": {}, "source": [ "The higher-order methods use weighted intermediate steps in time and space to obtain a more accurate estimate of `dlat` and `dlon` for a given timestep.\n", @@ -533,7 +564,7 @@ { "cell_type": "code", "execution_count": null, - "id": "27", + "id": "28", "metadata": {}, "outputs": [], "source": [ @@ -547,7 +578,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "29", "metadata": { "tags": [ "hide-output" @@ -582,48 +613,59 @@ " f\"Begin simulation for (scheme: {advection_scheme.__name__}, dt={int(dt / np.timedelta64(1, 's'))} s)\"\n", " )\n", " start_time = time.time()\n", - " pset.execute(advection_scheme, runtime=runtime, dt=dt, output_file=pfile)\n", + " pset.execute(\n", + " advection_scheme,\n", + " runtime=runtime,\n", + " dt=dt,\n", + " output_file=pfile,\n", + " verbose_progress=False,\n", + " )\n", " sim_duration_ij = time.time() - start_time\n", - " sim_duration[i, j] = sim_duration_ij" + " sim_duration[i, j] = sim_duration_ij\n", + " print(f\"Simulation duration = {np.round(sim_duration_ij, 2)} seconds\")" ] }, { "cell_type": "code", "execution_count": null, - "id": "29", + "id": "30", "metadata": {}, "outputs": [], "source": [ "scheme_colours = np.linspace(0, 1, len(advection_schemes), endpoint=True)\n", "# Now let's compare different advection schemes with the same timestep\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", + "fig, axs = plt.subplots(nrows=2, ncols=3, figsize=(15, 10))\n", "for i, dt in enumerate(dt_choices):\n", - " axs[i].set_title(f\"{str(dt)}\")\n", - " axs[i].set_xlabel(\"Longitude\")\n", + " m = i // 3\n", + " n = i % 3\n", + " axs[m, n].set_title(f\"dt = {str(dt)}\")\n", + " axs[m, n].set_xlabel(\"Longitude\")\n", " for j, advection_scheme in enumerate(advection_schemes):\n", " ds = xr.open_zarr(\n", " f\"output/{advection_scheme.__name__}_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", " )\n", " labels = [f\"{advection_scheme.__name__}\"] + [None] * (ds.lon.shape[0] - 1)\n", - " axs[i].plot(\n", + " axs[m, n].plot(\n", " ds.lon.T,\n", " ds.lat.T,\n", " alpha=0.75,\n", " color=plt.cm.viridis(scheme_colours[j]),\n", " label=labels,\n", " )\n", - " axs[i].scatter(\n", + " axs[m, n].scatter(\n", " ds.lon[:, 0], ds.lat[:, 0], c=\"r\", marker=\"s\", label=\"starting locations\"\n", " )\n", - " axs[i].grid()\n", - " axs[0].legend()\n", - " axs[0].set_ylabel(\"Latitude\")\n", + " axs[m, n].grid()\n", + "axs[-1, -1].axis(\"off\")\n", + "axs[0, 0].legend()\n", + "axs[0, 0].set_ylabel(\"Latitude\")\n", + "axs[1, 0].set_ylabel(\"Latitude\")\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "30", + "id": "31", "metadata": {}, "source": [ "Clearly, for longer timesteps, the RK2 and RK4 schemes perform better. However, if the timestep is appropriate, as we have determined in the previous section, then the Explicit Euler scheme does not perform notably different." @@ -632,19 +674,22 @@ { "cell_type": "code", "execution_count": null, - "id": "31", + "id": "32", "metadata": {}, "outputs": [], "source": [ "dist_end = np.zeros((len(advection_schemes) - 1, len(dt_choices), npart))\n", "\n", - "fig, axs = plt.subplots(nrows=1, ncols=len(dt_choices), figsize=(20, 5))\n", + "fig, axs = plt.subplots(nrows=2, ncols=3, figsize=(15, 10))\n", + "\n", "for i, dt in enumerate(dt_choices):\n", - " axs[i].set_title(f\"dt = {str(dt)}\")\n", - " axs[i].set_xlabel(\"Time\")\n", - " axs[i].tick_params(\"x\", rotation=45)\n", - " axs[i].set_yscale(\"log\")\n", - " axs[i].set_ylim(1e-4, 1e1)\n", + " m = i // 3\n", + " n = i % 3\n", + " axs[m, n].set_title(f\"dt = {str(dt)}\")\n", + " axs[m, n].set_xlabel(\"Time\")\n", + " axs[m, n].tick_params(\"x\", rotation=45)\n", + " axs[m, n].set_yscale(\"log\")\n", + " axs[m, n].set_ylim(1e-4, 1e1)\n", " ds_RK4 = xr.open_zarr(\n", " f\"output/AdvectionRK4_dt_{int(dt / np.timedelta64(1, 's'))}s.zarr\"\n", " )\n", @@ -667,7 +712,7 @@ " lat_valid = ds.lat.where(~np.isnan(ds.lat).compute(), drop=True).values\n", " dist = dist_km(lon_valid, lon_valid_RK4, lat_valid, lat_valid_RK4)\n", " time_valid = ds.time.where(~np.isnan(ds.time).compute(), drop=True).values\n", - " axs[i].plot(\n", + " axs[m, n].plot(\n", " time_valid.T,\n", " dist.T,\n", " alpha=0.75,\n", @@ -675,15 +720,18 @@ " label=labels,\n", " )\n", " dist_end[j, i] = dist[:, -1]\n", - " axs[i].grid()\n", - " axs[0].legend()\n", - " axs[0].set_ylabel(\"Distance (km)\")\n", + " axs[m, n].grid()\n", + "axs[-1, -1].axis(\"off\")\n", + "axs[0, 0].legend()\n", + "axs[0, 0].set_ylabel(\"Latitude\")\n", + "axs[1, 0].set_ylabel(\"Latitude\")\n", + "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", - "id": "32", + "id": "33", "metadata": {}, "source": [ "By quantifying the precision of the integration methods, we can see that for a given timestep the Runge-Kutta methods perform orders of magnitude better than the Explicit Euler method. In this example, the error associated with the selected integration methods is smaller than that of the range of timesteps." @@ -692,7 +740,7 @@ { "cell_type": "code", "execution_count": null, - "id": "33", + "id": "34", "metadata": {}, "outputs": [], "source": [ @@ -734,7 +782,7 @@ }, { "cell_type": "markdown", - "id": "34", + "id": "35", "metadata": {}, "source": [ "In this last figure, we see that the improvement of RK2 by orders of magnitude with respect to EE comes at a small computational cost. Since the RK2 and RK4 methods are practically indistinguishable, using the RK2 method with a timestep of 1 hour or 20 minutes, depending on the application, would be an appropriate choice for this simulation." @@ -742,7 +790,7 @@ }, { "cell_type": "markdown", - "id": "35", + "id": "36", "metadata": {}, "source": [ "### Flow conditions\n", @@ -762,6 +810,18 @@ "Check out [this notebook](https://github.com/Parcels-code/10year-anniversary-session2/blob/main/solutions/lorenz_and_lotka_volterra_solutions.ipynb) to learn how to model the Lorenz equations with Parcels!\n", "```" ] + }, + { + "cell_type": "markdown", + "id": "37", + "metadata": {}, + "source": [ + "## Summary\n", + "If you want to test the accuracy and efficiency of your own simulation, here is a brief list of things to consider:\n", + "- **Use the temporal and spatial resolution of the input to estimate the timescales you need to resolve.** `dt` must fit into the FieldSet dt by a factor of an integer.\n", + "- **Run the simulation for the full runtime.** Many inaccuracies grow over time so we must \n", + "- **Consider which step introduces the largest error.** If we compute advection and diffusion, increasing the accuracy of one process much more than the other will not improve the results." + ] } ], "metadata": { From 89cb88683e231bf55b2008883ccd43a049068e70 Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Fri, 19 Dec 2025 12:05:07 +0100 Subject: [PATCH 15/18] fix some text --- .../examples/tutorial_dt_integrators.ipynb | 26 +++++-------------- 1 file changed, 6 insertions(+), 20 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 03cc4c476..8390ffffe 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -43,11 +43,7 @@ "\n", "where $\\mathbf{v}(\\mathbf{x},t) = (u(\\mathbf{x},t), v(\\mathbf{x},t))$ describes the ocean velocity field at position $\\mathbf{x}$ at time $t$.\n", "\n", - "To estimate the timescale that we want to resolve, we can think about the scales at which advection varies. Here we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. This means that the velocity will vary in time at scales >= 24 hours, and in space at scales >= 1/12th degree.\n", - "\n", - "```{note}\n", - "Our displacement occurs in units of longitude and latitde, but our velocity field is in m/s. Read [this guide](./tutorial_unitconverters.ipynb) to understand how Parcels converts these units under the hood.\n", - "```" + "To estimate the timescale that we want to resolve, we can think about the scales at which advection varies. Here we use the daily velocity fields at 1/12th degree horizontal resolution from the Copernicus Marine Service. This means that the velocity will vary in time at scales >= 24 hours, and in space at scales >= 1/12th degree." ] }, { @@ -139,7 +135,7 @@ "source": [ "```{admonition} 🖥️ Spherical grids and unit converters\n", ":class: seealso\n", - "Read the [UnitConversion guide](./tutorial_unitconverters.ipynb) to see how to use `parcels.GeographicPolar()` to convert to degrees s-1.