{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Gold nanoparticle validation\n", "\n", "Plasmonic nanoparticles can exhibit interesting electromagnetic properties at certain frequencies, such as a negative real part of the relative permittivty. Due to their high electrical conductivity, gold nanoparticles can be challenging to model: the rapid field variations inside and near the particles require a fine local discretization. Therefore, an intelligent non-uniform meshing scheme is essential to make sure that the particle is well resolved, while ensuring that the empty space around it does not lead to wasted simulation effort.\n", "\n", "Scattering from a 10 nm gold sphere is modeled in this example, and both near and far fields are compared to the analytical Mie series.\n", "\n", "To obtain the scattered field, two simulations will be run:\n", "* one with the sphere to compute the total field near the sphere, and\n", "* one without the sphere, to compute just the incident field and subtract it from the above to get the scattered field. To this end, we ensure that\n", " * the far field projection grid is identical in the two simulations, so that the total and incident far fields are sampled at the same location;\n", " * the FDTD mesh is identical in the two simulations, so that they exhibit similar grid dispersion and other numerical behavior.\n", "\n", "Note that in the future, this process will be simplified with the introduction of a total-field-scattered-field source, requiring only one simulation. Stay tuned!\n", "\n", "The far fields are computed by a near-to-far transformation of the near fields recorded on a closed surface around the sphere. A non-uniform mesh is carefully designed to make sure the sphere is well resolved without a significant sacrifice in efficiency." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:55.503772Z", "iopub.status.busy": "2023-02-03T04:25:55.503191Z", "iopub.status.idle": "2023-02-03T04:25:56.547972Z", "shell.execute_reply": "2023-02-03T04:25:56.547550Z" } }, "outputs": [ { "data": { "text/html": [ "
[22:25:56] WARNING  This version of Tidy3D was pip installed from the 'tidy3d-beta' repository on   __init__.py:103\n",
       "                    PyPI. Future releases will be uploaded to the 'tidy3d' repository. From now on,                \n",
       "                    please use 'pip install tidy3d' instead.                                                       \n",
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           INFO     Using client version: 1.9.0rc1                                                  __init__.py:121\n",
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\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO \u001b[0m Using client version: \u001b[1;36m1.9\u001b[0m.0rc1 \u001b]8;id=427445;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=496166;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# standard python imports\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# tidy3d imports\n", "import tidy3d as td\n", "import tidy3d.web as web\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Define the structure and boundary conditions\n", "Note the special treatment in creating the mesh: we need to make sure that the mesh is sufficiently fine within the sphere, but we can also make use of `Tidy3D`'s non-uniform meshing algorithm to have a coarser grid outside the sphere, for better efficiency." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.550624Z", "iopub.status.busy": "2023-02-03T04:25:56.550197Z", "iopub.status.idle": "2023-02-03T04:25:56.555742Z", "shell.execute_reply": "2023-02-03T04:25:56.555360Z" } }, "outputs": [], "source": [ "# radius and location of the nanoparticle\n", "radius = 5e-3\n", "center = [0, 0, 0]\n", "\n", "# nanoparticle material\n", "medium = td.material_library[\"Au\"][\"RakicLorentzDrude1998\"]\n", "\n", "# free space central wavelength of the pulse excitation\n", "wavelength = 530e-3\n", "f0 = td.C_0 / wavelength\n", "\n", "# Bandwidth in Hz\n", "fwidth = f0 / 5.0\n", "fmin = f0 - fwidth\n", "fmax = f0 + fwidth\n", "wavelength_max = td.C_0 / fmin\n", "wavelength_min = td.C_0 / fmax\n", "\n", "# the nanoparticle is very electrically small in the frequency range considered here, and meshing\n", "# based on a standard 10-30 points per wavelength would lead to a grid too coarse to resolve the\n", "# curvature of the sphere, so to ensure a sufficiently fine mesh in the particle, a phantom sphere\n", "# is created with an extremely large permittivity, which is chosen so that there are at least\n", "# ``cells_in_particle`` cells along the diameter of the sphere\n", "cells_per_wavelength = 60\n", "cells_in_particle = 60\n", "phantom_electrical_diameter = cells_in_particle / cells_per_wavelength\n", "wavelength_in_phantom = 2 * radius * phantom_electrical_diameter\n", "wavelength_ratio = wavelength_in_phantom / wavelength_max\n", "epsr_phantom = (1.0 / wavelength_ratio) ** 2\n", "phantom = td.Structure(\n", " geometry=td.Sphere(center=center, radius=radius),\n", " medium=td.Medium(permittivity=epsr_phantom),\n", ")\n", "\n", "# create the sphere\n", "sphere = td.Structure(geometry=td.Sphere(center=center, radius=radius), medium=medium)\n", "geometry = [sphere]\n", "\n", "# distance between the surface of the sphere and the start of the PML layers along each cartesian direction\n", "buffer_PML = wavelength_max / 2\n", "\n", "# set the full simulation size along x, y, and z\n", "sim_size = [buffer_PML + 2 * radius + buffer_PML] * 3\n", "\n", "# define PML layers on all sides\n", "boundary_spec = td.BoundarySpec.all_sides(boundary=td.PML())\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create Source\n", "\n", "For our incident field, we create a plane wave incident from below the sphere polarized in the x direction." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.558066Z", "iopub.status.busy": "2023-02-03T04:25:56.557736Z", "iopub.status.idle": "2023-02-03T04:25:56.560893Z", "shell.execute_reply": "2023-02-03T04:25:56.560528Z" } }, "outputs": [], "source": [ "# Gaussian source offset; the source peak is at time t = offset/fwidth\n", "offset = 4.0\n", "\n", "# time dependence of source\n", "gaussian = td.GaussianPulse(freq0=f0, fwidth=fwidth, offset=offset)\n", "\n", "# place the source below the sphere, propagating in the +z direction\n", "source = td.PlaneWave(\n", " center=(0, 0, -(radius + 3 * buffer_PML / 4)),\n", " size=(td.inf, td.inf, 0),\n", " source_time=gaussian,\n", " direction=\"+\",\n", " pol_angle=0,\n", ")\n", "\n", "# Simulation run time past the source decay (around t=2*offset/fwidth)\n", "run_time = 10 / fwidth\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create Monitor\n", "\n", "Next, we define the monitors that will capture the near field data.\n", "\n", "First, we create a [FieldProjectionAngleMonitor](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FieldProjectionAngleMonitor) which allows performing the far field transformation on GPUs during the solver run.\n", "\n", "Also, we create a point [FieldMonitor](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FieldMonitor.html) to record the field a point just above the sphere." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.563009Z", "iopub.status.busy": "2023-02-03T04:25:56.562878Z", "iopub.status.idle": "2023-02-03T04:25:56.568458Z", "shell.execute_reply": "2023-02-03T04:25:56.568078Z" } }, "outputs": [], "source": [ "# distance between the sphere and the near field monitor along each cartesian direction\n", "buffer_mon = 3 * radius\n", "\n", "# create a volume monitor around the sphere\n", "mon_size = 2 * radius + 2 * buffer_mon\n", "\n", "# set the observation angles\n", "phis = [np.pi / 2]\n", "thetas = [0]\n", "\n", "# set the list of frequencies at which to compute far fields\n", "num_freqs = 100\n", "freqs = np.linspace(f0 - fwidth, f0 + fwidth, 100)\n", "\n", "# create the near-to-far field monitor\n", "monitor_n2f = td.FieldProjectionAngleMonitor(\n", " center=center,\n", " size=[mon_size] * 3,\n", " freqs=list(freqs),\n", " name=\"n2f\",\n", " phi=phis,\n", " theta=thetas,\n", ")\n", "\n", "monitor_near = td.FieldMonitor(\n", " center=[0, 0, 2 * radius],\n", " size=[0, 0, 0],\n", " freqs=list(freqs),\n", " name=\"near\",\n", ")\n", "\n", "monitor_flux = td.FluxMonitor(\n", " center=[0, 0, 1.5 * radius],\n", " size=[10 * radius, 10 * radius, 0],\n", " freqs=list(freqs),\n", " name=\"flux\",\n", ")\n", "\n", "monitor_thru = td.FieldMonitor(\n", " center=[0, 0, 0],\n", " size=[td.inf, td.inf, 0],\n", " freqs=list(freqs),\n", " name=\"thru\",\n", ")\n", "\n", "monitors = [monitor_n2f, monitor_near, monitor_flux, monitor_thru]\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Create Simulation\n", "\n", "Now we can put everything together and define the two simulation classes: with the sphere to get the total field, and without the sphere to get the incident field. Since the incident field must be subtracted from the total field, we need to make sure the FDTD grid is identical in the two simulations." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.570445Z", "iopub.status.busy": "2023-02-03T04:25:56.570289Z", "iopub.status.idle": "2023-02-03T04:25:56.580834Z", "shell.execute_reply": "2023-02-03T04:25:56.580481Z" } }, "outputs": [], "source": [ "grid_spec = td.GridSpec.auto(\n", " min_steps_per_wvl=cells_per_wavelength,\n", " override_structures=[phantom],\n", ")\n", "grid_spec_empty = td.GridSpec.auto(\n", " min_steps_per_wvl=cells_per_wavelength,\n", " override_structures=[phantom],\n", ")\n", "\n", "# create the simulation with the particle\n", "sim = td.Simulation(\n", " size=sim_size,\n", " grid_spec=grid_spec,\n", " structures=geometry,\n", " sources=[source],\n", " monitors=monitors,\n", " run_time=run_time,\n", " boundary_spec=boundary_spec,\n", " shutoff=1e-9,\n", ")\n", "\n", "# create the reference simulation without the particle\n", "sim_empty = td.Simulation(\n", " size=sim_size,\n", " grid_spec=grid_spec_empty,\n", " structures=[],\n", " sources=[source],\n", " monitors=monitors,\n", " run_time=run_time,\n", " boundary_spec=boundary_spec,\n", " shutoff=1e-9,\n", ")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualize Geometry and Mesh\n", "\n", "Let's take a look at the mesh and geometry and make sure everything is defined properly in both simulations.\n", "\n", "The first column shows the setup with the nanoparticle, while the second one shows the empty simulation but with an identical mesh." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.582829Z", "iopub.status.busy": "2023-02-03T04:25:56.582673Z", "iopub.status.idle": "2023-02-03T04:25:56.828871Z", "shell.execute_reply": "2023-02-03T04:25:56.828002Z" } }, "outputs": [ { "data": { "text/html": [ "
