{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Scattering and absorption of a plasmonic nanoparticle\n",
    "\n",
    "Plasmonic nanoparticles can exhibit interesting electromagnetic properties at certain frequencies, such as a negative real part of the relative permittivity. 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 results are compared to the analytical Mie series. This example uses the total-field-scattered-field ([TFSF](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.TFSF.html)) source to excite the particle, and illustrates how to compute various quantities like the total absorbed power, total scattering cross-section, and forward cross-section. A non-uniform mesh is carefully designed to make sure the sphere is well resolved without a significant sacrifice in efficiency. For a more detailed demonstration on TFSF, please refer to the [TFSF tutorial](https://www.flexcompute.com/tidy3d/examples/notebooks/TFSF/).\n",
    "\n",
    "For more simulation examples, please visit our [examples page](https://www.flexcompute.com/tidy3d/examples/). If you are new to the finite-difference time-domain (FDTD) method, we highly recommend going through our [FDTD101](https://www.flexcompute.com/fdtd101/) tutorials. FDTD simulations can diverge due to various reasons. If you run into any simulation divergence issues, please follow the steps outlined in our [troubleshooting guide](https://www.flexcompute.com/tidy3d/examples/notebooks/DivergedFDTDSimulation/) to resolve it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# standard python imports\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# tidy3d imports\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web"
   ]
  },
  {
   "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. Furthermore, the TFSF source works best if placed in a region with uniform mesh. Because of this, we will add a mesh override structure which is slightly larger than the sphere itself."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "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",
    "# distance between particle and the boundary of the tfsf box\n",
    "buffer_tfsf = 0.3 * radius\n",
    "tfsf_size = (radius + buffer_tfsf) * 2\n",
    "\n",
    "# distance between the particle and the scattered field region monitors (should be larger than buffer_tfsf)\n",
    "buffer_out = 0.4 * radius\n",
    "out_size = (radius + buffer_out) * 2\n",
    "\n",
    "# distance between the particle and the total field region monitor (should be smaller than buffer_tfsf)\n",
    "buffer_in = 0.2 * radius\n",
    "in_size = (radius + buffer_in) * 2\n",
    "\n",
    "# distance between particle and the mesh override region\n",
    "buffer_override = 0.8 * radius\n",
    "override_size = (radius + buffer_override) * 2\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. Instead, we just define how many cells we want within the sphere diameter\n",
    "# by creating a mesh override region\n",
    "cells_per_wavelength = 50  # for meshing outside of the particle\n",
    "cells_in_particle = 60  # for the mesh override region\n",
    "mesh_override = td.MeshOverrideStructure(\n",
    "    geometry=td.Box(center=center, size=(override_size,) * 3),\n",
    "    dl=(2 * radius / cells_in_particle,) * 3,\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 = [(radius + buffer_pml) * 2] * 3\n",
    "\n",
    "# define PML layers on all sides\n",
    "boundary_spec = td.BoundarySpec.all_sides(boundary=td.PML())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Source\n",
    "\n",
    "For our incident field, we use a TFSF source to inject a plane wave incident from below the sphere polarized in the x direction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# time dependence of source\n",
    "gaussian = td.GaussianPulse(freq0=f0, fwidth=fwidth)\n",
    "\n",
    "# the tfsf source is defined as a box around the particle\n",
    "source = td.TFSF(\n",
    "    center=center,\n",
    "    size=(tfsf_size,) * 3,\n",
    "    source_time=gaussian,\n",
    "    injection_axis=2,  # inject along the z axis...\n",
    "    direction=\"+\",  # ...in the positive direction, i.e. along z+\n",
    "    name=\"tfsf\",\n",
    "    pol_angle=0,\n",
    ")\n",
    "\n",
    "# Simulation run time\n",
    "run_time = 10 / fwidth"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Monitors\n",
    "\n",
    "Next, we define a number of monitors to analyze the simulation.\n",
    "\n",
    "- A 3D FluxMonitor inside the TFSF source can be used to compute the power absorbed in the particle. If no power is absorbed, the recorded flux would be 0, since there are no power sources or sinks inside the monitor box. Any flux recorded in the FluxMonitor is then due to the imbalance between the incoming power and the outgoing one, which has been reduced by the particle absorption.\n",
    "\n",
    "- A 3D FluxMonitor outside the TFSF region can be used to compute the total cross-section, meaning the total power of scattered radiation in all directions.\n",
    "\n",
