{ "cells": [ { "cell_type": "markdown", "id": "9e129b4e", "metadata": {}, "source": [ "# Data plotting\n", "\n", "This notebook is a tutorial on working with Tidy3D output data.\n", "\n", "We will cover:\n", "\n", "- Accessing data.\n", "\n", "- Manipulating data.\n", "\n", "- Visualizing data.\n", "\n", "First we import the packages we'll need." ] }, { "cell_type": "code", "execution_count": 1, "id": "a22293a5", "metadata": { "tags": [] }, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pylab as plt\n", "\n", "import tidy3d as td\n", "import tidy3d.web as web\n" ] }, { "cell_type": "markdown", "id": "cc1c1323", "metadata": {}, "source": [ "## Setup\n", "\n", "### Creating Simulation\n", "\n", "First, let's make a [Simulation](../_autosummary/tidy3d.Simulation.html) so we have data to plot.\n", "\n", "We will add each possible type of monitor into the simultion to explore their output data separately." ] }, { "cell_type": "code", "execution_count": 2, "id": "61c49575", "metadata": { "tags": [] }, "outputs": [], "source": [ "# simulation parameters\n", "Lx, Ly, Lz = 5, 5, 5\n", "min_steps_per_wvl = 32\n", "\n", "# monitor parameters\n", "freq0 = 2e14\n", "freqs = np.linspace(1e14, 3e14, 11)\n", "num_modes = 3\n", "\n", "simulation = td.Simulation(\n", " size=(Lx, Ly, Lz),\n", " grid_spec=td.GridSpec.auto(min_steps_per_wvl=min_steps_per_wvl),\n", " run_time=4e-13,\n", " boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n", " structures=[\n", " td.Structure(\n", " geometry=td.Box(center=(0, 0, 0), size=(10001, 1.4, 1.5)),\n", " medium=td.Medium(permittivity=2),\n", " name=\"waveguide\",\n", " ),\n", " td.Structure(\n", " geometry=td.Box(center=(0, 0.5, 0.5), size=(1.5, 1.4, 1.5)),\n", " medium=td.Medium(permittivity=2),\n", " name=\"scatterer\",\n", " ),\n", " ],\n", " sources=[\n", " td.ModeSource(\n", " source_time=td.GaussianPulse(freq0=freq0, fwidth=6e13),\n", " center=(-2.0, 0.0, 0.0),\n", " size=(0.0, 3, 3),\n", " direction=\"+\",\n", " mode_spec=td.ModeSpec(),\n", " mode_index=0,\n", " )\n", " ],\n", " monitors=[\n", " td.FieldMonitor(\n", " fields=[\"Ex\", \"Ey\", \"Ez\"],\n", " size=(td.inf, 0, td.inf),\n", " center=(0, 0, 0),\n", " freqs=freqs,\n", " name=\"field\",\n", " ),\n", " td.FieldTimeMonitor(\n", " fields=[\"Ex\", \"Ey\", \"Ez\"],\n", " size=(td.inf, 0, td.inf),\n", " center=(0, 0, 0),\n", " interval=200,\n", " name=\"field_time\",\n", " ),\n", " td.FluxMonitor(size=(0, 3, 3), center=(2, 0, 0), freqs=freqs, name=\"flux\"),\n", " td.FluxTimeMonitor(\n", " size=(0, 3, 3), center=(2, 0, 0), interval=10, name=\"flux_time\"\n", " ),\n", " td.ModeMonitor(\n", " size=(0, 3, 3),\n", " center=(2, 0, 0),\n", " freqs=freqs,\n", " mode_spec=td.ModeSpec(num_modes=num_modes),\n", " name=\"mode\",\n", " ),\n", " ],\n", ")\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "004348be", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "monitor field requires 7.06e+06 bytes of storage.\n", "monitor field_time requires 1.06e+07 bytes of storage.\n", "monitor flux requires 4.40e+01 bytes of storage.\n", "monitor flux_time requires 2.65e+03 bytes of storage.\n", "monitor mode requires 7.92e+02 bytes of storage.\n" ] } ], "source": [ "tmesh = simulation.tmesh\n", "\n", "total_size_bytes = 0\n", "for monitor in simulation.monitors:\n", " monitor_grid = simulation.discretize(monitor)\n", " num_cells = np.prod(monitor_grid.num_cells)\n", " monitor_size = monitor.storage_size(num_cells=num_cells, tmesh=tmesh)\n", " print(f\"monitor {monitor.name} requires {monitor_size:.2e} bytes of storage.\")\n" ] }, { "cell_type": "markdown", "id": "e3748bef", "metadata": {}, "source": [ "### Visualize Geometry\n", "\n", "We've created a simple waveguide with a defect / scattering region defined using a [Box](../_autosummary/tidy3d.Box.html) geometry.\n", "\n", "A modal source is injected from the -x side of the simulation and we measure the mode amplitudes and flux at the +x side.\n", "\n", "We've also placed a couple field monitors to visualize the field patterns.\n", "\n", "Let's take a look at the geometry from a few cross sections." ] }, { "cell_type": "code", "execution_count": 4, "id": "3f7e72a2", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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[15:44:37] Created task 'straight waveguide' with task_id                                             webapi.py:139\n",
       "           'fdve-ca774dd6-daed-428d-b899-686dfb2705aev1'.                                                          \n",
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[15:44:40] status = queued                                                                            webapi.py:269\n",
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[15:44:47] Maximum FlexCredit cost: 0.025. Use 'web.real_cost(task_id)' to get the billed FlexCredit  webapi.py:286\n",
       "           cost after a simulation run.                                                                            \n",
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[15:44:48] running solver                                                                             webapi.py:300\n",
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[15:45:21] loading SimulationData from data/simulation.hdf5                                           webapi.py:512\n",
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[15:45:21] Created task 'scattered waveguide' with task_id                                            webapi.py:139\n",
       "           'fdve-a8896554-8b96-4fb5-98ba-70c9dd7a554dv1'.                                                          \n",
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[15:45:32] Maximum FlexCredit cost: 0.025. Use 'web.real_cost(task_id)' to get the billed FlexCredit  webapi.py:286\n",
       "           cost after a simulation run.                                                                            \n",
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       "\u001b[2;36m[15:45:57]\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                                           \u001b]8;id=949731;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=647929;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#337\u001b\\\u001b[2m337\u001b[0m\u001b]8;;\u001b\\\n"
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    {
     "data": {
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       "model_id": "cd78fd0eddd943679e3a50403c560968",
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      "text/plain": [
       "Output()"
      ]
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       "
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      ],
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       "
[15:46:10] loading SimulationData from data/simulation.hdf5                                           webapi.py:512\n",
       "
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      ],
      "text/plain": [
       "\u001b[2;36m[15:46:10]\u001b[0m\u001b[2;36m \u001b[0mloading SimulationData from data/simulation.hdf5                                           \u001b]8;id=276241;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\u001b\\\u001b[2mwebapi.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=364938;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#512\u001b\\\u001b[2m512\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "sim0_data = web.run(\n",
    "    simulation0,\n",
    "    task_name=\"straight waveguide\",\n",
    "    path=\"data/simulation.hdf5\",\n",
    "    verbose=True,\n",
    ")\n",
    "\n",
    "sim_data = web.run(\n",
    "    simulation,\n",
    "    task_name=\"scattered waveguide\",\n",
    "    path=\"data/simulation.hdf5\",\n",
    "    verbose=True,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72401eff",
   "metadata": {},
   "source": [
    "### Inspecting Log\n",
    "\n",
    "Now let's take a look at the log to see if everything looks ok (fields decayed, etc)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3e528e33",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [176, 152, 152]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 4.2214e+06.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 6.6230e+03\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 6.0408e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.5330\n",
      "Compute monitor modes time (s):    2.9115\n",
      "Rest of setup time (s):            3.5132\n",
      "\n",
      "Running solver for 6623 time steps...\n",
      "- Time step    220 / time 1.33e-14s (  3 % done), field decay: 1.00e+00\n",
      "- Time step    264 / time 1.59e-14s (  4 % done), field decay: 1.00e+00\n",
      "- Time step    529 / time 3.20e-14s (  8 % done), field decay: 1.00e+00\n",
      "- Time step    794 / time 4.80e-14s ( 12 % done), field decay: 8.03e-04\n",