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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(9, 3))\n", "sim.plot(y=0, ax=ax1)\n", "sim.plot_grid(y=0, ax=ax1)\n", "sim_empty.plot(y=0, ax=ax2)\n", "sim_empty.plot_grid(y=0, ax=ax2)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The nanoparticle is very small compared to the simulation and is not visible in the plots above. For better visibility, we show a zoomed-in plot below, which shows how the nanoparticle is meshed." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.832302Z", "iopub.status.busy": "2023-02-03T04:25:56.832074Z", "iopub.status.idle": "2023-02-03T04:25:56.945892Z", "shell.execute_reply": "2023-02-03T04:25:56.945452Z" } }, "outputs": [ { "data": { "text/plain": [ "(-0.02, 0.02, -0.02, 0.02)" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, figsize=(4, 3))\n", "sphere.plot(y=0, ax=ax)\n", "sim.plot_grid(y=0, ax=ax)\n", "ax.axis([-0.02, 0.02, -0.02, 0.02])\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Run Simulations\n", "\n", "Now we can run both simulations over time and measure the results\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T04:25:56.948297Z", "iopub.status.busy": "2023-02-03T04:25:56.948000Z", "shell.execute_reply": "2023-02-03T04:31:34.914103Z" } }, "outputs": [ { "data": { "text/html": [ "
[22:25:57] INFO     Created task 'plasmonic_nanoparticle' with task_id                                webapi.py:120\n",
       "                    '81bdc71d-9f71-4026-83ac-25c78ab9fa89'.                                                        \n",
       "
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       "\u001b[1A\u001b[2K"
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     "output_type": "display_data"
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     "data": {
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       "
[22:29:47] INFO     starting up solver                                                                webapi.py:278\n",
       "
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      ],
      "text/plain": [
       "\u001b[2;36m[22:29:47]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=262357;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=593408;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#278\u001b\\\u001b[2m278\u001b[0m\u001b]8;;\u001b\\\n"
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       "
[22:29:57] INFO     running solver                                                                    webapi.py:284\n",
       "
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      ],
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       "\u001b[2;36m[22:29:57]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=388630;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=192094;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "Output()"
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     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "
[22:30:43] INFO     early shutoff detected, exiting.                                                  webapi.py:295\n",
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       "\u001b[2;36m[22:30:43]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m early shutoff detected, exiting.                                                  \u001b]8;id=360792;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=991761;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#295\u001b\\\u001b[2m295\u001b[0m\u001b]8;;\u001b\\\n"
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       "\n",
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     "output_type": "display_data"
    },
    {
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      "text/html": [
       "
           INFO     status = postprocess                                                              webapi.py:301\n",
       "
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      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = postprocess                                                              \u001b]8;id=154938;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=188891;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#301\u001b\\\u001b[2m301\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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    {
     "data": {
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Run simulation\n",
    "sim_data = web.run(\n",
    "    sim, task_name=\"plasmonic_nanoparticle\", path=\"data/plasmonic_nanoparticle.hdf5\"\n",
    ")\n",
    "sim_empty_data = web.run(\n",
    "    sim_empty,\n",
    "    task_name=\"plasmonic_nanoparticle_empty\",\n",
    "    path=\"data/plasmonic_nanoparticle_empty.hdf5\",\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compute Scattered Far Fields\n",
    "We now subtract the far fields associated with the empty simulation, which represents just the incident field, from the far fields associated with the full simulation, which represents total fields, to get scattered far fields."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:31:40.039805Z",
     "iopub.status.busy": "2023-02-03T04:31:40.039689Z",
     "iopub.status.idle": "2023-02-03T04:31:40.060195Z",
     "shell.execute_reply": "2023-02-03T04:31:40.059763Z"
    }
   },
   "outputs": [],
   "source": [
    "# compute scattered far fields by subtracting out the incident fields from the empty simulation\n",
    "n2f_data = sim_data[monitor_n2f.name]\n",
    "n2f_empty_data = sim_empty_data[monitor_n2f.name]\n",
    "\n",
    "for field, field_empty in zip(\n",
    "    n2f_data.field_components.values(), n2f_empty_data.field_components.values()\n",
    "):\n",
    "    field.values -= field_empty.values\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extract the results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:31:40.062392Z",
     "iopub.status.busy": "2023-02-03T04:31:40.062169Z",
     "iopub.status.idle": "2023-02-03T04:31:40.140781Z",
     "shell.execute_reply": "2023-02-03T04:31:40.140444Z"
    },
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "# grab the far field data and compute the RCS to compare against Mie series\n",
    "RCS = np.squeeze(n2f_data.radar_cross_section.values)\n",
    "\n",
    "# compute the scattered near fields which we'll also compare against Mie series\n",
    "Ex_scat = (\n",
    "    sim_data[monitor_near.name].Ex.values - sim_empty_data[monitor_near.name].Ex.values\n",
    ")\n",
    "Ey_scat = (\n",
    "    sim_data[monitor_near.name].Ey.values - sim_empty_data[monitor_near.name].Ey.values\n",
    ")\n",
    "Ez_scat = (\n",
    "    sim_data[monitor_near.name].Ez.values - sim_empty_data[monitor_near.name].Ez.values\n",
    ")\n",
    "\n",
    "Hx_scat = (\n",
    "    sim_data[monitor_near.name].Hx.values - sim_empty_data[monitor_near.name].Hx.values\n",
    ")\n",
    "Hy_scat = (\n",
    "    sim_data[monitor_near.name].Hy.values - sim_empty_data[monitor_near.name].Hy.values\n",
    ")\n",
    "Hz_scat = (\n",
    "    sim_data[monitor_near.name].Hz.values - sim_empty_data[monitor_near.name].Hz.values\n",
    ")\n",
    "\n",
    "E = np.sqrt(\n",
    "    np.squeeze(Ex_scat) ** 2 + np.squeeze(Ey_scat) ** 2 + np.squeeze(Ez_scat) ** 2\n",
    ")\n",
    "\n",
    "H = np.sqrt(\n",
    "    np.squeeze(Hx_scat) ** 2 + np.squeeze(Hy_scat) ** 2 + np.squeeze(Hz_scat) ** 2\n",
    ")\n",
    "\n",
    "flux = sim_data[monitor_flux.name].flux - sim_empty_data[monitor_flux.name].flux\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot Results and Compare with Mie Series\n",
    "\n",
    "The final results are compared against the analytical Mie series below, and very good agreement is observed. The small deviations can be reduced with a further refinement of the grid. Since the sphere's material is dispersive, no subpixel averaging scheme is applied, so the simulation approximates the curved permittivity profile in a staircase-like manner."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:31:40.143152Z",
     "iopub.status.busy": "2023-02-03T04:31:40.142921Z",
     "iopub.status.idle": "2023-02-03T04:31:42.547690Z",
     "shell.execute_reply": "2023-02-03T04:31:42.547274Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "
           INFO     Auto meshing using wavelength 0.5300 defined from sources.                     grid_spec.py:510\n",
       "
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      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Auto meshing using wavelength \u001b[1;36m0.5300\u001b[0m defined from sources.                     \u001b]8;id=262056;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py\u001b\\\u001b[2mgrid_spec.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=986892;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/grid/grid_spec.py#510\u001b\\\u001b[2m510\u001b[0m\u001b]8;;\u001b\\\n"
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     "data": {
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\n",
      "text/plain": [
       "