    "- A [FieldProjectionAngleMonitor](https://docs.flexcompute.com/projects/tidy3d/en/latest/api/_autosummary/tidy3d.FieldProjectionAngleMonitor.html) can be used to compute the radiated cross-section at a particular angle.\n",
    "\n",
    "- A 3D Field monitor inside the TFSF region to record the electric field is required to compute the absorbed power. The parameter `colocate` is set to `False` in order to match with the grid specification of the permittivity monitor.\n",
    "\n",
    "- A 3D permittivity monitor inside the the TFSF region is required to compute the displacement field $D=\\epsilon E$ and the absorbed power. In default settings, `colocate` is set to `False` so that the permittivity at the Yee grid locations, exactly as used in the solver, is stored.\n",
    "\n",
    "- Finally, we also store the fields in a planar cross-section for visualization purposes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# set the list of frequencies at which to compute quantities\n",
    "num_freqs = 100\n",
    "freqs = np.linspace(f0 - fwidth, f0 + fwidth, 100)\n",
    "\n",
    "monitor_flux_out = td.FluxMonitor(\n",
    "    size=[out_size] * 3,\n",
    "    freqs=freqs,\n",
    "    name=\"flux_out\",\n",
    ")\n",
    "monitor_flux_in = td.FluxMonitor(\n",
    "    size=[in_size] * 3,\n",
    "    freqs=freqs,\n",
    "    name=\"flux_in\",\n",
    ")\n",
    "\n",
    "# Create near field to far field projection monitor for forward RCS\n",
    "monitor_n2f = td.FieldProjectionAngleMonitor(\n",
    "    center=center,\n",
    "    size=[out_size] * 3,\n",
    "    freqs=freqs,\n",
    "    name=\"n2f\",\n",
    "    phi=[0],\n",
    "    theta=[0],\n",
    ")\n",
    "\n",
    "# Near field monitor for visualization\n",
    "monitor_near = td.FieldMonitor(\n",
    "    center=[0, 0, 0],\n",
    "    size=[out_size, 0, out_size],\n",
    "    freqs=[f0],\n",
    "    name=\"near\",\n",
    ")\n",
    "\n",
    "monitor_perm = td.PermittivityMonitor(\n",
    "    size=(in_size,) * 3,\n",
    "    center=(0, 0, 0),\n",
    "    freqs=freqs,\n",
    "    name=\"permittivity\",\n",
    ")\n",
    "\n",
    "# Field monitor for absorbed power density\n",
    "monitor_E_field = td.FieldMonitor(\n",
    "    center=[0, 0, 0],\n",
    "    size=(in_size,) * 3,\n",
    "    freqs=freqs,\n",
    "    fields=[\"Ex\", \"Ey\", \"Ez\"],\n",
    "    colocate=False,\n",
    "    name=\"dft_fields_monitor\",\n",
    ")\n",
    "\n",
    "monitors = [\n",
    "    monitor_flux_out,\n",
    "    monitor_flux_in,\n",
    "    monitor_n2f,\n",
    "    monitor_near,\n",
    "    monitor_perm,\n",
    "    monitor_E_field,\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Simulation\n",
    "\n",
    "Now we can put everything together and define the simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# since the mesh is extremely fine near the particle and transitions to a coarser mesh farther out,\n",
    "# we can use the 'max_scale' field to set the largest allowed increase in mesh size from one cell to\n",
    "# the next, to obtain a gentler gradient; the default is 1.4, and we'll set it to 1.2 here\n",
    "grid_spec = td.GridSpec.auto(\n",
    "    min_steps_per_wvl=cells_per_wavelength,\n",
    "    override_structures=[mesh_override],\n",
    "    max_scale=1.2,\n",
    ")\n",
    "\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-8,\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 the simulation. The nanoparticle is very small compared to the simulation and is not visible in the full plot. For better visibility, we also show a zoomed-in plot, which shows how the nanoparticle is meshed. Note that the mesh inside the nanoparticle is quite fine and may not render correctly in the notebook, possibly giving the false impression of being somewhat coarse."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1400x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(14, 6))\n",
    "zoom = radius * 2\n",
    "sim.plot(y=0, ax=ax1)\n",
    "sim.plot_grid(y=0, ax=ax1)\n",
    "sim.plot(y=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom], monitor_alpha=0.2)\n",
    "sim.plot_grid(y=0, ax=ax2, hlim=[-zoom, zoom], vlim=[-zoom, zoom])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run Simulation\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:40:54 CEST </span>Created task <span style=\"color: #008000; text-decoration-color: #008000\">'plasmonic_nanoparticle'</span> with task_id                \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6'</span> and task_type <span style=\"color: #008000; text-decoration-color: #008000\">'FDTD'</span>. \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:40:54 CEST\u001b[0m\u001b[2;36m \u001b[0mCreated task \u001b[32m'plasmonic_nanoparticle'\u001b[0m with task_id                \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6'\u001b[0m and task_type \u001b[32m'FDTD'\u001b[0m. \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>View task using web UI at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bb</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">e5-430e-8581-4ec6e7885bd6'</span></a>.                