      "- Time step   1059 / time 6.40e-14s ( 16 % done), field decay: 1.36e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   1.0896\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(sim_data.log)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ce4a54c3",
   "metadata": {},
   "source": [
    "## Post-Processing\n",
    "\n",
    "Now that the simulations have run and their data are loaded into the `sim_data` and `sim0_data` variables, we will explore how to access, manipulate, and visualize the data.  \n",
    "\n",
    "### Accessing Data\n",
    "\n",
    "#### Original Simulation\n",
    "\n",
    "The [SimulationData](../_autosummary/tidy3d.SimulationData.html) objects store a copy of the original [Simulation](../_autosummary/tidy3d.Simulation.html), so it can be recovered if the [SimulationData](../_autosummary/tidy3d.SimulationData.html) is loaded in a new session and the [Simulation](../_autosummary/tidy3d.Simulation.html) is no longer in memory."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "2c3ef22b",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(5.0, 5.0, 5.0)\n"
     ]
    }
   ],
   "source": [
    "print(sim_data.simulation.size)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "30e26ff6",
   "metadata": {},
   "source": [
    "#### Monitor Data\n",
    "\n",
    "More importantly, the [SimulationData](../_autosummary/tidy3d.SimulationData.html) contains a reference to the data for each of the monitors within the original [Simulation](../_autosummary/tidy3d.Simulation.html).\n",
    "This data can be accessed directly using the `name` given to the monitors initially.\n",
    "\n",
    "For example, our [FluxMonitor](../_autosummary/tidy3d.FluxMonitor.html) was named `'flux'` while our [FluxTimeMonitor](../_autosummary/tidy3d.FluxTimeMonitor.html) was named `'flux_time'`, each with a `.flux` attribute storing the raw data. Therefore, we can access the data as follows."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "58af7e8c",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# get the flux data from the monitor name\n",
    "flux_data = sim_data[\"flux\"].flux\n",
    "flux_time_data = sim_data[\"flux_time\"].flux\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f9f3a94",
   "metadata": {},
   "source": [
    "### Structure of Data\n",
    "\n",
    "Now that we have the data loaded, let's inspect it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "d672a805",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "
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       "\n",
       "\n",
       "\n",
       "\n",
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       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "
<xarray.FluxDataArray (f: 11)>\n",
       "array([0.5919125 , 0.77450526, 0.8931002 , 0.95288146, 0.9721863 ,\n",
       "       0.9766829 , 0.979585  , 0.9839063 , 0.9879946 , 0.9901107 ,\n",
       "       0.9901925 ], dtype=float32)\n",
       "Coordinates:\n",
       "  * f        (f) float64 1e+14 1.2e+14 1.4e+14 1.6e+14 ... 2.6e+14 2.8e+14 3e+14\n",
       "Attributes:\n",
       "    units:      W\n",
       "    long_name:  flux
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       "\n",
       "array([0.5919125 , 0.77450526, 0.8931002 , 0.95288146, 0.9721863 ,\n",
       "       0.9766829 , 0.979585  , 0.9839063 , 0.9879946 , 0.9901107 ,\n",
       "       0.9901925 ], dtype=float32)\n",
       "Coordinates:\n",
       "  * f        (f) float64 1e+14 1.2e+14 1.4e+14 1.6e+14 ... 2.6e+14 2.8e+14 3e+14\n",
       "Attributes:\n",
       "    units:      W\n",
       "    long_name:  flux"
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     "execution_count": 10,
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   "source": [
    "flux_data\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "84f11714",
   "metadata": {},
   "source": [
    "The data is stored as a [DataArray](https://xarray.pydata.org/en/stable/generated/xarray.DataArray.html) object using the [xarray](https://xarray.pydata.org/en/stable/) package.\n",
    "You can think of it as a dataset where the flux data is stored as a large, multi-dimensional array (like a numpy array) and the coordinates along each of the dimensions are specified so it is easy to work with.\n",
    "\n",
    "For example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "f27c9e1d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "shape of flux dataset = (11,)\n",
      ".\n",
      "frequencies in dataset =  \n",
      ".\n",
      "flux values in dataset = [0.5919125  0.77450526 0.8931002  0.95288146 0.9721863  0.9766829\n",
      " 0.979585   0.9839063  0.9879946  0.9901107  0.9901925 ]\n",
      ".\n"
     ]
    }
   ],
   "source": [
    "# flux values (W) as numpy array\n",
    "print(f\"shape of flux dataset = {flux_data.shape}\\n.\")\n",
    "print(f\"frequencies in dataset = {flux_data.coords.values} \\n.\")\n",
    "print(f\"flux values in dataset = {flux_data.values}\\n.\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "46e4f0da",
   "metadata": {},
   "source": [
    "So we can see the datset stores a 1D array of flux values (Watts) and a 1D array of frequency values (Hz).\n",
    "\n",
    "### Manipulating Data\n",
    "\n",
    "We can now do some useful operations with this data, including:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "8774d777",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "at central frequency, flux is 9.77e-01 W\n"
     ]
    }
   ],
   "source": [
    "# Selecting data at a specific coordinate\n",
    "flux_central_freq = flux_data.sel(f=freq0)\n",
    "print(f\"at central frequency, flux is {float(flux_central_freq):.2e} W\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0c2defca",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "at 4th frequency, flux is 9.72e-01 W\n"
     ]
    }
   ],
   "source": [
    "# Selecting data at a specific index\n",
    "flux_4th_freq = flux_data.isel(f=4)\n",
    "print(f\"at 4th frequency, flux is {float(flux_4th_freq):.2e} W\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "e63cfd62",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "at an intermediate (not stored) frequency, flux is 9.79e-01 W\n"
     ]
    }
   ],
   "source": [
    "# Interpolating data at a specific coordinate\n",
    "flux_interp_freq = flux_data.interp(f=213.243523142e12)\n",
    "print(\n",
    "    f\"at an intermediate (not stored) frequency, flux is {float(flux_interp_freq):.2e} W\"\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "e1cff990",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# arithmetic opertions with numbers\n",
    "flux_times_2_plus_1 = 2 * flux_data + 1\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "87f3cc32",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# operations with dataset (in this case, dividing by the normlization flux)\n",
    "flux_transmission = flux_data / sim0_data[\"flux\"].flux\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d86475df",
   "metadata": {},
   "source": [
    "There are mny more things you can do with the xarray package that are not covered here, so it is best to take a look at [their documention](http://xarray.pydata.org/en/stable/) for more details.\n",
    "\n",
    "### Plotting Data\n",
    "\n",
    "These datasets have built in plotting methods, which can be handy for quickly producing customizable plots.\n",
    "\n",
    "Let's plot the flux data to get a feeling."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3c2c6760",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(10, 3))\n",
    "flux_data.plot(ax=ax1)\n",
    "ax1.set_title(\"flux vs. frequency\")\n",
    "ax1.set_xlim(150e12, 250e12)\n",
    "\n",
    "# plot the ratio of flux with scatterer to without scatterer with dashed line signifying unity transmission.\n",
    "flux_transmission.plot(ax=ax2, color=\"k\")\n",
    "ax2.plot(flux_data.f, np.ones_like(flux_data.f), \"--\")\n",
    "ax2.set_ylabel(\"flux(f) / flux_normalize(f)\")\n",
    "ax2.set_xlabel(\"frequency (Hz)\")\n",
    "ax2.set_title(\"transmission spectrum\")\n",
    "ax2.set_xlim(150e12, 250e12)\n",
    "ax2.set_ylim(-0.1, 1.1)\n",
    "\n",
    "# plot the time dependence of the flux\n",
    "flux_time_data.plot(color=\"crimson\", ax=ax3)\n",
    "ax3.set_title(\"flux vs. time\")\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca03826c",
   "metadata": {},
   "source": [
    "Conveniently, xarray adds a lot of the plot labels and formatting automatically, which can save some time."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3e7f17db",
   "metadata": {},
   "source": [
    "### Complex, Multi-dimensional Data\n",
    "\n",
    "While the flux data is 1D and quite simple, the same approaches apply to more complex data, such as mode amplitude and field data, which can be complex-valued and muli-dimensional.\n",
    "\n",