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      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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AJRc5cuTg8OHDDB8+HIC5c+dSrVo17dqwTZvC1atQty4EBmrX765XDz5/5CqEEInNyMiIHTt2sH37dqZMmRLv+o0aNSJPnjz88ccf4Su6fS0oKCjK46mJDBERQuidoiiMGjWKqVOnYglctrPD7n//A5UKpkzRbmeuo2WpDMXY2JipU6dStWpVOnTowL///kvp0qXZtm2bdkOqPXvgr7+0CbaXFwQEGDpkIUQqUrZs2e+egGhmZsaWLVuoU6cOzs7O1KhRg2LFiqFSqXj06BEnT54kU6ZM3Lx5U8dRJx+SYAsh9Co0NJT+/fszb9480gPXc+cm+/37kC6ddgJgw4aGDlGn6tevz8WLF2nRogUXLlzA2dmZFStW0KZNG+jRAypU0PbY58hh6FCFECLOypUrh5eXF1OmTMHDw4PTp09jZmZGzpw5ady4Ma1btzZ0iAYlCbYQQm9CQ0Pp1q0bK1asQAVcz5+f7PfuQcaMcOgQlC5t6BATRd68eTlx4gTt27dn69attG3blkePHjFixAhU3y6NtWkT/O9/2lVGjIwMEq8QIuXImzcvSticljgI+ObTtE6dOtGpU6coy+bMmZMZM2Ywb968hISYIskYbCGEXiiKwoABA1ixYgVqtZpVq1eTfeFCyJMHjh1Lscl1mLRp07Jp0yYGDRoEwKhRo+jRowfBwcFfCr18CZ07w+TJ2p58X18DRSuEECIhJMEWQujFtGnTwtdaXbNmDe3bt4effoLbt6FYMQNHpx9qtZqZM2cyd+5c1Go1S5YsoUGDBrx//15bIFs27bjsNGlg3z6oXl2bdAshhEhWJMEWQiS6lStXMnLkSLIAT/Lnp83XvdVmZgaLy1D69OnD9u3bSZs2LQcOHKBGjRrhGzfQti2cOAGZM8OlS1C5Mty5Y9iAhRBCxIsk2EKIRLV37166deuGBeCZNSu57t2DLl2+rHOdSjVs2JDjx49jY2PDhQsXqFGjBq9fv9aeLFcOzpwBOzt48ECbZJ8/b9iAhRBCxJkk2EKIRHPu3DlatGiBOiSEM9mzk+u//8DGBlatSvbL8OlCuXLlOHr0KFmzZsXLywsnJydehg0J+eEHbZJdujR4e2snPwohhEgWJMEWQiSKBw8eUK9ePQI+fuRA9uwUe/FCuxTfvn1QoIChw0syihYtyvHjx8mRIwfXrl3D0dGRZ8+eaU9mzaqdADp1KkybZtA4hRBCxJ0k2EIInfP396dJkya8efOGVVmzUuPFCzA2hi1btMMfRASFChXixIkT5MmTh9u3b+Pg4KDd9RHA0hKGDwf15x/XQUHw99+GC1YIIUSsJMEWQuiUoih0794dLy8v+llY0P6//7Qnli+H2rUNG1wSlj9/fk6cOIGdnR3379/HwcGBhw8fRiwUEgLt2mlXX1myxCBxCiGEiJ0k2EIInZo9ezbr16/HyMiIlhs2QNWq2uEN7dsbOrQkz9bWluPHj1OwYEEeP35MrVq1ePHixZcCajVkz659/vPPsGiRYQIVQggRI0mwhRA6c/ToUYYMGQLAH3/8QZX69eHwYRg61MCRJR+5cuXiyJEj5MuXj3v37vHTTz/h7e2tPalSwZ9/wufNaujVC+bPN1ywQgghoiQJthBCJx4/fkyrVq1IFxLC3KpV6du3r/aEqamsGBJPOXPm5O+//w6f+Fi7dm18w3Z1VKng99+//NHSpw/Mnm24YIUQQkQiCbYQIsE+ffpEs2bN8H79mt1WVvQ5dQrVhAmGDitZs7Oz49ChQ9jY2ODp6Un9+vXx9/fXnlSptMNuRozQvh4wQHqyhRAiCZEEWwiRYHPnzuXChQtMS5MGB19f7e6M9eoZOqxkz97enoMHD2JlZcXJkydp2rQpgYGB2pMqFbi5wahRkDatdt1sIYRIoOrVq6OKx6eOJ06cQKVSMW7cuMQLKhmSBFsIkSB///03K1eupDEwNCBAe/Cvv6BsWUOGlWKULl2affv2YW5uzsGDB2nXrh0hISHakyoVTJoEV66Ai4thAxVCJDkqlSpeD0O5desW3bt3p1SpUmTOnBkzMzPy5s1L/fr1OXz4cJR1vo09bdq0ZMuWjapVqzJkyBC8vLz0/C4iMjZo60KIZM3b25sOHTrwA7DBxES7RvOAAdChg6FDS1GqVKnCjh07qF+/Plu2bGHIkCH8+eef2pMqFeTP/6Xw7dvw7Bk4ORkmWCFEkjF27NhIx2bNmoVGo4nyHMDq1au/DEfTkytXrrBt2zYqVapE5cqVsbKy4tmzZ+zcuZO9e/cyadIkfv3110j1MmXKRJ8+fQAICgrC29ubS5cuMXPmTGbOnEmXLl1YsGABZmZmen0/ACjCoDQajQIoGo3G0KEkyJUrVwwdgtCz0NBQpWHDhooJKP8zNVUUUBQHB0UJCjJ0aCnW+vXrFUABlD/++CNygTt3FCVLFkVJl05RzpzRW1zy/Z+6JeX7//HjR+X69evKx48fDR1KkmFra6voMv07cOCAAihjx4797msEBAQooaGhkY4/e/ZMyZIli2JiYqK8e/cuwjlAKVSoUJTXu3LlilKyZEkFUNq1axdr+3H9OolPziZDRIQQ32Xx4sXs2rWL+sbGFPv0CTJmhHXrtDs2ikTRunVrpk+fDsCgQYPYvHlzxAK5c0PJkvDhA9StCwb+iFQIkfxENwb748ePjBgxgty5c5MmTRqKFi3Kkig2vNJoNKRLl44ff/wxyuuHhoaSN29eMmTIwMePHwEwMzOLss0cOXJQpUoVgoKCvuxuGwdFixbFw8ODzJkzs3btWv79998419UVSbCFEPF2/fp1Bg4cCEC16dN5uHAhrFkDuXIZOLKUb8iQIeEfibZv356TJ09+OWlmBtu2QeXK4OMDzs5w/75hAhVCpBihoaE0bNiQadOmkSFDBvr370/FihUZOHAgs79ZJtTa2hpXV1euX7/OmTNnIl3r0KFDPHr0iLZt25I2bdoY233z5g3nzp3D3NwcOzu7eMWcOXNmevbsCYC7u3u86uqCdDUJIeLl06dPtG3bloCAAJydnenfvz/Xr1+HokUNHVqqoFKpmDVrFk+fPmXHjh00atSI06dPU6RIEW2BdOlg716oXl3bg127Npw5AzY2Bo1biCTrw4fozxkZQZo0cSurVmtX9Pmesv7+oCiRy6VLF/019Gj16tX8/fff1K5dmz179mBkZARA//79KRvFhPYePXqwfPlylixZQuXKlSOcW7p0KQDdu3ePVO/27dusX7+ekJAQnj9/zq5du/Dx8WHRokVYWlrGO+7q1aszceJEzp8/H++6CSU92EKIeJk2bRpely8zJ00a1kyciFotP0b0zcjIiPXr11OpUiXevXtHnTp1Im6pnj497NsHefLAnTvQsCF8/ihWCPENC4voH82aRSybJUv0ZevUiVg2b97oyzo4RCxrbx91uSRi9erVAEyePDk8uQYoVqwYrVu3jlS+fPnylCpVis2bN3/ZJAt4/fo1u3btoly5cpQoUSJSvdu3bzN+/HgmTZrE8uXLCQgIYMWKFXTt2vW74s6RIwfAl91w9Uh+Mwoh4uzq1atMnDiRIUDfgACyNG4MYUvzCb1KmzYtu3btokCBAjx69IjGjRuHj2cEIEcO2L9fm2yHhmp7yIQQ4jt4eXmRLl06SpcuHelclSpVoqzTo0cPPnz4wPr168OPrV69mk+fPkXZew1Qv359FEUhMDCQW7du0bNnTzp06EC/fv1080b0SIaICCHiJDg4mC5dulA4KIjJKpX248wJEyJ+fCr0ysbGhv3791O+fHn+/fdfunTpwvr1679MFrK3h2PHoEABMDc3aKxCJFl+ftGf+6q3FoBXr6Iv++2neQ8fxr3s9etRDxFJIjQaDblz547yXJYsWaI83qZNG4YMGcLSpUvDx0IvW7YMCwuLKHu9v2ZqakrBggWZMWMG/v7+zJ07lzp16lDn208JYvH8+XNAOx5b36QHWwgRJ3/88QeXzp9nrVqNiaJAo0bwnR/bCd3Jnz8/W7duxdjYmI0bNzJ58uSIBUqUiJhcX72q3wCFSOrSpYv+8W0HQkxlv52wF5+y5uZRl0sirK2tef36dZTnXkXzR4elpSVt27bF09OTy5cvc/r0aW7cuIGrqysW8Rj+4uzsDMCxY8fiHXdYnXLlysW7bkJJgi2EiNWtW7cYM2YMo4DioaGQKRMsXqzd5EQYXPXq1Vm4cCEAv/32G1u2bIlcSFFg3DgoXhw2btRvgEKIZK1EiRJ8+PCBixcvRjp3+vTpaOv16NEDgCVLlsQ4uTEmYb3QJiYm8ar3+vVrFi9eDICrq2u86upCsk6wz58/T926dUmfPj3p0qWjYsWKbNq0KV7XuHHjBm3btiVbtmyYmZlha2tL//79efv2bZTlY9pitFOnTjp4V0IkLSEhIXTp0oUigYH8FpZQz58PWbMaNjARQbdu3cKXTuzQoQOenp4RC6hU2qX7FAU6dYJ//tF7jEKI5Kl9+/YA/Prrr4SEhIQfv3LlChs2bIi2XqlSpShXrhzr1q1j8+bNFC9enPLly0cq5+npiRLFEJlHjx4xZcoUgHgND7l27RrOzs68evWKjh07RrnSSWJLtmOwjx49iouLC2nSpMHV1RVLS0u2bt1Kq1atePLkCYMHD471Gv/88w+1atXi48ePNGrUiPz583P58mXmzJnDgQMHOHPmDJkyZYpUz9bWNspkumTJkjp4Z0IkLfPnz+fMmTNsMTbGODgYmjeHli0NHZaIwowZM7h58yb79++nYcOGnD9/PnwWPQAzZ2rHhe7cCY0bw7//alcaEUKIGHTs2JH169dz4MABSpUqRZ06dXj79i0bNmygZs2a7N+/P9q6PXv2DF8FJLre68GDB3P37l0qVKhAnjx5UKvV3Lt3j/379/Pp0yeGDBkS5WRKb29vxo0bB2jnCb1584aLFy+GbyzTrVs35s+fn8B3/51i3esxCQoKClLy58+vmJmZKZcuXQo/7uPjoxQsWFAxNTVVHj58GOt1ihYtqgDKzp07IxyfPn26Aig9evSIVAdQHB0dE/oWwslW6SIpe/LkiWJhYaEAyuLZsxVl7FhFefUqUjm5/0mHj4+PYm9vrwBK2bJlFX9//4gF3r9XlBIltFvbFy+ufZ1Acv9Tt6R8/2Wr9Mhi2yrd0dExyvMfPnxQhg0bpuTMmVMxMzNT7O3tlb/++ivWrdI/fPigmJmZKWnTpo203XmYzZs3Ky1atFDs7OyUdOnSKSYmJkrOnDmVpk2bKgcOHIiyDhDhYWZmpmTJkkWpUqWKMmTIEMXLyyvW/4swibFVerJMsA8ePKgASufOnSOdW7lypQIo48ePj/Ead+/eVQClXLlykc6FhIQomTJlUszNzRU/P78I5yTBjlpS/gErvl/z5s0VQKlUqZISEhISbTm5/0nLvXv3lEyZMimA0qFDByU0NDRigUePFCVrVm2S3bChogQHJ6g9uf+pW1K+/5JgJ75If8R/4/z58wqgtG/fXk8RxV9iJNjJcgx22KzQsJmlX3NxcQHg+PHjMV7j5cuXAOTLly/SObVaTZ48efD39+efKMYp+vj48Ndff+Hm5saiRYu4cuVKfN+CEEnegQMH2LFlC11VKhbNmycbyiQjdnZ2bN68GSMjI1avXs28efMiFsiTRztMxMwMdu2Cv/82TKBCiBRvxowZAPTq1cvAkehXshyDfefOHQAKFCgQ6Vy2bNmwsLAILxMdm8/bBj948CDSudDQUB4/fgxodxWqWbNmhPNeXl7hM2PD1K5dm1WrVkW7HmSYwMBAAgMDw19/vcOREEnFx48f+eWXXxgETFMUGDkSDh40dFgiHpycnJgxYwaDBg1i4MCBFC9eHEdHxy8FKlSAVasgKAg+d0wIIYQuPH78mPXr13Pt2jU2bdqEi4sLlSpVMnRYepUsE2yNRgNo12WMipWVVXiZ6BQsWBA7OzvOnz/P3r17qVevXvi5WbNm8ebNG0DbW/21wYMH06xZMwoWLIipqWn4znb79++nfv36nD17NsI2ot+aMmUK48ePj3T8+vXr8VoXMqnx9vbmqqyvm2LMmzcP5f59xn5+/dTREZ8Y7q/c/6SpVq1a1KtXj71799K0aVPc3d3Jli3blwI//qj9N4H3Tu5/6paU739oaCiKohAQEBDlKhUi4YKDgyPuIot2hbaRI0diYWFB3bp1mTdvXqQySUlgYCCfPn3i9u3bMX5a6xfTpkTf0s3oFf366aefFEC5c+dOlOdz5MihWFlZxXqdAwcOKCYmJoparVaaNm2qDB06VHF2dlYApVixYgqgTJ06NdbrhISEhE8K2Lp1a4xlAwICFI1GE/548uSJjMEWScqtW7cUUxMTZb92QTdFqVFDUb4dw/sNuf9J14cPH5SSJUtGP+kxzIsXitKokXZ8djzJ/U/dkvL9lzHYiS+2MdjJgYzB/iys5zq6XmpfX99oe7e/5uLiwsmTJ6lTpw5Hjhxhzpw5vHnzhu3bt4d/lBrbkA/QjtkOW3ompgXXAczMzLCysorwECKpUBSF3r170yQoiNqAYmYGCxfKhjLJmLm5Odu3bydTpkxcuHCBXr16Rd2T1727dlx2kyaQhHuahBAiOUiWCXbY2Ouoxlm/fPkSPz+/KMdnR6VChQrs2bOHd+/eERAQwIULF2jcuHH4xMW4Lk4eNqb7w4cPcSovRFLk7u6O5+HDzP78WvXrr1CwoEFjEgmXN29e3N3dUavVrFq1Kup1YefNAxsbuHgRfv5Z+/mFEEKI75IsE+yw3mUPD49I5w5+nogVYTJPPD169IhTp05hb29PsWLF4lTn3LlzgPYXmRDJ0YcPHxg6dChTgKwARYrAsGEGjkroSs2aNZk+fToAgwYN4uzZsxEL2NrCpk1gZARr18KsWfoPUgghUohkmWDXrFkTOzs71q9fz+XLl8OPazQa3NzcMDU1pUOHDuHHX7x4wc2bNyMNKfHz84v0UalGo6F9+/aEhISEb88Z5sqVKwQFBUWK58yZM0ybNg0TExNatGihg3cohP5Nnz6dp0+fsi17dkIqVYJFi7TLuIkUY9CgQbRs2ZKgoCBatmzJ69evIxZwcoI//tA+HzJElu8TKUaUw6KE+Cwxvj6S5SoixsbGLF26FBcXFxwcHCJslf7o0SN+//33CD3JI0eOZNWqVaxYsSLCFuc7duxg1KhR1KhRgxw5cvDq1St27drF69evmThxIg0bNozQ7syZM9m7dy9Vq1Yld+7cmJiYcO3aNTw8PFCpVMyfP5/8+fPr6X9BCN159OhReO/mz3PmYNSsmYy7ToFUKhVLly7Fy8uLW7du0aZNGw4cOBBx5aO+fbXDRFatglat4MIFiGK/ACGSg7Cv7aCgINKmTWvgaERSFdZ5GtMqcPGVLBNs0K7xeurUKcaOHYu7uztBQUEUK1aMadOm0apVqzhdo1ixYpQoUQIPDw+8vb2xtramYsWKDBo0CCcnp0jlGzVqhI+PD15eXhw6dIhPnz6RLVs2XF1dGTBgAOXLl9f12xRCL4YNG4ZRQADVq1enmSTXKVpYZ0T58uX5+++/GTduHBMnTvxSQKXSfnpx/Tr4+UFIiOGCFSKBTExMMDMzQ6PRYGlpiUp+tolvKIqCRqPBzMwMExMTnV1XpcjnJgYVtuKJRqNJ1iuKXL16laJFixo6DPEdTpw4QVNHR64B6nbtyLx4MZibx+sacv+Tn3Xr1tGuXTsA9u7dS926dSMWePEC0qWDOPxckvufuiX1++/r68uzZ8+wsLDA2toaExMTSbR1KCAggDRp0hg6jHhTFIWgoCA0Gg1+fn7kzJkz1jwsPjlbsu3BFkIkXEhICP3792cSnyc2enmBqamBoxL60LZtW86cOcOCBQto164dFy9ejDhJO3v2iBVevoSvN6kRIpkIS4S8vb159uyZgaNJeT59+oRpMv69YWZmFqfkOr4kwRYiFVu2bBmqy5f5OezA3LlgLD8WUos//viDCxcu8O+//9K8eXNOnToVuSdKUWDmTPjtN+2kxypVDBOsEAkQtu9EUFAQITLsSadu375NvmQ6T8PIyEinw0K+Jr9JhUilfHx8+HXUKHbweTmh1q0hActbiuTHzMyMzZs3U7p0aTw9PRk4cCALFy6MXPDCBQgIgJYtwdNTerJFsmViYpJoCVVqpVark+UQkcSWLJfpE0IknJubG7XfvKEKoKRLBzNmGDokYQB58uRh3bp1ACxatAh3d/eIBVQqWLpUuy768+fg6grBwQaIVAghkg9JsIVIhR4+fMiK2bOZ/vm1avRoyJnToDEJw3FxcWHUqFEAdO/ePfIuuRYWsG0bWFrC8eMwcqQBohRCiORDEmwhUqFff/0V+0+fsDIyQvnhBxg40NAhCQMbP348Dg4OvH//nhYtWhAQEBCxQOHCsGKF9vnvv8OWLfoPUgghkglJsIVIZS5cuMD69es5Adzbvx+Vu7vs2CgwNjZmw4YNZM6cGS8vLwZG9UdXs2YwdKj2eefO8OSJfoMUQohkQhJsIVIRRVEYMmQIAO3ataP4Tz9B6dIGjkokFTly5GDt2rWoVCoWLVrExo0bIxdycwNnZ+2/uXLpP0ghhEgGJMEWIhXZs2cPvsePU9fEhMmTJxs6HJEEOTs7xzwe29gYDhzQbqkum3UIIUSUErRM3+PHj3UVB+nTp0/WOxkKkdQFBwczbOhQlgOVgoK0k9YGDDB0WCIJGjduHCdPnuTEiRO0aNGCs2fPkjZt2i8Fvk6sNRrS/fMPJOGd/IQQQt8SlGDnzZtXZ9uNjh07ljFjxujkWkKIyJYuXUrxW7eohHZZPlXLloYOSSRRYeOxS5YsiZeXF0OGDGH+/PmRC754AQ4O2D55AuXKQYkS+g9WCCGSoAQl2GPGjNFZgu0oG1wIkWj8/PxwGzOGE59fq4YPhxw5DBqTSNrCxmO7uLiwYMECatSoQbNmzSIWypoVChZEffcuNG+u3ZDG2towAQshRBKSoAR73LhxOgpDCJGY/vjjD1q/fk1eQMmZE9XgwYYOSSQDzs7ODB8+nGnTptG1a1fKlClD3rx5vxRQq2H1aj4VK4bp3bvQtSts3ixjs4UQqZ5MchQihXv9+jUrpk9n1OfXqilTwNzcoDGJ5GPixIlUrFgRjUZDmzZtCAoKilggUyae/P47mJjA1q0wZ45hAhVCiCQkwQm2v7+/LuIQQiQSNzc3+n/4gDWglCoFbdsaOiSRjJiYmLBhwwasra05e/YsY8eOjVTmY/Hi2s1nAIYMgXPn9BylEEIkLfFKsA8dOhTpmLW1NUWLFqV9+/bMmjWLEydO4Ofnp7MAhRDf79GjRyxYsICTgH/27KimT9d+rC9EPOTNm5elS5cCMHXq1Ch/F9C3r3YcdnAwDBoEiqLnKIUQIumI02/aoKAg2rdvT+3atfnll19QvvrBmTlzZq5fv866desYPHgwTk5OpE+fnkKFCtGmTRtmzpzJ0aNH0Wg0ifYmhBBRGzt2LJ8+fcKnRg3SPnoEtWoZOiSRTDVv3pyePXuiKArt2rXj5cuXEQuoVLB0KXTrBjt2yDhsIUSqFqdJjkuWLCFr1qxYWFgQHBzMxo0bad26NQDPnz/n6dOn/Pvvv5w/f55///2Xc+fOcefOHe7cuYO7u3v4dfLly0eZMmUoU6YMw4YNS5x3JIQA4OrVq6xevRqAKVOmoDIxMXBEIrn7448/OH36NFeuXKFDhw4cOHAA9defiFhbw5IlhgtQCCGSCJWixP453ps3b8iUKRMZM2bk7du34a+j0759e9avX8+mTZu4dOkSly5d4vLly7x48ULbqEpFSEiI7t5FMubr64u1tTUajSZZb7Rz9epVispGE0lKo0aNaL5rF4ElS9Lt33+1k9ASidz/1OPGjRuULVsWf39/pk2bxrBhw6K//2vXQuHCULas/gMVeiPf/6lbarr/8cnZ4tSD/W0yHVNy/bVmzZpFWDf19evX4Qm3ECLxnDlzhg+7dtEeUK5dg6dPIV8+Q4clUoAiRYowZ84cunXrxq+//kr16tUxj2pVmsWLoWdP7dfdxYuQPr3eYxVCCEPR62ynzJkzh6+rKoRIHIqiMGrECKZ9fq3q1UuSa6FTXbp0oWXLlgQHB9OmTZuoJ7a3agV588KDB9px2TLpUQiRishyAkKkMIcOHSLbyZOUAUItLGD0aEOHJFIYlUrF4sWLsbW15d69e0yePDlyofTpYdOmL+tjL1ig9ziFEMJQJMEWIgVRFIUxI0cy6fNr9fDhkDmzQWMSKVP69OlZv349RkZG7NmzhzVr1kQuVK4czJihfT5okHaoiBBCpALxSrCjmg/5+PFjnQUjhEiYHTt2UPziRX4AQm1sYMAAQ4ckUrDKlSuHbzzTu3dv7ty5E7lQv37QqBF8+qQdNvL+vZ6jFEII/YtXgn327NlIx/LmzUuOHDlo1KgRkydP5u+//5aNZoQwgJCQEMaPHs1vn1+rf/sNLCwMGpNI+UaNGkWZMmXw8/OjdevWfPr0KWIBlQqWL4fcueHuXdi3zzCBCiGEHsVpFZEwhQsXjnSsVKlSXLt2jd27d7N7925UX20u0Lx5c0qWLEnJkiUpVaoUOXPmTHjEQogobdy4Ea/r12lvYYFH/fqY9uhh6JBEKmBkZMTUqVNp2bIlnp6ejB49munTp0cslDEjbNwIvr5Qu7ZhAhVCCD2KV4IdFU9PT4KCgrhy5QoXL17E09OTixcv8r///Y9t27axbdu28KQ7U6ZM4cn2tGnTYrmyECKugoKCwj+qdx45EtNRowwckUhNsmXLxrJly2jatCkzZsygVq1aODs7RyxUubJhghNCCAPQySRHExMTSpcuTbdu3Vi4cCHnzp3Dz8+Py5cvs2zZMnr16kWFChX48OEDf//9N7///rsumhVCfLZixQqe37tHlixZ6Nevn6HDEalQkyZN6NmzJwAdO3bk9evX0Rd++BA6dQJ/f73EJoQQ+pbgHuzoGBkZUbx4cYoXL07nzp0BCA0N5caNG3h6eiZWs0KkOgEBAcwdN45HwLNChbBQy+JAwjBmzpzJ8ePHuXHjBl26dGHXrl0Rhg0CEBoKderAzZtgagp//WWYYIUQIhHp9TexWq3mxx9/pEOHDvpsVogUbfHixbR/8YLMQHFfX0iTxtAhiVTK3NycDRs2YGpqyp49e1gQ1drXajXMm6ed/LhkCbi76z9QIYRIZNLVJUQy5u/vz/JJk+j7+bXazU2bwAhhICVKlAif5Dh48GCuXr0auVDNmhA2T6B7d7h3T48RCiFE4kvQb+LHjx/r7OHr6xvv9s+fP0/dunVJnz496dKlo2LFimzatCle17hx4wZt27YlW7ZsmJmZYWtrS//+/Xn79m20dQ4ePIijoyOWlpZYWVnh5OTE4cOH4x2/EAk1f/58unt7kxYIrVxZ+9G7EAbWr18/6tSpQ2BgIK1bt+bjx4+RC40bB1WratfFdnXVrpMthBApRILGYOfNmzfy+LrvNHbsWMaMGRPn8kePHsXFxYU0adLg6uqKpaUlW7dupVWrVjx58oTBgwfHeo1//vmHWrVq8fHjRxo1akT+/Pm5fPkyc+bM4cCBA5w5c4ZMmTJFqLN27Vrat29P5syZ6dSpEwDu7u789NNPbNq0iebNm8frfQvxvd6/f89aNzf+/fxaPXmy9mN3IQxMpVKxYsUKSpQowdWrVxk+fDhz5syJWMjYGNavhxIl4MIFbY+2TIAXQqQQKiWq7RnjaNy4cTpLsKtXr46jo2OcygYHB1O4cGGePn3KP//8Q8mSJQHQaDSUL1+ehw8fcvv2bWxtbWO8TrFixbh69So7d+6kYcOG4cdnzJjBsGHD6NGjB4sWLQo//u7dO+zs7DA2NubSpUvkypULgKdPn1KqVCkA7t+/j6WlZZzft6+vL9bW1mg0GqysrOJcL6m5evUqRYsWNXQYqcrkyZPJPHo0PwOhTk6ojxwxWCxy/1O36O7/gQMHqPP5U5U9e/ZQr169yJV37oTGjaF0aTh9WuYQJEPy/Z+6pab7H6+cTUmGDh48qABK586dI51buXKlAijjx4+P8Rp3795VAKVcuXKRzoWEhCiZMmVSzM3NFT8/v/Djixcvjvba48aNUwBl1apV8XovGo1GARSNRhOveknNlStXDB1CqvLu3Tsll7W18g4UBRTl9GmDxiP3P3WL6f4PHDhQARQbGxvl+fPnURfaskVRAgISKTqR2OT7P3VLTfc/PjlbspwNdezYMYDIGxkALi4uABw/fjzGa7x8+RKAfPnyRTqnVqvJkycP/v7+/PPPPzptVwhdmDVrFk81GhoWLEjoggWyiYdIsqZMmUKJEiXw9vamU6dOhIaGRi7UrBmYmek/OCGESCTJMsG+c+cOAAUKFIh0Llu2bFhYWISXiY6NjQ0ADx48iHQuNDSUx48fA3D79u04tRt2LLZ2AwMD8fX1jfAQIj7evn3Ln3/+CUDfSZNQ9+pl4IiEiJ6ZmRnr168nTZo0eHh4MHv27OgLBwdrJz9Onqy3+IQQIjEk2kYziUmj0QBgbW0d5XkrK6vwMtEpWLAgdnZ2nD9/nr1790YYGzhr1izevHkDgI+PT5zaDRuLE1u7U6ZMYfz48ZGOX79+HQsLixjrJmXe3t5RL8cldG727Nlk9/UlW8GCFCpUKEn8v8v9T93icv+HDh3KxIkTGT58OLlz56Zw4cKRylicOEHe8eNR1Goe5MqFf5kyiRWy0CH5/k/dUtP99/Pzi3PZZJlg64JKpWLBggU0aNCAhg0b0rhxY/Lnz4+XlxceHh4UK1aMK1euoNbxmsIjR45k0KBB4a99fX3JnTs39vb2MslRxOr169d4rVvHdcDb3JwshQtrd8MzMLn/qVtc7v+PP/7I//73P3bu3MmYMWO4cOEC5ubmEQsVLQrnzqFavRq7X38FLy/4ZiUnkfTI93/qlpruf3xGHSTLISJhPcjR9RaHzfKMjYuLCydPnqROnTocOXKEOXPm8ObNG7Zv3x6+okmWLFni1G7Yf3ps7ZqZmWFlZRXhIURczZgxg+EfP6IGMhcokCSSayHiQqVSsXTpUrJnz86NGzeiX0p1/nwoWBCePYMuXbTTeIUQIplJlgl2TOOdX758iZ+fX5TjpKNSoUIF9uzZw7t37wgICODChQs0btyYK1euAFC2bNk4tRvT+GwhdOG///7jxJw5NAMUlQrVuHGGDkmIeLGxsWHVqlUALFq0iJ07d0YuZGEBGzdq/3jctUu7rboQQiQzyTLBDutd9vDwiHTu4MGDEcp8j0ePHnHq1Cns7e0pVqyY3toVIibTpk1jRGCg9oWrK9jbGzYgIb7DTz/9FN573bVrV54/fx65UKlSXzadGTIELl3SY4RCCJFwyTLBrlmzJnZ2dqxfv57Lly+HH9doNLi5uWFqakqHDh3Cj7948YKbN29GGtrh5+eH8s3HjxqNhvbt2xMSEsKUKVMinGvZsiXW1tbMnTuXp0+fhh9/+vQp8+bNw8bGhiZNmujwnQqh9eLFC87On09jQFGrUcVj11MhkprJkydTqlQp3rx5Q8eOHaNeuq9PH2jUCIyM4O5d/QcphBAJkKBJjl26dPmueiqVimXLln13u8bGxixduhQXFxccHBwibJX+6NEjfv/9d/LmzRtefuTIkaxatYoVK1aEb28OsGPHDkaNGkWNGjXIkSMHr169YteuXbx+/ZqJEydG2N0RIEOGDMybN4/27dtTunRpWrVqBWi3Sn/z5g3u7u7x2sVRiLiaOnUqIz990r5o3RqiWIFBiOQibOm+0qVL8/fff/Pnn39GHpOtUsHy5fDiBfz4o2ECFUKI75WQHW1UKlWUD7VaHeNxtVqdkGbDnTt3Tqldu7ZiZWWlpE2bVilfvryycePGSOU6duyoAMqKFSsiHL98+bJSv359JXv27IqJiYliY2Oj1K9fXzly5EiM7e7fv1+pVq2aki5dOsXCwkJxdHRUDh069F3vQXZyFLF58uSJktnUVLkHSqharSi3bhk6pEjk/qdu33v/w3bHNTExUS5evBh7hZCQ72pHJC75/k/dUtP9j0/OplKU75+i/ejRowivQ0ND6d+/P//88w/9+/enWrVqZM2aVTs568QJ5syZQ6VKlfjzzz+xs7NL0B8GKUW89rVPwlLTMj369ssvv7BgwQKcqlbl8IQJqJycDB1SJHL/U7fvvf+KotCsWTO2b99OoUKF8PT0JF26dFEXPn0afv4Ztm/XrjIikgz5/k/dUtP9j0/OlqAhIra2thFeT506lXPnzuHl5UX27NnDjxcqVAgHBwc6d+5MqVKl2LJlC8OGDUtI00KkCo8fP2bJkiUAjJk4EVX16gaNRwhdUqlULFmyhHPnznHr1i0GDRrE4sWLoy48fjxcvw6tWsHZs5AmjX6DFUKIeNDpJMdly5bRsmXLCMn113LmzEnLli3DEwYhRMwmT55MraAgajk6Ul2Sa5ECZcqUidWrV6NSqfjrr7/Yvn171AVXrgQbG7h8GaSDRgiRxOk0wX769ClpYulVSJMmTYQVOIQQUXv48CHXli1jH7Dz3j0IW6JPiBSmZs2aDBkyBIBu3brx7NmzyIVy5IDPa2gzdy5EtYa2EEIkETpNsHPlysX27dsJCAiI8ry/vz/bt28nV65cumxWiBRp0qRJjA4JAcDc2RnMzAwckRCJZ9KkSZQuXZq3b99Gv3Rf3boQttpI587w5Il+gxRCiDjSaYLdrVs37t+/T5UqVdi5cydv3rwB4M2bN+zYsYOqVavy8OFDunfvrstmhUhx7t27x80VK6gNhBoZwa+/GjokIRKVqakp69evx9zcnMOHDzNz5syoC7q5Qbly8O6ddsnK4GD9BiqEEHGg0wR76NChdO7cmUuXLtG0aVOyZMmCiYkJWbJkoVmzZly+fJlOnToxdOhQXTYrRIozadIkRn/uwVN36gSy6o5IBQoVKsSsWbMA+PXXX/H09IxcyNRUu5W6lRVkzgwfP+o3SCGEiIMErSLyLbVazbJly+jQoQOrVq3if//7HxqNBmtra0qUKEH79u1lopYQsbhz5w63V60K771Wjxpl6JCE0Jtu3bpx4MABtm3bRps2bbh48WLkpfvs7ODCBfjhB+2GNEIIkcToNMEO4+joiKOjY2JcWogUb8KECfz2eXl66b0Wqc3XS/fdvn2bAQMGRL3yVIECX54rCgQEQNq0+gtUCCFioNMhIkKIhLl58ybb1q3DCFCMjEB6r0UqlDFjRtasWYNKpWLp0qVs3bo1+sK+vtC2LTRpAlFNjBRCCAOQBFuIJGTChAn4KwrzGjZEdfOm9F6LVMvJyYnhw4cD0L17d55Et2LI06ewYwccPAgzZugvQCGEiEGChoh06dLlu+qpVCqWLVuWkKaFSHGuXbvGxo0bARg3bpx2fKkQqdiECRM4fPgw58+fp3379hw+fBgjI6OIhezttetid+umXW2nWjWoXNkwAQshxGcJSrBXrlz5XfUkwRYisvHjx9NNUQiqW5dSpUoZOhwhDM7ExIT169dTsmRJjh8/zrRp0xgV1bCpLl3g8GHYsEG7dN+lS5Axo/4DFkKIzxKUYD948EBXcQiRqnl5efFk82Y2ASEnT2rHlVpZGTosIQzuhx9+YN68eXTu3JkxY8ZQs2ZNKlSoELGQSgWLFsH583D3LnTtCtu2yQojQgiDSVCCbWtrq6s4hEjVxo0bx9jPz41atJDkWoivdOzYkQMHDuDu7k6bNm24fPkylpaWEQtZWYG7O1SqpB2TPW8e9O1rkHiFEEImOQphYJ6enrzcsYPagGJsLLs2CvENlUrFokWLyJMnD/fv3+eXX36JumDp0jBzJmTPDkWL6jdIIYT4is4T7ODgYP7880/Kly+PlZUVxsZfOskvX75M7969uX37tq6bFSLZGjt2bHjvtapjR1k5RIgopE+fnnXr1qFWq1mzZg3r1q2LuuAvv8C1a+DkpN8AhRDiKzpNsD9+/IiTkxNDhgzh0aNHWFlZoXzeMAMgX758rFixgtWrV+uyWSGSrXPnzvFm794vvdey7rUQ0apatSq//fYbAL169eL+/fuRC6lUkCHDl9fPnmk3ohFCCD3SaYLt5ubG6dOnmTJlCi9fvqRbt24RzltbW+Po6MjBgwd12awQydaYMWOk91qIeBg9ejRVqlTh/fv3tGnThqCgoOgLb9gAhQvDX3/pL0AhhEDHCba7uztOTk4MGzYMlUqFKooZ3HZ2djx+/FiXzQqRLJ06dYrDHh7cU6kINTeX3msh4sDY2Jh169ZhbW3NuXPnGD9+fPSFnz4FPz/o3x+8vPQXpBAi1dNpgv348WPKli0bYxlLS0s0Go0umxUiWRozZgwhgFe3bqhfvJDeayHiyNbWlr8+90q7ublx7NixqAsOHgz16kFgILRsCe/f6y9IIUSqptME29LSklevXsVY5t69e2TOnFmXzQqR7Bw5coSjR49iamrK6NGjZVk+IeKpZcuWdOnSBUVRaNeuHW/evIlcSK2GVasgVy64fRt69JDx2EIIvdBpgl2xYkV2796Nj49PlOefPHnCvn37cHBw0GWzQiQriqIwevRoxgETGzcmT548hg5JiGRp9uzZFCxYkGfPntG9e/cIk+rDZcqkXR/byEg7JnvpUv0HKoRIdXSaYA8dOpR3795Rs2ZNTp8+TXBwMAD+/v4cPnwYFxcXgoODGTRokC6bFSJZ2b9/P6qzZxkLDN2+HWL51EcIETULCws2bNiAiYkJ27dvZ/HixVEXrFwZ3Ny0z/v1gxs39BekECJVStBOjt9ycHBg3rx59O/fP0IvddiOW0ZGRixYsIAyZcroslkhko2w3uvpn1+rOnWCLFkMGZIQyVrp0qWZOnUqgwcPZuDAgVStWpWiUW0yM2QInDgBP/4IP/yg/0CFEKmKThNs0K5NWr16dRYtWsS5c+d4+/YtVlZWVKhQgd69e/Pjjz/qukkhko3t27eT7tIlagGKiQkq2bVRiAQbMGAAhw4d4sCBA7i6unL+/HnSpk0bsZBard1C3Vjnv/aEECKSRPlJU6RIEWbPnp0YlxYi2QoJCWHMmDHM+fxa1aUL2NoaNCYhUgK1Ws3KlSspUaIE165dY/DgwSxYsCBywa+T66Ag8PSEihX1F6gQItXQ+VbpQoioubu7k+naNWqg7b2Wda+F0J2sWbOG7xK8cOFCtm/fHn3hd+/AwUG7nbqsjy2ESAQJ6sHu0qULKpUKNzc3smbNSpcuXeJUT6VSsWzZsoQ0LUSyEhwczLhx4wjbT07VrRvI6iFC6JSzszNDhw5lxowZdO3alTJlykS9So+1tXZ1kYAAaNECLlyQpTKFEDqVoAR75cqVqFQqhg8fTtasWVm5cmWc6kmCLVKblStXcvfOHQ6kS4dD5syopfdaiEQxadIkjh07xvnz52nXrh1HjhzB+Ntx12HrY5cuDXfuQLdu2qX8oth9WAghvkeCEuwHDx4AkDNnzgivhRBfBAQEMH78eBQg26RJqPv10/6CF0LonKmpKRs2bKBUqVKcPHmSyZMnM3bs2MgFM2WCTZugWjXYvFk7ZKRPH/0HLIRIkRL0W97Ly4vAwMDw3gFbW9s4P3Th/Pnz1K1bl/Tp05MuXToqVqzIpk2b4nWN58+f079/f+zt7UmXLh1Zs2alatWqrFmzhpCQkEjlVSpVtI9OnTrp5H2JlGXhwoU8ffqU3Llz07NnT0muhUhk+fPnZ+HChQBMmDCBEydORF2wQgWYMUP7fNAgOH9eTxEKIVK6BPVgN2nShLFjxzJmzBgA7OzsGDBgAP369dNJcDE5evQoLi4upEmTBldXVywtLdm6dSutWrXiyZMnDB48ONZr3L9/nwoVKvDmzRtcXFxo0KABvr6+7Nixgw4dOnDkyBFWrFgRqZ6trW2UyXTJkiV18M5ESvL+/XvcJk9mNZDbxYU0JiaGDkmIVKFt27YcOnSIVatW0bZtWy5fvkymTJkiF+zXT7s+9rZt2qEily7JH8FCiIRTEsDMzEwZPXp0+GuVSqWMHz8+IZeMk6CgICV//vyKmZmZcunSpfDjPj4+SsGCBRVTU1Pl4cOHsV6nV69eCqDMmjUrwvF3794pefLkUYBI1wEUR0dHXbwNRVEURaPRKICi0Wh0dk1DuHLliqFDSJLGjx+v1AFFASU0bVpFefHC0CElCrn/qVtSvf/v379XChQooABKgwYNlNDQ0KgL+vgoStOminL7tn4DTCGS6v0X+pGa7n98crYE/ZmeJ08eTp06FWEohUoPk0SOHDnCvXv3aNOmTYReY2tra0aNGsWnT59YtWpVrNe5f/8+AHXr1o1wPH369FStWhUAb29v3QUuUhVvb29+nzGDCZ9fq375BbJlM2hMQqQmFhYWbNq0CVNTU3bv3s3cuXOjLmhtDVu3QoEC+g1QCJFiJSjBbtOmDcePHydjxozY2dkB8Oeff2JnZxfjI3/+/AkK+tixY4B2SaZvubi4AHD8+PFYrxO2ne6+ffsiHPfx8eH06dNky5YNe3v7SPV8fHz466+/cHNzY9GiRVy5ciW+b0GkAtOmTaOGnx9lASVdOhg2zNAhCZHqlCxZkpkzZwIwdOhQLl68GHulv/+GU6cSOTIhREqWoDHYo0ePJk2aNOzdu5fnz5+jUqlQFAVFUWKsF9v52Ny5cweAAlH0NmTLlg0LC4vwMjEZOnQou3fvZuDAgRw4cIDixYuHj8E2Nzdn+/btkbfbRTu5s0ePHhGO1a5dm1WrVpElS5bvfFciJXn27Bnz587l7OfXqn79IHNmg8YkRGr1yy+/8Pfff7Nz505atWrFxYsXsbS0jLrwrl3QuDFkzaodjy2fOgkhvkOCEmxjY2NGjBjBiBEjAO12tQMHDgyf9JhYNBoNoB0SEhUrK6vwMjHJmjUrZ8+epV27duzfv58DBw4AkDZtWnr27EmJEiUi1Rk8eDDNmjWjYMGCmJqacvXqVSZOnMj+/fupX78+Z8+excjIKNo2AwMDCQwMDH/t6+sba5wi+ZkwYQL1AgMpAShWVqiGDDF0SEKkWiqViuXLl1OyZEnu3r1Lr169WLNmTdRDGmvWBHt7uHYNXF21vdnfrqMthBCxUCkJ7U7+yvjx43FycsLBwUFXl4ySs7Mzhw4d4s6dO/zwww+RzufMmRM/P79Yk+y7d+/SoEEDLCws+PPPPylZsiQ+Pj6sXbuW0aNHU758eU6ePBljwgwQGhpKjRo1OH78OFu3bqVp06bRlh03bhzjx4+PdPzs2bNYWFjE2E5S5u3tjY2NjaHDSBLu379PsyZN8AoNxR541asXr3r3NnRYiUruf+qWXO7/pUuX6Ny5MyEhIUycOJHGjRtHWc70wQPyt26N0YcPvO7cmf8GDdJvoMlMcrn/InGkpvvv5+dHpUqV0Gg0WMW2+2vizrdMHM2bN1cA5cKFC1Get7CwUHLnzh3rdapUqaKkTZtWeRHFyg4DBgxQAGXt2rVximnt2rUKoAwaNCjGcgEBAYpGowl/PHnyRFYRSWGaNm2qAMroSpUUpU4d7QoFKZzc/9QtOd3/SZMmKYBibm6u3LhxI/qCmzcryucVgJQdO/QXYDKUnO6/0L3UdP/1toqIoYSNvY5qnPXLly/x8/OLcnz2196/f8/p06cpUqQI2aIYY+fk5ARoezziIuyvtw8fPsRYzszMDCsrqwgPkXL8888/bNu2DbVajeuSJbBvn3aFAiFEkjBixAhq1KiBv78/LVu25OPHj1EXbN4cBgzQPu/YEe7e1VuMQojkL1km2I6OjgB4eHhEOnfw4MEIZaLz6dMnIPpl+F6/fg1oE+K4OHfuHAB58+aNU3mR8iiKwvDhw1EDnTp14scffzR0SEKIbxgZGbF27VoyZ87MlStXGDhwYPSFp0+HypVBo4H16/UXpBAi2UuWCXbNmjWxs7Nj/fr1XL58Ofy4RqPBzc0NU1NTOnToEH78xYsX3Lx5M8KY7EyZMlGoUCEeP37M0qVLI1zfx8eH33//HfjSkw1w5coVgoKCIsVz5swZpk2bhomJCS1atNDV2xTJzP79+/n3xAmuqVT8YWkJ/v6GDkkIEYXs2bOzdu1aVCoVixcvxt3dPeqCJiawaRMsWwa//abfIIUQyVqyTLCNjY1ZunQpoaGhODg48PPPPzN48GBKlCjB7du3cXNzi9CTPHLkSIoUKcL27dsjXOfPP//E2NiY7t27U6tWLYYOHUq3bt0oWLAgN2/epFmzZtSqVSu8/MyZM8mRIwdNmjShX79+DB48mNq1a1O1alUCAgKYM2dOgtf4FslTSEgII0aMoBdQWFGw3rYNYpkcK4QwHGdnZ0aOHAlA9+7duRvdEJCcOaFLF9DDJmpCiJQj2a495OTkxKlTpxg7dizu7u4EBQVRrFgxpk2bRqtWreJ0jTp16nDmzBlmzJjBqVOnOH78OGnSpKFIkSKMGTOGXr16RSjfqFEjfHx88PLy4tChQ3z69Ils2bLh6urKgAEDKF++fGK8VZEMrFu3jgdXrjBKpdJOixo7FuI4vEgIYRjjx4/n5MmTnDx5kpYtW3LmzBnSpEkTfYV376BbNxgxAsqV01+gQohkR6fL9BkZGeHq6sq6det0dckUz9fXF2tr67gt+ZKEXb16NXxnzNTm48ePFC5cmA6PHzMRtNstX7+eqtbOTc33XyTv+//06VNKlizJmzdv6NOnT/TbqQP88gssWAB58oCnJ6SSpclik5zvv0i41HT/45Oz6XSIiJWVFblz59blJYVI8ubMmcP7x48ZGvYR8oQJqSq5FiI5y5UrF2vWrAFg3rx5bN26NfrCbm7aP6AfP4bWrSEkRE9RCiGSG50m2OXLl8fLy0uXlxQiSXv9+jVubm4MA6wUBYoXh5YtDR2WECIe6tSpw7BhwwDo2rUr9+/fj7qgtTVs2wbm5todHmXioxAiGjpNsMeNG8eRI0dYvXq1Li8rRJI1fvx4gn196R02oXHyZFAny7nDQqRqkyZNCt+hzdXVNXwp10iKFtWuKgIwZQrs2KG3GIUQyYdOP8c+dOgQ1atXp3PnzsydO5dy5cqRNWtWVN/MvlapVPwmf/mLZO7WrVssWrSIEODa6tVUunsX6tUzdFhCiO9gYmLCxo0bKVmyJOfPn2fo0KHMnj076sKurnDuHMyaBR06wPnzUKiQXuMVQiRtOk2wx40bF/7c09MTT0/PKMtJgi1SguHDhxMSEkKDBg2o1KaNocMRQiRQnjx5WL16NQ0aNGDOnDlUq1aN5s2bR114+nTtRMfHjyG63SCFEKmWThPso0eP6vJyQiRZx48fZ+fOnfygVjNt2jRDhyOE0JH69eszbNgwpk+fTteuXSlZsiQ//PBD5IImJrB5s3ZCc6ZM+g9UCJGk6TTBjm17ciFSgtDQUAYPHkwF4ExoKOpJk2DNGhl7LUQKMWnSJM6cOcOpU6do0aIFZ8+ejXp97KxZI75+/RoyZ9ZPkEKIJE0yAiHiad26dXh6ejLDyEj7DWRmJsm1EClI2HhsGxsbLl++zIABA2KvtHw55M2rXV1ECJHqJVpWEBISwn///cfjx4+jfAiRHPn5+TFixAhqA9VCQrTJ9fjxhg5LCKFjOXPmZN26dahUKhYvXsz69etjrnDqFPj7Q6tW8OCBfoIUQiRZOk+wPT09cXFxwcLCghw5cpAvX75IDzs7O103K4ReTJs2jZfPn/OniYn2QN++IJsrCZEiOTs7M3r0aAB+/vlnbt68GX3hBQugbFl4+xaaNtUm20KIVEunCfbly5epVq0aZ8+exdnZGUVRKF68OM7OztjY2KAoCo6OjrRv316XzQqhFw8fPmTGjBm0BQoHBWk3nRg50tBhCSES0dixY3FycuLDhw+0aNEC/+gS5zRptJvQZMkCly9D9+6gKHqNVQiRdOg0wZ44cSIA586dY+fOnQA0adKE/fv38/DhQ3r27MnVq1cZO3asLpsVQi+GDRuGOjCQmWZm2gMjR0LGjIYNSgiRqIyMjFi/fj3ZsmXj6tWr9O7dGyW6xDl37i8ri6xfr10nWwiRKuk0wT516hQNGzakSJEi4cfCfhClTZuWefPmkSNHDkaNGqXLZoVIdMePH2fz5s0UUalIb2kJtrbQv7+hwxJC6EG2bNnYsGEDarWaVatWsXTp0ugLOzjAH39onw8dCpcu6SdIIUSSotMEW6PRRBhfbWJigp+f35fG1GqqV6/O4cOHddmsEIkqJCQkfBWB8j16YPLgAezcqf1IWAiRKlSvXh03NzcA+vbty8WLF6Mv3KcPdOoEY8dCiRL6CVAIkaToNMHOkiUL7969C3+dLVs27ty5E6FMQEBA9GPYhEiCli9fzuXLl0mfPj0TJkwACwv5pSlEKjR06FAaNGhAYGAgzZo1i/D7LgKVSrts32+/yRKeQqRSOv3Ot7e359atW+Gvq1SpgoeHB2fPngXgxo0bbNq0icKFC+uyWSESzdu3bxk5ciRFgPX165NZdmwTItUKGyKSL18+Hj58SIcOHQgNDY26sEr15bm/P8ydK5MehUhFdJpg16tXjxMnTvDixQsAhg8fjqIoVK1alcyZM1OsWDF8fHxkDLZINkaPHs2bN29YZGFBnbVrQb52hUjVMmTIwNatWzEzM2PPnj1MmzYt5gohIVCzJvTrB5+HmAghUj6dJtg9e/bk2bNnZPrcy1eiRAkOHz5M7dq1sbGxoVatWuzevZsmTZroslkhEoWnpyeLFi2iFuDg56ddGaBbN0OHJYQwsFKlSjFv3jxA+0f40aNHoy9sZARduvC5MOzapYcIhRCGZqzLi5mYmJA1a9YIxypXrszevXt12YwQiS40NJTevXujVhSWW1uDRgO//AI//GDo0IQQSUDXrl05ffo0K1euxNXVlYsXL5IzZ86oC3fvrl0be8ECaNcO/vkH7O31Gq8QQr9k9oUQUVi+fDn//vsvA8zMyK3RaNe7/u03Q4clhEgiVCoV8+fPp3jx4rx69YpWrVoRFBQUfYVZs7RL+L1/D40aQXQTJIUQKYLOE+zg4GD+/PNPypcvj5WVFcbGXzrJL1++TO/evbl9+7aumxVCZ968ecOIESPICEwyMtIenDgRZIKjEOIr5ubmbN26FSsrK06fPs3QoUOjL2xiAlu2QJ48cPcuuLpCcLD+ghVC6JVOE+yPHz/i5OTEkCFDePToEVZWVhF2vMqXLx8rVqxg9erVumxWCJ369ddfefPmDQsyZiSNvz8ULw4//2zosIQQSdAPP/wQ/jtt9uzZbNiwIfrCmTNr19BPm1a7Ac2DB3qKUgihbzpNsN3c3Dh9+jRTpkzh5cuXdPtmQpi1tTWOjo4cPHhQl80KoTNnz57lr7/+AqDwhAlQqhTMmaOd4CiEEFFo1KhR+OpY3bp148qVK9EXLlkStm2D8+ehQAH9BCiE0DudJtju7u44OTkxbNgwVCoVqq/XAf3Mzs6Ox48f67JZIXQiKCiIn3/+GUVR6NixIyV++QU8PcHR0dChCSGSuAkTJvDTTz/h7+9P06ZN0Wg00ReuXRtsbb+8jmnsthAiWdJpgv348WPKli0bYxlLS8uYf/AIYSC///47V69eJWumTPz+++/ag1H8kSiEEN8yMjJi/fr15MmTh7t378a8Cc3Xdu2CwoXh0aPED1IIoTc6TbAtLS159epVjGXu3btH5syZddmsEAl29+5dxo8fjzlwy9QUm/nz4eNHQ4clhEhGbGxswjeh2bVrF1OnTo25QkgITJgA9+9Dw4bg56efQIUQiU6nCXbFihXZvXs3Pj4+UZ5/8uQJ+/btw8HBQZfNCpEgiqLQs2dPAgMDWWZri/WLF7B8uWxrLISIt7JlyzJ//nxAuwmNh4dH9IWNjGD7dsiaFf73P2jfHuLS6y2ESPJ0mmAPHTqUd+/eUbNmTU6fPk3w5yWI/P39OXz4MC4uLgQHBzNo0CBdNitEgqxZs4bDhw9TytSUVs+eaQ/OnQvm5oYNTAiRLHXt2pXu3bujKAqtW7fm4cOH0RfOnRt27AAzM+2/st6+ECmCThNsBwcH5s2bx5UrV3BwcMDNzQ3QDh1xdnbm7t27LFiwgDJlyuiyWSG+m7e3d/gffDty5kQVHKz9qLZhQwNHJoRIzubMmUPZsmV5+/YtTZo0wd/fP/rCFSvC0qXa525usG6dfoIUQiQanW8006tXL7y8vOjTpw/lypUjf/78lCpVip49e3Lp0qVIS/cJYUh9+/blzZs3/JorF3kePND2Ws+ZY+iwhBDJXJo0adi2bRuZM2fm8uXL4SsURatdOxgxQvu8a1eIaak/IUSSlyiL+xYpUoTZs2cnxqWF0Jlt27axceNGbNRqxoZNLhozJuLyWUII8Z1y587Npk2bqFWrFuvWraNcuXL0798/+gqTJ8P169rdHosU0V+gQgid03kPtj6dP3+eunXrkj59etKlS0fFihXZtGlTvK7x/Plz+vfvj729PenSpSNr1qxUrVqVNWvWEBISEmWdgwcP4ujoiKWlJVZWVjg5OXH48GFdvCWhJ97e3vTq1QuAGc2aYfLxI9jbw8CBBo5MCJGSVK9enZkzZwIwePBgjh49Gn1htRo2b9bOAZHNrYRI1nT+Hfzp0yd27NjB+fPn8fHxiTJJValULFu2LEHtHD16FBcXF9KkSYOrqyuWlpZs3bqVVq1a8eTJEwYPHhzrNe7fv0+FChV48+YNLi4uNGjQAF9fX3bs2EGHDh04cuQIK1asiFBn7dq1tG/fnsyZM9OpUydAu8HOTz/9xKZNm2jevHmC3pfQj379+vHq1Svs7e1pvWYNPH0Kvr5gamro0IQQKUy/fv3w9PRkzZo1tGzZEk9PT/LkyRN14a9/BgUFwV9/Qc+e2hVHhBDJh6JDDx8+VAoUKKCo1WpFpVJF+1Cr1QlqJygoSMmfP79iZmamXLp0Kfy4j4+PUrBgQcXU1FR5+PBhrNfp1auXAiizZs2KcPzdu3dKnjx5FCDCdd6+faukT59esbGxUZ48eRJ+/MmTJ4qNjY1iY2Oj+Pr6xuu9aDQaBVA0Gk286iU1V65cMXQIcbZt2zYFUIyMjJR///3X0OGkCMnp/gvdk/sfO39/f6VUqVIKoJQpU0bx9/ePuUJoqKI0aKAooCj9++slxu8l9z91S033Pz45m06HiAwcOJC7d+/Srl07jh49yp07d3jw4EGkx/379xPUzpEjR7h37x5t2rShZMmS4cetra0ZNWoUnz59YtWqVbFeJyyOunXrRjiePn16qlatCmiHEoTZvHkzPj4+9O3bl1y5coUfz5UrF3369MHb25vt27cn5K2JRPbmzZvwoSHbatak3KdPBo5ICJEapE2blu3bt5MpUyY8PT3p2bNnzJMeVSro0EH7fPZsWLhQP4EKIXRCpwn2kSNHqFmzJqtWrcLR0ZH8+fNja2sb5SMhjh07BoCzs3Okcy4uLgAcP3481usULVoUgH379kU47uPjw+nTp8mWLRv29vY6b1cYhqIo9O7dm//++4+mdnY0OHwYqlUDLy9DhyaESAVsbW3ZtGkTRkZGrF69mrlz58ZcoXlz7cRHgL59IaZNa4QQSYpOE+zQ0FBKlSqly0tG6c6dOwAUKFAg0rls2bJhYWERXiYmQ4cOpWDBggwcOJA6deowfPhwevXqRZEiRTAyMmL79u2kTZs2Tu2GHYtLu8Iw1qxZw6ZNmzAzMmK1iQmqkBBo2hRKlDB0aEKIVKJGjRrMmDEDgEGDBsU86RFg5EhtT3ZICLRooV1lRAiR5Ok0wa5QoQI3btzQ5SWjpNFoAO2QkKhYWVmFl4lJ1qxZOXv2LLVr1+bAgQNMnz6dRYsWodFo6NChAyW+SbxiatfKyipCmegEBgbi6+sb4SES34MHD+jTpw8A+2rUIN2tW5AhA8ybZ+DIhBCpzYABA2jXrh0hISG0aNGCBw8eRF9YpdJOdKxWTTsRu359ePVKf8EKIb6LTlcRmTp1Kg4ODmzZsiVZrKZx9+5dGjRogIWFBSdPnqRkyZL4+Piwdu1aRo8ezcGDBzl58iRGOpy9PWXKFMaPHx/p+PXr17GwsNBZO/rm7e3N1atXDR1GlIKDg+ncuTPv37+nib091T8P43k6eDA+3t7w1Th78X2S8v0XiU/uf/z179+fS5cuce3aNVxcXFi7di3m5ubRljeaPBm7tm0xfvWKRwcO4F+6tB6jjZnc/9QtNd1/v7A9M+JApwn23r17cXJyolWrVjg6OlK6dOnwnt2vqVQqfvvtt+9uJ6wHObreYl9fXzJkyBDrdTp16sSjR4+4f/8+2bJlA8DCwoIRI0bw33//MWvWLDZu3Ejbtm0jtZspU6ZIbX5dJjojR44M35o7rF7u3Lmxt7eP8v8qubh69Wr4mPakZuLEiVy+fJkMlpasNzND/ekTuLiQa9QocqlUhg4vRUjK918kPrn/3+fgwYOULVuWO3fuMG3aNDZv3oxaHcMHy4cOQWAgdsWL6y/IOJD7n7qlpvsfn1EHOk2wx40bF/782LFj4ZMCv5XQBPvr8c5lypSJcO7ly5f4+flRvnz5GK/x/v17Tp8+TenSpcOT6685OTkxa9YsLl26FJ5gFyhQgAsXLnDnzp1ICXZM47O/ZmZmhpmZWcxvUOjMuXPnwj8x2Nm+PWkWLAArK+1HrpJcCyEMKGfOnGzbto3q1auzbds2Jk2axJgxY6KvUKhQxNdv3sA3v4uEEEmDThPsWCdr6IijoyNTpkzBw8MDV1fXCOcOHjwYXiYmnz4vz+YdzfCA169fA0RIhh0dHdmwYQMeHh5UrFjxu9oV+qPRaGjTpg0hISG4urpSde5cKF0a0qXTbkUshBAGVqlSJRYtWkSXLl0YO3YsxYoVo0mTJrFXPHUKGjUCNzfo0SPxAxVCxE+ir8qdCIKCghQ7O7sYN5p58OBB+PHnz58rN27cUHx8fCJcp1ChQgqgLFmyJMLxd+/eKYULF1YA5dChQ+HH3759q1hbW8tGM1FIagvNh4aGKk2bNlUAxdbWVnn79q2hQ0rRktr9F/ol9z/h+vXrpwBKunTplP/973+xV5g4UbsJjZGRouzfn/gBxkDuf+qWmu6/wTaa0RdjY2OWLl1KaGgoDg4O/PzzzwwePJgSJUpw+/Zt3NzcyJs3b3j5kSNHUqRIkUibwPz5558YGxvTvXt3atWqxdChQ+nWrRsFCxbk5s2bNGvWjFq1aoWXz5AhA/PmzcPb25vSpUvTt29f+vbtS+nSpXnz5g0LFizA0tJSX/8NIgZz585l27ZtmJiYcLhTJ2IfkS+EEIYzc+ZMatasyYcPH2jUqBFv3ryJucKvv0LHjl+W75P1/IVIUpJlgg3aMdKnTp2iSpUquLu7s3DhQrJmzcrGjRsZPHhwnK5Rp04dzpw5Q4sWLbh+/TqzZs3C3d2dvHnzMnfuXNzd3SPVadeuHfv376dw4cKsWLGClStXYm9vj4eHBy1atND12xTf4d9//2XIkCEAbOralfzjx2vXuo7D0o1CCGEIxsbGuLu7Y2dnx4MHD2jevDlBQUHRVwhbvq9GDfDzg3r14Nkz/QUshIiRSlFi2qtVJDZfX1+sra3RaDSyiogOvH37ltKlS/Po0SO61KvHUk9PVC9fQp8+ENuuaeK7JZX7LwxD7r/uXL16lUqVKuHn50ePHj1YuHAhqpgmZPv4QOXKcOOGtiPhxAntRG49kvufuqWm+x+fnC3Z9mAL8a3Q0NDwpRd/yJePxX5+2uT6xx9h2jRDhyeEELEqWrQoGzZsQKVSsXjxYubFthlW+vSwbx9kzaodJhK2tboQwqAkwRYpxsSJE9m9ezempqYcd3bG+PhxMDeHzZu1/wohRDJQv359pk+fDmh3ffTw8Ii5Qt68sGePdkx2FBuZCSH0TxJskSJs3749fB32nf37k+Ovv7QnFi6EIkUMF5gQQnyHwYMH07lzZ0JDQ2nZsiU3b96MuULZsrByJaRJo5f4hBAxkwRbJHtXr16lQ4cOAPTr25faJ06AokCXLvD5uBBCJCcqlYqFCxdStWpVNBoNDRo04O3bt3GrHBoKI0bAsmWJG6QQIlqSYItk7e3btzRq1Ag/Pz9q1KjB7zNnascj9u8vkxqFEMmamZkZW7duxdbWlrt379KiRYuYVxYJs3Wrdt5Jjx5w4EDiByqEiCRBOzl26dLlu+qpVCqWyV/WIoGCg4Np1aoV9+/fJ2/evLi7u2NiYgIZM8KsWYYOTwghEixLlizs3r2bypUrc+TIEfr168eCBQtiXlmkeXPtp3erV2ufnzih3cVWCKE3CUqwV65cGeVxlUpFVKv/hR2XBFsklKIo9O7dm7///htzc3OOd+uGzebN0KuXoUMTQgidKlasGOvXr6dRo0YsWrSIIkWK0K9fv+grqFSwZAk8fw5//61dI/vsWe1kSCGEXiRoiMiDBw8iPO7du0f9+vXJlCkTEydO5NixY9y4cYNjx44xYcIEMmXKRIMGDbhz546u4hep1JQpU1iyZAlqtZr948aRZ+JE6N0bdu0ydGhCCKFzDRo0CF9ZZODAgezZsyfmCqamsGULFC8OL19C7doQ2+6QQgidSVAPtq2tbYTXU6dO5dy5c3h5eZE9e/bw44UKFcLBwYHOnTtTqlQptmzZwrBhwxLStEjF1q5dy6+//grA0gkTcPjzTwgMhEaNoH59A0cnhBCJY/Dgwdy+fZslS5bg6urK6dOnKVGiRPQVrK21c1IqVYJbt6BhQ+1wESMj/QUtRCql00mOy5Yto2XLlhGS66/lzJmTli1bsmTJEl02K1KRI0eOhI/9H9G/P5137YIXL7SbyaxZA2qZtyuESJlUKhXz58+nZs2afPjwgfr16/PixYuYK+XMqZ3omDUr9O0rybUQeqLTbOTp06ekiWUNzjRp0vD06VNdNitSCS8vL5o0aUJQUBCuLVrg9vAh/PuvdlLjzp1gaWnoEIUQIlGZmJiwefNmChcuzNOnT2nQoAEfPnyIuZK9Pdy7B66u+glSCKHbBDtXrlxs376dgICAKM/7+/uzfft2cuXKpctmRSpw48YNfvrpJ3x9falWtSprMmRAtXOndpzh9u2QP7+hQxRCCL3IkCEDe/bswcbGBk9PT9q3b09oaGjMldKl+/L8+XNYtChxgxQildNpgt2tWzfu379PlSpV2LlzJ28+T6h48+YNO3bsoGrVqjx8+JDu3bvrslmRwt27d49atWrx+vVrSpcuze49ezAuXFj7Uee6deDgYOgQhRBCr/Lnz8+OHTswNTVl+/btjBw5Mm4VNRqoXFm74tLixYkbpBCpmE4T7KFDh9K5c2cuXbpE06ZNyZIlCyYmJmTJkoVmzZpx+fJlOnXqxNChQ3XZrEjBnjx5Qs2aNXn+/DlFixbFw8MDa2trGDgQbt7UrvEqhBCpUJUqVVi+fDkA06dPZ+nSpbFXsraGjh21z3v3hh07Ei9AIVIxnSbYarWaZcuWcfToUTp27EipUqXImzcvpUqVolOnThw5coRly5bFvEC+EJ+9ePGCmjVr8ujRIwoWLMjxMWPI9HWBH34wVGhCCJEktG3blrFjxwLQq1cvDh06FHulceOgWzftluqtW8OpU4kbpBCpUIKW6YuOo6Mjjo6OiXFpkUo8evSIWrVqcffuXWxtbTk1YgQZ27aFIkXg2DHIkMHQIQohRJIwduxY7t69y7p162jWrBmnTp2iePHi0VdQqWDhQvjvP9i9Gxo00C7fV6yY/oIWIoWTNc1EknP79m2qVavG3bt3yZs3L2d/+43MPXtCUBAULiyrhQghxFfCdkeuXr0679+/p169ejx79izmSsbGsHEjVKkCPj7g4gIPHuglXiFSA50n2MHBwfz555+UL18eKysrjI2/dJJfvnyZ3r17c/v2bV03K1KIK1eu4ODgwJMnTyhcuDDnJ0wge+/e8OmTdrz1unXaXwxCCCHCmZmZsW3bNooUKcLTp0+pV68e79+/j7mSubm2B7toUe1yp6am+glWiFRApwn2x48fcXJyYsiQITx69AgrKysURQk/ny9fPlasWMHq1at12axIIf755x8cHR3577//KFmyJGd//RWb7t21yXXTprB+vSTXQggRjQwZMrBv3z6yZMmCl5cXLVu2JCgoKLZKcPCgdohIzpz6CVSIVECnCbabmxunT59mypQpvHz5km7dukU4b21tjaOjIwcPHtRlsyIF2Lx5M05OTrx7945KlSpxauBA0nfqpN0CvXFj7UeZJiaGDlMIIZK0vHnzsmfPHszNzTlw4AC//PJLhI6uKOXIoe3BDnPokPZnrxDiu+k0wXZ3d8fJyYlhw4ahUqmiXC3Ezs6Ox48f67JZkYwpisKUKVNo2bIlAQEBNGjQAA8PD9JVr67d2rdjR9i0SZJrIYSIo3LlyrFhwwbUajVLlixh2rRpca+8eLF2PHa7dhASknhBCpHC6TTBfvz4MWXLlo2xjKWlJRqNRpfNimTq06dPdOvWjVGjRgHQv39/tm/fjoWFBeTJA+fPw4oVklwLIUQ8NWzYkNmzZwMwcuRINmzYELeKP/yg/Zm7ZQv88gvE1vsthIiSThNsS0tLXr16FWOZe/fukTlzZl02K5Khp0+fUqNGDZYvX45arWbx778z69kzjHbu/FIoRw7tclJCCCHirU+fPgwaNAiAjh07cuTIkdgr1awJa9dqf/YuXgxjxiRylEKkTDpNsCtWrMju3bvx8fGJ8vyTJ0/Yt28fDrK1dap26NAhSpUqxenTp7GysuLIokX8vGyZtsekc2d4+9bQIQohRIowY8aM8MmOTZo04X//+1/slVq0gAULtM8nTYI//0zcIIVIgXS+Vfq7d++oWbMmp0+fJjg4GAB/f38OHz6Mi4sLwcHB4X9Ri9QlJCSEcePG4eLigre3NyVLluTGjBk4DhkCN25oe6w9PCJOthFCCPHd1Go1q1atwtHREV9fX+rUqRO3eVA9e8LkydrngwZph+sJIeJMp2ueOTg4MG/ePPr37x+hl9ry88YgRkZGLFiwgDJlyuiyWZEM3L17ly5dunDy5EkAenbrxpwMGTDp2VM7xq9qVdi8GbJlM3CkQgiRsqRJk4YdO3ZQtWpVrl27Ru3atTl16hQZY+vMGDlS+4nizJkg+1cIES8632imV69eeHl50adPH8qVK0f+/PkpVaoUPXv25NKlS5GW7hMpW2hoKHPnzqVEiRKcPHmSdOnSsXb5chb+73+YzJihTa5794bDhyW5FkKIRJI+fXoOHDhArly5uHHjBo0aNeLjx48xV1KpYMYM2LsXpkzRT6BCpBCJsmtHkSJFwmcvi9Tr7t27dOvWjePHjwPg5OTEsmXLyJcvH9y8CXfuaCfRtGhh4EiFECLly5UrF/v376dq1aqcOnWKdu3asWnTJoyMjKKvpFJB3bpfXgcEwP37YG+f+AELkYzptAd7woQJ/P777wTGsED98ePHmTBhgi6bFUnM+/fvGT58OPb29hw/fhxzc3PW/fYbf8+erU2uASZMgKtXJbkWQgg9Klq0KDt37sTU1JRt27bRv3//2DeiCfP+vTbZrlYNrl1L3ECFSOZ0mmCPGzeO4cOHU6NGDV6/fh1lmWPHjjF+/HhdNiuSiNDQUFauXEnBggWZPn06QUFBNKxZk2ft29Nm6lTU3btDaKi2sJmZdlKjEEIIvXJ0dGTNmjWoVCrmz5/P1KlT41ZRpQJ/f+24bGdnePAgcQMVIhnT+RjsAgUK8M8//1ChQgWuX7+u68uLJCgkJIQDBw5QvHhxOnfuzMuXLymYPz8XBw1ix+3bpF+8GIKCIHNm8PU1dLhCCJHqtWzZkj8/L783atQoli5dGnslCwvYtw9+/BGeP9eumf3sWSJHKkTypPMEu02bNqxfv56XL19SpUoVPDw8dN1EuPPnz1O3bl3Sp09PunTpqFixIps2bYpz/bx584Zv6R7dI2zVizAxle3UqZOO32HSFhQUxNq1aylatChDhw7l2rVrWFtasqNdO26YmFDqjz9QPXkCtrawcyfs3g3p0xs6bCGEEGh3zx0xYgQAPXr0YMeOHbFXypgRDh2C/Pm1Pdg//YTRu3eJG6gQyVCiTHJs1aoVefLkoXHjxtSvX5/Zs2fTq1cvnbZx9OhRXFxcSJMmDa6urlhaWrJ161ZatWrFkydPGDx4cKzXGDBgQJSb4nh7ezN//nwyZMhAuXLlIp23tbWNMpkuWbLkd7yT5Ofx48csWbKEZcuW8eLFCwCsrKwYPHgwgwoWxKJ1a23B9OlhyBAYOBDMzQ0XsBBCiCi5ubnx6tUrli9fjqurKx4eHrFvBpc9O/z9t3Z51Rs3yNujB5w9C9bW+glaiORA0SGVSqWMHz8+/PWDBw8Ue3t7Ra1WKwMGDFBCQ0OVcePGKWq1OkHtBAUFKfnz51fMzMyUS5cuhR/38fFRChYsqJiamioPHz787uv//vvvCqD07ds30jlAcXR0/O5rf0uj0SiAotFodHbNxODj46OsW7dOqVevnqJWqxVAAZQfbWyUtV27KmfPntUWDAlRlCpVFGXsWEXx8TFozEJ/rly5YugQhAHJ/U/egoKClEaNGimAYmVlpVy+fDluFW/cUJTMmZUgKytF+ep3sUhdUtP3f3xyNp0PEfla3rx5OXv2