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mView task using web UI at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=370995;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=282531;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=370995;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=729094;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=370995;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32m-a9651766-bb\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=370995;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[32me5-430e-8581-4ec6e7885bd6'\u001b[0m\u001b]8;;\u001b\\.                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Task folder: <a href=\"https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\" target=\"_blank\"><span style=\"color: #008000; text-decoration-color: #008000\">'default'</span></a>.                                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTask folder: \u001b]8;id=94153;https://tidy3d.simulation.cloud/folders/9b36e144-ddb6-41f8-8dd8-30b62b26a870\u001b\\\u001b[32m'default'\u001b[0m\u001b]8;;\u001b\\.                                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "b0a4176a4e64452fb0cb0256da52b161",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:40:58 CEST </span>Maximum FlexCredit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.250</span>. Minimum cost depends on task      \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>execution details. Use <span style=\"color: #008000; text-decoration-color: #008000\">'web.real_cost(task_id)'</span> to get the billed \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>FlexCredit cost after a simulation run.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:40:58 CEST\u001b[0m\u001b[2;36m \u001b[0mMaximum FlexCredit cost: \u001b[1;36m1.250\u001b[0m. Minimum cost depends on task      \n",
       "\u001b[2;36m              \u001b[0mexecution details. Use \u001b[32m'web.real_cost\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m to get the billed \n",
       "\u001b[2;36m              \u001b[0mFlexCredit cost after a simulation run.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:40:59 CEST </span>status = queued                                                   \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:40:59 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = queued                                                   \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>To cancel the simulation, use <span style=\"color: #008000; text-decoration-color: #008000\">'web.abort(task_id)'</span> or             \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><span style=\"color: #008000; text-decoration-color: #008000\">'web.delete(task_id)'</span> or abort/delete the task in the web UI.     \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>Terminating the Python script will not stop the job running on the\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>cloud.                                                            \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mTo cancel the simulation, use \u001b[32m'web.abort\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or             \n",
       "\u001b[2;36m              \u001b[0m\u001b[32m'web.delete\u001b[0m\u001b[32m(\u001b[0m\u001b[32mtask_id\u001b[0m\u001b[32m)\u001b[0m\u001b[32m'\u001b[0m or abort/delete the task in the web UI.     \n",
       "\u001b[2;36m              \u001b[0mTerminating the Python script will not stop the job running on the\n",
       "\u001b[2;36m              \u001b[0mcloud.                                                            \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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       "model_id": "123a3adc490e4ecc8986976622652476",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:41:14 CEST </span>starting up solver                                                \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:41:14 CEST\u001b[0m\u001b[2;36m \u001b[0mstarting up solver                                                \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>running solver                                                    \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mrunning solver                                                    \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ba79d4c2eec24fe2989309c36e293da3",
       "version_major": 2,
       "version_minor": 0
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:43:14 CEST </span>early shutoff detected at <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">44</span>%, exiting.                           \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:43:14 CEST\u001b[0m\u001b[2;36m \u001b[0mearly shutoff detected at \u001b[1;36m44\u001b[0m%, exiting.                           \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span>status = postprocess                                              \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m             \u001b[0m\u001b[2;36m \u001b[0mstatus = postprocess                                              \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "03a70b811c8346e291dda42d10f9184a",