    "Let's use the [ModeMonitor](../_autosummary/tidy3d.ModeMonitor.html) data as an example.  We'll access the data using it's name `'mode'` in the original simulation and print out some of the metadata to examine."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "28bd7aaf",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2, 11, 3)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mode_data = sim_data[\"mode\"]\n",
    "mode_data.amps.shape\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "877d5042",
   "metadata": {},
   "source": [
    "As we can see, the data is complex-valued and contains three dimensions.\n",
    "- a propagation direction for the mode, which is just positive or negative  (+/-)\n",
    "- an index into the list of modes returned by the solver given our initial [ModeSpec](../_autosummary/tidy3d.ModeSpec.html) specifications.\n",
    "- the frequency of the mode\n",
    "\n",
    "Let's plot the data just to get a feeling for it, using `.sel()` to split the forward and backward propagating modes onto separate plot axes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "aa9bb765",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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/+CskFH5xL/wiX/jFXqfMupQylRK2VorC+sryE4bCulZKhVn3hYiIiKg28fT0tHQIVcaoxCIlJQWbN2/Gnj17cPnyZWRlZaFhw4bo3LkzQkJC0L17d3PFaRZCCKSr83EvoyAB0EkIihKHLN2ytJz8Cm3LzloJVwcV6jtYw9nWusQXfAVsrZQ6X/DLTARKSRislRJ/zSeiCqttfTsR1W69e/dGhw4doFQqsXbtWqhUKnz44YcYPHgwxo4di++++w4eHh5YtmwZnn76aXm9Xbt2YdKkSTh+/DhcXV0RHh6ODz/8EFZWBV+HMzMzMXr0aPzwww9wcnLCxIkT9batVqsxbdo0fPvtt0hJSUH79u0xf/589O7du8x4i58KlZiYCF9fX3z//fdYtmwZ4uPj0aJFC0RHRyMwMFBeZ82aNZg5cybu3LmDkJAQBAUF6bX7448/Yvbs2Thz5gy8vb0RHh6OadOmwcrKCnPmzEF0dDROnjwp37J3wIAByMrKQkxMDBQK8/xQbFBicePGDcycORPffPMNvL294e/vj06dOsHOzg737t3Dzp07sWjRIjRt2hSRkZEYOHCgWYI1pT4LdyJNa12hu/woJKC+vQr1HVRwtVcVJgwqNCh8dXWwhquDTcEyx4I6dirTPCqdiMhUamPfTkR1w9q1a/Hee+/hwIED2LBhA0aPHo3NmzfjhRdewPvvv49PPvkEQ4YMwZUrV2Bvb4/r16+jf//+GDp0KL7++mucO3cOI0eOhK2tLWbNmgUAmDRpEnbt2oUff/wR7u7ueP/993HkyBF06tRJ3u7YsWNx5swZrF+/Ht7e3ti8eTP69euHkydPokWLFgbHP23aNCxatAgtWrTAtGnTMGjQIFy8eBFWVlaIj4/HiBEjEBUVhdDQUGzfvh2RkZE66+/ZswdhYWFYunQpevbsiUuXLmHUqFEAgMjISEybNg3bt2/HG2+8gc2bN2PFihXYt28fjh8/brakAgAgDODu7i4mTZokTp8+XWadrKwssW7dOvH444+LhQsXGtKsRaSmpgoAwmfCRtF08i+i6eRfRJsZv4oe82LEs8v2iLCv4sU764+KOT+fFsv//Fusi78stp9KEgcS7oq/b6aLexlqka/RWno3iIgMVtTvpaam6pSbs29fvny5aNq0qbCxsRH+/v4iPj6+3PobN24UrVq1EjY2NqJ9+/Zi69atOsu///578a9//Uu4uroKAOLo0aM6y+/evSvGjh0rWrZsKWxtbYWPj48YN26cSElJ0akHQG/69ttvDd4vIcr+PInINLKzs8WZM2dEdnZ2qct79eolgoKC5Pn8/Hzh4OAghgwZIpclJSUJACIuLk4IIcT7778vWrVqJbTaB9/hVqxYIRwdHYVGoxHp6elCpVKJjRs3ysvv3r0r7OzsxPjx44UQQly+fFkolUpx/fp1nXieeuopMXXq1DL3B4DYvHmzEEKIhIQEAUB8+eWX8vLTp08LAOLs2bNCCCEGDRok+vfvr9PGwIEDhYuLi842586dq1Pnv//9r/Dy8pLnL126JJycnMTkyZOFnZ2d+Oabb8qMsbzP3Jg+z6AjFmfOnHnokw/t7OwwaNAgDBo0CHfv3q1gmlN1Nv77cTTxdIOrgwq21jyaQER1j7n69g0bNiAiIgLR0dEICAjAkiVLEBISgvPnz5d6a9t9+/Zh0KBBiIqKwjPPPIN169YhNDQUR44cQfv27QEUnKIQFBSEV155BSNHjtRr48aNG7hx4wYWLVqEtm3b4vLly3jzzTdx48YNfPfddzp1V69ejX79+snz9erVM2i/iKj66Nixo/xeqVSiQYMG6NChg1zm4eEBoOBp0gBw9uxZBAYG6pw63qNHD2RkZODatWu4f/8+cnNzERAQIC93dXVFq1at5PmTJ09Co9GgZcuWOrGo1WqjnxBePH4vLy851tatW+Ps2bN44YUXdOoHBgZi+/bt8vzx48exd+9efPTRR3KZRqNBTk4OsrKyYG9vj0ceeQSLFi3Cv//9bwwcOBCDBw82KsaKMCixaNCgAdRqNWxsbAxqtCY8fr2ttwucnfn0WCKqu8zVt3/88ccYOXIkhg0bBgCIjo7G1q1bsWrVKkyZMkWv/qeffop+/fph0qRJAIAPPvgAO3bswPLlyxEdHQ0AGDJkCAAgMTGx1G22b98e33//vTzfvHlzfPTRR3j99deRn58vn0MNFCQSdeliSqLayNraWmdekiSdsqIEQqs13Q10MjIyoFQqcfjwYb2nUzs6OhrVVmVjzcjIwOzZs/Hiiy/qLbO1tZXf7969G0qlEomJiXp9oTkYfJKVi4sL+vTpgzlz5mDPnj3y49aJiKjmMnXfnpubi8OHDyM4OFguUygUCA4ORlxcXKnrxMXF6dQHgJCQkDLrGyo1NRXOzs56A+mYMWPg5uYGf39/rFq1CgVnKpRNrVYjLS1NZyKimqVNmzaIi4vT+f997969cHJyQuPGjdG8eXNYW1sjPj5eXn7//n1cuHBBnu/cuTM0Gg1u3bqFRx99VGcy5Y8Vbdq00YkDAPbv368z/9hjj+H8+fN6cTz66KPyNRQbNmzADz/8gNjYWFy5cgUffPCByWIsi8GJRXR0NJo2bYpVq1ahV69eqFevHv71r38hKioK+/fvh0ajMWecRERkBqbu2+/cuQONRiOfhlDEw8MDycnJpa6TnJxsVH1D4/jggw/kixmLzJkzBxs3bsSOHTvwf//3f3jrrbewbNmyctuKioqCi4uLPPn4+FQ4LiKyjLfeegtXr17FuHHjcO7cOfz444+IjIxEREQEFAoFHB0dMWLECEyaNAl//vknTp06haFDh+pc6NyyZUu89tprCAsLww8//ICEhAQcOHAAUVFR2Lp1q8liffvtt7F9+3YsWrQIf//9N5YvX65zGhQAzJw5E19//TVmz56N06dP4+zZs1i/fj2mT58OALh27RpGjx6N+fPnIygoCKtXr8bcuXP1EhRTMzixGDp0KNasWYPExERcvHgRy5Ytg7e3N6Kjo9GjRw/Ur18fAwYMMGesRERkYrWxb09LS8OAAQPQtm1b+W4vRWbMmIEePXqgc+fOmDx5Mt577z0sXLiw3PamTp2K1NRUebp69aoZoycic2jUqBG2bduGAwcOwM/PD2+++SZGjBghfxEHgIULF6Jnz5549tlnERwcjKCgIHTp0kWnndWrVyMsLAzvvvsuWrVqhdDQUBw8eBBNmjQxWayPP/44vvjiC3z66afw8/PD77//rhMnUHBU95dffsHvv/+Obt264fHHH8cnn3yCpk2bQgiBoUOHwt/fH2PHjpXrjx49Gq+//joyMjJMFmtJknjYMeCHSEhIwFdffYVly5YhIyOj2h+5SEtLg4uLi3yInIiotqtIv1fRvj03Nxf29vb47rvvEBoaKpeHh4cjJSUFP/74o946TZo0QUREBCZMmCCXRUZGYsuWLTh+/LhO3aJ7wB89elTnFpBF0tPTERISAnt7e/zyyy865xqXZuvWrXjmmWeQk5Nj8LUmHEeIzCsnJwcJCQnw9fV96P/DZBrlfebG9HlG38j2ypUrWLt2LYYNGwZfX1907NgR8fHxmDhxInbu3Glsc0REVA2Yqm9XqVTo0qULYmJi5DKtVouYmBidhz8VFxgYqFMfAHbs2FFm/bKkpaWhb9++UKlU+Omnnwz6QnLs2DHUr1/f4KSCiIjKZvCl4cOHD0dsbCzu3buHHj16oGfPnhg1ahS6detm9ivMiYjIPMzRt0dERCA8PBxdu3aFv78/lixZgszMTPkuUWFhYWjUqBGioqIAAOPHj0evXr2wePFiDBgwAOvXr8ehQ4fw+eefy23eu3cPV65cwY0bNwAA58+fBwB4enrC09NTTiqysrLwv//9T+ci64YNG0KpVOLnn3/GzZs38fjjj8PW1hY7duzA3LlzS326LhERVcBDn3RRSJIk0bRpU7FgwQJx+PBhnQeM1CR8sBER1TXl9Xvm6tuXLVsmmjRpIlQqlfD39xf79++Xl/Xq1UuEh4fr1N+4caNo2bKlUKlUol27dnoPyFu9enWpD7eLjIwUQgixc+fOUpcDEAkJCUIIIX799VfRqVMn4ejoKBwcHISfn5+Ijo4WGo3GqH3jOEJkXg97QB6ZnqkekGfwNRbnz5/Hzp07ERsbi9jYWKjVagQFBaFXr17o3bs3HnvsMfM+ItxEeG4sEdU15fV7taVvr0ocR4jMi9dYVD1TXWNR4Yu3z5w5g127dmHnzp3YvXs3cnJyEBQUhF9++aUizVUZDghEVNcY0+/V1L69KnEcITIvJhZVz1SJRYUvjmjbti0aNGiA+vXro379+li/fj1+/fXXijZHRETVAPt2IiKqKKMSi1u3biE2NlY+bH7hwgWoVCr4+/vjnXfeQZ8+fcwVJxERmQn7diIiMgWDE4s2bdrgwoULsLKyQrdu3fDSSy+hd+/e6NGjBw9TERHVUOzbiYjIVAxOLEJDQ9GnTx8EBQXB3t7enDEREVEVYd9ORESmYnBiUXS/cSIiqj3YtxMRkakYdA/BefPmITs726AG4+PjsXXr1koFRURE5se+nYio+lqxYgWaNWsGW1tbBAQE4MCBA5YO6aEMSizOnDmDJk2a4K233sKvv/6K27dvy8vy8/Nx4sQJ/Oc//0H37t0xcOBAODk5mS1gIiIyDfbtRETV04YNGxAREYHIyEgcOXIEfn5+CAkJwa1btywdWrkMSiy+/vpr/PHHH8jLy8PgwYPh6ekJlUoFJycn2NjYoHPnzli1ahXCwsJw7tw5PPHEEwYHYGw2tmTJErRq1Qp2dnbw8fHBO++8g5ycHIO3R0REBczZtxMRUcV9/PHHGDlyJIYNG4a2bdsiOjoa9vb2WLVqlaVDK5fB11j4+fnhiy++wGeffYYTJ07g8uXLyM7OhpubGzp16gQ3NzejN16UjUVHRyMgIABLlixBSEgIzp8/D3d3d73669atw5QpU7Bq1Sp0794dFy5cwNChQyFJEj7++GOjt09EVNeZo28nIqqOhBDIztNYZNt21kpIkmRQ3dzcXBw+fBhTp06VyxQKBYKDgxEXF2euEE3C6AfkKRQKdOrUCZ06dar0xotnYwAQHR2NrVu3YtWqVZgyZYpe/X379qFHjx4YPHgwAKBZs2YYNGgQ4uPjKx0LEVFdZsq+nYioOsrO06DtzN8ssu0zc0JgrzLsa/edO3eg0Wjg4eGhU+7h4YFz586ZIzyTMehUqOKUSmWp53fdvXsXSqXS4HaKsrHg4OAHwTwkG+vevTsOHz4sny71zz//YNu2bejfv7+Re0FERMWZqm8nIqK6y+gjFkKIUsvVajVUKpXB7VQkGxs8eDDu3LmDoKAgCCGQn5+PN998E++//36Z21Gr1VCr1fJ8WlqawTESEdUVpurbiYiqKztrJc7MCbHYtg3l5uYGpVKJmzdv6pTfvHkTnp6epg7NpAxOLJYuXQoAkCQJX375JRwdHeVlGo0Gu3fvRuvWrU0fYTGxsbGYO3cu/vOf/yAgIAAXL17E+PHj8cEHH2DGjBmlrhMVFYXZs2ebNS4iopqqOvTtRERVQZIkg09HsiSVSoUuXbogJiYGoaGhAACtVouYmBiMHTvWssE9hMGf7ieffAKg4Fet6OhonUPjKpUKzZo1Q3R0tMEbrkg2NmPGDAwZMgRvvPEGAKBDhw7IzMzEqFGjMG3aNCgU+md2TZ06FREREfJ8WloafHx8DI6TiKg2M3XfTkRElRcREYHw8HB07doV/v7+WLJkCTIzM+XrkqsrgxOLhIQEAECfPn2wefNm1KtXr1Ibrkg2lpWVpZc8FA2CZR3Gt7GxgY2NTaViJSKqrUzdtxMRUeUNHDgQt2/fxsyZM5GcnIxOnTph+/btepcQVDdGHQ/Ky8vDlStXkJSUZJLB52HZWFhYGBo1aoSoqCgAwLPPPouPP/4YnTt3lk+FmjFjBp599lleXEhEVEGm7tuJiKjyxo4dW+1PfSrJqMTC2trapA+je1g2duXKFZ0jFNOnT4ckSZg+fTquX7+Ohg0b4tlnn8VHH31kspiIiOoaU/ftRERUN0mirHOIyjB37lxcuHABX375Jaysqv8FMCWlpaXBxcUFqampcHZ2tnQ4RERmZ0i/V9P79qrEcYTIvHJycpCQkABfX1/Y2tpaOpw6obzP3Jg+z+jR4+DBg4iJicHvv/+ODh06wMHBQWf5Dz/8YGyTRERkYezbiYiosoxOLOrVq4f/+7//M0csRERkIezbiYiosoxOLFavXm2OOIiIyILYtxMRUWXpP/iBiIiIiIjISEYfsejcuTMkSTKo7pEjR4wOiIiIqp6p+/YVK1Zg4cKFSE5Ohp+fH5YtWwZ/f/8y62/atAkzZsxAYmIiWrRogfnz56N///7y8h9++AHR0dE4fPgw7t27h6NHj6JTp046beTk5ODdd9/F+vXroVarERISgv/85z86932/cuUKRo8ejZ07d8LR0RHh4eGIioriBetERCZg9BGLfv364dKlS7CxsUHv3r3Ru3dv2Nra4tKlS+jbty+ef/55eSIioprBlH37hg0bEBERgcjISBw5cgR+fn4ICQnBrVu3Sq2/b98+DBo0CCNGjMDRo0cRGhqK0NBQnDp1Sq6TmZmJoKAgzJ8/v8ztvvPOO/j555+xadMm7Nq1Czdu3MCLL74oL9doNBgwYAByc3Oxb98+rF27FmvWrMHMmTON+KSIiKhMwkgjRowQ06dP1yufOXOmGDZsmLHNVbnU1FQBQKSmplo6FCKiKmFIv2fKvt3f31+MGTNGntdoNMLb21tERUWVWv+VV14RAwYM0CkLCAgQ//73v/XqJiQkCADi6NGjOuUpKSnC2tpabNq0SS47e/asACDi4uKEEEJs27ZNKBQKkZycLNdZuXKlcHZ2Fmq12uD94zhCZF7Z2dnizJkzIjs729Kh1BnlfebG9HlGH7HYtGkTwsLC9Mpff/11fP/995VMc4iIyBJM1bfn5ubi8OHDCA4OlssUCgWCg4MRFxdX6jpxcXE69QEgJCSkzPqlOXz4MPLy8nTaad26NZo0aSK3ExcXhw4dOuicGhUSEoK0tDScPn3a4G0REVHpjE4s7OzssHfvXr3yvXv38iEmREQ1lKn69jt37kCj0eh8eQcADw8PJCcnl7pOcnKyUfXLakOlUqFevXpltlPWdoqWlUWtViMtLU1nIiIyl927d+PZZ5+Ft7c3JEnCli1bLB2SwYy+Wm3ChAkYPXo0jhw5Il+IFx8fj1WrVmHGjBkmD5CIiMyPfXvZoqKiMHv2bEuHQUR1RGZmJvz8/DB8+HCd68RqAqMTiylTpuCRRx7Bp59+iv/9738AgDZt2mD16tV45ZVXTB4gEdVcQgjk5+dDo9FYOpRaTalUwsrKyuC7OpXGVH27m5sblEolbt68qVN+8+ZNeHp6lrqOp6enUfXLaiM3NxcpKSk6Ry2Kt+Pp6YkDBw7obadoWVmmTp2KiIgIeT4tLQ0+Pj4Gx0ZEZIynn34aTz/9tKXDqJAK3V/vlVdeYRJBROXKzc1FUlISsrKyLB1KnWBvbw8vLy+oVKoKt2GKvl2lUqFLly6IiYlBaGgoAECr1SImJgZjx44tdZ3AwEDExMRgwoQJctmOHTsQGBho8Ha7dOkCa2trxMTEyE8QP3/+PK5cuSK3ExgYiI8++gi3bt2Cu7u7vB1nZ2e0bdu2zLZtbGxgY2NjcCxEVE0JAeRZaEyytgcq