\n", + "Our displacement occurs in units of longitude and latitde, but our velocity field is in m/s. Read the [UnitConversion guide](./tutorial_unitconverters.ipynb) to see how Parcels uses `parcels.GeographicPolar()` under the hood to convert from m s-1 to degrees s-1.\n", "```" ] }, @@ -205,7 +201,7 @@ "We simulate particles using a range of timesteps that differ by a factor 2-10, starting at (dt < 24 hours). We also keep track of the time it takes to run each simulation:\n", "\n", "```{warning}\n", - "`dt` must be chosen such that $k`dt`$ fits exactly in the FieldSet dt (24 hours), where $k$ is an integer. \n", + "`dt` must be chosen such that $k$ $\\text{d}t$ fits exactly in the FieldSet dt (24 hours), where $k$ is an integer. \n", "```" ] }, @@ -261,7 +257,7 @@ " )\n", " sim_duration_i = time.time() - start_time\n", " sim_duration[i] = sim_duration_i\n", - " print(f\"Simulation duration = {np.round(sim_duration_i, 2)} seconds\")" + " print(f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_i, 2)} seconds\")" ] }, { @@ -428,7 +424,7 @@ "metadata": {}, "source": [ "```{warning}\n", - "As you can see, the separation distance starts to increase rapidly with time. Small errors can grow, and the accuracy of the integration therefore depends strongly on the runtime and flow conditions (see [Finite Size Lyapunov Exponents](#flow-conditions)).\n", + "As you can see, the separation distance starts to increase rapidly with time. Small errors can grow, and the accuracy of the integration therefore depends strongly on the runtime and flow conditions (see [the discussion on flow conditions](#flow-conditions) at the end of this guide).\n", "```" ] }, @@ -496,16 +492,6 @@ "df" ] }, - { - "cell_type": "markdown", - "id": "22", - "metadata": {}, - "source": [ - "```{note}\n", - "The desired precision is not always best measured by the separation distance of individual trajectories. Depending on the application of your Parcels simulation and the process you are computing, other metrics may be more suitable.\n", - "```" - ] - }, { "cell_type": "markdown", "id": "23", @@ -622,7 +608,7 @@ " )\n", " sim_duration_ij = time.time() - start_time\n", " sim_duration[i, j] = sim_duration_ij\n", - " print(f\"Simulation duration = {np.round(sim_duration_ij, 2)} seconds\")" + " print(f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_ij, 2)} seconds\")" ] }, { From 7bba057e0d320cd01f0181fd2ff0807244786961 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Fri, 19 Dec 2025 11:05:28 +0000 Subject: [PATCH 16/18] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- .../examples/tutorial_dt_integrators.ipynb | 38 ++++++++++--------- 1 file changed, 21 insertions(+), 17 deletions(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 8390ffffe..8b20082b2 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -257,7 +257,9 @@ " )\n", " sim_duration_i = time.time() - start_time\n", " sim_duration[i] = sim_duration_i\n", - " print(f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_i, 2)} seconds\")" + " print(\n", + " f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_i, 2)} seconds\"\n", + " )" ] }, { @@ -494,7 +496,7 @@ }, { "cell_type": "markdown", - "id": "23", + "id": "22", "metadata": {}, "source": [ "## Integration schemes\n", @@ -505,7 +507,7 @@ { "cell_type": "code", "execution_count": null, - "id": "24", + "id": "23", "metadata": {}, "outputs": [], "source": [ @@ -518,7 +520,7 @@ { "cell_type": "code", "execution_count": null, - "id": "25", + "id": "24", "metadata": {}, "outputs": [], "source": [ @@ -529,7 +531,7 @@ { "cell_type": "code", "execution_count": null, - "id": "26", + "id": "25", "metadata": {}, "outputs": [], "source": [ @@ -539,7 +541,7 @@ }, { "cell_type": "markdown", - "id": "27", + "id": "26", "metadata": {}, "source": [ "The higher-order methods use weighted intermediate steps in time and space to obtain a more accurate estimate of `dlat` and `dlon` for a given timestep.