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       "version_minor": 0
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      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:43:59 CEST </span>status = success                                                  \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:43:59 CEST\u001b[0m\u001b[2;36m \u001b[0mstatus = success                                                  \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:44:01 CEST </span>View simulation result at                                         \n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">'https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bb</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">              </span><a href=\"https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\" target=\"_blank\"><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">e5-430e-8581-4ec6e7885bd6'</span></a><span style=\"color: #000080; text-decoration-color: #000080; text-decoration: underline\">.</span>                                       \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:44:01 CEST\u001b[0m\u001b[2;36m \u001b[0mView simulation result at                                         \n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=613541;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34m'https://tidy3d.simulation.cloud/workbench?\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=769661;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34mtaskId\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=613541;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34m=\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=919476;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34mfdve\u001b[0m\u001b]8;;\u001b\\\u001b]8;id=613541;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34m-a9651766-bb\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m              \u001b[0m\u001b]8;id=613541;https://tidy3d.simulation.cloud/workbench?taskId=fdve-a9651766-bbe5-430e-8581-4ec6e7885bd6\u001b\\\u001b[4;34me5-430e-8581-4ec6e7885bd6'\u001b[0m\u001b]8;;\u001b\\\u001b[4;34m.\u001b[0m                                       \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "050c157251a54057adce82224137ed8d",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">14:46:52 CEST </span>loading simulation from data/plasmonic_nanoparticle.hdf5          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m14:46:52 CEST\u001b[0m\u001b[2;36m \u001b[0mloading simulation from data/plasmonic_nanoparticle.hdf5          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Run simulation\n",
    "sim_data = web.run(\n",
    "    sim,\n",
    "    task_name=\"plasmonic_nanoparticle\",\n",
    "    path=\"data/plasmonic_nanoparticle.hdf5\",\n",
    "    verbose=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extract the results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Total absorbed power\n",
    "absorbed = np.abs(sim_data[\"flux_in\"].flux)\n",
    "\n",
    "# Total scattered power\n",
    "scattered = sim_data[\"flux_out\"].flux\n",
    "\n",
    "# Power scattered in the forward direction\n",
    "RCS = np.squeeze(np.real(sim_data[\"n2f\"].radar_cross_section.values))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Absorbed Power Distribution\n",
    "\n",
    "The dissipated power in a lossy material when subjected to a time-harmonic electromagnetic field is a quantity that can be computed from the electric field $E$ and the permittivity $\\varepsilon$. For futher thoretical details, refer to [1].\n",
    "\n",
    "The **volumetric power absorption density**, denoted as $p_{\\text{abs}}(x, y, z)$, measures the power absorbed per unit volume at a specific point. Realistic metallic properties are described through a **complex permittivity** $\\varepsilon_c = \\varepsilon' - j\\varepsilon''$. Here, $\\varepsilon''$, the imaginary part, accounts for dielectric losses. The volumetric absorption density can be defined as $p_{\\text{abs}}(x, y, z) = -\\frac{1}{2}\\omega\\varepsilon''|E|^2$. \n",
    "\n",
    "A more general way to express this quantity is by using the dot product of the electric $E$ and displacement fields $D$. For a linear isotropic material, given the relation $D = \\varepsilon_c E = (\\varepsilon' - j\\varepsilon'')E$, it is easily verifiable that $\\varepsilon'' |E|^2 = -\\text{Imag}\\{ E^* \\cdot D\\}$. Substituting this into our derived formula gives\n",
    "$$p_{\\text{abs}}(x,y,z) = \\frac{1}{2}\\omega \\text{Imag}\\{E^*(x, y, z) \\cdot D(x, y, z)\\}$$\n",
    "where:\n",
    "* **$\\omega$** is the angular frequency ($2\\pi f$) of the field in rad/s.\n",
    "* **$E^*(x, y, z)$** is the complex conjugate of the electric field.\n",
    "* **$D(x, y, z)$** is the electric displacement field.\n",
    "* **$\\text{Imag}$** denotes the imaginary part of the argument.\n",
    "\n",