8eNPTWF0YnH16lVIkoTGjRsDAA4cOIB169ahbdu2GDVqlMkDJKKaR6vVIiEhAUqlEt7e3lCpVJX6NZ3KJoRAbm4ubt++jYSEBLRo0QIKhfHPPjVl3x4REYHw8HB07doV/v7+WLJkCTIzMzFs2DAAQFhYGBo1aoSoqCgAwPjx49GrVy8sXrwYAwYMwPr163Ho0CF8/vnncpv37t3DlStXcOPGDQAFSQNQcKTB09MTLi4uGDFiBCIiIuDq6gpnZ2eMGzcOgYGBePzxxwEAffv2Rdu2bTFkyBAsWLAAycnJmD59OsaMGcPEgaguyMsC5npbZtvv3wBUDpbZdhUyOrEYPHgwRo0ahSFDhiA5ORnBwcFo3749vvnmGyQnJ/N+4ESE3NxcaLVa+Pj4wN7e3tLh1Hp2dnawtrbG5cuXkZubW6EbaZiybx84cCBu376NmTNnIjk5GZ06dcL27dvlC6WvXLmik/x0794d69atw/Tp0/H++++jRYsW2LJlC9q3by/X+emnn+TEBABeffVVAEBkZCRmzZoFAPjkk0+gUCjwf//3fzoPyCuiVCrxyy+/YPTo0QgMDISDgwPCw8MxZ84coz8vIiLSJwkhhDEr1K9fH/v370erVq2wdOlSbNiwAXv37sXvv/+ON998E//884+5YjWJtLQ0uLi4IDU1Fc7OzpYOh6hWysnJQUJCAnx9fXm3uCpS3mduSL9X0/v2qsRxhMi8zDaG1MBToSRJwubNm+VTS82lsmNIEaOPWOTl5cmHjP/44w8899xzAAruF56UlGRsc0REVA2wbyeiWk+S6sTpSJZk9Im47dq1Q3R0NPbs2YMdO3agX79+AIAbN26gQYMGJg+QiKiievfurXNBcEWY4h7ia9as0Xu+QnXDvp2IqHrIyMjAsWPHcOzYMQBAQkICjh07hitXrlg2MAMYnVjMnz8fn332GXr37o1BgwbBz88PQMH5r0X3Piciqi2SkpJq7G3/jMG+nYioejh06BA6d+6Mzp07Ayi4IUbnzp1rxHXMRp8K1bt3b9y5cwdpaWmoX7++XD5q1ChepElEtY4xz1Koydi3ExFVD71794aRl0BXG8bfkxAFd9YoPvAAQLNmzeT7ghMRlaV3794YN24cJkyYgPr168PDwwNffPGFfDtSJycnPProo/j111911tu1axf8/f1hY2MDLy8vTJkyBfn5+fLyzMxMhIWFwdHREV5eXli8eLHettVqNSZOnIhGjRrBwcEBAQEBiI2NLTfe4qdCJSYmQpIk/PDDD+jTpw/s7e3h5+eHuLg4nXXWrFmDJk2awN7eHi+88ALu3r2r1+6PP/6Ixx57DLa2tnjkkUcwe/ZseX/mzJkDb29vnfUGDBiAPn36QKvVlhtvZbBvJyKiyjAosXjsscdw//59gxsNCgrC9evXKxwUEdVua9euhZubGw4cOIBx48Zh9OjRePnll9G9e3ccOXIEffv2xZAhQ+SH612/fh39+/dHt27dcPz4caxcuRJfffUVPvzwQ7nNSZMmYdeuXfjxxx/x+++/IzY2FkeOHNHZ7tixYxEXF4f169fjxIkTePnll9GvXz/8/fffRsU/bdo0TJw4EceOHUPLli0xaNAgOSmIj4/HiBEjMHbsWBw7dgx9+vTRiRMA9uzZg7CwMIwfPx5nzpzBZ599hjVr1uCjjz6S22/WrBneeOMNAMCKFSuwb98+rF27tkLPqCgL+3YiIjIpYQBJksTOnTvF8ePHDZocHBzEpUuXDGm6yqWmpgoAIjU11dKhENVa2dnZ4syZMyI7O1tvWa9evURQUJA8n5+fLxwcHMSQIUPksqSkJAFAxMXFCSGEeP/990WrVq2EVquV66xYsUI4OjoKjUYj0tPThUqlEhs3bpSX3717V9jZ2Ynx48cLIYS4fPmyUCqV4vr16zrxPPXUU2Lq1Kll7gsAsXnzZiGEEAkJCQKA+PLLL+Xlp0+fFgDE2bNnhRBCDBo0SPTv31+njYEDBwoXFxedbc6dO1enzn//+1/h5eUlz1+6dEk4OTmJyZMnCzs7O/HNN9+UGaMQ5X/mZfV7talvr0ocR4jMq7z+jMyjImNIaQy+xuKpp54y+HwvPmGXiMrTsWNH+b1SqUSDBg3QoUMHuazoQWq3bt0CAJw9exaBgYE6fUuPHj2QkZGBa9eu4f79+8jNzUVAQIC83NXVFa1atZLnT548CY1Gg5YtW+rEolarjb7rUfH4vby85Fhbt26Ns2fP4oUXXtCpHxgYiO3bt8vzx48fx969e+UjFACg0WiQk5ODrKws2Nvb45FHHsGiRYvw73//GwMHDsTgwYONitFQ7NuJiMhUDEosEhISjG64cePGRq9DRHWDtbW1zrwkSTplRV9gTXk9QUZGBpRKJQ4fPgylUqmzzNHR0ai2KhtrRkYGZs+ejRdffFFvWfEHE+3evRtKpRKJiYnIz8+HlZXR99soF/t2IiIyJYNGqaZNm5o7DiKiMrVp0wbff/89hBDyF/m9e/fCyckJjRs3hqurK6ytrREfH48mTZoAAO7fv48LFy6gV69eAIDOnTtDo9Hg1q1b6Nmzp1ljjY+P1ynbv3+/zvxjjz2G8+fP49FHHy2znQ0bNuCHH35AbGwsXnnlFXzwwQeYPXu2SWNl305ERKZk2p+/iIjM4K233sKSJUswbtw4jB07FufPn0dkZCQiIiKgUCjg6OiIESNGYNKkSWjQoAHc3d0xbdo0nQudW7Zsiddeew1hYWFYvHgxOnfujNu3byMmJgYdO3bEgAEDTBLr22+/jR49emDRokV4/vnn8dtvv+mcBgUAM2fOxDPPPIMmTZrgpZdegkKhwPHjx3Hq1Cl8+OGHuHbtGkaPHo358+cjKCgIq1evxjPPPIOnn34ajz/+uEniJCIiMjXT3V6EiMhMGjVqhG3btuHAgQPw8/PDm2++iREjRmD69OlynYULF6Jnz5549tlnERwcjKCgIHTp0kWnndWrVyMsLAzvvvsuWrVqhdDQUBw8eFA+ymEKjz/+OL744gt8+umn8PPzw++//64TJwCEhITgl19+we+//45u3brh8ccfxyeffIKmTZtCCIGhQ4fC398fY8eOleuPHj0ar7/+OjIyMkwWKxERkSlJwtCr9mqJtLQ0uLi4IDU1Fc7OzpYOh6hWysnJQUJCAnx9fXWuGSDzKe8zZ79nWvw8icyLY0jVM9UYYvEjFitWrECzZs1ga2uLgIAAHDhwoNz6KSkpGDNmDLy8vGBjY4OWLVti27ZtVRQtERERERGVxujE4urVq7h27Zo8f+DAAUyYMAGff/650RvfsGEDIiIiEBkZiSNHjsDPzw8hISHyLSZLys3Nxb/+9S8kJibiu+++w/nz5/HFF1+gUaNGRm+biIgeMGXfTkREFRcVFYVu3brByckJ7u7uCA0Nxfnz5y0dlkGMTiwGDx6MnTt3AgCSk5Pxr3/9CwcOHMC0adMwZ84co9r6+OOPMXLkSAwbNgxt27ZFdHQ07O3tsWrVqlLrr1q1Cvfu3cOWLVvQo0cPNGvWDL169YKfn5+xu0FERMWYsm8nIqKK27VrF8aMGYP9+/djx44dyMvLQ9++fZGZmWnp0B7K6MTi1KlT8Pf3BwBs3LgR7du3x759+/DNN99gzZo1BreTm5uLw4cPIzg4+EEwCgWCg4MRFxdX6jo//fQTAgMDMWbMGHh4eKB9+/aYO3cuNBpNmdtRq9VIS0vTmYiISJep+nYiIqqc7du3Y+jQoWjXrh38/PywZs0aXLlyBYcPH7Z0aA9l9O1m8/LyYGNjAwD4448/8NxzzwEAWrdujaSkJIPbuXPnDjQajfyE3SIeHh44d+5cqev8888/+PPPP/Haa69h27ZtuHjxIt566y3k5eUhMjKy1HWioqJMfu93IqLaxlR9OxFRdSWEQHZ+tkW2bWdlJz+HyVipqakAAFdXV1OGZBZGJxbt2rVDdHQ0BgwYgB07duCDDz4AANy4cQMNGjQweYDFabVauLu74/PPP4dSqUSXLl1w/fp1LFy4sMzEYurUqYiIiJDn09LS4OPjY9Y4iYhqGkv27UREVSE7PxsB6wIssu34wfGwt7Y3ej2tVosJEyagR48eaN++vRkiMy2jE4v58+fjhRdewMKFCxEeHi5f3/DTTz/Jh9EN4ebmBqVSiZs3b+qU37x5E56enqWu4+XlBWtrayiVSrmsTZs2SE5ORm5uLlQqld46NjY28q9wRERUOlP17UREZDpjxozBqVOn8Ndff1k6FIMYnVj07t0bd+7cQVpaGurXry+Xjxo1Cvb2hmdiKpUKXbp0QUxMDEJDQwEUZGUxMTHyQ6FK6tGjB9atWwetVis/UffChQvw8vIqNakgIiLDmKpvJyKqruys7BA/ON5i2zbW2LFj8csvv2D37t1o3LixGaIyPaMTC6DgHLXDhw/j0qVLGDx4MJycnKBSqYwefCIiIhAeHo6uXbvC398fS5YsQWZmJoYNGwYACAsLQ6NGjRAVFQUAGD16NJYvX47x48dj3Lhx+PvvvzF37ly8/fbbFdkNIiIqxlR9OxFRdSRJUoVOR6pqQgiMGzcOmzdvRmxsLHx9fS0dksGMTiwuX76Mfv364cqVK1Cr1fjXv/4FJycnzJ8/H2q1GtHR0Qa3NXDgQNy+fRszZ85EcnIyOnXqhO3bt8sXdF+5ckU+MgEAPj4++O233/DOO++gY8eOaNSoEcaPH4/JkycbuxtERFSMKft2IiKquDFjxmDdunX48ccf4eTkhOTkZACAi4sL7OyMP/JRlYy+3ez48ePRtWtX3L9/X2fnXnjhBcTExBgdwNixY3H58mWo1WrEx8cjIODBRTWxsbF6tzkMDAzE/v37kZOTg0uXLuH999/XueaCiKg6WLFiBZo1awZbW1sEBATgwIEDlg6pXKbu24mIqGJWrlyJ1NRU9O7dG15eXvK0YcMGS4f2UEYnFnv27MH06dP1rmlo1qwZrl+/brLAiIhqqg0bNiAiIgKRkZE4cuQI/Pz8EBISglu3blk6tDKZo283NrnatGkTWrduDVtbW3To0AHbtm3TWS6EwMyZM+Hl5QU7OzsEBwfj77//lpfHxsZCkqRSp4MHDwIAEhMTS12+f//+Cu0jEZGpCSFKnYYOHWrp0B7K6MRCq9WW+kC6a9euwcnJySRBERHVZB9//DFGjhyJYcOGoW3btoiOjoa9vT1WrVpl6dDKZOq+3djkat++fRg0aBBGjBiBo0ePIjQ0FKGhoTh16pRcZ8GCBVi6dCmio6MRHx8PBwcHhISEICcnBwDQvXt3JCUl6UxvvPEGfH190bVrV53t/fHHHzr1unTpYvQ+EhGRLqMTi759+2LJkiXyvCRJyMjIQGRkJPr372/K2IiIZEIIZOXmW2QSQhgcZ25uLg4fPozg4GC5TKFQIDg4GHFxceb4aEzC1H27scnVp59+in79+mHSpElo06YNPvjgAzz22GNYvnw5gIK//5IlSzB9+nQ8//zz6NixI77++mvcuHEDW7ZsAVBwt0FPT095atCgAX788UcMGzZM78FUDRo00KlrbW1t9D4SEZEuoy/eXrx4MUJCQtC2bVvk5ORg8ODB+Pvvv+Hm5oZvv/3WHDESESE7T4O2M3+zyLbPzAmBvcqw7vLOnTvQaDTyTSiKeHh44Ny5c+YIzyRM2bcXJVdTp06Vyx6WXMXFxek8zBQAQkJC5KQhISEBycnJOgmbi4sLAgICEBcXh1dffVWvzZ9++gl3796V7zRY3HPPPYecnBy0bNkS7733nvykcSIiqjijE4vGjRvj+PHjWL9+PU6cOIGMjAyMGDECr732WrW/Up2IiEpnyr69IslVcnJyqfWL7oZS9FpenZK++uorhISE6Nz/3dHREYsXL0aPHj2gUCjw/fffIzQ0FFu2bCkzuVCr1VCr1fJ8WlpaqfWIiOq6Cj3HwsrKCq+//rqpYyEiKpOdtRJn5oRYbNuGcnNzg1KpxM2bN3XKb968CU9PT1OHZlK1qW+/du0afvvtN2zcuFGn3M3NTefISLdu3XDjxg0sXLiwzMQiKioKs2fPNmu8RKTPmNNQqXJM9VkblFj89NNPBjfIw8lEZA6SJBl8OpIlqVQqdOnSBTExMQgNDQVQcGF0TEwMxo4da9ngSjBX316R5MrT07Pc+kWvN2/ehJeXl06dTp066bW3evVqNGjQwKC4AwICsGPHjjKXT506VScZSUtLg4+Pz0PbJaKKKbrmKSsri2fDVJGsrCwAqPT1ZgaN0kWDYxFJkvQym6IL40q7qwgRUV0SERGB8PBwdO3aFf7+/liyZAkyMzNLPdffkszVt1ckuQoMDERMTAwmTJggl+3YsQOBgYEAAF9fX3h6eiImJkZOJNLS0hAfH4/Ro0frtCWEwOrVqxEWFmbQIHns2DGdZKUkGxsb2NjYPLQdIjINpVKJevXqyXeRs7e317sBA5mGEAJZWVm4desW6tWrV+lnwxmUWGi1Wvn9H3/8gcmTJ2Pu3Llyhx8XF4fp06dj7ty5lQqGiKg2GDhwIG7fvo2ZM2ciOTkZnTp1wvbt2/WuD7A0c/btD0uuwsLC0KhRI0RFRQEoeEBfr169sHjxYgwYMADr16/HoUOH8PnnnwMoSHAmTJiADz/8EC1atICvry9mzJgBb29vvQTpzz//REJCAt544w29uNauXQuVSoXOnTsDAH744QesWrUKX375pdH7SETmU3SUsjo//6c2qVevnklO1zX6vIIJEyYgOjoaQUFBcllISAjs7e0xatQonD17ttJBERHVdGPHjq12pz6Vx9R9+8OSqytXrkCheHDH8+7du2PdunWYPn063n//fbRo0QJbtmxB+/bt5TrvvfceMjMzMWrUKKSkpCAoKAjbt2+Hra2tzra/+uordO/eHa1bty41tg8++ACXL1+GlZUVWrdujQ0bNuCll14yav+IyLwkSYKXlxfc3d2Rl5dn6XBqNWtr60ofqSgiCSOv1rCzs8PBgwd1OnsAOHHiBAICApCdnW2SwMwlLS0NLi4uSE1NhbOzs6XDIaqVcnJykJCQAF9fX70vfWQe5X3mhvR7Nb1vr0ocR4ioLjGmzzP6AXndunVDRESEzkV2N2/exKRJk+Dv7298tEREZHHs24mIqLKMTixWrVqFpKQkNGnSBI8++igeffRRNGnSBNevX8dXX31ljhiJiMjM2LcTEVFlGX2NxaOPPooTJ05gx44d8oOO2rRpg+DgYF6xT0RUQ7FvJyKiyqrQTeElSULfvn3Rt29fU8dDREQWwr6diIgqw+jEYs6cOeUunzlzZoWDISIiy2DfTkRElWV0YrF582ad+by8PCQkJMDKygrNmzfn4ENEVAOxbyciosoyOrE4evSoXllaWhqGDh2KF154wSRBERFR1WLfTkRElWX0XaFK4+zsjNmzZ2PGjBmmaI6IiKoB9u1ERGQMkyQWAJCamorU1FRTNUdERNUA+3YiIjKU0adCLV26VGdeCIGkpCT897//xdNPP22ywIiIaqrdu3dj4cKFOHz4MJKSkrB582aEhoZaOqxysW8nIqLKMjqx+OSTT3TmFQoFGjZsiPDwcEydOtVkgRER1VSZmZnw8/PD8OHD8eKLL1o6HIOwbyciosoyOrFISEgwRxxERLXG008/XeN+5WffTkRElWX0NRbDhw9Henq6XnlmZiaGDx9ukqCIiPQIAeRmWmYSwtJ7b3bs24mIqLIkIYwbMZVKJZKSkuDu7q5TfufOHXh6eiI/P9+kAZpaWloaXFxckJqaCmdnZ0uHQ1Qr5eTkICEhAb6+vrC1tTVNo7mZwFxv07RlrPdvACqHCq0qSVKVXGNR3mduSL9X0/v2qsRxhIjqEmP6PINPhUpLS4MQAkIIpKen6wxcGo0G27Zt0xuQiIioemPfTkREpmJwYlGvXj1IkgRJktCyZUu95ZIkYfbs2SYNjohIZm1fcOTAUtuupdi3ExGRqRicWOzcuRNCCDz55JP4/vvv4erqKi9TqVRo2rQpvL0tdJoCEdV+klTh05GobOzbiYjIVAxOLHr16gWg4M4hTZo0gSRJJgtixYoVWLhwIZKTk+Hn54dly5bB39//oeutX78egwYNwvPPP48tW7aYLB4iosrIyMjAxYsX5fmEhAQcO3YMrq6uaNKkiQUj02fOvp2IiOoWgxKLEydOoH379lAoFEhNTcXJkyfLrNuxY0ejAtiwYQMiIiIQHR2NgIAALFmyBCEhITh//ny55/UmJiZi4sSJ6Nmzp1HbIyIyt0OHDqFPnz7yfEREBAAgPDwca9assVBU+szZtxMRUd1j0F2hFAoFkpOT4e7uDoVCAUmSUNpqkiRBo9EYFUBAQAC6deuG5cuXAwC0Wi18fHwwbtw4TJkypdR1NBoNnnjiCQwfPhx79uxBSkqKwUcseDcPIvMzy12hqFwVuSuUOfv22ozjCBHVJSa/K1RCQgIaNmwovzeV3NxcHD58WOeprgqFAsHBwYiLiytzvTlz5sDd3R0jRozAnj17yt2GWq2GWq2W59PS0iofOBFRLWCuvp2IiOomgxKLpk2blvq+su7cuQONRgMPDw+dcg8PD5w7d67Udf766y989dVXOHbsmEHbiIqK4h1NiIhKYa6+nYiI6iaDEouffvrJ4Aafe+65CgfzMOnp6RgyZAi++OILuLm5GbTO1KlT5fObgYIjFj4+PuYKkYioxqgufTsREdUOBiUWhj4x1tjzcN3c3KBUKnHz5k2d8ps3b8LT01Ov/qVLl5CYmIhnn31WLtNqtQAAKysrnD9/Hs2bN9dZx8bGBjY2NgbHRERUV5irbyciorpJYUglrVZr0GTswKNSqdClSxfExMTobCsmJgaBgYF69Vu3bo2TJ0/i2LFj8vTcc8+hT58+OHbsGI9EEBEZwVx9e5EVK1agWbNmsLW1RUBAAA4cOFBu/U2bNqF169awtbVFhw4dsG3bNp3lQgjMnDkTXl5esLOzQ3BwMP7++2+dOs2aNZMf+Fc0zZs3T6fOiRMn0LNnT9ja2sLHxwcLFiyo0P4REZEugxILc4qIiMAXX3yBtWvX4uzZsxg9ejQyMzMxbNgwAEBYWJh8cbetrS3at2+vM9WrVw9OTk5o3749VCqVJXeFiIgKFd1KPDIyEkeOHIGfnx9CQkJw69atUuvv27cPgwYNwogRI3D06FGEhoYiNDQUp06dkussWLAAS5cuRXR0NOLj4+Hg4ICQkBDk5OTotDVnzhwkJSXJ07hx4+RlaWlp6Nu3L5o2bYrDhw9j4cKFmDVrFj7//HPzfBBERHVIhRKLmJgYPPPMM2jevDmaN2+OZ555Bn/88UeFAhg4cCAWLVqEmTNnolOnTjh27Bi2b98uX9B95coVJCUlVahtIiIynCn79o8//hgjR47EsGHD0LZtW0RHR8Pe3h6rVq0qtf6nn36Kfv36YdKkSWjTpg0++OADPPbYY/KtyIUQWLJkCaZPn47nn38eHTt2xNdff40bN27o3W7cyckJnp6e8uTg8OCJ7d988w1yc3OxatUqtGvXDq+++irefvttfPzxxxXaTyIiesDoxOI///kP+vXrBycnJ4wfPx7jx4+Hs7Mz+vfvjxUrVlQoiLFjx+Ly5ctQq9WIj49HQECAvCw2NrbcB0qtWbOGT90mIqokU/btRbcSDw4OlssedivxuLg4nfoAEBISItdPSEhAcnKyTh0XFxcEBATotTlv3jw0aNAAnTt3xsKFC5Gfn6+znSeeeELnCHfRQ1nv379famxqtRppaWk6ExER6TPo4u3i5s6di08++QRjx46Vy95++2306NEDc+fOxZgxY0waIBERmZ8p+/aK3Eo8OTm51PrJycny8qKysuoUxfzYY4/B1dUV+/btw9SpU5GUlCQfkUhOToavr69eG0XL6tevrxcbb1tORGQYo49YpKSkoF+/fnrlffv2RWpqqkmCIiKiqlVb+vaIiAj07t0bHTt2xJtvvonFixdj2bJlOg9KNdbUqVORmpoqT1evXjVhxEREtYfRicVzzz2HzZs365X/+OOPeOaZZ0wSFBFRTRUVFYVu3brByckJ7u7uCA0Nxfnz5y0d1kOZsm839lbiAODp6Vlu/aJXY9oEgICAAOTn5yMxMbHc7RTfRkk2NjZwdnbWmYiISJ/Rp0K1bdsWH330EWJjY+Vbwu7fvx979+7Fu+++i6VLl8p13377bdNFSkRUA+zatQtjxoxBt27dkJ+fj/fffx99+/bFmTNndC4irm5M2bcXv5V40bMyim4lXvxUq+ICAwMRExODCRMmyGU7duyQY/H19YWnpydiYmLQqVMnAAV3eIqPj8fo0aPLjOXYsWNQKBRwd3eXtzNt2jTk5eXB2tpa3k6rVq1KPQ2KiIgMJwkhhDErlDw3tcyGJQn//PNPhYIyp7S0NLi4uCA1NZW/OhGZSU5ODhISEuDr6wtbW1tLh2NRt2/fhru7O3bt2oUnnnjCbNsp7zM3pN8zdd++YcMGhIeH47PPPoO/vz+WLFmCjRs34ty5c/Dw8EBYWBgaNWqEqKgoAAW3m+3VqxfmzZuHAQMGYP369Zg7dy6OHDmC9u3bAwDmz5+PefPmYe3atfD19cWMGTNw4sQJnDlzBra2toiLi0N8fDz69OkDJycnxMXF4Z133sHTTz+NtWvXAgBSU1PRqlUr9O3bF5MnT8apU6cwfPhwfPLJJxg1apRBnwHHESKqS4zp84w+YpGQkFDhwIiIKkoIgez8bIts287KDpIkVWjdousTXF1dTRmSyZm6bx84cCBu376NmTNnIjk5GZ06ddK7lbhC8eBs3O7du2PdunWYPn063n//fbRo0QJbtmyRkwoAeO+995CZmYlRo0YhJSUFQUFB2L59u5xI2djYYP369Zg1axbUajV8fX3xzjvvICIiQm7DxcUFv//+O8aMGYMuXbrAzc0NM2fONDipICKishl9xKKm4y9NROZnjiMWWXlZCFgX8PCKZhA/OB721vZGr6fVavHcc88hJSUFf/31lxkie6CyRyzIcPw8iaguMesRCyEEvvvuO+zcuRO3bt2CVqvVWf7DDz8Y2yQRUa00ZswYnDp1yuxJhSmwbyciosoyOrGYMGECPvvsM/Tp0wceHh4VPj2AiMgYdlZ2iB8cb7FtG2vs2LH45ZdfsHv3bjRu3NgMUZkW+3YiIqosoxOL//73v/jhhx/Qv39/c8RDRFQqSZIqdDpSVRNCYNy4cdi8eTNiY2MNvija0ti3ExFRZRmdWLi4uOCRRx4xRyxERDXemDFjsG7dOvz4449wcnKSnwrt4uICOzvjj3xUFfbtRERUWUY/IG/WrFmYPXs2srMtc3cWIqLqbOXKlUhNTUXv3r3h5eUlTxs2bLB0aOVi305ERJVl9BGLV155Bd9++y3c3d3RrFkz+QFDRY4cOWKy4IiIapqaeqM99u1ERFRZRicW4eHhOHz4MF5//XVe4EdEVEuwbyciosoyOrHYunUrfvvtNwQFBZkjHiIisgD27UREVFlGX2Ph4+PDBwIREdUy7NuJiKiyjE4sFi9ejPfeew+JiYlmCIeIiCyBfTsREVWW0adCvf7668jKykLz5s1hb2+vd4HfvXv3TBYcERFVDfbtRERUWUYnFkuWLDFDGERUG9XUOyTVRJX9rNm3ExFRZVXorlBEROUp+rU7KyurWj8UrjbJysoCAL0jDYZi305ERJVldGJRXE5ODnJzc3XKePEfESmVStSrVw+3bt0CANjb2/P2pWYihEBWVhZu3bqFevXqQalUVrpN9u1ERFQRRicWmZmZmDx5MjZu3Ii7d+/qLddoNCYJjIhqNk9PTwCQkwsyr3r16smfeUWwbyciosoyOrF47733sHPnTqxcuRJDhgzBihUrcP36dXz22WeYN2+eOWIkohpIkiR4eXnB3d0deXl5lg6nVrO2tq70kQr27UREVFlGJxY///wzvv76a/Tu3RvDhg1Dz5498eijj6Jp06b45ptv8Nprr5kjTiKqoZRKpUlOzyHzYt9ORESVZfRzLO7du4dHHnkEQME5t0W3IAwKCsLu3btNGx0REVUJ9u1ERFRZRicWjzzyCBISEgAArVu3xsaNGwEU/NpVr149kwZHRERVg307ERFVltGJxbBhw3D8+HEAwJQpU7BixQrY2trinXfewaRJk0weIBERmR/7diIiqixJVPKpSpcvX8bhw4fx6KOPomPHjhVqY8WKFVi4cCGSk5Ph5+eHZcuWwd/fv9S6X3zxBb7++mucOnUKANClSxfMnTu3zPolpaWlwcXFBampqbx9IhHVCRXp90zRt9dWHEeIqC4xps+r1HMsAKBp06Zo2rRphdffsGEDIiIiEB0djYCAACxZsgQhISE4f/483N3d9erHxsZi0KBB6N69O2xtbTF//nz07dsXp0+fRqNGjSqzK0REVKiyfTsREdU9lT5iUVkBAQHo1q0bli9fDgDQarXw8fHBuHHjMGXKlIeur9FoUL9+fSxfvhxhYWEPrc9fmoiormG/Z1r8PImoLjGmzzP6GgtTys3NxeHDhxEcHCyXKRQKBAcHIy4uzqA2srKykJeXB1dXV3OFSUREFbBixQo0a9YMtra2CAgIwIEDB8qtv2nTJrRu3Rq2trbo0KEDtm3bprNcCIGZM2fCy8sLdnZ2CA4Oxt9//y0vT0xMxIgRI+Dr6ws7Ozs0b94ckZGROk8RT0xMhCRJetP+/ftNu/NERHWQRROLO3fuQKPRwMPDQ6fcw8MDycnJBrUxefJkeHt76yQnxanVaqSlpelMRERkXkWnuUZGRuLIkSPw8/NDSEhImU9i37dvHwYNGoQRI0bg6NGjCA0NRWhoqHw9HQAsWLAAS5cuRXR0NOLj4+Hg4ICQkBDk5OQAAM6dOwetVovPPvsMp0+fxieffILo6Gi8//77etv7448/kJSUJE9dunQxzwdBRFSXCAu6fv26ACD27dunUz5p0iTh7+//0PWjoqJE/fr1xfHjx8usExkZKQDoTampqZWOn4ioJkhNTa3yfs/f31+MGTNGntdoNMLb21tERUWVWv+VV14RAwYM0CkLCAgQ//73v4UQQmi1WuHp6SkWLlwoL09JSRE2Njbi22+/LTOOBQsWCF9fX3k+ISFBABBHjx6tyG4JISzzeRIRWYoxfV6FjlhcunQJ06dPx6BBg+Rfn3799VecPn3aqHbc3NygVCpx8+ZNnfKbN2/C09Oz3HUXLVqEefPm4ffffy/3jiVTp05FamqqPF29etWoGImI6gpT9e0VOc01Li5O78hzSEiIXD8hIQHJyck6dVxcXBAQEFDuqbOpqamlnir73HPPwd3dHUFBQfjpp5+M2j8iIiqd0YnFrl270KFDB8THx+OHH35ARkYGAOD48eOIjIw0qi2VSoUuXbogJiZGLtNqtYiJiUFgYGCZ6y1YsAAffPABtm/fjq5du5a7DRsbGzg7O+tMRESky5R9e0VOc01OTi63ftGrMW1evHgRy5Ytw7///W+5zNHREYsXL8amTZuwdetWBAUFITQ0tNzkgqfUEhEZxujEYsqUKfjwww+xY8cOqFQqufzJJ5+s0MVvERER+OKLL7B27VqcPXsWo0ePRmZmJoYNGwYACAsLw9SpU+X68+fPx4wZM7Bq1So0a9YMycnJSE5OlgdBIiIynqn7dku7fv06+vXrh5dffhkjR46Uy93c3BARESHfkXDevHl4/fXXsXDhwjLbioqKgouLizz5+PhUxS4QEdU4RicWJ0+exAsvvKBX7u7ujjt37hgdwMCBA7Fo0SLMnDkTnTp1wrFjx7B9+3b5V6krV64gKSlJrr9y5Urk5ubipZdegpeXlzwtWrTI6G0TEVEBU/btFTnN1dPTs9z6Ra+GtHnjxg306dMH3bt3x+eff/7QeAMCAnDx4sUyl/OUWiIiwxidWNSrV0/ni36Ro0ePVvgBdWPHjsXly5ehVqsRHx+PgIAAeVlsbCzWrFkjzycmJkIIoTfNmjWrQtsmIiLT9u0VOc01MDBQpz4A7NixQ67v6+sLT09PnTppaWmIj4/XafP69evo3bs3unTpgtWrV0OhePgwd+zYMXh5eZW5nKfUEhEZxugnb7/66quYPHkyNm3aBEmSoNVqsXfvXkycONGgB9QREVH1Y+q+PSIiAuHh4ejatSv8/f2xZMkSvdNcGzVqhKioKADA+PHj0atXLyxevBgDBgzA+vXrcejQIfmIgyRJmDBhAj788EO0aNECvr6+mDFjBry9vREaGgrgQVLRtGlTLFq0CLdv35bjKTqqsXbtWqhUKnTu3BkA8MMPP2DVqlX48ssvK/zZERFRIWNvOaVWq8Ubb7whrKyshCRJwtraWigUCvH666+L/Px8Y5urcrxNIBHVNYb0e+bo25ctWyaaNGkiVCqV8Pf3F/v375eX9erVS4SHh+vU37hxo2jZsqVQqVSiXbt2YuvWrTrLtVqtmDFjhvDw8BA2NjbiqaeeEufPn5eXr169utTbixcf6tasWSPatGkj7O3thbOzs/D39xebNm0yar84jhBRXWJMnycJIURFEpIrV67g1KlTyMjIQOfOndGiRQvTZDpmZsxjyYmIagNj+r2a2rdXJY4jRFSXGNPnGX0qVJEmTZqgSZMmFV2diIiqIfbtRERUUQYlFhEREQY3+PHHH1c4GCIiqjrs24mIyJQMSiyOHj2qM3/kyBHk5+ejVatWAIALFy5AqVSiS5cupo+wmtEKLTLyMpCRm4H03HSk56YjI0/3fUZuBtJy03Tr5aXL7+2t7dG2QVu0bdAW7Rq0Q9sGbeFh7wFJkiy9e0RUh7Bvr5zXNizE0+17YqBfIBrYO1k6HCIiizMosdi5c6f8/uOPP4aTkxPWrl2L+vXrAwDu37+PYcOGoWfPnuaJ0gz+SfkHyIFeUlDyfUZuBtLz0uX3mXmZEKjQZSmyHE0O/rr+F/66/pdc1sC2QUGi4dYObV0LXt3t3Su7m0REZaqNfXtVuqT5HisvbMF/zivggMZoXb89/tXcH0E+XdDUuSl/LCKiOsfoi7cbNWqE33//He3atdMpP3XqFPr27YsbN26YNEBTK7oApc3KNlDaKSvcjo3SBo7WjnBSOcFJ5QRHa0c4qhzhrHKW3xdfVvz9/Zz7OHP3DE7fPY0zd8/gYspFaIRGbxtudm46RzXaNWiHhvYNK7P7RFQHGXLhXU3v26tS0ecZ/OUQ3JT+gVCm6tWxUTiiXYMOeNy7M/wa+qF9w/ZwVvFCbyKqecx68XZaWprOvcGL3L59G+np6cY2ZzHOKmfUd6xf8GVf5Qgna6dyk4GS71VKVYW33dipMTo07CDP5+Tn4ML9Czh99zRO3zmNM/fO4FLKJdzJvoPd13Zj97Xdct2Gdg0fJBpuBa9udm6V+iyIiGpL316Vvn95OZycnBB3+R98d+ovHEg6hrv5f0Npex1qZODI7TgcuR0n1/d19kXHhh3RsWFH+DX0Q/N6zWGlqPA9VIiIqh2jj1iEhYVhz549WLx4Mfz9/QEA8fHxmDRpEnr27Im1a9eaJVBTqSm3CczOz8b5e+floxpn7p7BP6n/QCu0enXd7d31jmw0sGtggaiJqDoypN+r6X17VSrv80xOzcFvZ67h57NHcOruCcDmMpR2V6FQ3dVrx87KDu3d2qOjW0c54eAPRURU3Rjz3dnoxCIrKwsTJ07EqlWrkJeXBwCwsrLCiBEjsHDhQjg4OFQ88ipQUxKL0mTlZeH8/fMFp1HdOS0nG6Vd8+Fh76F3ZMPV1tUCURORpRnS79X0vr0qGTqOZKjzsfvCbew4cxMxF/5BpvQPlHZXoLS7CqXtVUhKtd46jRwboaNbR3Ro2AEdG3ZEG9c2lTpCTkRUWWZNLIpkZmbi0qVLAIDmzZvXmEGnJicWpcnKy8K5e+fkIxun755GYmpiqcmGl4OXzpGNtg3aor5tfQtETURVyZh+r6b27VWpIuNInkaLg4n3sOPMTew4cxPX7mdCobpdkGjYX4GD83XkKpKAEn23tcIabVzbyEc0OjbsCG8Hb14YTkRVpkoSCwC4du0aAKBx48YVbaLK1bbEojSZeZkFyUbh9Rqn75zG5bTLpSYb3g7e8hGNoqTDxcbFAlETkbkY2+/VxL69KlV2HBFC4FxyupxknLxeePG3IgdK22twc0tGvfo3kCYuISNP/8JwNzs3dPXoim6e3dDVsyt8nX2ZaBCR2Zg1sdBqtfjwww+xePFiZGRkAACcnJzw7rvvYtq0aVAoFBWPvArUhcSiNBm5GTh776zO3agup10utW4jx0Z6RzaYbBDVXIb0ezW9b69Kph5HklKz8cfZW9hx5ibiLt1BnqZoWBZo4JKO1r734exyA3fz/8bf9y8gX+TrrN/AtgG6eXZjokFEZmHWxGLq1Kn46quvMHv2bPTo0QMA8Ndff2HWrFkYOXIkPvroo4pHXgXqamJRmvTcdJy9e1a+OPz03dO4kn6l1LqNHRvrHNlo26Atb51IVEMY0u/V9L69KplzHEnPycOuwusydp67hbScB0mErbUCPR51QYsm95EpnUdi1kmcuXsCudpcnTaYaBCRKZk1sfD29kZ0dDSee+45nfIff/wRb731Fq5fv258xFWIiUX50nLT5GSj6Pa31zKulVrXx8lH505UbRq0gZOKT58lqm4M6fdqet9elapqHMnTaHEw4R5+Lzxl6npKtl4dBxstPBrehr1LInKUF3An/wI0Ik+nDhMNIqoMsyYWtra2OHHiBFq2bKlTfv78eXTq1AnZ2fodX3XCxMJ4qepU+ahGUcJxPaP0LxlNnZvKTw5v26At2ri2gaPKsYojJqLiDOn3anrfXpUsMY4IIXA2qeC6jEOX7yHhTiaup2RDbwSX8qC0vQqlwz9QOSZAsr0MSLqnTtW3cYV/YaLRzbMbfF2YaBBR2cyaWAQEBCAgIABLly7VKR83bhwOHjyI/fv3Gx9xFWJiYRopOSk4c69YsnHnNG5klv5k3mbOzeTTp9q4tkF92/qwt7aHg5UD7K3teStFIjMzpN+r6X17Vaou44g6X4Or97Jx+W4mEu5kIvFuJi7fzULCnUzcSMmGVkAn0VDaF9zuVlLoJhq2Chc84tgRj7l3xZNNA9HFuxWvqSEimVkTi127dmHAgAFo0qQJAgMDAQBxcXG4evUqtm3bhp49e1Y88ipQXQaE2uh+zn2doxpn7p5BUmbSQ9ezUljB3soeDtYO8qudtZ2ceBSV21vbP6hX+N7e2l4nSXGwdoCdlR0UEgdFoiKG9Hs1vW+vSjVhHCmZdFy+m4XEu5lIuJuK5JwLUNgXJRqX9RINke8Ie21LeNu2R9v6neHn3hLN3Bzg6+aAhk42PLpBVMeY/XazN27cwIoVK3Du3DkAQJs2bfDWW2/B29u7YhFXoZowINQm93Lu6RzVuJhyEem56cjKz4Jao/9wKFOxs7IrNQnRSV6s7HSW6yQwJepaK6w5mFKNZWi/V5P79qpU08cRdb4G1+5nI/FOJi7eScWxmydwMe0Y7uSfQZ51gl6ioc13hCbrEWgyH4F13qNo4uwL3wYOaObmgGYN7NGs8L07kw6iWqnKnmNRE9X0AaE2ydPmITs/G1l5WQVTfhYy8zKRlZeFzPxM/fLC1+y8bHl5UXlRPa3QmiVWK8lK7+hIyYSk6EhLybLide2t7GFrZQtbK1uoFCoOwlQl2O+ZVm3+PDPUOfgz8RD2XovHybtHcD37LLTQvRi8eKKhyXoE2tyGACTYWSvRtIE9fN2YdBDVJmZPLHJycnDixAncunULWq3uF7mSdxSpbmrzgFDXCSGg1qj1kg05WSmjvKhMJ3kpTHhyNDlmi1eCVJBkKG1hY2UDW6Wtzryd0g62VrawUdrI5UVJSdF7G6UN7KzsdN4X1S/+3lphbbb9oOrP0H6vJvftVakujSO5mlycvHMSB5MP4kDSQRy/fUzv9raSxgl5mb7IL5FoFFc86WjawAG+bvaFr0w6iKo7syYW27dvR1hYGO7cuaPfmCRBo9EYF20Vq0sDAlVevjYf2fnZuklJKUlIWUdaSpZl52frPdyqKiglpW5yUiyZKZ6AlJXYlFantGTHRmkDpUJZ5ftH5TOk36vpfXtVqsvjSPFE41DyIRy7fUzvtFZ7pQvqK9pAUj+KtHtNkHTHCVpRduJQlHQ0K356lZsDmjVwgIczkw4iSzNrYtGiRQv07dsXM2fOhIeHR6UCtYS6PCBQ9ZCnzYM6X40cTQ5y8gsmtUaN7Pxs5GhyoM5XI1uTLdfJzs+GWqOW6xavU7RuUXnxOjn5ORCo+jMdrRXWBUdMlHYFyUuxBESlVMFGYQOVUlXwXmkDG6UNrJXW8nuV4sGy4q86ZWW0YSVZ8UtIKQzp92p6316VOI48YEii4Wrrijb1O8Pbph3sNK2QllYfl+8VXONx7X5Wwd2rylA86WjqZg/fBg6o76CCrbUSdkWTSgEbKyXsVAXzttZKKBXsB4hMxayJhbOzM44ePYrmzZtXKkhL4YBAdYUQQr6OpXjyopeIlJPg6NXR5JTaljkvxDeGQlI8SEQUuolHUSJSlJjoJTTFkxdFGQlN8bIy2rBSWFn6Y9BjSL9X0/v2qiR/nhcPwtmzGWBXH+CROgCGJxrdPLuhm0c3dGrYBVYaD1y5l11496pMJNzNwuW7mbh2Pxua8rKOcqiUCthaK3SSjaJkpKj8wXxRglJUTyEnLbYqJWyLJS1F69sWzlsreQdCqv2M+e5s9Aj40ksvITY2loMPUTUnSZL8JdjFxsWs29IKrU6SUVYyo9aokavNRa4mF2qNGmqNGnmaPPl9riZXb3mu5sF80Wue9sE6+dp8nTiy87ORnW+5h7kVT25sFA8SD5VSBWuFtTxZKa1grbCGSqGCtdJaZ5m1wlq/rNi8lcLKqHWycx7+ebBvr4AvnwRsJABSQXLh4AbYuwH2rsXeNyh836DYezfA2tbS0ZuFSqlCF48u6OLRBfArSDRO3TmFg8kHcfDmQRy7dQz3cu7ht8Tf8FvibwAKEo2uHl3RzbMbwtp3wyMu7SBJEnLztbieUnBkI/FuJhLvZOLyvSyk5+QjO1eDnLyCKbtwysl7cF1QrkaLXI0WaTnmPfXUSiE9SFpUCr0kprxExlZVbHlhmU2xJEdOYqyVsLFS8Ggs1QhGH7HIysrCyy+/jIYNG6JDhw6wtta9KPTtt982aYCmxiMWRLWLVmj1Eo/iyUnxV52ERptncPJS2vKiJKhkclMdabI1ODv6bLn9Xk3v26uSPI5ENoYz0irWiLUD4NCg/OSjeJmtC1ALvliWlmiUdkSjKNHo5tkNj7g8YtCXaiEE1PlaZOcWTzYKk49crTwvv+YWJCM68/kaef2cvAfLSyYyFTyQUmGSVHBamMpKAaUkQZIkKCRAqZCgkCRIEqCQJCgVD94r5FcJCgUK6xWuJ+muV7S8+HqSJEFZrLzcbShKbK9oWbG6ysIyqcRy3W0+2KfidZWKgvfm+D/AXAmbOVrVCAEhBDRaQCsEtEJAoxXQCkCrLZwXAkKgsFwUlhesqzOvLWxLlFhfC73ynKx0rBrV2zynQn311Vd48803YWtriwYNGuj8QSRJwj///FOxT6uKyAPCLB842yoLO2oJkBTF3pdWhgfLJEWJemWVlWyvWLsKZWH7igfb0ZlXAJKynGWKYu2Us9zQSfGwOlKxeMpaXjymcpZLymJ1lMW2XVSu1G1Hp27RcunBe73lNX/wpZpFo9XIyUxpiYc6vyBRkSdNXvnzJcuMrJ+vzdeZz83KfWhiYY6+fcWKFVi4cCGSk5Ph5+eHZcuWwd/fv8z6mzZtwowZM5CYmIgWLVpg/vz56N+/v7xcCIHIyEh88cUXSElJQY8ePbBy5Uq0aNFCrnPv3j2MGzcOP//8MxQKBf7v//4Pn376KRwdHeU6J06cwJgxY3Dw4EE0bNgQ48aNw3vvvWfwfun8QOVgB2TfBzLvAFl3gKy7he/vFnt/B8gsnM+6A1QkEVVYFSYZbgVHR6ztHkxWtoC1fcFREGv7wvlSllnZlViv2HsLncplbKLR1aMr3B3cIRX9JxW8Fimal18Lx++S9SvzZVIIgVyNFjm5Wp1EpKxERjdpKVGuk7RoH7RTWD9PU6eeCEDVlFadhatLXjFPYuHp6Ym3334bU6ZMgUJhmnMLTT34lEceEKY4wdmGX0Brp+LJm1I30TEqSVGUSHKKJS4GJ0EK3fXLSrx0yoollMXbKzWZLG3fjGm35D6aq92iJJ0s4X7KfbjWdy13UDB1375hwwaEhYUhOjoaAQEBWLJkCTZt2oTz58/D3d1dr/6+ffvwxBNPICoqCs888wzWrVuH+fPn48iRI2jfvj0AYP78+YiKisLatWvh6+uLGTNm4OTJkzhz5gxsbQtOLXr66aeRlJSEzz77DHl5eRg2bBi6deuGdevWASgYA1q2bIng4GBMnToVJ0+exPDhw7FkyRKMGjXKoH2r1JFvIYCc1BKJR2HCUVpCknUPyM0wbhsVobAulpwUJR0PSVT0lhUlKg9JYpRl3/66ZKJx/NZxs9/229AkpMy6xcoqUlevvk6yVPBa8E1NAoQEhaSAJCkgQQGFpIQCZc9LxZdBAeBBPQmKwi0rCyMqWF5Qp6i88EdTKCEJSV5fFL5/MK8AxIM2hJAgIEESxeoKBQQK6glR0K5WK8n1IRTQFi0rXE8IqeCOYkWvhbEVfy36i5mbpZ/6JgAoC4/oSEVHgBQPjhIVP9Ij1ym2XFF8XvHgyJUkr/vgCJKyxNEjdXYG/h3cwTyJhaurKw4ePGiy83DNMfiURx4QLh2Cs6MDAFHwr0VoH7zXK0Phq1Z3eWlleu2glDJtKVMp5VrNw+vIk+Yhy4utr9duWe0bsX2todvXFNu+RjcWrabssuLvqeZ66FGxMpYVP4JYoTYkw7ZT1nKULDO2DamMtlBGecn6pex/mfWhV56WmQOXbuX/2mTqvj0gIADdunXD8uXLAQBarRY+Pj4YN24cpkyZold/4MCByMzMxC+//CKXPf744+jUqROio6MhhIC3tzfeffddTJw4EQCQmpoKDw8PrFmzBq+++irOnj2Ltm3b4uDBg+jatSuAgtvo9u/fH9euXYO3tzdWrlyJadOmITk5GSqVCgAwZcoUbNmyRX7i+MNU+Sm1edm6CUf2fSA/p6A8L7vE++zSy+VlOUBeVsGyfPN9YS+XpHxIEvPgCEuulQ1OIRsH81NxMPcOjufcRo4FbtlN1ZuEgoRLb4Ki8HQq3TKF4sEypaQsTNYK3ktSYRpWbB15WeF25Hol2y1ZXypWv5QYJUhQKoxrtyj5LIpfni9sT2dZ4fLiy+T58paVmM/KyEL/tv3Nk1i88847aNiwId5///1K/SMoYurB52F4jUUtoNWWSEyKJx5lJCNlrlMywSm+XJSS7GgerGNMMlR8++UldzrlxZI1vXJtsfhKa1uUqFu8DVFGubGxFFtO1VqaWsBlXnq5/Z4p+/bc3FzY29vju+++Q2hoqFweHh6OlJQU/Pjjj3rrNGnSBBEREZgwYYJcFhkZiS1btuD48eP4559/0Lx5cxw9ehSdOnWS6/Tq1QudOnXCp59+ilWrVuHdd9/F/fv35eX5+fmwtbXFpk2b8MILLyAsLAxpaWnYsmWLXGfnzp148sknce/ePdSvX18vNrVaDbX6wek5aWlp8PHxqfnjiFb7IMHIy9JNOspMVIrqlZKoFC2T1ynRngluf60FoClsSUiAgARRrGVRfJKKyiXd8qL6UtH7UtqQStQtOnJQavv67ei2r9tOyfXlcoUSQpIgoCh4LfyBoOAH+4IyLSRoC181ALRSsVep4PPJL6yjKfq8JAlanbooXCZBIwlo8GBdDaTCdQrmi6+vKZqkB38H+bWMsnzolmshSl8fQq5bUCYe/K15sNviDLlOr4jRd4XSaDRYsGABfvvtN3Ts2FHvAr+PP/7Y4LZyc3Nx+PBhTJ06VS5TKBQIDg5GXFxcqevExcUhIiJCpywkJERnkCiutAGBajhF0eHa6ndbzzpLTpwelsyUd1TLgCNeZR7xM7QdYeC2yqijt30jjhIWP6qp1xbKKC/RPlD6Mr11hG55Vi6AXeX+CU3Zt9+5cwcajUbveRgeHh5lHhVITk4utX5ycrK8vKisvDolj3RbWVnB1dVVp46vr69eG0XLSkssoqKiMHv27LJ3uKZSKACVfcEEV/NuSwggX23cEZVSEhVFXhYUxX9cKe//P205y4z5/1dn0hi+PpmEQLHEpChJQlEyU3y+4L1AQfIjipbJSZLuvChMqASKkqyi9yW2AwnaYss0klSsXskYCtst8V6UrCsV7Zek816UjLdYgqeVHiSlRf+6tMViQbF6Re/LrVsYj05dqagd3SRZrdbgrIF/L6O/mZ08eRKdO3cGAJw6dUpnmbEXQ5lj8Cmp1g4IRNWJnOxRtZSWBrztUm4VU/bttc3UqVN1ftAqOmJBRpCkwtOdbAsuPq8LDP0Bo8zTk8v6gUE8aF/nPSD/gFHqezy8TqntGvveiO0ZsG0JgFXx8tI+59IXGFnfXG1XVdwPWV6J9dPSs/ADRj9k/QJGJxY7d+40dhWL4oBARPRwpuzb3dzcoFQqcfPmTZ3ymzdvwtPTs9R1PD09y61f9Hrz5k14eXnp1Ck6NcrT0xO3bt3SaSM/Px/37t3Taae07RTfRkk2NjawsbEpc3+JSlV0ow/w4YlUw6WlAQYmFhb9idEcg09JNjY2cHZ21pmIiMh8VCoVunTpgpiYGLlMq9UiJiYGgYGBpa4TGBioUx8AduzYIdf39fWFp6enTp20tDTEx8fLdQIDA5GSkoLDhw/Ldf78809otVoEBATIdXbv3o28vDyd7bRq1arU06CIiMhwFk0szDH4EBGR5UVEROCLL77A2rVrcfbsWYwePRqZmZkYNmwYACAsLEzn+rrx48dj+/btWLx4Mc6dO4dZs2bh0KFDGDt2LICC07EmTJiADz/8ED/99BNOnjyJsLAweHt7yxeIt2nTBv369cPIkSNx4MAB7N27F2PHjsWrr74Kb29vAMDgwYOhUqkwYsQInD59Ghs2bMCnn36qd+0eERFVgLCw9evXCxsbG7FmzRpx5swZMWrUKFGvXj2RnJwshBBiyJAhYsqUKXL9vXv3CisrK7Fo0SJx9uxZERkZKaytrcXJkycN2l5qaqoAIFJTU82yP0RE1Y2l+r1ly5aJJk2aCJVKJfz9/cX+/fvlZb169RLh4eE69Tdu3ChatmwpVCqVaNeundi6davOcq1WK2bMmCE8PDyEjY2NeOqpp8T58+d16ty9e1cMGjRIODo6CmdnZzFs2DCRnp6uU+f48eMiKChI2NjYiEaNGol58+YZtV8cR4ioLjGmzzP6drPmsHz5cvkBeZ06dcLSpUvlw9a9e/dGs2bNsGbNGrn+pk2bMH36dPkBeQsWLDD+AXk1/TaBREQGYr9nWvw8iaguMabPqxaJRVXigEBEdQ37PdPi50lEdYkxfR7vD0lERERERJVW554wVnSAhg/KI6K6oqi/q2MHqM2G4wgR1SXGjCF1LrFIT08HAD7LgojqnPT0dLi4lP+gPHo4jiNEVBcZMobUuWsstFotbty4AScnJ4s8TbboAX1Xr16tk+fm1uX9r8v7DtTt/bf0vgshkJ6eDm9vbygUPAO2siw5jlj635Kl1eX9r8v7DtTt/bf0vhszhtS5IxYKhQKNGze2dBh1/mF9dXn/6/K+A3V7/y257zxSYTrVYRypy/8fAXV7/+vyvgN1e/9rwhjCn66IiIiIiKjSmFgQEREREVGlMbGoYjY2NoiMjISNjY2lQ7GIurz/dXnfgbq9/3V538m06vq/pbq8/3V534G6vf81ad/r3MXbRERERERkejxiQURERERElcbEgoiIiIiIKo2JBRERERERVRoTCxPbvXs3nn32WXh7e0OSJGzZsuWh66jVakybNg1NmzaFjY0NmjVrhlWrVpk/WBOryL5/88038PPzg729Pby8vDB8+HDcvXvX/MGaWFRUFLp16wYnJye4u7sjNDQU58+ff+h6mzZtQuvWrWFra4sOHTpg27ZtVRCt6VVk/7/44gv07NkT9evXR/369REcHIwDBw5UUcSmU9G/fZH169dDkiSEhoaaL0iqMTiGcAzhGMIxpCaPIUwsTCwzMxN+fn5YsWKFweu88soriImJwVdffYXz58/j22+/RatWrcwYpXkYu+979+5FWFgYRowYgdOnT2PTpk04cOAARo4caeZITW/Xrl0YM2YM9u/fjx07diAvLw99+/ZFZmZmmevs27cPgwYNwogRI3D06FGEhoYiNDQUp06dqsLITaMi+x8bG4tBgwZh586diIuLg4+PD/r27Yvr169XYeSVV5F9L5KYmIiJEyeiZ8+eVRAp1QQcQziGcAzhGFKjxxBBZgNAbN68udw6v/76q3BxcRF3796tmqCqiCH7vnDhQvHII4/olC1dulQ0atTIjJFVjVu3bgkAYteuXWXWeeWVV8SAAQN0ygICAsS///1vc4dndobsf0n5+fnCyclJrF271oyRmZ+h+56fny+6d+8uvvzySxEeHi6ef/75qgmQagyOIZvLrcMxhGNIcRxDnq+aAB+CRyws7KeffkLXrl2xYMECNGrUCC1btsTEiRORnZ1t6dDMLjAwEFevXsW2bdsghMDNmzfx3XffoX///pYOrdJSU1MBAK6urmXWiYuLQ3BwsE5ZSEgI4uLizBpbVTBk/0vKyspCXl6eUetUR4bu+5w5c+Du7o4RI0ZURVhUS3EM4RhSHMcQjiGWZmXpAOq6f/75B3/99RdsbW2xefNm3LlzB2+99Rbu3r2L1atXWzo8s+rRowe++eYbDBw4EDk5OcjPz8ezzz5r1CkA1ZFWq8WECRPQo0cPtG/fvsx6ycnJ8PDw0Cnz8PBAcnKyuUM0K0P3v6TJkyfD29tbb6CsSQzd97/++gtfffUVjh07VnXBUa3EMYRjSHEcQziGWBqPWFiYVquFJEn45ptv4O/vj/79++Pjjz/G2rVra/0vTmfOnMH48eMxc+ZMHD58GNu3b0diYiLefPNNS4dWKWPGjMGpU6ewfv16S4diERXZ/3nz5mH9+vXYvHkzbG1tzRideRmy7+np6RgyZAi++OILuLm5VWF0VBtxDOEYUttwDKnhY4ilz8WqzWDAOaJhYWGiefPmOmVnzpwRAMSFCxfMGJ15GbLvr7/+unjppZd0yvbs2SMAiBs3bpgxOvMZM2aMaNy4sfjnn38eWtfHx0d88sknOmUzZ84UHTt2NFN05mfM/hdZuHChcHFxEQcPHjRjZOZn6L4fPXpUABBKpVKeJEkSkiQJpVIpLl68WEURU3XHMWRzuXU4hnAMEYJjSHUbQ3jEwsJ69OiBGzduICMjQy67cOECFAoFGjdubMHIzC8rKwsKhe4/QaVSCQAQQlgipAoTQmDs2LHYvHkz/vzzT/j6+j50ncDAQMTExOiU7dixA4GBgeYK02wqsv8AsGDBAnzwwQfYvn07unbtauYozcPYfW/dujVOnjyJY8eOydNzzz2HPn364NixY/Dx8amiyKk24BjCMaQ4jiE1T60bQyyX09RO6enp4ujRo3JG+fHHH4ujR4+Ky5cvCyGEmDJlihgyZIhO/caNG4uXXnpJnD59WuzatUu0aNFCvPHGG5bahQozdt9Xr14trKysxH/+8x9x6dIl8ddff4muXbsKf39/S+1ChY0ePVq4uLiI2NhYkZSUJE9ZWVlynSFDhogpU6bI83v37hVWVlZi0aJF4uzZsyIyMlJYW1uLkydPWmIXKqUi+z9v3jyhUqnEd999p7NOenq6JXahwiqy7yVVpzt6kGVxDOEYwjGEY0hNHkOYWJjYzp07BQC9KTw8XAhR8Mfv1auXzjpnz54VwcHBws7OTjRu3FhERETo/IOqKSqy70uXLhVt27YVdnZ2wsvLS7z22mvi2rVrVR98JZW23wDE6tWr5Tq9evWSP4siGzduFC1bthQqlUq0a9dObN26tWoDN5GK7H/Tpk1LXScyMrLK46+Miv7ti6tOgwJZFscQjiEcQziG1OQxRBKihh0vJCIiIiKiaofXWBARERERUaUxsSAiIiIiokpjYkFERERERJXGxIKIiIiIiCqNiQUREREREVUaEwsiIiIiIqo0JhZERERERFRpTCyIiIiIiKjSmFhQjSCEwKhRo+Dq6gpJknDs2DFLh1QtDR06FJIkQZIkbNmyxaRtx8bGym2HhoaatO3abPfu3Xj22Wfh7e1dob9LTk4Ohg4dig4dOsDKyuqhn/3evXthZWWFTp06VThmotqGY4hhOIZUTzVpHGFiQTXC9u3bsWbNGvzyyy9ISkpC+/btLR1StdWvXz8kJSXh6aeflsvK6oiGDh1qcAffvXt3JCUl4ZVXXjFRpHVDZmYm/Pz8sGLFigqtr9FoYGdnh7fffhvBwcHl1k1JSUFYWBieeuqpCm2LqLbiGGI4jiHVT00aR5hYUI1w6dIleHl5oXv37vD09ISVlZVendzcXAtEVv3Y2NjA09MTNjY2Jm1XpVLB09MTdnZ2Jm23tnv66afx4Ycf4oUXXih1uVqtxsSJE9GoUSM4ODggICAAsbGx8nIHBwesXLkSI0eOhKenZ7nbevPNNzF48GAEBgaacheIajyOIYbjGFL91KRxhIkFVXtDhw7FuHHjcOXKFUiShGbNmgEAevfujbFjx2LChAlwc3NDSEgIAODUqVN4+umn4ejoCA8PDwwZMgR37tyR28vMzERYWBgcHR3h5eWFxYsXo3fv3pgwYYJcp7RfZ+rVq4c1a9bI81evXsUrr