\n", @@ -550,7 +552,7 @@ { "cell_type": "code", "execution_count": null, - "id": "28", + "id": "27", "metadata": {}, "outputs": [], "source": [ @@ -564,7 +566,7 @@ { "cell_type": "code", "execution_count": null, - "id": "29", + "id": "28", "metadata": { "tags": [ "hide-output" @@ -608,13 +610,15 @@ " )\n", " sim_duration_ij = time.time() - start_time\n", " sim_duration[i, j] = sim_duration_ij\n", - " print(f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_ij, 2)} seconds\")" + " print(\n", + " f\"Simulation duration (dt = {int(dt / np.timedelta64(1, 's'))} s) = {np.round(sim_duration_ij, 2)} seconds\"\n", + " )" ] }, { "cell_type": "code", "execution_count": null, - "id": "30", + "id": "29", "metadata": {}, "outputs": [], "source": [ @@ -651,7 +655,7 @@ }, { "cell_type": "markdown", - "id": "31", + "id": "30", "metadata": {}, "source": [ "Clearly, for longer timesteps, the RK2 and RK4 schemes perform better. However, if the timestep is appropriate, as we have determined in the previous section, then the Explicit Euler scheme does not perform notably different." @@ -660,7 +664,7 @@ { "cell_type": "code", "execution_count": null, - "id": "32", + "id": "31", "metadata": {}, "outputs": [], "source": [ @@ -717,7 +721,7 @@ }, { "cell_type": "markdown", - "id": "33", + "id": "32", "metadata": {}, "source": [ "By quantifying the precision of the integration methods, we can see that for a given timestep the Runge-Kutta methods perform orders of magnitude better than the Explicit Euler method. In this example, the error associated with the selected integration methods is smaller than that of the range of timesteps." @@ -726,7 +730,7 @@ { "cell_type": "code", "execution_count": null, - "id": "34", + "id": "33", "metadata": {}, "outputs": [], "source": [ @@ -768,7 +772,7 @@ }, { "cell_type": "markdown", - "id": "35", + "id": "34", "metadata": {}, "source": [ "In this last figure, we see that the improvement of RK2 by orders of magnitude with respect to EE comes at a small computational cost. Since the RK2 and RK4 methods are practically indistinguishable, using the RK2 method with a timestep of 1 hour or 20 minutes, depending on the application, would be an appropriate choice for this simulation." @@ -776,7 +780,7 @@ }, { "cell_type": "markdown", - "id": "36", + "id": "35", "metadata": {}, "source": [ "### Flow conditions\n", @@ -799,7 +803,7 @@ }, { "cell_type": "markdown", - "id": "37", + "id": "36", "metadata": {}, "source": [ "## Summary\n", From ca53ebeb7e6005c81612ce1d6fde502dd532a31d Mon Sep 17 00:00:00 2001 From: reint-fischer Date: Fri, 19 Dec 2025 12:06:43 +0100 Subject: [PATCH 17/18] fix typo --- docs/user_guide/examples/tutorial_dt_integrators.ipynb | 8 +++++++- 1 file changed, 7 insertions(+), 1 deletion(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index 8b20082b2..e67c74ad9 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -809,9 +809,15 @@ "## Summary\n", "If you want to test the accuracy and efficiency of your own simulation, here is a brief list of things to consider:\n", "- **Use the temporal and spatial resolution of the input to estimate the timescales you need to resolve.** `dt` must fit into the FieldSet dt by a factor of an integer.\n", - "- **Run the simulation for the full runtime.** Many inaccuracies grow over time so we must \n", + "- **Run the simulation for the full runtime.** Many errors grow over time so to quantify these, we must take into account the full length of the simulation.\n", "- **Consider which step introduces the largest error.** If we compute advection and diffusion, increasing the accuracy of one process much more than the other will not improve the results." ] + }, + { + "cell_type": "markdown", + "id": "8db03e17", + "metadata": {}, + "source": [] } ], "metadata": { From c97896697c1494e097de734d12ce4a5e865d8594 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Fri, 19 Dec 2025 11:08:13 +0000 Subject: [PATCH 18/18] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- docs/user_guide/examples/tutorial_dt_integrators.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/user_guide/examples/tutorial_dt_integrators.ipynb b/docs/user_guide/examples/tutorial_dt_integrators.ipynb index e67c74ad9..828ade76b 100644 --- a/docs/user_guide/examples/tutorial_dt_integrators.ipynb +++ b/docs/user_guide/examples/tutorial_dt_integrators.ipynb @@ -815,7 +815,7 @@ }, { "cell_type": "markdown", - "id": "8db03e17", + "id": "37", "metadata": {}, "source": [] }