    "This expression, employing $E^*$ and $D$, is the most general form for losses because it derives directly from Poynting's theorem on energy conservation. It remains universally valid for anisotropic and nonlinear media by using the material's true response $D$, without assuming it must be parallel or proportional to the driving field $E$. To find the **total absorbed power** ($P_{\\text{abs}}$) within a specific volume $V$, one must integrate the volumetric power density over that volume:\n",
    "\n",
    "$$P_\\text{abs} = \\int_V p_\\text{abs} (x, y, z) = \\int_V \\frac{1}{2} \\omega \\; \\text{Imag} (E^*(x,y,z) \\cdot D (x, y, z))\\; dV$$\n",
    "\n",
    "Using the relation $\\omega = 2 \\pi f$, this can also be written as:\n",
    "\n",
    "$$P_\\text{abs} = \\int_V \\pi f \\; \\text{Imag} (E^*(x,y,z) \\cdot D (x, y, z)) \\; dV$$\n",
    "\n",
    "[1] Jian-Ming Jin, Theory and computation of electromagnetic fields **sec. 1.7**.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract all components of the E-field.\n",
    "monitor_data_E = sim_data.monitor_data[monitor_E_field.name]\n",
    "field_data_colocated = sim_data.at_boundaries(monitor_E_field.name).interp(f=f0, method=\"nearest\")\n",
    "coords = field_data_colocated.Ex.coords\n",
    "coords_dict = {dim: coords.get(dim) for dim in \"xyz\"}\n",
    "\n",
    "Ex = monitor_data_E.Ex\n",
    "Ey = monitor_data_E.Ey\n",
    "Ez = monitor_data_E.Ez\n",
    "\n",
    "# Extract all components of the permittivity.\n",
    "monitor_data_perm = sim_data.monitor_data[monitor_perm.name]\n",
    "perm_x = monitor_data_perm.eps_xx.values\n",
    "perm_y = monitor_data_perm.eps_yy.values\n",
    "perm_z = monitor_data_perm.eps_zz.values"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The displacement field $D$ can be computed as $D = \\epsilon E$. This is possible since `colocate=False` was set on the electric field monitor, allowing the permittivity and electric field data to be defined with the same grid specifications."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Computing the displacement field\n",
    "Dx = perm_x * td.constants.EPSILON_0 * Ex\n",
    "Dy = perm_y * td.constants.EPSILON_0 * Ey\n",
    "Dz = perm_z * td.constants.EPSILON_0 * Ez\n",
    "\n",
    "# Compute the power density for each E-field component using the imaginary part of permittivity.\n",
    "Power_density_E_x = np.pi * freqs * (Ex.conj() * Dx).imag\n",
    "Power_density_E_y = np.pi * freqs * (Ey.conj() * Dy).imag\n",
    "Power_density_E_z = np.pi * freqs * (Ez.conj() * Dz).imag\n",
    "\n",
    "# Integrate each power density component over the spatial coordinates to get absorbed power\n",
    "absorbed_power_E_x = Power_density_E_x.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "absorbed_power_E_y = Power_density_E_y.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "absorbed_power_E_z = Power_density_E_z.integrate(coord=[\"x\", \"y\", \"z\"])\n",
    "# Sum all absorbed power components to get the total absorbed power.\n",
    "absorbed_power_E = absorbed_power_E_x + absorbed_power_E_y + absorbed_power_E_z\n",
    "\n",
    "# Power density for a single frequency\n",
    "Power_density_E_x_f0 = Power_density_E_x.sel(f=f0, method=\"nearest\")\n",
    "Power_density_E_y_f0 = Power_density_E_y.sel(f=f0, method=\"nearest\")\n",
    "Power_density_E_z_f0 = Power_density_E_z.sel(f=f0, method=\"nearest\")\n",
    "Power_density_E_f0 = (\n",
    "    Power_density_E_x_f0.interp(**coords_dict)\n",
    "    + Power_density_E_y_f0.interp(**coords_dict)\n",
    "    + Power_density_E_z_f0.interp(**coords_dict)\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plot the electric field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x300 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(15, 3))\n",
    "fig1 = sim_data.plot_field(field_monitor_name=\"near\", field_name=\"Ex\", val=\"abs\", f=f0, ax=ax[0])\n",
    "fig2 = sim_data.plot_field(field_monitor_name=\"near\", field_name=\"Ey\", val=\"abs\", f=f0, ax=ax[1])\n",
    "fig3 = sim_data.plot_field(field_monitor_name=\"near\", field_name=\"Ez\", val=\"abs\", f=f0, ax=ax[2])\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plot the absorbed power density"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x400 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, 3, figsize=(14, 4))\n",
    "fig1 = (\n",
    "    (Power_density_E_f0)\n",
    "    .sel(x=0, method=\"nearest\")\n",
    "    .real.plot(x=\"y\", y=\"z\", cmap=\"turbo\", ax=ax[0], robust=True, vmin=0)\n",
    ")\n",
    "fig2 = (\n",
    "    (Power_density_E_f0)\n",
    "    .sel(y=0, method=\"nearest\")\n",
    "    .real.plot(x=\"x\", y=\"z\", cmap=\"turbo\", ax=ax[1], robust=True, vmin=0)\n",
    ")\n",
    "fig3 = (\n",
    "    (Power_density_E_f0)\n",
    "    .sel(z=0, method=\"nearest\")\n",
    "    .real.plot(x=\"x\", y=\"y\", cmap=\"turbo\", ax=ax[2], robust=True, vmin=0)\n",
    ")\n",
    "\n",
    "colorbar_label = \"Power absorption density (W/µm$^3$)\"\n",
    "fig1.colorbar.set_label(colorbar_label, fontsize=12)\n",