7yCevXqwdXVFc8//zwSExN14g4NDcWiRYvg5eWFBg0aYMyYMcjLy5PrqNVqTJ48GT4+PrCxscGjjz6Kr776CkIIPProo1i0aJFODMeOHYMkSbh48WLlPtRSJCYmyoepi0+9e/c2+bbogbFjxyIuLg7r16/HiRMn8PLLL6Nfv374+++/jWpn9erV+OeffxAZGWmmSIlqJo4hD3AMqZ2q0zjCxIKqvU8//RRz5sxB48aNkZSUhIMHD8rL1q5dC5VKhb179yI6OhopKSl48skn0blzZxw6dAjbt2/HzZs3dQ69Tpo0Cbt27cKPP/6I33//HbGxsThy5IhRMeXl5SEkJAROTk7Ys2cP9u7dC0dHR/Tr10/nV6+dO3fi0qVL2LlzJ9auXYs1a9boDCxhYWH49ttvsXTpUpw9exafffYZHB0dIUkShg8fjtWrV+tsd/Xq1XjiiSfw6KOPGvkpPpyPjw+SkpLk6ejRo2jQoAGeeOIJk2+LCly5cgWrV6/Gpk2b0LNnTzRv3hwTJ05EUFCQ3t++PH///TemTJmC//3vf6X+EktUl3EMeYBjSO1T3cYRjkBU7bm4uMDJyQlKpVLvEF6LFi2wYMECef7DDz9E586dMXfuXLls1apV8PHxwYULF+Dt7Y2vvvoK//vf/+TzB9euXYvGjRsbFdOGDRug1Wrx5ZdfQpIkAAUddr169RAbG4u+ffsCAOrXr4/ly5dDqVSidevWGDBgAGJiYjBy5EhcuHABGzduxI4dO+RzHh955BF5G0OHDsXMmTNx4MAB+Pv7Iy8vD+vWrdP7BcpQgwYNglKp1ClTq9UYMGAAAOh8vjk5OQgNDUVgYCBmzZpVoe3Rw508eRIajQYtW7bUKVer1WjQoIFBbWg0GgwePBizZ8/Wa4eIOIZwDKndqts4wsSCarQuXbrozB8/fhw7d+6Eo6OjXt1Lly4hOzsbubm5CAgIkMtdXV3RqlUro7Z7/PhxXLx4EU5OTjrlOTk5uHTpkjzfrl07nY7Yy8sLJ0+eBFBwSFqpVKJXr16lbsPb2xsDBgzAqlWr4O/vj59//hlqtRovv/yyUbEW+eSTT/Qu2po8eTI0Go1e3eHDhyM9PR07duyAQsEDm+aSkZEBpVKJw4cP6w3Ypf0bLk16ejoOHTqEo0ePYuzYsQAArVYLIQSsrKzw+++/48knnzR57ES1AccQw3EMqZ6q2zjCxIJqNAcHB535jIwMPPvss5g/f75eXS8vL4PPK5UkCUIInbLi57VmZGSgS5cu+Oabb/TWbdiwofze2tpar12tVgsABl3A9sYbb2DIkCH45JNPsHr1agwcOBD29vYG7UNJnp6eeoe/nZyckJKSolP24Ycf4rfffsOBAwf0Bj0yrc6dO0Oj0eDWrVvo2bNnhdpwdnaWv2gU+c9//oM///wT3333HXx9fU0RKlGtxDHEcBxDqqfqNo4wsaBa5bHHHsP333+PZs2alXqOYPPmzWFtbY34+Hg0adIEAHD//n1cuHBB51efhg0bIikpSZ7/+++/kZWVpbOdDRs2wN3dHc7OzhWKtUOHDtBqtdi1a1eZt3/r37+/fDeH7du3Y/fu3RXalqG+//57zJkzB7/++iuaN29u1m3VFRkZGTpfRhISEnDs2DG4urqiZcuWeO211xAWFobFixejc+fOuH37NmJiYtCxY0f5FIMzZ84gNzcX9+7dQ3p6unwP/k6dOkGhUOjdOtPd3R22tra8pSaRkTiGVA7HEPOoSeMIj09RrTJmzBjcu3cPgwYNwsGDB3Hp0iX89ttvGDZsGDQaDRwdHTFixAhMmjQJf/75J06dOoWhQ4fqHap98sknsXz5chw9ehSHDh3Cm2++qfPL0WuvvQY3Nzc8//zz2LNnDxISEhAbG4u3334b165dMyjWZs2aITw8HMOHD8eWLVvkNjZu3CjXUSqVGDp0KKZOnYoWLVqY9Taip06dQlhYGCZPnox27dohOTkZycnJuHfvntm2WRccOnQInTt3RufOnQEAERER6Ny5M2bOnAmg4LzqsLAwvPvuu2jVqhVCQ0Nx8OBB+UsLUPDloHPnzvj5558RGxur0x4RmQ7HkIrjGGI+NWkcYWJBtYq3tzf27t0LjUaDvn37okOHDpgwYQLq1asnd/wLFy5Ez5498eyzzyI4OBhBQUF659kuXrwYPj4+6NmzJwYPHoyJEyfqHD62t7fH7t270aRJE7z44oto06YNRowYgZycHKN+fVq5ciVeeuklvPXWW2jdujVGjhyJzMxMnTojRoxAbm4uhg0bVolP5uEOHTqErKwsfPjhh/Dy8pKnF1980azbre169+4NIYTeVHRnF2tra8yePRsJCQnIzc3FjRs38MMPP6BDhw5yG4mJiaW2UZZZs2bxycJEFcAxpOI4hphPTRpHJFFeq0R1RO/evdGpUycsWbLE0qHo2bNnD5566ilcvXoVHh4e5dYdOnQoUlJSSn1CqqlUxTaIiGoSjiGG4xhSu/GIBVE1pVarce3aNcyaNQsvv/zyQweEIr/88gscHR3xyy+/mDSePXv2wNHRsdSLDYmIqHrhGEKWwIu3iaqpb7/9FiNGjECnTp3w9ddfG7TOggULMH36dAAFdzAxpa5du8qHRQ29hR0REVkGxxCyBJ4KRURERERElcZToYiIiIiIqNKYWBARERERUaUxsSAiIiIiokpjYkFERERERJXGxIKIiIiIiCqNiQUREREREVUaEwsiIiIiIqo0JhZERERERFRpTCyIiIiIiKjS/h/oF4FyZ30xjgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(8, 3))\n",
    "\n",
    "mode_data.amps.sel(direction=\"+\").abs.plot.line(x=\"f\", ax=ax1)\n",
    "mode_data.amps.sel(direction=\"-\").abs.plot.line(x=\"f\", ax=ax2)\n",
    "ax1.set_xlim(150e12, 250e12)\n",
    "ax2.set_xlim(150e12, 250e12)\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48ae969a",
   "metadata": {},
   "source": [
    "As before, we can manipulate the data using basic algebra or xarray built ins, for example."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "5a2b68fa",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# sum abolute value squared of the mode amplitudes to get powers\n",
    "mode_powers = abs(mode_data.amps) ** 2\n",
    "\n",
    "# select the powers at the central frequency only\n",
    "powers_central_freq = mode_powers.sel(f=freq0)\n",
    "\n",
    "# sum the powers over all of the mode indices\n",
    "powers_sum_modes = powers_central_freq.sum(\"mode_index\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "99570157",
   "metadata": {},
   "source": [
    "## Field Data\n",
    "\n",
    "Data from a [FieldMonitor](../_autosummary/tidy3d.FieldMonitor.html) or [FieldTimeMonitor](../_autosummary/tidy3d.FieldTimeMonitor.html) is more complicated as it contains data from several field components.\n",
    "\n",
    "As such, when we just grab the data by name, we dont get an xarray object, but rather a [FieldData](../_autosummary/tidy3d.FieldData.html) container holding all of the field components.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "68111c23",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "field_data = sim_data[\"field\"]\n",
    "field0_data = sim0_data[\"field\"]\n",
    "print(type(field_data))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6e8d2385",
   "metadata": {
    "tags": []
   },
   "source": [
    "The field_data object contains data for each of the field components in it's `data_dict` dictionary.\n",
    "\n",
    "Let's look at what field components are contined"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "43efb783",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dict_keys(['type', 'Ex', 'Ey', 'Ez', 'Hx', 'Hy', 'Hz', 'monitor', 'symmetry', 'symmetry_center', 'grid_expanded', 'grid_primal_correction', 'grid_dual_correction'])\n"
     ]
    }
   ],
   "source": [
    "print(field_data.dict().keys())\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e01b21ff",
   "metadata": {},
   "source": [
    "The individual field components, themselves, can be accessed conveniently using a \"dot\" syntax, and are stored similarly to the flux and mode data as xarray data arrays."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "acd7313a",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "\n",
       "
<xarray.ScalarFieldDataArray (x: 178, y: 1, z: 154, f: 11)>\n",
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       "         [ 0.0000000e+00+0.0000000e+00j,  0.0000000e+00+0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j, ...,\n",
       "           0.0000000e+00+0.0000000e+00j,  0.0000000e+00-0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j]]]], dtype=complex64)\n",
       "Coordinates:\n",
       "  * x        (x) float64 -2.913 -2.88 -2.847 -2.814 ... 2.814 2.847 2.88 2.913\n",
       "  * y        (y) float64 0.0\n",
       "  * z        (z) float64 -3.108 -3.061 -3.015 -2.968 ... 2.922 2.968 3.015 3.062\n",
       "  * f        (f) float64 1e+14 1.2e+14 1.4e+14 1.6e+14 ... 2.6e+14 2.8e+14 3e+14\n",
       "Attributes:\n",
       "    long_name:  field value
"
      ],
      "text/plain": [
       "\n",
       "array([[[[ 0.0000000e+00+0.0000000e+00j,  0.0000000e+00+0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j, ...,\n",
       "           0.0000000e+00+0.0000000e+00j,  0.0000000e+00-0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j],\n",
       "         [ 0.0000000e+00+0.0000000e+00j,  0.0000000e+00+0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j, ...,\n",
       "           0.0000000e+00+0.0000000e+00j,  0.0000000e+00-0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j],\n",
       "         [ 7.1794517e-08+2.5412492e-08j, -6.5865315e-08+4.0040554e-08j,\n",
       "          -2.7452723e-08-7.0960620e-09j, ...,\n",
       "           2.7159206e-08+2.3581119e-08j, -3.4172601e-08+3.6395953e-08j,\n",
       "          -1.5517436e-08-2.1848532e-08j],\n",
       "         ...,\n",
       "         [-9.5936294e-08-2.0429946e-08j,  2.7374705e-08-4.1626059e-08j,\n",
       "           3.2302815e-08+2.7155677e-08j, ...,\n",
       "          -2.8430087e-08-1.6478179e-08j,  9.3895620e-09-5.4028867e-08j,\n",
       "           1.3882371e-08+4.1296708e-08j],\n",
       "         [-3.6001675e-09-1.5643195e-09j,  3.4387473e-10-1.7101316e-09j,\n",
       "          -3.0680802e-10+4.3733628e-10j, ...,\n",
       "          -9.2455099e-10-3.2588052e-10j, -3.8020956e-10-1.2807604e-09j,\n",
       "...\n",
       "          -0.0000000e+00-0.0000000e+00j, ...,\n",
       "           0.0000000e+00+0.0000000e+00j,  0.0000000e+00-0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j],\n",
       "         [ 3.6013965e-09+5.9696346e-09j, -7.8297546e-09-3.9957260e-09j,\n",
       "           7.7230062e-09+4.2714232e-09j, ...,\n",
       "           4.1044785e-09-2.5026270e-09j, -1.4267407e-09-3.1841671e-10j,\n",
       "          -1.7623373e-09+4.9400932e-09j],\n",
       "         ...,\n",
       "         [ 1.8170585e-09-5.3989875e-09j,  2.9664848e-09+7.6163174e-09j,\n",
       "           1.6013359e-10-6.2143859e-09j, ...,\n",
       "           1.5053964e-09+1.2040877e-09j, -1.9296464e-09-2.5606230e-09j,\n",
       "           3.9408405e-09-7.2708499e-11j],\n",
       "         [ 5.4428484e-10+7.0572731e-10j,  9.8998598e-10+3.8522621e-10j,\n",
       "           3.8385023e-10-4.2334328e-10j, ...,\n",
       "           4.6898468e-11+8.6908605e-11j, -3.3479028e-10-3.0505434e-10j,\n",
       "           6.1842774e-11-1.8466889e-10j],\n",
       "         [ 0.0000000e+00+0.0000000e+00j,  0.0000000e+00+0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j, ...,\n",