LDVr1mTOnDk0atSI9+/fJ/i6R44c4d69e7Rp0yZCr7G1tTWjRo3i06dPrFq16ruvv2zZMgC6du2a0FCTLUVRuH//PkuXLqVevXpkyZKFtm3bsnfvXkxDQxlXtChPypXjiq8vbXfuxNLERFtRrYaTJ2HcOOnNEEKIZMDY2JgNGzZQrVo1fH19qV27Nvfv34+9YuHCcOgQD5Yvh1TyCa4QcZUoQ0S+ZmVlxf79+/nll1/466+/Yl5vM46OHTsGgLOzc6RzLi4uAOFrL8fXmTNnuHHjBmXLlqVEiRJRlvHx8eGvv/7C29ubjBkzUqVKFYoVK/Zd7SUFiqLw6tUrrl+/zrVr1zh9+jQnT57k2VeTVzIBHXPkoF3GjJS4fx/11atfLvDDDxi/evXltUqlv+CFEEIkWNq0adm1axeOjo7873//w9nZmdOnT5M1a9aYK5YoQeDXv9dv3dKOzzZO9PRCiCRNp98Btra2pI9iEpuRkRGLFi2iQIECDBs2LMHt3LlzB9CuWPKtbNmyYWFhEV4mvsJ6r2PacdLLy4sePXpEOFa7dm1WrVpFlixZvqtdfZkzZw4vX77kv//+49WrV/z333/cu3ePt2/fRiiXG8hkbEzBcuWoW7cuP79+TZY5c7Qzx0E7cbF1a+2jeHGCvk64hRBCJDthuz1WqVKFe/fuUbt2bY4dO4Z1XD+NPHkS6tWDRo1g1SrtJ5pCpFI6TbAfxLIm5uDBg2nXrh0BAQEJakej0QBE+01vZWUVXiY+/Pz82LRpE+bm5rQOm6j3jcGDB9OsWTMKFiyIqakpV69eZeLEiezfv5/69etz9uzZGHvpAwMDI2zE46vnZevGjx8fnkybA4WAasAPQEkrK+zNzCjk70+6Dx8IXLQIs7BhMufPw9Gj8NNP0Lw5VKwoPdVCCJHCZM+eHQ8PD6pUqcLly5dp2LAhBw4cIG3atLFX9vHRrpO9dq12YvuiRfJ7QqRaKkWJ6xZOSYezszOHDh3izp07/PDDD5HO58yZEz8/v3gn2cuWLaNbt2507NiRlStXxrleaGgoNWrU4Pjx42zdupWmTZtGW3bcuHFRbrRz9uxZLCws4hXv95g+fTqhoaFkzJiRkn5+dFmxIspyirEx//Xpg3ccx6F7e3tjY2Ojy1BFMiL3P3WT+5/y3Lhxgy5duuDn54eDgwOzZs3CJGyuzTe+vv/W+/eTa/hwVIqCd7t2vBw2TJLsFC41ff/7+flRqVIlNBoNVlZWMZZNloOkwnquo0ugfX19yZAhQ7yvG5fhIVFRq9V0796d48ePc/r06RgT7JEjRzJo0KAIsebOnRt7e/tYb5YurF69+suLW7fgwAHtjor58395FCuGqnhxsqVJQ7Y4Xvfq1asULVo0UWIWSZ/c/9RN7n/KU7RoUbJnz46zszMnTpxg+vTprF27NspPaCPc/6JFwcYGunTBZu1abPLkgcmT9Ry90KfU9P0fn1EHCUqwu3Tpgkqlws3NjaxZs9KlS5c41VOpVOHJ7PcIG3t9584dypQpE+Hcy5cv8fPzo3z58vG65vXr1zl79iyFCxematWq8Y4p7K+3Dx8+xFjOzMwMMzOzeF8/URQq9GVMtRBCCPGVqlWrsnXrVho2bMjGjRuxtrZm4cKFqGLrke7cGT5+hF9+ATc37XCRX3/VT9BCJBEJSrBXrlyJSqVi+PDhZM2aNc7DKhKaYDs6OjJlyhQ8PDxwdXWNcO7gwYPhZeIjoUvznTt3DtAuTSiEEEKkBHXq1GHdunW4urqyePFiMmTIwJQpU2Kv2Lu3NskeMgROn4bgYFlZRKQqCfpqD5vUmDNnzgivE1vNmjWxs7Nj/fr19OvXL3wtbI1Gg5ubG6ampnTo0CG8/IsXL9BoNGTPnj3KiZFBQUGsWbMGExOTCPW+deXKFQoXLhxpHNqZM2eYNm0aJiYmtGjRQjdvUgghhEgCWrZsiUaj4eeff2bq1KmkT5+e4cOHx15x8GDInVu7qogk1yKVSdBXvK2tbYyvE4uxsTFLly7FxcUFBweHCFulP3r0iN9//z1CT/LIkSNZtWoVK1asiHKL8127dvH69WuaNm0a4zJ7M2fOZO/evVStWpXcuXNjYmLCtWvX8PDwQKVSMX/+fPLnz58I71gIIYQwnO7du+Pj48OwYcMYMWIE6dOnj7RcbZRatvzyXFHg4kX4ZminEClRsv2T0snJiVOnTjF27Fjc3d0JCgqiWLFiTJs2jVatWsXrWnGd3NioUSN8fHzw8vLi0KFDfPr0iWzZsuHq6sqAAQPiPe5bCCGESC6GDh2Kj48Pbm5u9OrVC0tLS9q0aRO3yooCAwfCnDnaZfziWk+IZCrBkxy/R0LHYIcpX748+/fvj7XcypUrYxwfvm/fvji116RJE5o0aRLX8IQQQogUZdKkSfj4+LBgwQI6dOhA2rRpo9z0LUoBAdpEu0MHMDEBGVIpUrAET3L8HrpKsIUQQgihPyqVirlz5/LhwwdWrVpFq1atmD17duzLtKlUsGABBAbCypXaHmwTE2jcWB9hC6F3OpnkKIQQQojUQa1Ws3TpUvz9/dm8eTMDBw6kSJEiVK9ePbaKsHQpBAXBunXa8dnbtkH9+nqJWwh90ukkRyGEEEKkfMbGxqxdu5aAgAB2795N/fr1OXToEJUqVYq5opGRtgc7KAg2bYJmzWDXLnBx0UvcQuiL2tABCCGEECL5MTU1ZdOmTVSqVIkPHz5Qu3ZtLl68GHtFY2PtRMemTbXrY796lfjBCqFnibaKSEhICN7e3gQGBkZ5Pk+ePInVtBBCCCH0IE2aNMyaNYvBgwdz6tQpnJ2dOXbsWOxjsk1MYMMG7SY0Tk76CVYIPdJ5D7anpycuLi5YWFiQI0cO8uXLF+lhZ2en62aFEEIIYQDm5ubs3buXcuXK8ebNG2rVqsXt27djr2hqGjG5fvkSPu+KLERyp9ME+/Lly1SrVo2zZ8/i7OyMoigUL14cZ2dnbGxsUBQFR0dH2rdvr8tmhRBCCGFAVlZWHDhwgOLFi/Pff//h5OTE3bt3436Bly/B0RFq1YIzZxIvUCH0RKcJ9sSJEwE4d+4cO3fuBLRrR+/fv5+HDx/Ss2dPrl69ytixY3XZrBBCCCEMLGPGjBw6dAh7e3ueP3+Ok5MT9+/fj1tlKyvIlQv8/KB2bTh7NnGDFSKR6TTBPnXqFA0bNqRIkSLhxxRFASBt2rTMmzePHDlyMGrUKF02K4QQQogkIEuWLBw5coTChQvz9OlTnJycePjwYewVzc1h927tkJH377WrivzzT6LHK0Ri0WmCrdFoIoyvNjExwc/P70tjajXVq1fn8OHDumxWCCGEEElE1qxZOXLkCAULFuTx48fUqFGDJ0+exF4xLMmuXv1Lkv3vv4kerxCJQacJdpYsWXj37l3462zZsnHnzp0IZQICAvD399dls0IIIYRIQrJnz86RI0fInz8/Dx48wMnJiWfPnsVeMV062LMHHBzA1xecncHTM/EDFkLHdJpg29vbc+vWrfDXVapUwcPDg7Ofx1LduHGDTZs2UbhwYV02K4QQQogkJmfOnBw9epR8+fJx7949nJycePHiRewV06WDvXuhWjXInBmyZk38YIXQMZ0m2PXq1ePEiRPh30DDhw9HURSqVq1K5syZKVasGD4+PjIGWwghhEgFcufOzdGjR7G1teXOnTvUqFGDly9fxl7RwgL27YPjx7WTH4VIZnSaYPfs2ZNnz56RKVMmAEqUKMHhw4epXbs2NjY21KpVi927d9OkSRNdNiuEEEKIJMrW1pYjR46QO3dubt68GfeebAsLyJHjy+tNm+DChcQLVAgd0ulOjiYmJmT95qOcypUrs3fvXl02I4QQQohkxM7OjqNHj1K9evXwJPvo0aNkz549bhfw8IDWrcHSUvu8fPnEDViIBNL5To5CCCGEEN/Knz8/x44dI3fu3Ny6dYvq1avz/PnzuFWuVAkqVwaNBn76SZbwE0meTnuww4SEhPD06VOeP39OUFBQlGUcHBwSo2khhBBCJFFhSbaTkxO3b9+mevXqHD16lJw5c8Zc0dIS9u+HevXgxAnt6iIHD2oTbyGSIJ0m2KGhobi5uTF79mzevn0bY9mQkBBdNi2EEEKIZMDOzi48yb5z5054kp0rtsmMYRMf69eHY8e0SfaBA1Clil7iFiI+dJpgjxw5khkzZpAlSxY6d+5M9uzZMTZOlE5yIYQQQiRT+fLlC0+y7969G55k586dO+aKYUv4NWgAR45oN6O5fBl++EEvcQsRVzrNfletWkWhQoU4f/48FhYWury0EEIIIVKQvHnzcvz4capXr869e/fCk+w8efLEXDFsx8dGjaBwYcifXz8BCxEPOp3k6OfnR7169SS5FkIIIUSs8uTJw/Hjx7Gzs+P+/fs4ODhw//792Cuam2t3fJwzB1SqxA9UiHjSaYJdvHjxuM8IFkIIIUSqlzt3bo4fP06BAgV49OgRDg4O3L59O/aKZmZfkutPn6BVK+3ERyGSAJ0m2L/++is7duzg4sWLurysEEIIIVKwXLlycfz4cezt7Xn27BkODg5cu3Yt7heYPVu7EU3DhtqebSEMTKdjsOvVq8fKlSupU6cODRs2pESJElhZWUVZtkOHDrpsWgghhBDJWPbs2Tl27Bg//fQTXl5eVK9enUOHDlGyZMnYK/fvr10be9s2aNoU3N1Bdo0WBqTTBDswMJDdu3fj7e3NsmXLAFB9MzZKURRUKpUk2EIIIYSIIHPmzBw5cgQXFxcuXLiAk5MTHh4elCtXLuaKpqawcSN06KD9t0ULWL8eWrbUT+BCfEOnCfagQYNYt24dxYsXp3nz5rJMnxBCCCHiJWPGjPz999/UrVuXM2fOULNmTfbv30+V2Na7NjGBtWu1/65Zo91a/dMnaNdOP4EL8RWdZr+bN2+mTJkynD17VhJrIYQQQnwXa2trDh48SIMGDTh27BguLi7s3r0bJyenmCsaGcGKFdoe7WXL4JdfoE4dyJRJP4EL8ZlOJzkGBATg5OQkybUQQgghEsTCwoK9e/fi7OzMhw8fqFOnDnviMoHRyAj++gsGDtSuly3JtTAAnSbYZcqU4e7du7q8pBBCCCFSKXNzc3bt2kXDhg0JDAykSZMmuLu7x15RrYY//gAHhy/HXr1KvECF+IZOE2w3NzcOHDgQt78whRBCCCFiYWZmxpYtW2jbti3BwcG0bt2aJUuWxO8iV65AkSIwYQIoSuIEKsRXdDqW49ChQ1SvXp1GjRpRo0aNaJfpU6lU/Pbbb7psWgghhBAplImJCatXr8bS0pJFixbx888/4+vry+DBg+N2gcOH4e1bGDsWPnyAqVNlB0iRuBQdUqlUcXqo1WqdtPfvv/8qderUUaytrRVzc3OlQoUKiru7e5zr29raKkCMjxMnTkSqd+DAAcXBwUGxsLBQLC0tlerVqyt///33d70HjUajAIpGo/mu+knFlStXDB2CMCC5/6mb3P/UTZ/3PzQ0VBk2bFj47+gxY8YooaGhcav855+Kou2/VpRfflGUkJBEjTW1SE3f//HJ2XTag3306FFdXi7WtlxcXEiTJg2urq5YWlqydetWWrVqxZMnT+L0V+2AAQPw8fGJdNzb25v58+eTIUOGSGtvrl27lvbt25M5c2Y6deoEgLu7Oz/99BObNm2iefPmunh7QgghhPiGSqVi2rRppE+fnlGjRjFhwgQ0Gg1//PEHanUso14HDABzc+jZE+bPB39/WLJEOylSCF3TQ8Kvc0FBQUr+/PkVMzMz5dKlS+HHfXx8lIIFCyqmpqbKw4cPv/v6v//+uwIoffv2jXD87du3Svr06RUbGxvlyZMn4cefPHmi2NjYKDY2Noqvr2+82pIebJESyP1P3eT+p26Guv/z5s0L78nu3LmzEhQUFLeKa9Yoilqt7clu1UpRPn1K3EBTuNT0/R+fnE2nkxyNjIxo27atLi8ZpSNHjnDv3j3atGkTYQtVa2trRo0axadPn1i1atV3Xz9sF8quXbtGOL5582Z8fHzo27cvuXLlCj+eK1cu+vTpg7e3N9u3b//udoUQQggRN7/88gurVq1CrVazYsUKWrZsSUBAQOwV27WDTZu0G9K8eAFBQYkfrEh1dJpgW1lZkTt3bl1eMkrHjh0DwNnZOdI5FxcXAI4fP/5d1z5z5gw3btygbNmylChRQm/tCiGEECJ+OnTowNatWzEzM2P79u3UrVsXX1/f2Cs2awaHDsGePdphI0LomE4T7PLly+Pl5aXLS0bpzp07ABQoUCDSuWzZsmFhYRFeJr7Ceq+7desWr3bDjn1vu0IIIYSIv8aNG3PgwAEsLS05evQoTk5OvIrLmteOjmBp+eX14sXalUaE0AGdJtjjxo3jyJEjrF69WpeXjUSj0QDaISFRsbKyCi8TH35+fmzatAlzc3Nat24dr3bDliOMrd3AwEB8fX0jPIQQQgjx/apXr86xY8fInDkzFy9epEqVKjx8+DDuF5g1Szv5sXp1ePkykaIUqUmirIPduXNn5s6dS7ly5ciaNSuqb9aaTKrrYLu7u+Pn50fHjh2jXL9bF6ZMmcL48eMjHb9+/ToWFhaJ0qY+eHt7c/XqVUOHIQxE7n/qJvc/dUsq99/U1JQVK1bQo0cP7t69S/ny5Vm8eHGUnzp/y8zWlrw2NphcuUJghQo8XLKEoBw59BB18pdU7r8++Pn5xbmsSlF0t6VRrEvkhDWqUhESEvLd7bRo0YItW7Zw4cIFypQpE+m8paUlGTJk4PHjx/G6buXKlTl79iwnT56katWqkc6XK1eOCxcu4O3tTaZMmSKce/PmDTY2NlSrVo0TJ05E20ZgYCCBgYHhr319fcmdOzcajSbRknp9uHr1KkWLFjV0GMJA5P6nbnL/U7ekdv+fP3+Oi4sLV69eJX369Ozdu5fKlSvHXvHePahVCx4+hNy5tWO0CxVK9HiTu6R2/xOTr68v1tbWccrZkuU62F+Pd/42wX758iV+fn6UL18+Xte8fv06Z8+epXDhwlEm12HtXrhwgTt37kRKsGMan/01MzMzzMzM4hWbEEIIIeImR44cHD9+nAYNGnDmzBlq1arF5s2bqVevXswV8+eHkyfhp5/g5k2oVg08POCr1cqEiCudJtiOjo66vFyM7UyZMgUPDw9cXV0jnDt48OB3xRLd0nzftrthwwY8PDyoWLGiTtoVQgghhG5lzJiRQ4cO0aJFC/bt20ejRo3466+/6NKlS8wVc+WCEyfAxQUuXYIaNeDuXciYUT+BixRDp5Mc9aVmzZrY2dmxfv16Ll++HH5co9Hg5uaGqakpHTp0CD/+4sULbt68Ge0ExKCgINasWYOJiUmEet9q2bIl1tbWzJ07l6dPn4Yff/r0KfPmzcPGxoYmTZok/A0KIYQQIkHMzc3ZsWMHHTp0ICQkhK5duzJp0iRiHRmbOTMcPQpVq8KECZJci++SKAn26dOn6d69O+XKlaNQoUKUK1eOn3/+mVOnTunk+sbGxixdupTQ0FAcHBz4+eefGTx4MCVKlOD27du4ubmRN2/e8PIjR46kSJEi0W4Cs2vXLl6/fk2DBg3IkiVLtO1myJCBefPm4e3tTenSpenbty99+/aldOnSvHnzhgULFmD59ZI/QgghhDAYExMTVq5cyciRIwH47bff6N27d+zzwKyttUl2nz5fjn36lIiRipRG5wn2wIEDcXBwYNmyZXh6enL37l08PT1ZunQpjo6ODBo0SCftODk5cerUKapUqYK7uzsLFy4ka9asbNy4kcGDB8frWjGtff2tdu3asX//fgoXLsyKFStYuXIl9vb2eHh40KJFi+96L0IIIYRIHCqVCjc3N+bOnYtKpWLRokU0b96cjx8/xlzR+KtRtO/eQblyMHdu4gYrUg5d7tG+cuVKRaVSKYUKFVLWr1+vvHjxQgkNDVVevnypbNiwQSlcuLCiVquVVatW6bLZZC0++9onZVeuXDF0CMKA5P6nbnL/U7fkdP83b96smJmZKYBSpUoV5c2bN3GrOHu2ooD2MXasooSGJmqcyUlyuv8JFZ+cTac92AsXLiRXrlycO3eO1q1bky1bNlQqFVmzZsXV1ZV//vmHnDlzsmDBAl02K4QQQggRq+bNm+Ph4YG1tTWnT5+matWqcVvSt29f7XhsgPHjta9DQxM3WJGs6TTBvnbtGs2aNYt2h0Vra2uaNWvGtWvXdNmsEEIIIcT/27vvsKiONQzg71l6qBYUQUVBjA2wC6ICImA0VuzR2GKJXUlsscceMRqixhLLtUVi9+YawIIKghUMWNHotaJBAggide4f3N247oKgS5P39zw8YefMnPMdxmU/JnNmCqRdu3YIDQ2FlZUVrl+/DicnJ6UFE9SSJGD2bGDNmtzv16wBBg7kvGzKU7GvIvLmro5ERERExalRo0YIDw9Hw4YN8eTJE7Rt2xa///772xuOGQPs2pU7P3v3bqBrV6AQu/tR+aHRBLthw4bYt29fnltJvnjxAvv27UPDhg01eVkiIiKiQqlRowZCQ0PRvn17pKSk4NNPP8XGjRvf3rBfP+DIEeCjj4Dr14Hk5KIPlsocjSbYo0aNwsOHD+Hs7Ix9+/YhPj4eQO4+9Xv37kXr1q3x8OFDfPnll5q8LBEREVGhmZmZ4ejRo4q1skeOHIlvvvnm7Wtld+wIHD8OBAYClpbFEyyVKRrdyXHo0KGIjIzEjz/+iD59+gAAZDIZcv7/IIAQAuPHj8fgwYM1eVkiIiKid6Krq4utW7eidu3amD9/PhYvXox79+5h8+bN0NPTy7vhGzs6Y98+oE4dwNGxaAOmMkGjCTYA/PDDD+jduze2bt2KqKgoJCcnw8TEBE2aNMHgwYPRtm1bTV+SiIiI6J1JkoR58+bB2toaI0eOxK5du/Dw4UMcOHAAFQuyk+OZM0D//oCBAXDoEODmVuQxU+mm8QQbANq2bctEmoiIiMqUoUOHokaNGvDx8cHp06fh4uKC3377DTY2Nvk3tLcHnJ2B06cBb29g506gV6/iCZpKpWJfRYSIiIiotOrQoQNCQ0NRvXp13LhxA61atcLZs2fzb2Rmljsfu2fP3KX7+vQBuOdHufbeI9jDhg0rdBtJkhTbkxMRERGVJvb29jh37hy6dOmCy5cvo3379ti8eTMGDBiQdyN9fSAgIHcTmnXrgLFjgUePgIULc9fOpnLlvRPsrVu3FriuJEkQQjDBJiIiolLN0tISp0+fxsCBA3Hw4EF89tlniI2NxZw5c/Le00NLK3cTmmrVgDlzgMWLgcaNgd69izV2KnnvnWCHh4cXqN7t27cxb9483Llz530vSURERFTkDA0NsW/fPkyfPh3fffcd5s2bh1u3buHnn3+Gvr6++kbyXR+trIDQUM7FLqfeO8Fu1apVvsfj4+Mxf/58bNy4ERkZGWjTpg2WLVv2vpclIiIiKnIymQzLly9H3bp18eWXX2LXrl24d+8eDh48CHNz87wbDhuW+yWXlgYkJuaObtMHr8gecnz58iUWLFgAW1tbrFmzBnZ2djh06BBOnz4NZ2fnorosERERkcZ98cUX+P3332FmZoazZ8+iVatWuHbtWsEaZ2cDAwcCrVoBV68WbaBUKmg8wc7OzsbatWtha2uLefPmwdTUFD///DOuXLmCLl26aPpyRERERMXCw8MD4eHhsLW1xd27d+Hs7IyjR4++veHz57mJ9YMHgIsLcOpU0QdLJUqjCfavv/6KBg0aYPz48UhPT8fSpUtx69YtDB06FDIZVwQkIiKisq1evXqIiIhA27ZtkZycjE8//RQrV67Mf3v1KlWAsDCgdWsgKQnw8gL27Cm+oKnYaSTrDQkJQatWrdCvXz/cv38fvr6++PPPPzF16tS8HwIgIiIiKoMqV66MY8eO4YsvvkBOTg58fX0xfPhwpKen592oUiXg2LF/1sru1w9YvhzILzGnMuu9E+xPPvkEHh4euHz5MgYPHozY2FgsX74cZmZmGgiPiIiIqPTR1dXFhg0bsGrVKshkMmzZsgUeHh549uxZ3o0MDHLXyp44Mff1tGnAjBnFEzAVq/deRSQwMBCSJKFmzZqIi4vDyJEj39pGkiT89ttv73tpIiIiohIjSRImTpyIevXqoW/fvggLC0OLFi1w+PBhODo6qm+kpQWsWgXY2OQm1926FWvMVDzeO8EGACEE7t69i7t37xaofp4LtBMRERGVMd7e3oqdH2NjY+Hi4oLt27ejR48eeTeaMAHo2xeoWvWfsqwsQFsjqRmVsPfuxYIm1UREREQfqo8//hjnzp1Dnz59cOzYMfTs2RMLFizAN998k/dCD68n11FRQJ8+wO7dQLNmxRIzFZ33TrCtra01EQcRERFRmVahQgUcPXoUU6ZMgb+/P+bMmYOoqChs3boVxsbG+TeeOROIjQXatctNsrt2LZ6gqUhw7TwiIiIiDdHW1sYPP/yATZs2QVdXF/v374ezszPu3LmTf8NffgG8vYGXL4Hu3YHVq7nCSBnGBJuIiIhIw4YPH46QkBBUq1YNV