    "fig2.colorbar.set_label(colorbar_label, fontsize=12)\n",
    "fig3.colorbar.set_label(colorbar_label, fontsize=12)\n",
    "\n",
    "_ = ax[0].set_title(\"Power absorption density for $x=0$\")\n",
    "_ = ax[1].set_title(\"Power absorption density for $y=0$\")\n",
    "_ = ax[2].set_title(\"Power absorption density for $z=0$\")\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Comparison 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 metallic, no subpixel averaging scheme is applied, so the simulation approximates the curved permittivity profile in a staircase-like manner, which contributes to the error. The label *Tidy3D: I - S*, standing for incoming minus scattered power, denotes the amount of  power that is absorbed in the source region measured by calculating the flux flowing inward inside the TFSF region.\n",
    "\n",
    "The txt files containing the Mie results can be downloaded from our documentation [repo](https://github.com/flexcompute/tidy3d-notebooks/tree/develop/misc)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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G+vbty19//cWPP/6ISqWiV69eaR6XEF8LfX19rly5ovn3hxQtWpR27drRoUMHpk+fjpubG0+ePMHX15fSpUvTsGHDD+4vPo/MuZhFxcfHM2bMGCpVqkRgYCC2trZs2LCBTZs2pTpJH/FZzpxxfTTvs1V0Z4KNM9tqdsPtZAAMHQrpkKTfp3D9pgwyKUDnq0/Jd/Q0VKwIP/1E0ovn6OvrM2fOHAYPHgxA7969+fvvv79YbEJkRFZWVqle82Dp0qV06NCBQYMGUaxYMZo2bcqZM2fIly9fOkcpdDrhiS7IhCevj+vm5qaZIOT7779XwsLCUt/A5ctKYIsGil3PSkru7hWV25fOpV+wn+DKwYOK0ratooASZmqguLcrq+xcNF1RFEVRq9XKwIEDNee+cOFC3Qb7FZEJT177mic8yUoyQr9miglPxJeVlJTEtGnTKFeuHBcuXCB79uysW7eO9evXY2tr+9H9Ex4+gO7dwcUF5007aRjynI5KDsxMMtbKP4k5c8Lq1bB/P3/XLMktC0Om+K0jMe4VKpWKadOm0a9fPwB69OjBP//8o+OIhRDi/eQedRZx+/ZtOnbsyOHDhwFo1KgRCxcufO+qY2+LjYxg9sS+bLl7kX0bAzBXq6F5cxb99huqEiXSO/RPV7s2QyodRfmlEy269cDA+PXocpVKxcyZM4mLi2P+/Pm0a9cOW1tbatasqeOAhRAiJUnUmZyiKCxfvpy+ffsSGRmJhYUFf/zxB126dEn9jEaPH7PhfgD3rYzZUqcc7X79A6pU4fPWw/oyjCwsGTVnU7KyvVNHgW0u5syZQ2hoKFu2bNE8wuXi4qKjSIUQ4t0kUWdiT58+pWfPnpo5fatWrcqKFStwcnL66L5P7oVg6/h62VHTwkWY4uJFjKEBjeaOho+MEM3Ibu7eQu8re4i5ocfaBw9Zs3o1devV49ixY3h5eXHixAkcHR11HaYQQmjIPepMateuXbi4uODj44OhoSHe3t4cOnTo40k6KYn5Y/tQcVwrDqxbqCmuPWwijQeOQ/UVJ2mAfDXq0kI/J1UeRlB19O+Y9u/PNh8fSpQowYMHD2jSpAnR0dG6DlMIITQkUWcyMTEx9OnThwYNGhAaGkqJEiU4efIkv/zyy0efleTyZahWjYd7/yXWQI/t+zPfICtDM3OmLNjB6ppdMEQFCxeSvWdPtm/6h5w5c3LhwgU6d+6Moii6DlUIIQBJ1JnK6dOncXNz46+//gKgX79+nDt3jrJly35wv9ioSCLG/gpubnDyJMOuvmSuYzVmzN/xJcL+4lR6epgMHgI+PmBszKIbJxg4uRtrlizE0NCQjRs3MmHCBF2HKYQQgJaJOjExkfHjx3P//v30ikd8goSEBMaNG0eVKlW4fv06efLkYd++ffzxxx8fnZrw/K5N1OlTm+FH1kJCAnz7LeaXgmgxchoqg0w+hKFJE55v+Ydp5fNyylTNo0tHmDdvHgBjxoxh06ZNH2lACCHSn1Z/iQ0MDJg6dSodOnRIr3iElq5evUr79u05e/YsAK1bt+avv/4iW7ZsqWvg5k1CjFVE57Xh6Yol5PyhU4qlIzOz7PUbsUmVyM49G2j/y1RUenoEBgbyxx9/0KlTJ0qWLEmJjPwImhAi09P60vc333zDoUOH0iMWoQW1Ws0ff/yBm5sbZ8+excbGhjVr1rB27dqPJunIF081/y7bZwgLHCpzaMJGcrbvnKWS9BvOnk0ZMmMNqv8tQDJl3DgaeFQnKiqKFi1afPKqSEJ8TTp16kTTpk0/WMfDw4P+/ft/kXjE/9M6UXt5efHLL78wePBg1q5dy7Zt25K9RPq7desWtWrVYsCAAbx69Yp69eoRGBhImzZtPrhfXHQU4we2pspAL57cC3ldqFLReNyfWOcr+AUiz/jU0dEM792Q+LxxFM7rwJUrV+jRo4cMLhNfNZVK9cHX2LFj+fPPP1m2bFmaHtfHx4fy5ctjY2ODubk5ZcqUYeXKlcnqeHh4aOIwNjYmT548NG7cWPNYqbZUKhVbtmz5rLiTkpKYPHkyxYsXx9TUlOzZs1OpUiUWLVr0We1+Kq1vQv74448AzJgxI8U2lUpFUlLS50cl3kmtVrNgwQKGDBlCdHQ05ubmTJ06lV69en188pKAAFSdOuJXKJEnOczZvnQmXUbP+jKBf0UeXvZnl2EsL430mVXYnk4PH7N27VqqVq1Knz59Pt6AEBnQo0ePNP9ev349o0eP5tq1a5oyCwuLdFlXOnv27IwcOZLixYtjZGTEv//+S+fOncmVK1eypTW7d+/O+PHjSUxM5P79+2zevJnWrVvTqVMnnSyeM27cOBYsWMCcOXMoX748ERERnD17lhcvXnzxWABZlEOXtFnk4NatW0qtWrU0i0lUr15duXnz5kf3S3gVq6gnTlQUQ0NFASXQyUHZPWfS54Sd4X3u4hGX925VdpXIrSigBJcqpeiBYmhoqJw+fTqNIvw6yaIcr33ti3IsXbpUsba2TlHesWNHpUmTJpr3UVFRSvv27RVzc3PF3t5emTZtmlKzZk2lX79+iqIoyrhx4xRnZ+cU7bi6uiqjRo167/Hd3NySbX+7zbctWbJEAZR9+/al+twURVEAZfPmzZ/Vr66ursrYsWM/ef83MsSiHK9evfr8bwrig5KSkpg9ezYuLi4cPHgQMzMzZs2ahZ+f30cnL7lybD9e3T3YuGymZkS387HzePYZ/oWi/zqVrPst9eetAWNjCgcGsq1gARISEmjTpg2RkZG6Dk9kZNHR73/99+/lh+rGxn68bjobMmQIhw4dYuvWrezduxc/Pz/Onz+v2d6lSxeuXLnCmTNnNGUXLlwgICCAzp07p2hPURR8fX25du0aNWrU+OjxO3bsSLZs2ZJdAvfw8KBTp06fd2KpYG9vz4EDB3jy5Em6Hys1tE7USUlJTJgwgTx58mBhYcGtW7cA+PXXX1m8eHGaB5iVXblyhRo1atC3b1+io6OpUaMGAQEB/Pzzz+jpffw/3f4lf3LJDKZXdCRx2VLYsgVSsQiHAGrWhDVriDAyYFEpU5pUL8TNmzfl8rf4MAuL979atEheN1cusLDA1NY2ZV0vr+R1CxRIWScdRUVFsXjxYqZNm0bt2rVxcXFh+fLlJCYmaurkzZsXT09Pli5dqilbunQpNWvWTPYjIjw8HAsLC4yMjGjYsCGzZ8+mbt26H41BT0+PokWLcvv2bU1Zvnz5cHBwSJuT/IAZM2bw5MkT7O3tKV26NL169WLXrl3pftz30TpRT5w4kWXLlvH7779jZGSkKS9VqpTObrRnNq9evWLMmDG4urpy/PhxLC0tmTdvHgcPHqRQoUIf3Fd5a9BT78lL+Ck+G9tGLsegY6csOaL7szRvzuFxgziR24pLRbKR18KYlStXphgMI0Rmc/PmTeLj46lUqZKmLHv27BQrVixZve7du7N27VpevXpFfHw8a9asoUuXLsnqWFpa4u/vz5kzZ5g4cSIDBw7Ez88vVXEoipJs/M2KFSvw9vb+5PNavXq15n68hYUFR44ceWe9kiVLEhgYyMmTJ+nSpQthYWE0btyYbt26ffKxP4fWg8lWrFjB33//Te3atenVq5em3NXVlatXr6ZpcFnRgQMH6N27N9evXwdeL0c5b9488ubN+8H91ImJLJzYn2P3glj+935UenoY2NoyaonuvgVmBo1+mcyk0T9S2aMhmwqcZ/To0fz4449UrlyZIkWK6Do8kdF86FG+/07hGxYGQGxsbMqJif57xeytX5UZSePGjTE2Nmbz5s0YGRmRkJDAd999l6yOnp4ehQsXBqBMmTJcuXIFb29vPDw8Pth2UlISwcHBVKhQIc3i/fbbb5N9+ciTJ8976+rp6VGhQgUqVKhA//79WbVqFe3bt2fkyJEULPhln5LROlE/ePBA0+lvU6vVJCQkpElQWdGjR48YNGgQa9euBcDBwYFZs2bRokWLj4/oDgnhXq8uTM4bRayhPruX/YlXlwFfIOqsocv411OyFqtZH19fXw4dOkTbtm05fvw