       "           0.0000000e+00+0.0000000e+00j,  0.0000000e+00-0.0000000e+00j,\n",
       "          -0.0000000e+00-0.0000000e+00j]]]], dtype=complex64)\n",
       "Coordinates:\n",
       "  * x        (x) float64 -2.913 -2.88 -2.847 -2.814 ... 2.814 2.847 2.88 2.913\n",
       "  * y        (y) float64 0.0\n",
       "  * z        (z) float64 -3.108 -3.061 -3.015 -2.968 ... 2.922 2.968 3.015 3.062\n",
       "  * f        (f) float64 1e+14 1.2e+14 1.4e+14 1.6e+14 ... 2.6e+14 2.8e+14 3e+14\n",
       "Attributes:\n",
       "    long_name:  field value"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "field_data.Ex\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51efd903",
   "metadata": {},
   "source": [
    "In this case, the dimensions of the data are the spatial locations on the yee lattice (x,y,z) and the frequency."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ebeb2dfe",
   "metadata": {
    "tags": []
   },
   "source": [
    "### Centering Field Data\n",
    "\n",
    "For many advanced plots and other manipulations, it is convenient to have the field data co-located at the same positions, since they are naturally defined on separate locations on the yee lattice.  For this, we provide an `.at_centers()` method of [SimulationData](../_autosummary/tidy3d.SimulationData.html) to return the fields co-located at the yee grid centers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "bc53fa35",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "field0_data_centered = sim0_data.at_centers(\"field\").interp(f=200e12)\n",
    "field_data_centered = sim_data.at_centers(\"field\").interp(f=200e12)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8cd0d9e9",
   "metadata": {},
   "source": [
    "The centered field data is stored as an xarray [Dataset](https://xarray.pydata.org/en/stable/generated/xarray.Dataset.html), which provies similar functionality as the [DataArray](https://xarray.pydata.org/en/stable/generated/xarray.DataArray.html) objects, but is aware of all of the field data and provides more convenience methods, as we will explore in the next section."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "89af5c1f",
   "metadata": {},
   "source": [
    "### Plotting Fields\n",
    "\n",
    "#### Simple \n",
    "Plotting fields requires a little bit of manipulation to get them in the right shape, but then it is straightforward."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "98ba6150",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "# get the field data on the y=0 plane at frequency 200THz\n",
    "Ez_data = field_data.Ez.isel(y=0).interp(f=2e14)\n",
    "Ez0_data = field0_data.Ez.isel(y=0).interp(f=2e14)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "4a5dc0c3",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# amplitude plot rz Ex(x,y) field on plane\n",
    "_, ((ax1, ax2), (ax3, ax4)) = plt.subplots(2, 2, tight_layout=True, figsize=(10, 6))\n",
    "\n",
    "Ez0_data.real.plot(x=\"x\", y=\"z\", ax=ax1)\n",
    "Ez_data.real.plot(x=\"x\", y=\"z\", ax=ax2)\n",
    "\n",
    "abs(Ez0_data).plot(x=\"x\", y=\"z\", cmap=\"magma\", ax=ax3)\n",
    "abs(Ez_data).plot(x=\"x\", y=\"z\", cmap=\"magma\", ax=ax4)\n",
    "\n",
    "ax1.set_title(\"without scatterer (real Ez)\")\n",
    "ax2.set_title(\"with scatterer (real Ez)\")\n",
    "ax3.set_title(\"without scatterer (abs Ez)\")\n",
    "ax4.set_title(\"with scatterer (abs Ez)\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1807646a",
   "metadata": {},
   "source": [
    "#### Advanced\n",
    "\n",
    "More advanced plotting is available and is best done with the centered field data."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "516493a1",
   "metadata": {
    "tags": []
   },
   "source": [
    "##### Structure Overlay\n",
    "\n",
    "One can overlay the structure permittivity by calling `plot_fields` from the [SimulationData](../_autosummary/tidy3d.SimulationData.html) object as follows:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "8fdf17ae",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = sim_data.plot_field(\"field\", \"Ex\", y=0.0, f=200e12, eps_alpha=0.2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc2936a5",
   "metadata": {},
   "source": [
    "##### Quiver Plots\n",
    "\n",
    "Quiver plotting can be done through the centered field Dataset.\n",
    "We first should spatially downsample the data to be quivered to reduce clutter on the plot, which can be done by `.sel()` with `slice(None, None, skip)` range to select every `skip` data point along that axis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "12b2b76d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# downsample the field data for more clear quiver plotting\n",
    "field0_data_resampled = field0_data_centered.sel(\n",
    "    x=slice(None, None, 7), z=slice(None, None, 7)\n",
    ")\n",
    "\n",
    "# quiver plot of \\vec{E}_{x,y}(x,y) on plane with Ez(x,y) underlying.\n",
    "f, ax = plt.subplots(figsize=(8, 5))\n",
    "field0_data_centered.isel(y=0).Ez.real.plot.imshow(x=\"x\", y=\"z\", ax=ax, robust=True)\n",
    "field0_data_resampled.isel(y=0).real.plot.quiver(\"x\", \"z\", \"Ex\", \"Ez\", ax=ax)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "27630dee",
   "metadata": {},
   "source": [
    "##### Stream Plots\n",
    "Stream plots can be another useful feature, although they do not take the amplitude into account, so use with caution."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ffde187e",
   "metadata": {},
   "source": [
    "##### Time Lapse Fields\n",
    "\n",
    "For time-domain data, it can be convenient to see the fields at various snapshots of the simulation.  For this, it is convenient to supply the `row` and `col` keyword arguments to plot, which expand all plots on a row or column."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "3b49c1f1",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "field_time_data = sim_data[\"field_time\"]\n",
    "\n",
    "# select the data and downsample and window the time coordinate to reduce number of plots.\n",
    "time_data = field_time_data.Ez.isel(y=0).sel(t=slice(1e-14, 5e-14, 1))\n",
    "\n",
    "time_data.plot(x=\"x\", y=\"z\", col=\"t\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4104ee6d-8118-4498-a943-00b4c1b48d4a",
   "metadata": {},
   "source": [
    "## Export data to csv\n",
    "\n",
    "You can also export [xarray.DataArray](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.html) to csv file using its [to_dataframe()](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.to_dataframe.html) method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "6c4e1eab-9ff3-47bd-bd45-b66e428d238a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df = time_data.to_dataframe(\"value\")\n",
    "df.to_csv(\"./data/time_data.csv\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ff38ffe5-b6d1-4de2-a626-0a7aaebfa3dd",
   "metadata": {},
   "source": [
    "It will stack the array coordinates to generate a 2D table. Import the csv file to check the content:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "329574aa-ce1b-4d09-9a21-556bd7c795ea",
   "metadata": {},
   "outputs": [
    {
     "data": {
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xztyvalue
0-2.929245-3.0848281.208153e-140.00.0
1-2.929245-3.0848282.416306e-140.00.0
2-2.929245-3.0848283.624459e-140.00.0
3-2.929245-3.0848284.832612e-140.00.0
4-2.929245-3.0380421.208153e-140.00.0
..................
1096432.8962263.0386904.832612e-140.00.0
1096442.8962263.0855321.208153e-140.00.0
1096452.8962263.0855322.416306e-140.00.0
1096462.8962263.0855323.624459e-140.00.0
1096472.8962263.0855324.832612e-140.00.0
\n",
       "
109648 rows \u00d7 5 columns
\n",
       "
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      ],
      "text/plain": [
       "               x         z             t    y  value\n",
       "0      -2.929245 -3.084828  1.208153e-14  0.0    0.0\n",
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       "\n",
       "[109648 rows x 5 columns]"
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   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "df = pd.read_csv(\"./data/time_data.csv\")\n",
    "display(df)\n"
   ]
  },
  {
   "cell_type": "markdown",
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   "metadata": {
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   },
   "source": [
    "## Conclusion\n",
    "\n",
    "This hopefully gives some sense of what kind of data post processing and visualization can be done in Tidy3D.\n",
    "\n",
    "For more detailed information and reference, the best places to check out are\n",
    "\n",
    "* API reference for [SimulationData](_autosummary/tidy3d.SimulationData.html).\n",
    "\n",
    "* [Xarray documentation](http://xarray.pydata.org)."
   ]
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