69eRfPmzREUFJR3AxMT4MgRYNSo3MR60iRg7FggM7PYYibNYYJNREREVAScnZ1x8eJFODk5ITExEZ988glWrFiR96Y0OjrAunXAd98BkpT7/SefAC9eFG/g9N6YYBMREREVEUtLS4SEhGDYsGHIycnB119/jc8++wwvX75U30CSgK++Ag4eBAwNc1cVMTAo1pjp/THBJiIiIipCenp62LRpE9asWQNtbW3s3r0bbdq0wb179/Ju1LUrEB6eu6U6l+4rc5hgExERERUxSZIwZswYHDt2DObm5oiMjESzZs3yn5dtbw+YmuZ+L0TunOyNG4snYHovTLCJiIiIiomrqysuXryIFi1aICEhAR07dsSiRYuQk5OTf8P//AdYuxYYORKYMgXIzi6egOmdMMEmIiIiKkY1a9bE6dOnMWLECAghMGvWLPTs2RNJSUl5N+rUCViwIPf777/PnUKSX30qUUywiYiIiIqZvr4+NmzYgE2bNkFPTw+HDh1CixYtEBMTo76BJAGzZ+fOydbXzx3RbtUKuHWreAOnAinTCfaFCxfQqVMnmJmZwdDQEE5OTggICCj0eZ49e4bJkyfDzs4O+vr6qFSpEpydnbFu3TqVupIk5fk1ZMgQDdwVERERlRfDhw9HaGgoatasidjYWLRq1Qp79uzJu0GfPkBoKFC9OnDzJtCyJRAYWHwBU4GU2cdST548CW9vb+jr66Nfv34wNjbGvn370LdvXzx48AC+vr4FOk9UVBS8vLzw999/o3PnzujVqxdSUlJw/fp1HDlyBF9++aVKG2tra7XJdOPGjd/zroiIiKi8ad68OS5duoT+/fvj2LFj6NevH86dO4dly5ZBR0dHtUGzZsCFC4CPDxARUfwB01tJIs/VzkuvrKws1KtXDw8fPkRERIQisU1KSkLLli1x79493Lp1C9bW1vmeJzk5Gfb29khLS8OxY8fg4OCgch3tN5bGkSQJrq6uCAkJ0ci9JCcnw9TUFElJSTAxMdHIOUtCTEwMGjVqVNJhUAlh/5dv7P/yjf2vOdnZ2Zg1axaWLl0KAHBxccGePXtgZWWlvkF6OnDqFODlVYxRKitP/V+YnK1MThE5ceIE7ty5gwEDBiiNGpuammLmzJnIyMjAtm3b3nqetWvX4v79+1i6dKlKcg1AJbkmIiIiKipaWlpYsmQJ9u/fDxMTE4SFhaFJkyY4fvy4+gZ6esrJ9e3bgLc38PBh8QRMeSqTGaR89NhLzV9s3t7eAIBTp0699Tx79uyBJEnw8fHBzZs3ERQUhLS0NNSrVw8dO3aErq6u2naJiYnYsGED4uPjUbFiRbi4uMDe3v7db4iIiIjo/3r06AF7e3v06tULV65cgaenJxYsWICZM2dCJstnbHTYMODMGaBFC2D/fsDZufiCJiVlMsGOjY0FANjZ2akcs7CwgJGRkaJOXjIyMhAdHQ1zc3P4+/tj7ty5SmtQ2tjY4ODBg2oT5ytXrmDUqFFKZR07dsS2bdtQpUqVfK+bnp6O9PR0xevk5OR86xMREVH5U6dOHYSHh2P8+PH4+eefMXv2bISFhWH79u2oXLmy+kZbtwLduwPR0YCrK+Dvn7tutiQVZ+iEMjoH28vLC8HBwYiNjUWdOnVUjltZWSElJSXf9STj4uJQrVo1aGlpQSaTYcmSJRg0aBAyMzOxfv16LFy4EDVr1sSNGzegr6+vaPfVV1/Bx8cHdevWha6uLmJiYvDtt9/i6NGjaNGiBcLDw6GlpZXndefNm4f58+erlIeHh8PIyKiQP4nSIz4+Pu83PH3w2P/lG/u/fGP/F72DBw9i4cKFSE9Ph4WFBVasWAFHR0e1dWUvX8Jq1iyYBgcDABJ69sSTmTMh9PSKJLby1P8pKSlwdnYu2HNzogzy9PQUAERsbKza45aWlsLExCTfczx69EgAEADExIkTVY736dNHABDbt29/azzZ2dnC1dVVABD79u3Lt+6rV69EUlKS4uvBgwcCgEhKSnrrdUqz6Ojokg6BShD7v3xj/5dv7P/iceXKFWFnZycACB0dHbF69WqRk5OjvnJOjhBLlgghkwkBCNG8uRBPnxZJXOWp/5OSkgqcs5XJhxxNTU0BIM8RavlTngU5BwB07dpV5bi87OLFi2+NRyaTYcSIEQCAsLCwfOvq6enBxMRE6YuIiIgoPw4ODrh48SJ69eqFzMxMTJw4Eb169UJiYqJqZUkCpk8Hjh4FKlYEdHQAM7PiDrlcK5MJtnzutbp51nFxcUhJSVE7P/t1hoaGimVvzNT8o5OXpaWlFSgm+f8eSU1NLVB9IiIiosIwMTFBQEAAVq1aBR0dHezfvx9NmjTB+fPn1Tfw8gIuXQL27gXkCzdkZwNlb3ZwmVMmE2xXV1cAQFBQkMqxwP/vZiSvk5/27dsDAK5du6ZyTF5Wq1atAsV07ty5QtUnIiIiKixJkjBx4kSEhYWhdu3auHfvHlxcXLBy5UoIdYlzrVqApeU/r2fOBPr3BzggWKTKZILt4eEBGxsb7Nq1C1FRUYrypKQkLF68GLq6uvj8888V5U+ePMGNGzdUppSMHj0aALB06VKl/8USFxeH1atXQyaTwcfHR1EeHR2NzMxMlXjOnj2r2G2pd+/eGrpLIiIiIvVatGiByMhI9OrVC1lZWfD19UW3bt2QkJCQd6O7d4Hvvwf27AGcnHK3WqciUSYTbG1tbWzatAk5OTlo164dRo4cCV9fXzg6OuLWrVtYvHix0kjyjBkzUL9+fRw4cEDpPK1bt8aUKVNw9epVODg4YOzYsRg5ciQcHR3x6NEjLFy4EHXr1lXU9/Pzg6WlJXr06IEJEybA19cXHTt2RJs2bfDq1Sv88MMPsLW1La4fAxEREZVjpqamCAgIwJo1a6Crq4sjR46gcePGCA8PV9+gdm3g5EnAwgKIiQGaNwcCAoo36HKiTCbYAODu7o7Q0FDFNqLr1q1D1apV8csvv8DX17fA5/Hz88OWLVtQtWpVbN26Fbt27ULdunWxf/9+zJgxQ6lut27d4OLigitXrmDz5s3w9/fHtWvX0K9fP4SHhytGxImIiIiKgyRJGDNmDCIiIlCnTh08ePAAbdu2xfLly5X291BwcQEuX85dJzslBejbF5g4EcjIKP7gP2Blch3sD0lh9rUvzWJiYtCoUaOSDoNKCPu/fGP/l2/s/9LjxYsXGDVqFHbv3g0A8PT0xL/+9S9YWFioVs7KAubMAZYsyX3doQMQFFToTWnKU/8XJmcrsyPYRERERPQPY2Nj7Ny5Exs3boSBgQGCg4Ph4OCAo0ePqlbW1gYWLwaOHAEqVAC++II7PmoQE2wiIiKiD4QkSfjiiy9w6dIlODg44K+//kKnTp0wZcoUpKenqzb49FPg9u3cqSJyd+7kLudH74wJNhEREdEHpn79+jh37hwmTJgAAPj+++/h7OyMW7duqVauWPGf7+Picudpe3nlfk/vhAk2ERER0QdIX18fq1evxuHDh1GpUiVERkaiadOm2Lp1q/o1swEgOhp48QI4cQJwdASCg4s36A8EE2wiIiKiD1iXLl3wxx9/wN3dHampqRg6dCgGDBigfpt1T0/g4kXA3h549gzw9s7dnEbNPiCUNybYRERERB84S0tLBAcHY/HixdDS0sIvv/wCR0dHnD59WrVy/frAuXPA6NG526ovWQK4uQH37xd73GUVE2wiIiKickBLSwszZsxAWFgYbG1tcf/+fbi5uWHGjBnIeHMdbAMDYN263I1oTEyAs2f/WdKP3ooJNhEREVE50qpVK0RGRmLYsGEQQmDp0qVo3bo1bqrbOr13byAyEujfH/juu+IPtoxigk1ERERUzhgbG+Pnn3/G3r17UaFCBVy6dAlNmzbF+vXrVR+AtLEBdu0CjIxyXwsBTJ0K3LhR/IGXEUywiYiIiMopHx8fREdHw8PDAy9fvsTo0aPRvXt3/PXXX3k3Wrs2dzS7aVNU+PXX3ISblDDBJiIiIirHrKysEBQUBD8/P+jq6uLw4cOwt7fHb7/9pr5Bjx6AhweQlgarBQtyX8fHF2/QpRwTbCIiIqJyTiaTYcqUKTh//jwaNmyIp0+f4tNPP8XIkSPx4sUL5cqWlkBQELBiBXK0tYFDh3KX9eOa2QpMsImIiIgIAODo6IiLFy9iypQpkCQJGzduhKOjI0JDQ5UrymSAry/+3L0bqFcvd9dHLy8+CPl/TLCJiIiISEFfXx9+fn44ceIErK2tcffuXbRr1w7Tpk1Denq6Ut1X9eoBly4BX34JaGsDrq4lFHXpwgSbiIiIiFS4ubnhjz/+wJAhQyCEwPLly9GiRQtcuXJFueJHH+U++HjjBtCy5T/lkZFATk7xBl1KMMEmIiIiIrVMTEywZcsWHDhwAObm5oiOjkaLFi2wdOlSZGdnK1e2tf3n+5gYwMkpd9rIgwfFG3QpwASbiIiIiPLVvXt3xMTEoGvXrsjMzMSMGTPQpk0b3L17V32DGzdyp4wcP577AOT27eVqOT8m2ERERET0VlWqVMHBgwexefNmmJiYICIiAr1798b333+vOprdqxcQFZU7ip2UBHz+OeDjA+S3vvYHhAk2ERERERWIJEkYOnQooqOj4enpifT0dEyZMgVubm64ffu2cmU7O+DMGWDxYkBHBzhwAGjUCDh8uGSCL0ZMsImIiIioUGrWrInAwEDMmTMHRkZGCA0NhYODA/z9/ZHz+oON2trAjBnA+fO5yfWzZ+Vii3Um2ERERERUaJIkoXfv3oiOjkb79u2RlpaGCRMmwMPDQ3VuduPGwMWLgL8/4Ov7T/mbm9h8IJhgExEREdE7q1WrFoKDg7FmzRp89NFHCAkJgb29PdauXas8mq2nB4wbB2hp5b5OS8td1m/4cCAxsURiLypMsImIiIjovchkMowZMwZ//PEH2rVrh9TUVIwdOxbu7u6qc7Pljh0Dbt4ENm8GGjYE/v3v4g26CDHBJiIiIiKNsLW1xcmTJ+Hv7w9DQ0OcPn0aDg4O8PPzU11ppEsX4PTp3IchHz/Off3550BCQskEr0FMsImIiIhIY2QyGcaNG4fo6Gh4eHggLS0NX331FVxcXHDt2jXlym3a5C7n5+sLyGS562U3bAgcPFgSoWsME2wiIiIi0rjatWsjODgYmzZtgomJCc6dO4cmTZpg0aJFyMzM/KfiRx8BK1YAYWFAvXpAXFzu1utleGMaJthEREREVCQkScLw4cNx9epVdO7cGRkZGZg1axZatmyJyMhI5cpOTkBkJDBrFrBxIyBJueWvXpW5ZJsJNhEREREVqerVq+PIkSPYsWMHKlasiKioKLRo0QLTpk3Dy5cv/6morw98+y1gbf1P2bhxgKcnkNfDkqUQE2wiIiIiKnKSJOGzzz7DtWvX0Lt3b2RnZ2P58uVwcHDAiRMn1Dd6/BjYvRs4fhywtweWLgVen15SSjHBJiIiIqJiU7VqVQQEBODQoUOwsrLCnTt34OHhgWHDhiHhzRVELC2BP/4AOnTInSoyYwbQvHnuzpClGBNsIiIiIip2Xbt2xbVr1zBmzBhIkoQtW7agfv362LNnD8Trc65tbYGgIGDbNqBSpdyE28kJmDQJSEkpsfjzU6YT7AsXLqBTp04wMzODoaEhnJycEBAQUOjzPHv2DJMnT4adnR309fVRqVIlODs7Y926dWrrBwYGwtXVFcbGxjAxMYG7uzuOHz/+vrdDREREVK6YmJhgzZo1OHPmDOrXr49nz56hX79+6Nq1Kx48ePBPRUnKXSP7+nVg4MDchx537QLS00su+HyU2QT75MmTcHFxQWhoKPr06YPRo0cjLi4Offv2hZ+fX4HPExUVhUaNGuHHH39Ew4YNMXnyZAwYMACGhoY4cuSISv0dO3agY8eOuH79OoYMGYLBgwfj6tWr8PT0xN69ezV5i0RERETlgouLCyIjIzFv3jzo6Ojg3//+Nxo0aIDVq1crb1Bjbp67VnZgILBpU+6IdikkCVHG1j0BkJWVhXr16uHhw4eIiIhA48aNAQBJSUlo2bIl7t27h1u3bsH69SdQ1UhOToa9vT3S0tJw7NgxODg4qFxHW1tb8frvv/+GjY0NtLW1ERkZierVqwMAHj58iCZNmgAA/vzzTxgbGxf4XpKTk2FqaoqkpCSYmJgUuF1pExMTg0aNGpV0GFRC2P/lG/u/fGP/l29F0f/Xrl3DiBEjcPbsWQBAs2bNsH79ejRr1kyj1ymswuRsZXIE+8SJE7hz5w4GDBigSK4BwNTUFDNnzkRGRga2bdv21vOsXbsW9+/fx9KlS1WSawBKyTUA/Prrr0hMTMT48eMVyTWQu/TMuHHjEB8fjwMHDrz7jRERERGVcw0aNMCZM2fw008/wdTUFJcuXULLli0xadIkvHjxoqTDK5AymWCHhIQAALy8vFSOeXt7AwBOnTr11vPs2bMHkiTBx8cHN2/ehL+/P5YvX47Dhw8jIyOjyK5LRERERHmTyWQYNWoUbty4gf79+yMnJwerV69G/fr1ceDAAZT2CRhlMsGOjY0FANjZ2akcs7CwgJGRkaJOXjIyMhAdHQ1zc3P4+/ujQYMGmDBhAqZNm4Zu3bqhfv36iI6OLvB15WVvu256ejqSk5OVvoiIiIhIlYWFBXbt2oXAwEDY2Njg0aNH6NmzJ7p164b79++XdHh5KpNzsL28vBAcHIzY2FjUqVNH5biVlRVSUlKQlJSU5zni4uJQrVo1aGlpQSaTYcmSJRg0aBAyMzOxfv16LFy4EDVr1sSNGzegr68PAKhbty5iY2ORmZmpMn0kMzMTurq6cHBwwJUrV/K87rx58zB//nyV8vDwcBgZGRX0R1DqxMfHo3LlyiUdBpUQ9n/5xv4v39j/5Vtx9v+rV6+wYcMGbNmyBVlZWTAwMMDYsWPx2WefqeRlRSElJQXOzs4FmoNdbhPsx48fw8rKCgAwceJErFq1Sul43759ERAQgO3bt2PgwIEANJNgp6enI/21JWWSk5NRo0YNPuRIZRr7v3xj/5dv7P/yrST6/9q1axg1ahRCQ0NRp04dREdHKwZDi9IH/5CjqakpAOSZQMt/AAU5B5C70Pmb5GUXL14s0HXlUz3edl09PT2YmJgofRERERFRwTRo0ACnTp3Cpk2bsH79+mJJrgurTCbY+c13jouLQ0pKitp50q8zNDRUjGCbmZmpHJeXpaWlFei6+c3PJiIiIiLNkclkGD58ONq3b1/SoahVJhNsV1dXAEBQUJDKscDAQKU6+ZF3yrVr11SOyctq1aql8esSERER0YerTCbYHh4esLGxwa5duxAVFaUoT0pKwuLFi6Grq4vPP/9cUf7kyRPcuHFDZWrH6NGjAQBLly5FYmKiojwuLg6rV6+GTCaDj4+PorxPnz4wNTWFv78/Hj58qCh/+PAhfvzxR1SuXBk9evTQ8N0SERERUVlSJhNsbW1tbNq0CTk5OWjXrh1GjhwJX19fODo64tatW1i8eLHSyPOMGTMU6ya+rnXr1pgyZQquXr0KBwcHjB07FiNHjoSjoyMePXqEhQsXom7duor6FSpUwI8//oj4+Hg0bdoU48ePx/jx49G0aVM8f/4ca9euLdQujkRERET04Sn6NU2KiLu7O0JDQzF37lzs2bMHmZmZsLe3x7Jly9C3b98Cn8fPzw/29vZYs2YNtm7dCkmS0KRJE/z0009qR6MHDhyIypUrY/HixdiyZQskSUKzZs0wa9YsdOjQQZO3SERERERlUJlcpu9DUpglX0ozLtNUvrH/yzf2f/nG/i/fylP/f/DL9BERERERlVZMsImIiIiINIgJNhERERGRBjHBJiIiIiLSICbYREREREQaxASbiIiIiEiDmGATEREREWkQE2wiIiIiIg1igk1EREREpEFMsImIiIiINEi7pAMo7+Q71ScnJ5dwJO8nJSWlzN8DvTv2f/nG/i/f2P/lW3nqf/l9ynO3/DDBLmEvXrwAANSoUaOEIyEiIiKit3nx4gVMTU3zrSOJgqThVGRycnLw+PFjGBsbQ5Kkkg7nnSQnJ6NGjRp48OABTExMSjocKmbs//KN/V++sf/Lt/LW/0IIvHjxApaWlpDJ8p9lzRHsEiaTyVC9evWSDkMjTExMysUbjNRj/5dv7P/yjf1fvpWn/n/byLUcH3IkIiIiItIgJthERERERBrEBJvem56eHubOnQs9Pb2SDoVKAPu/fGP/l2/s//KN/Z83PuRIRERERKRBHMEmIiIiItIgJthERERERBrEBJuIiIiISIOYYFOeli1bBkmSIEkSIiIilI7NmzdPcUzd171799SeMzAwEK6urjA2NoaJiQnc3d1x/PjxYrgbyk+tWrXy7Es3NzeV+unp6ViwYAHs7Oygr68PS0tLjBw5Es+ePcvzGjt37kTLli1haGiIChUq4NNPP8Xly5eL8K6ooArT/1u3bs33vR8SEqL2GhcuXECnTp1gZmYGQ0NDODk5ISAgoOhvjgrswIED8PT0RKVKlaCvr4/atWujf//+ePDggVK95ORkTJkyBdbW1tDT00OtWrXw9ddfIyUlRe15c3Jy4O/vD3t7exgYGMDc3Bz9+/fHn3/+WRy3RQVUkP7nZ3/BcaMZUismJgZz586FoaEhUlNT86w3ePBg1KpVS6XczMxMpWzHjh0YNGgQzM3NMWTIEADAnj174OnpiYCAAPTq1UtD0dO7MDU1xaRJk1TK3+zfnJwcdOvWDYGBgXBycoKPjw9iY2OxadMmHD9+HBERETA3N1dqs2jRIsyaNQvW1tYYPXo0Xrx4gV9++QWtW7fG8ePH4eLiUoR3RgVR0P6X69atGxo3blyg+idPnoS3tzf09fXRr18/GBsbY9++fejbty8ePHgAX1/f9wue3osQAqNHj8aGDRtga2ur6KPHjx/j1KlT+O9//4saNWoAAFJTU+Hq6oqoqCh4eXmhf//+iIyMxIoVK3Dq1CmcPn0a+vr6SucfNWoUNm3ahIYNG2LChAl4/PgxAgICEBQUhIiICNjZ2ZXEbdP/Fab/5fjZXwCC6A0ZGRmiadOmolWrVmLgwIECgAgPD1eqM3fuXAFAnDx5skDnTEhIEGZmZqJy5criwYMHivIHDx6IypUri8qVK4vk5GRN3gYVgrW1tbC2ti5Q3c2bNwsAon///iInJ0dRvm7dOgFAjBw5Uqn+rVu3hLa2tqhbt65ITExUlEdGRgo9PT1Rv359kZ2drZH7oHdTmP7fsmWLACC2bNlSoPqZmZnC1tZW6OnpicjISEV5YmKiqFu3rtDV1RX37t0rfNCkMatWrRIAxJgxY0RWVpbK8czMTMX3c+bMEQDEtGnTlOpMmzZNABCLFy9WKj9x4oQAINq1ayfS09MV5f/5z38EAOHl5aXhu6HCKkz/87O/4DhFhFQsWrQIV69exebNm6GlpaWRc/76669ITEzE+PHjlbaGr169OsaNG4f4+HgcOHBAI9eiorVx40YAwJIlSyBJkqJ81KhRsLGxwc6dO5GWlqYo37JlC7KysvDNN98obTHbuHFj9O/fH9evX0doaGjx3QAVqxMnTuDOnTsYMGCA0oi3qakpZs6ciYyMDGzbtq3kAizn0tLSMH/+fNjY2GD16tVqf+dra+f+z24hBDZt2gQjIyPMnj1bqc7s2bNhZGSETZs2KZXLf198++230NXVVZR/8skncHNzQ1BQEO7fv6/p26ICKkz/v4vy/NnPBJuUXL58GYsWLcLcuXPRoEGDt9Y/ffo0li1bhu+++w4HDx7Mcw6efF6ml5eXyjFvb28AwKlTp949cHpv6enp2Lp1KxYvXowff/wR586dU6nz6tUrnDt3Dh9//DGsra2VjkmSBE9PT6SmpuLixYuKcvZ92VCQ/n9dZGQk/Pz8sGzZMuzZswfPnz9XW4/9X7oFBQXh77//Rvfu3ZGdnY39+/dj6dKl+Omnn3D79m2lurGxsXj8+DFcXFxgaGiodMzQ0BAuLi74888/lebshoSEKI69if1f8grT/6/jZ//bcQ42KaSnp+Pzzz9H48aNMXXq1AK1mTt3rtJrMzMzrF69Gp9//rlSeWxsLAConWsnL5PXoZIRFxeHoUOHKpW1aNECu3fvhq2tLQDgzp07yMnJyXPO5Ot92bZtW8X3RkZGsLCwyLc+layC9P/rfvjhB6XXBgYGmDt3LqZNm6ZUnt9738LCAkZGRuz/EnTp0iUAgJaWFhwcHHDr1i3FMZlMhsmTJ2PFihUA8u9LeXlgYCBiY2NRo0YNpKam4smTJ2jUqJHakVG+/0teYfr/dfzsfzuOYJPCnDlzEBsbiy1btrx1aoijoyM2b96MP//8E2lpabh79y78/f0hSRKGDBmCw4cPK9VPSkoCAKUpAnImJiZKdaj4DR06FMePH8fTp0+RmpqKyMhIDBo0CBcuXICHhwdevHgBIP9+BNT3ZVJSUqHqU/EraP8DQO3ateHv749bt27h5cuXePjwIf71r3+hYsWKmD59Ovz9/ZXOXZB/M+z/kiNf+WflypUwNTXF+fPn8eLFC5w+fRp169aFn58f1q1bB6Dw7/93+X1Bxasw/Q/ws79QSnoSOJUOZ8+eFTKZTCxYsECpfPDgwWofcszLsWPHhCRJwt7eXqnczs5OAFB6WEIuIyNDABAODg7vfgNUJAYNGiQACD8/PyGEEGFhYQKA+Oyzz9TW37BhgwAgVq5cqSjT0dERVlZWauvfunVLABBdu3bVfPD03t7s//zExMQIfX19UbFiRaX3uaenpwAgYmNj1baztLQUJiYmGouZCmfEiBECgDAwMBCPHj1SOhYdHS1kMpmwtbUVQgixc+dOAUB88803as81c+ZMAUDs379fCCHEo0ePBADh4uKitn5QUJAAICZMmKDBO6LCKEz/54ef/ao4gk3IysrC4MGD4eDggOnTp7/XuTw8PGBra4vo6GgkJycryuV/var7S1VeL69RDio5o0aNAgCEhYUByL8fAfV9aWpqWqj6VHq82f/5adiwIdq0aYOEhARcv35dUV6QfzPs/5Ij/9k3b94clpaWSscaNWoEGxsb3LlzB4mJiYV+/7/L7wsqXoXp//zws18VE2xCSkoKYmNjERUVBV1dXaVF4+VP9zs7O0OSJBw8ePCt56tcuTIA4OXLl4qy/OZavW1eH5UceV/K10K3sbGBTCbLc86cur60s7NDSkoK4uLiClSfSo83+/9d6uf33o+Li0NKSgr7vwR9/PHHANSvX/x6eVpa2lvnzL75fjY0NES1atVw9+5dZGdnv7U+Fb/C9P/b8LNfGRNsgp6eHoYPH672S/4Pv2vXrhg+fHiem07Ipaam4urVqzA0NFS82QDA1dUVQO4Ty28KDAxUqkOlh3wlCXm/GxgYoGXLlrh58yb++9//KtUVQiA4OBiGhoZo3ry5opx9X3a92f/5yc7OVqwe8/oKM+z/0s3d3R0AlP6vg1xmZiZu374NQ0NDmJubw87ODpaWlggLC1P5oys1NRVhYWGoXbu20qYkrq6uimNvkvd/u3btNHlLVAiF6f/88LNfjZKeo0Klm7o52MnJyeLmzZsqdV++fCn69+8vAIihQ4cqHUtISBCmpqblcrH50u769esiNTVVbbmFhYUAIE6dOqUoL+xGMzdv3uRGM6VYYfv/4sWLKnWzsrLEV199JQAId3d3pWOZmZnCxsYm341m7t69q7H7ocLz8vISAMTGjRuVyhcsWCAAiIEDByrKuNHMh6eg/c/P/sJhgk35Updg3717V0iSJFq2bCkGDx4spk2bJoYMGSKqV68uAAh7e3sRHx+vcq7t27cLAMLc3FyMGzdOjBs3TpibmwtJkkRAQEBx3ha9Zu7cucLY2Fh07txZjBkzRnz99deiW7duQkdHRwAQM2bMUKqfnZ0tvL29BQDh5OQkpk2bJnx8fIQkSaJ27dri2bNnKtdYuHChACCsra3FlClTxIgRI4SxsbHQ09MToaGhxXWrpEZh+x//fyhp4MCBYtq0aWLEiBGibt26AoCoXr26uHPnjso1Tpw4IXR0dISxsbEYMWKEmDJlirC2thYAxIoVK4rrVikPt2/fFlWqVBEAROfOnYWvr69o37694j375MkTRd2UlBTh6OioSI6nT5+uSNBatGghXr58qXL+L774QgAQDRs2FFOnThWDBg0Surq6omLFimoTNipeBe1/fvYXDhNsype6BDspKUmMHTtWtGjRQpibmwttbW1hbGwsWrZsKZYvX672F6zc0aNHRdu2bYWhoaEwMjISrq6uIjg4uDhuhfIQEhIi+vTpI+zs7ISJiYnQ1tYWFhYWolu3biIwMFBtm1evXol58+YJW1tboaurKywsLMQXX3wh4uLi8rzOjh07RPPmzYWBgYEwNTUVnTp1EpcuXSqq26ICKmz/+/r6ChcXF1G1alWho6MjDA0NhaOjo5g1a5ZISEjI8zrnzp0THTt2FCYmJsLAwEC0bNlS/PLLL0V5a1QI9+/fF0OGDBEWFhZCR0dH1KhRQ4wdO1Y8ffpUpW5iYqKYNGmSqFGjhtDR0RE1a9YUvr6+eY5EZmdni9WrV4uGDRsKPT09UalSJdG3b19x+/btor4tKqCC9D8/+wtHEkKIop2EQkRERERUfvAhRyIiIiIiDWKCTURERESkQUywiYiIiIg0iAk2EREREZEGMcEmIiIiItIgJthERERERBrEBJuIiIiISIOYYBMRERERaRATbCIiIiIiDWKCTURUDri5uUGSpJIO473cu3cPkiRhyJAhGjtnZGQktLS0sGvXLo2d831kZmbCxsYGffr0KelQiOg9MMEmIvq/iIgISJKEjh07qj0+adIkSJKEevXqqT2+atUqSJKE2bNnF2WYH7Ti/kNgypQpqFevHvr161ds18yPjo4OvvnmG/z666+IiIgo6XCI6B0xwSYi+r/mzZvDyMgIYWFhyMrKUjl+8uRJSJKEmzdvIi4uTu1xAGjfvn2Rx0rv78SJEwgJCYGvry9kstLzcTh48GBUqVKFf6gRlWGl5zcKEVEJ09bWRtu2bZGSkoILFy4oHXv+/Dmio6PRo0cPAP8k03I5OTk4c+YM9PT04OzsXGwx07tbt24dDAwM0KtXr5IORYm2tjb69euH48eP4/bt2yUdDhG9AybYRESvcXd3BwCEhIQolZ86dQpCCEyYMAEVK1ZUSbCvXLmCv//+G87OztDX10dGRgb8/f3h7e2NGjVqQE9PD1WqVEHPnj0RGRmp1Hb79u2QJAkLFixQG9Ply5chSRI+++wzpfJnz55h8uTJqFOnDvT09FC5cmX4+PggJiamUPd86NAheHh4oEKFCtDX10ejRo2wYsUKZGdnK9XbunUrJEnC1q1bERQUhNatW+Ojjz5CpUqVMHjwYDx//lzt+devX4+GDRtCX18fNWrUwNSpU/Hq1StIkgQ3NzdFPUmScOrUKcX38i91c65v376NHj16oEKFCjA0NESHDh1w5cqVAt/z33//jUOHDsHb2xsmJiZKx16f613Q69SqVQu1atVCUlISvvzyS1SrVg2GhoZo164dLl++DAB4/PgxBg4ciCpVqsDAwABeXl6IjY1VG1+fPn0ghMC2bdsKfE9EVHowwSYieo08wX4zgT558iQMDAzg5OSEtm3bqj3+evuEhARMmjQJ6enp6NSpEyZPngw3Nzf85z//QevWrZVGyHv27AlDQ0Ps3LlTbUzbt28HAAwaNEhRdufOHTRr1gyrVq2Cra0txo8fj06dOuH333+Hk5MTzp07V6D7nTFjBrp3746bN2+iZ8+eGDNmDAwMDPD111/nOS/58OHD6NKlCywtLTFmzBjY2triX//6F7p166ZSd86cORg9ejSeP3+OESNGoHfv3ggICFD7EN/cuXNhbW2t+F7+1b17d6V69+7dg5OTExISEjBs2DB4enri+PHjcHd3x9OnTwt036dPn0ZmZiacnJzyrFPY62RkZMDT0xNhYWHo27cvunbtirCwMHTo0AE3btyAs7Mzbt++jYEDB8LT0xPBwcHo3Lmzyh8yANCsWTPo6Ojg+PHjBbofIiplBBERKWRlZQlTU1NhaGgoMjIyFOWNGjUS7u7uQgghVq5cKQCIBw8eKI536dJFABCnT58WQgjx6tUr8fDhQ5Xzx8TECCMjI9GhQwel8oEDBwoA4ty5cyrxVK1aVVhYWIisrCxFeevWrYWWlpb4/ffflerfvHlTGBsbC3t7e6VyV1dX8eav/KCgIAFAeHt7i5SUFEV5Tk6OGD16tAAg9u7dqyjfsmWLACC0tbVFaGioUoxubm4CgAgPD1eKRUtLS1hZWYmnT58qypOTk0WDBg0EAOHq6vrWOOXu3r0rAAgAYunSpUrHZs2aJQCIJUuWqG37pq+//loAEMHBwRq5jrW1tQAgevfuLTIzMxXly5YtEwCEmZmZmDx5ssjJyVEc+/LLLwUAsW/fPrUxNmnSROjo6IhXr14V6J6IqPTgCDYR0Wu0tLTQrl07pKam4vz58wCAv/76C1evXlVMZ3B1dQXwz6i1fP61gYEBWrVqBQDQ09ODlZWVyvkbNmwId3d3xQiqnHx0eseOHUr1g4KC8PTpU/Tr1w9aWloAcpeWO3v2LAYPHgxvb2+l+nXr1sWIESMQHR391qkiP/74IwBgw4YNMDQ0VJRLkoSlS5dCkiTs3r1bpd2AAQPg4uKi9DMbPHgwACiNzO/evRvZ2dnw9fVFlSpVFOXGxsaYNWtWvrHlp3bt2vj666+VyoYPH65y/fw8fPgQAFC1alWNXmfFihXQ1tZWvO7fvz8AICsrCwsXLlRaIUV+LK+pLVWrVkVmZiaePXv2ttsholJG++1ViIjKFzc3Nxw5cgQnT56Ei4sLQkJCIIRQJNiNGzeGqakpTp48iUGDBiEqKgqJiYno0KEDdHV1FeeJiorC8uXLERoairi4OKWEGgDi4+NRrVo1AICHhweqVauGX375BStXrlQkafKE+/XpIfLl254+fYp58+apxH/jxg3Ffxs1apTnfUZERMDQ0BCbN29We9zAwEBxrtc1a9ZMpax69eoAgMTEREWZPHFs06aNSv3XE/TCaty4scqqH+qunx/5fHEzMzONXadChQqoWbOmUpm8f+3s7PDRRx+pPfb48WO1169YsSKA3H8nNWrUyDNOIip9mGATEb3h9QcdZ82ahZCQEOjr6ytGp2UyGdq0aaMYwVa3PN/Zs2cVr728vGBnZwcjIyNIkoSDBw/iypUrSE9PV9TX0tLCgAED4Ofnh8DAQHTu3BkpKSk4ePAgGjRogKZNmyrqJiQkAAB+++03/Pbbb3neR2pqar73mZCQgKysLMyfP79Q53jzoUAAij8IXp9PnJycDABKo9dy+Y0cv01Br58fAwMDAMCrV680dp386ud37M0/vOTS0tIAQCUxJ6LSjwk2EdEbHB0dUaFCBZw9exYZGRk4efIknJycoKenp6jj5uaG3377Dffu3VOsOCJPzAFg0aJFSE9Px5kzZ1RGcCMiItROCxg0aBD8/PywY8cOdO7cGfv27cPLly+VRq+Bf5I1f39/jBs37p3v08TEBJIkIT4+/p3P8bbzA7mrncgfXpQr6MOIRcXc3BzAP3+slEby2OSxElHZwTnYRERvkMlkcHV1RVpaGg4fPozr168rLScH/DMP+9ixYzhz5gyMjIzQvHlzxfE7d+6gYsWKKsn1y5cvFcu2vcnR0RH29vY4dOgQXrx4gR07dqhdnk8+kh4eHv5e99mqVSs8f/48z6Xi3pejoyMAICwsTOXY2bNn1baRzzMv6Ej0u7K3twcA3Lx5s0iv8z5u3rwJKysrxVQRIio7mGATEakhH42WT594M8Fu2rQpjI2NsXr1aiQlJaFt27ZKD7dZW1vj77//xtWrVxVl2dnZ+Oqrr/DXX3/led1BgwYhLS0NP/zwA06cOAFXV1eV+bctW7ZEq1atsHv3buzZs0flHDk5OYr1pPMzYcIEAMCwYcPUrmEdFxeH69evv/U8eenXrx9kMhn8/PyURslTU1OxaNEitW3kyeSDBw/e+boFIf8DqaDLGRa3+/fvIy4uDu3atSvpUIjoHXCKCBGRGvIEOyYmBvr6+irrJWtpacHFxQW///67Un258ePHIygoCG3atEGfPn2gr6+PkJAQPHr0CG5ubiob2cgNGDAA06dPx/z585GTk6MyPURu9+7dcHd3R79+/bBq1So0bdoUBgYGuH//PsLDw/HXX3/lO78YADp27IjZs2fj22+/RZ06ddCxY0dYW1vj+fPnuH37Ns6cOYOFCxeifv36BfmRqfj4448xffp0LF68GPb29ujTpw+0tbWxf/9+2NvbIyYmRuUhwvbt22Pv3r3w8fHBJ598An19fTg6OqJLly7vFENeHBwcYGNjg+DgYI2eV1Pkcb25BjgRlQ0cwSYiUqNRo0aoXLkyAKjMv5aTj4ICqgn2p59+ir1798LGxgY7duzArl27UK9ePZw/f15lPvLrrKys0L59e2RmZkJfXz/Pbbxr166NyMhIzJo1CykpKdiyZQvWr1+PqKgotGvXTu3yeuosWLAAwcHBaNu2LY4fP46VK1fi3//+N9LT0zFv3jyV6SmFtWjRIqxduxYVKlTATz/9hICAAPTq1Qtr164FoPrw34gRIzB16lTEx8dj2bJlmD17Nvbt2/deMagjSRJGjRqF2NhYxXKMpcmOHTtQpUoV9OjRo6RDIaJ3IAkhREkHQURE5cuxY8fg6emJqVOnYtmyZSUSQ0JCAmxsbNC7d29s3LixRGJQJzY2Fh9//DHmzZuHOXPmlHQ4RPQOOIJNRERF5q+//lJ5YDExMREzZswAULJTICpWrIgZM2Zg27Zt+O9//1ticbxpwYIFqFatGnx9fUs6FCJ6R5yDTURERWbnzp1YsWIF2rdvD0tLSzx58gS///47nj17hiFDhsDZ2blE45s4cSLS09Nx//79fKfuFJfMzEx8/PHHGDJkiNLumkRUtnCKCBERFZnz589j0aJFuHDhAhISEqClpYX69etjyJAhGDNmjMpDjkREHwIm2EREREREGsShAyIiIiIiDWKCTURERESkQUywiYiIiIg0iAk2EREREZEGMcEmIiIiItIgJthERERERBrEBJuIiIiISIOYYBMRERERaRATbCIiIiIiDfofbOM5WLUaI+4AAAAASUVORK5CYII=\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "
"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.rcParams.update({\"font.size\": 14})\n",
    "\n",
    "# load Mie series data\n",
    "savefile_E = \"./data/mie_plasmonic_Eabs.txt\"\n",
    "savefile_H = \"./data/mie_plasmonic_Habs.txt\"\n",
    "savefile_RCS = \"./data/mie_plasmonic_RCS.txt\"\n",
    "\n",
    "Eabs_mie = np.loadtxt(savefile_E, delimiter=\"\\t\", skiprows=1)[:, 1]\n",
    "Habs_mie = np.loadtxt(savefile_H, delimiter=\"\\t\", skiprows=1)[:, 1]\n",
    "RCS_mie = np.loadtxt(savefile_RCS, delimiter=\"\\t\", skiprows=1)[:, 1]\n",
    "\n",
    "\n",
    "def to_db(val):\n",
    "    val = np.abs(val)\n",
    "    val = val / np.max(np.abs(val))\n",
    "    return 10.0 * np.log10(val)\n",
    "\n",
    "\n",
    "def normalize(val):\n",
    "    return np.abs(val) / np.max(np.abs(val))\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots(1, 3, figsize=(15, 4))\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"thru\", field_name=\"Ex\", val=\"abs\", f=f0, ax=ax[0]\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"thru\", field_name=\"Ey\", val=\"abs\", f=f0, ax=ax[1]\n",
    ")\n",
    "sim_data.plot_field(\n",
    "    field_monitor_name=\"thru\", field_name=\"Ez\", val=\"abs\", f=f0, ax=ax[2]\n",
    ")\n",
    "for _ax in ax:\n",
    "    _ax.set_xlim([-20e-3, 20e-3])\n",
    "    _ax.set_ylim([-20e-3, 20e-3])\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(RCS_mie), \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(RCS), \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Normalized radar cross section\",\n",
    "    yscale=\"linear\",\n",
    "    xscale=\"linear\",\n",
    ")\n",
    "ax.legend()\n",
    "ax.grid(visible=True, which=\"both\", axis=\"both\", linewidth=0.4)\n",
    "plt.tight_layout()\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(Eabs_mie), \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(E), \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Normalized near field |$\\\\vec{E}$|\",\n",
    "    yscale=\"linear\",\n",
    "    xscale=\"linear\",\n",
    ")\n",
    "ax.legend()\n",
    "ax.grid(visible=True, which=\"both\", axis=\"both\", linewidth=0.4)\n",
    "plt.tight_layout()\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(Habs_mie), \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, normalize(H), \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Normalized near field |$\\\\vec{H}$|\",\n",
    "    yscale=\"linear\",\n",
    "    xscale=\"linear\",\n",
    ")\n",
    "ax.legend()\n",
    "ax.grid(visible=True, which=\"both\", axis=\"both\", linewidth=0.4)\n",
    "plt.tight_layout()\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(7.5, 5))\n",
    "# ax.plot(td.C_0 / freqs * 1e3, flux_mie, '-k', label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, flux, \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Flux\",\n",
    "    yscale=\"linear\",\n",
    "    xscale=\"linear\",\n",
    ")\n",
    "ax.legend()\n",
    "ax.grid(visible=True, which=\"both\", axis=\"both\", linewidth=0.4)\n",
    "plt.tight_layout()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.9"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {
     "0fdfe871759f4b038471276cde82c5ba": {
      "model_module": "@jupyter-widgets/output",
      "model_module_version": "1.0.0",
      "model_name": "OutputModel",
      "state": {
       "_dom_classes": [],
       "_model_module": "@jupyter-widgets/output",
       "_model_module_version": "1.0.0",
       "_model_name": "OutputModel",
       "_view_count": null,
       "_view_module": "@jupyter-widgets/output",
       "_view_module_version": "1.0.0",
       "_view_name": "OutputView",
       "layout": "IPY_MODEL_78a5046c9f974f188269a71f56f344f4",
       "msg_id": "",
       "outputs": [
        {
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