4hoaGOo5OZCjm5trX1dODj8wgqFW7aaBQoUIYGhpy6tQp8uXLB8CLFy+4fv16snXbDQwM6NixI0uXLsXIyIjWrVt/dDZEtVpNXFzcR2NYvnw5L168oMV/bxl8BktLSywtLT9p35IlSwLoZNEerRN1yZIlOXLkCPnz509W/s8//+Dm5pZmgWUV8fHxzJ49m3HjxhEZGYmenh69e/dm4sSJWFtbf3hntRrmz4ehQ8kfHc240nlQtWhB/Y59v0zwWYy+vj5Tu7XnV4vHnPH1Z+LEiYwdO1bXYQmR5iwsLOjatStDhgwhR44c5MqVi5EjR75zbEy3bt00s/cdO3Ys2TZvb2/Kly9PoUKFiIuLY+fOnaxcuVIzVe8bMTExhIaGJns8a+bMmfTu3ZtatWpp6nXo0IE8efJ81uXv1Pjuu++oWrUqVapUwd7enpCQEIYPH07RokUpXrx4uh77XbRO1KNHj6Zjx448ePAAtVqNj48P165dY8WKFfz777/pEWOmdeTIEb777jvN84wVK1Zk3rx5H11EA+DG6cOMnP0Lk7edp2B0HNSoQYclS+Aj97DFp1MSExmzcx7+ea2pVq0AkydMwMvLK9mlNCEyi6lTpxIVFUXjxo2xtLRk0KBBhIeHp6hXpEgRqlSpwvPnz1P8vxAdHc2PP/7I/fv3MTU1pXjx4qxatYpWrVolq7dw4UIWLlyIkZEROXLkoFy5cqxfv55mzZolq3f37t1UDaT9XJ6enqxduxZvb2/Cw8Oxt7fnm2++YezYsRjoYg2ET3k27PDhw0qdOnUUW1tbxdTUVKlataqyZ8+eT2nqi8sIz1EHBAQo9erV0zwTnStXLmXJkiVKUlJS6hpQq5V2Lcspdj0rKW0bllCU2bMVJbX7ZgHp+bxv8OF9SttGJZVQM0NlJiiFCxdWoqKi0u14GYk8R/3a1/4cdVpTq9VKoUKFlOnTp+s6lGQyQr+m1XPUn/TVoHr16uzbty8tvy9kCffu3WPcuHEsXboUtVqNgYEB/fr149dff/34Ze63qVRM/OEXjDf8wbiJy8E17QZbiA8rXL0Oq5/+Bv82pz9w4cYNBg8enOJSnhBZwZMnT1i3bh2hoaHvfHZapA2tryGMHj2agwcPymQnWnj69ClDhgyhSJEiLF68GLVazXfffce2bduYNm3aR5N09ItnjO3Xktljf9SU5f/2OxavPEJeSdJfXrNmMHo0AN3sLTi2eZVOn7EUQldy5crF+PHj+fvvv1O/Yp/Qmta/qE+cOMGMGTNITEykQoUK1KxZEw8PD6pWrfrR0X5ZzfPnz5k+fTqzZs3SrMBUo0YNJk+ejLu7O4GBgR9vZPdufMcNYL6rNcYP7vD9rWvYOf3vWUZ5Llp3xozBL+gkP9i8wPpVIkN+7I77hUBsbGx0HZkQX4wii9V8EVr/ot63bx8vX77E19eXBg0acPbsWZo3b46NjQ3VqlVLjxi/OqGhoQwdOpT8+fMzadIkoqKiKFu2LDt27MDPzw93d/ePtqG+fw9atQIvLxqfvErbu9Esrtjq/5O00C09PSr8tYLCsQpOT2O58+CRLP8nhEgXn3SP2sDAgKpVq2Jra0v27NmxtLRky5YtWX7Ck6tXr/LHH3+wfPlyza0BV1dXxo0bx7fffvvx56GBuJho5v/Wlx3BZ/nX5xJGenqo+vVjxrhx8InP/4n0YW5rxxbvjVy+c58de2qwfPlyWrRoQePGjXUdmhAiE9H6F/Xff/9N27ZtyZMnD1WqVGH37t1Uq1aNs2fPZpgJzL8ktVrNnj17aNy4MSVKlGDBggW8evUKd3d3/v33Xy5cuECTJk1SlaQB4m4Gs/CBPwE5TNlavxKcOwczZkiSzqBsHAtQtVo1Bg0aBMC43t15/vy5jqMSQmQmWv+i7tWrF7a2tgwaNIgff/wxXdYw/Rqo1WrmzJnD3LlzNdN9qlQqvv32WwYNGkS1atVSnZwfBgeRu8jrWW+sXMrwW55KqLNno9nc8SmnHRQZ0uhBg3hyegtHnawZ0q09i3126DokIUQmofUvah8fH9q1a8e6deuwtbWlSpUqjBgxgr179xITE5MeMWZIenp6bNy4kevXr2NlZUW/fv24evUqW7ZsoXr16qlK0novXjDsx2+pMLUzZ3Zv0pQ3nfQXzQdPRCVJ+qtham3Fs9w2RBkb4HDjPDs3b9Z1SEKITELrX9RNmzaladOmwOvly44cOcLGjRtp1KgRenp6WeqxrVGjRhESEsIPP/yg3ZWF6Gj480+KeXuTUNaWpBK5OLjPhwr1025OW/FlGZiasejXxZxsWo8mwY9Z0r49L+/fl1HgQojP9kmDyZ49e8ahQ4fw8/PDz8+Py5cvky1bNqpXr57W8WVonp6eWtWPiQxnxfQRtFi6Bdu7D9EHhsUUolWt7lRq1TV9ghRfjF3J0tSfMg+aN6dLdDTzvvuO3vv36zosIcRXTutL3y4uLtjZ2dGzZ08ePHhA9+7duXDhAk+fPmWzlpf7Dh8+TOPGjcmdOzcqlYotW7Z8sL6fnx8qlSrFKzQ0VNvT+PIUhd49PBkbeo4/8xpCwYLcmzwZu1PnJUlnIsbNmnGvTRuiDPW4nHCLDQtm6TokIcRXTutE3atXL/z9/Xny5AmbNm3i559/pnTp0p908OjoaFxdXZk7d65W+127do1Hjx5pXrly5fqk46e3qOdPiY/7360AlYoupb/BMSYR1wYt4OpVwhs2TLnurPjqOS5fTr/aJfinRC5m71tEZESErkMSIlU8PDw+Oh9AauqItKV1lujTpw+lSpUCXs9K8zkz03h5efHbb7+lWCHlY3LlyoW9vb3m9SVWU9HK06f8PbQz5QZ7sXHuBE1xjQGjOT7Pj5Yjp4ORkQ4DFOnK0JCR4/+m6NNoYo6GMHLUKF1HJMQ7r0a+/Ro7diw+Pj5MmDDh441pYd68eZQuXRorKyusrKxwd3dPNuVup06dNDEYGhpiZ2dH3bp1WbJkCWq1Ok1iqFmzZrJjFCtWjDVr1qRJ21/CJ2W4FStW4OLigqmpKaamppQuXZqVK1emdWzvVaZMGRwcHKhbt26K9U91KjAQevaEfPlg927CjfTZcfGwZrPKxARD86z5OFtW41ShCr/2mM75x1HMmTOHEydO6DokkcW9fRXyjz/+wMrKKlnZ4MGDNRNYpaW8efMyefJkzp07x9mzZ/nmm29o0qQJly9f1tSpX78+jx494vbt2+zatYtatWrRr18/GjVqRGJi4mcdX1EULly4gLe3N48ePeLatWu4u7vTsWNHQkJCPvf0vgitE/WMGTPo3bs3DRo0YMOGDWzYsIH69evTq1cvZs6cmR4xajg4ODB//nw2bdrEpk2bcHR0xMPDg/Pnz793n7i4OCIiIpK90trW2RNo1LEKRz2rwt9/Q2wsbY1zs9S5EasW+qb58cTXoW69enTq1AlFURjTpT13L73/cypEenv7KqS1tTUqlSpZmYWFRYrL2tHR0XTo0AELCwscHByYPn16sjZXrFhBjhw5iIuLS1betGlT2rdvD0Djxo1p0KABRYoUoWjRokycOBELCwtOnjypqW9sbIy9vT158uShbNmyjBgxgq1bt7Jr1y6WLVv2WecdHBxMZGQk1apVw97eHicnJ4YPH05iYiIBAQGf1faXovWo79mzZzNv3jw6dOigKfv2229xdnZm7NixDBgwIE0DfFuxYsUoVuz/57quUqUKN2/eZObMme/9Re/t7c24ceNSlAcFBaXZZC1HDu3gbE5Y6myHi3MlnrVpQ0z58jiqVAT9bzKUd3n69GnqFuYQWslI/dqtWzeeHtpJSAUruo3vytSRS9A3MNR1WJ8kI/WrLqnVahRF4dWrVylu/cXExQJgamSimUshPjGBxKRE9PX1MTYwSlHXQPX/8yUkJCWSkJiAvp4+xoYp65oYGqfJrb74+HgAYmNjU5xbYmKipnzAgAH4+fmxYcMGbG1tGTNmDOfPn6dUqVLExsbSqFEj+vbtyz///EPz5s0BCAsLY8eOHWzfvj1F+0lJSfj4+BAdHY2bmxuxsbEkJSWRlJSUoq67uzsuLi5s3LiRdu3avfM8Vq5cSc+ePd85h8eb8zhx4gQqlYoiRYpojnHz5k0AbGxsUhw3LcXFxREfH8/169dT/Hd7s1BTqmi7ELaxsbESHBycovz69euKsbGxts1pAMrmzZu13m/w4MFK5cqV37v91atXSnh4uOZ17969VC/WnVpX1y1X/hz0g/L48kWt9rt06VKaxSD+X0br12VTxitOncsrNVq6KBf79tZ1OJ8so/WrrsTGxipBQUFKbGxsim12PSspdj0rKU8inmvKZu5Yotj1rKQMXDExWd0CP9dU7HpWUq7fv6UpW7B/rWLXs5LSe9GvyeqWGOSp2PWspFx5cDNNzmHp0qWKtbV1ivKaNWsq/fr1UxRFUSIjIxUjIyNlw4YNmu3Pnj1TTE1NNXUURVF69+6teHl5ad5Pnz5dcXJyUtRqtaYsICBAMTc3V/T19RVra2tlx44dmm0dO3ZUmjRp8s44W7VqpZQoUeK95+Hj46MUK1bsndtiYmIURXmdI5ycnDTlV65cUcqWLauUKVNGSUpKem/biqIo//77r9KnT58P1vmQD31WwsPDU52LtP5qVrhwYTZs2JCifP369RQpUkTb5j6bv78/Dg4O791ubGysGcTw5pXWirXqQN9pK8lV8tNGv4vMrcOQUbQMTmK3TyAlZ88nSe5Xi6/AzZs3iY+Pp1KlSpqy7NmzJ7uqCdC9e3f27t3LgwcPAFi2bJlmgNgbxYoVw9/fn1OnTtG7d286duxIUFDQR2NQFOWDszw2a9bso4tBnT9/ntu3b2NhYYGJiQlubm64uLiwe/fuj16dCAgIoEyZMh+NM71pfel73LhxtGrVisOHD1O1alUAjh07hq+v7zsT+IdERUVx48YNzfuQkBD8/f3Jnj07+fLlY/jw4Tx48IAVK1YA8Mcff1CwYEGcnZ159eoVixYt4sCBA+zdu1fb0xDii1GpVPRdt52dBQrQQknkZePG2ISEyEIrmdDNPw8CYGZkoin7sd4PdK/dGgO95FMCB07938jnxP8f2dzZ4zvaVWuC/n8SyJmJr+eoMDU0To+wP4ubmxuurq6sWLGCevXqcfnyZXbsSD7XvZGREYULFwagXLlynDlzhj///JMFCxZ8sO0rV65QsGDBz4rv/PnzDBkyhG7dumFmZoaDg0OK5L9q1SpmzZpFbGws+fLlw8fHB2NjYwICAsiTJw/lypUjNjYWHx8fihcvzsKFC5k3bx7x8fE4Ozuzfv36z4rxY7T+Rd2iRQtOnTpFzpw52bJlC1u2bCFnzpycPn1a68eszp49i5ubG25ubgAMHDgQNzc3Ro8eDbwepXj37l1N/fj4eAYNGoSLiws1a9bk4sWL7N+/n9q1a2t7GkJ8Ubnz5CFy6lRuA342Cv1+avJZjzaKjMnc2BRzY9NkicDIwBBzY9Nk95zfrvv2rzpDfQPMjU0x+U9Cflfd9FaoUCEMDQ05deqUpuzFixeaRYje1q1bN5YtW8bSpUupU6cOjo6OH2xbrVanGID2XwcOHODSpUu0aPHpUyvfunWLly9fUrduXQoXLqyZXOu/vLy8OH36NJcuXSJ37tz4+fkBr39ROzo6cu7cOfr378+0adN48eIFc+fO5cyZMwQGBn70y0Za+KQpRMuVK8eqVas+++AeHh4f/GP139F+Q4cOZejQoZ99XCF0oUPfvnReuxzf0oYk6sdQf9F0vLoP1nVYQryThYUFXbt2ZciQIeTIkYNcuXIxcuTId35ZaNu2LYMHD2bhwoWaK6BvDB8+HC8vL/Lly0dkZCRr1qzBz8+PPXv2aOrExcURGhpKUlISjx8/Zvfu3Xh7e9OoUaNkA5f/a/PmzQwfPvy9l7/PnTuHSqWifPny721DURQWLlzIpk2biI+P5969e/zwww/ExcURExPDzz//DLx+LHjnzp0YGBjw4sULhg4dSpcuXXB2dv5gP6aFT0rUSUlJbN68mStXrgBQsmRJmjRpgoHBJzUnRJagp6fHiBXreNmmNmo9eFIpu65DEuKDpk6dSlRUFI0bN8bS0pJBgwYRHh6eop61tTUtWrRgx44dmkWb3ggLC6NDhw48evQIa2trSpcuzZ49e6hbt66mzu7du3FwcMDAwIBs2bLh6urKrFmz6Nix4wevIoSHh3Pt2rX3bj9//jyFCxfG2tr6vXWWLVvG1atXOXz4MKamphQqVIiSJUsSFBREiRIlNMc/f/48pUuXxtLSksDAQLZs2cL333/PxIkTU5xzmtN2FFtgYKDi5OSkmJmZKW5uboqbm5tibm6uFChQ4KsYFarNSLv09jX019coo/frxIkTFUDJkSOHEhYWputwUi2j9+uX8qGRvJ/izejkr90333yj/Pzzz7oOQyO1/Tpo0CDl77//VhRFUebMmaPY29sriqIoy5YtU4oWLarEx8crjx8/VsqVK6eEhYUp169f1+zbu3dvZd26de9tW2ejvrt164azszP379/n/PnznD9/nnv37lG6dGl69OiR5l8khMhshgwZgouLC8+ePWNQ3585t26JrkMS4pO9ePGCzZs34+fnR58+fXQdjtbat2/P77//TuXKlQkJCcHFxQV4fX+6UaNGVKhQgdq1a+Pt7Y2trS2//fYbxYoVw83NDZVKRcuWLdM9Rq2vVfv7+3P27FmyZcumKcuWLRsTJ06kQoUKaRqcEJmRoaEhixcvpo57ZV68vECjgyFsNNSnWouOug5NCK25ubnx4sULpkyZkuLRra+Bq6srwcHBKcr/OwvbG8uXL0/vkFLQ+hd10aJFefz4cYrysLAwzfB7IcSHVahQga59+6GKScAoSeHedG94x70/ITK627dvEx4ezuDBMjAyvWidqL29vTVTxt2/f5/79+/zzz//0L9/f6ZMmZKuc2oLkZlMmDCBW/fULPIJpM2Ja9C7N8gjW0KI/9D60nejRo0A+P777zXPoyn/++PSuHFjzXuVSkVSUlJaxSlEpmNubs70eQv4tX59agEGa9eClxf8bzEDIYSAT0jUBw8eTI84hMiSPD09Wd2+PeNWrqS7hRFDN05hYgknCpWvquvQhBAZhNaJumbNmukRhxBZ1syZM3HetQv/stk4k9uCYbOH8s/yDLTOungnRW5TiI9Iq8/Il5uPTgjxTjly5GDmrFlcPHYH1zsv+bnJT7oOSXyAoeHrZUrftbSiEG978xl585n5VDKVmBAZQOvWrVm9ejU7duwgKmIOR5q2+qLzOovU09fXx8bGhrCwMADMzMw+uMLTx8TFxX3W/uLddNmviqIQExNDWFgYNjY26Ovrf3ynD5BELUQGoFKpmDdvHs7Ozhw/fpy//vqL2nlyYFexKtnz5NN1eOI/7O3tATTJ+nPEx8djZGT08YpCKxmhX21sbDSflc8hiVqIDMLR0ZHJkyfTp08fjsz5janV8lF7+98sXuSLSn5dZygqlQoHBwdy5cpFQkLCZ7V1/fr1z17KUaSk6341NDT87F/Sb0iiFiID6dWrF2vXruXa1fOoVfAq9BGxSxdj1rW7rkMT76Cvr//Zf4z19PQwMTH5eEWhlczUr6lK1G/mNE2N8+fPf1ZAQmRlenp6LFy4kDJlytBh82UWPItBdXgA1PCAIkV0HZ4QQgdSdT2tadOmNGnShCZNmuDp6cnNmzcxNjbGw8MDDw8PTExMuHnzJp6enukdrxCZXvHixRk7diyLn8Vw1MAAoqOhbVuIj9d1aEIIHUjVL+oxY8Zo/t2tWzf69u3LhAkTUtS5d+9e2kYnRBY1ePBgNm7cSJvz57lkZMhi5RFRg9sydtY/ug5NCPGFaT1CZePGjXTo0CFF+Q8//MCmTZvSJCghsjoDAwOWLFnCYwMDvsthwrTyeZkff5/AAzt0HZoQ4gvTOlGbmppy7FjKWZOOHTuWaW7cC5ERuLq68ssvv3DgUSRVL4UxLV91Sn3TUNdhCSG+MK1Hfffv35/evXtz/vx5KlasCMCpU6dYsmQJv/76a5oHKERWNmrUKHx8fPA5HoSZUyg/6DogIcQXp3Wi/uWXX3BycuLPP/9k1apVAJQoUYKlS5fy/fffp3mAQmRlxsbGLF26FHd3d1atWkXLli2pW6Ecp3ZswKPbAF2HJ4T4Aj7pOervv/9ekrIQX0jFihUZMmQIU6ZMYVTvHsyskZvrloZssc9NhUatdB2eECKdfdJ0Ry9fvmTRokWMGDGC58+fA6+fn37w4EGaBieEeG3s2LEUL16cSw8fkzM6iWyvEokbMxrCw3UdmhAinWmdqAMCAihatChTpkxh6tSpvHz5EgAfHx+GDx+e1vEJIQATExOWLl2Knp4e+3Zf5l+/R1Q7fx169ABZblGITE3rRD1w4EA6depEcHBwslHeDRo04PDhw2kanBDi/1WuXJlBgwYRnpBE7+g4FAMD2LCBpAXzdR2aECIdaZ2oz5w5Q8+ePVOU58mTh9DQ0DQJSgjxbuPHj6d48eLsfv6c1aVKcdbOguqH/ibAd7uuQxNCpBOtE7WxsTEREREpyq9fv46trW2aBCWEeDcTExOWL1+Ovr4+Hfz9mVmjBLesjZm84nddhyaESCdaJ+pvv/2W8ePHa5Z2U6lU3L17l2HDhtGiRYs0D1AIkVzFihUZPnw4CnD68C06JNqw4Pf1ug5LCJFOtE7U06dPJyoqily5chEbG0vNmjUpXLgwlpaWTJw4MT1iFEL8x6+//kqZMmW48fgZ154YY5HLQdchCSHSidbPUVtbW7Nv3z6OHj1KQEAAUVFRlC1bljp16qRHfEKIdzAyMmLFihWUK1eObdu2sXz5cjp17Mhe7+HYlquEm2czXYcohEgjnzThCUC1atWoVq1aWsYihNCCi4sL48ePZ/jw4fTt2xcCD/NLVBCO13zZV7oCNg55dR2iECINfNKEJ76+vjRq1IhChQpRqFAhGjVqxP79+9M6NiHERwwZMoQqVaoQGRnJ2hNB5I9JxCs4DLOf+8nz1UJkElon6r/++ov69etjaWlJv3796NevH1ZWVjRo0IC5c+emR4xCiPfQ19dn5cqVWFhYsPf4KbqYl2P82UcYbfKBGTN0HZ4QIg1onagnTZrEzJkzWbt2LX379qVv376sWbOGmTNnMmnSpPSIUQjxAU5OTsyaNQuAnxYt4e7AgQAow4bxcPc2XYYmhEgDWifqly9fUr9+/RTl9erVI1zmHRZCJzp16kTz5s1JTEzEc8sWIlu15KeaBai7fgIPrwboOjwhxGf4pOeoN2/enKJ869atNGrUKE2CEkJoR6VSsWDBAuzt7bl67RojrKy47pCNl4Z6nN67RdfhCSE+Q6pGfb+5rAZQsmRJJk6ciJ+fH+7u7gCcPHmSY8eOMWjQoPSJUgjxUTlz5mTZsmXUr1+fOQsXs+aP3ymY25bKLTvpOjQhxGdIVaKeOXNmsvfZsmUjKCiIoKAgTZmNjQ1Llixh1KhRaRuhECLVPD09GThwIDNmzOCn8ZMJCHjrsrdaDXqf9KCHEEKHUpWoQ0JC0jsOIUQamTRpEn5+fpw/f54ffviB/fv38/ziOX7+/SeGdhpG2foy1a8QXxOtvl4nJCRQqFAhrly5kl7xCCE+k7GxMWvXrsXc3Bw/P7/Xa8fPHomfjR79Vk1C/fixrkMUQmhBq0RtaGjIq1ev0uzghw8fpnHjxuTOnRuVSsWWLVs+uo+fnx9ly5bF2NiYwoULs2zZsjSLR4jMomjRosyZMweA0aNH0+C7vjQIi2fJjiD0WreG/y2qI4TI+LS+YdWnTx+mTJlCYmLiZx88OjoaV1fXVE+UEhISQsOGDalVqxb+/v7079+fbt26sWfPns+ORYjMpmPHjrRp04akpCQ69O7DjMFzKJJoAH5+8L9nrYUQGZ/Wc32fOXMGX19f9u7di4uLC+bm5sm2+/j4pLotLy8vvLy8Ul1//vz5FCxYkOnTpwNQokQJjh49ysyZM/H09Ex1O0JkBSqVivnz53P27FmCg4Np7+3N1hUr0GvenGurFhOQ24SWw6fqOkwhxEdonahtbGx0tu70iRMnUqzS5enpSf/+/d+7T1xcHHFxcZr3ERER6RWeEBmOlZUVGzZsoHLlyvz7779Mr1GDlmOH0/DOPmJDDuOwcQnVWnbRdZhCiA/QOlEvXbo0PeJIldDQUOzs7JKV2dnZERERQWxsLKampin28fb2Zty4cSnKg4KCsLCwSLdYU+Pp06cEBgbqNIbMSPo1OQMDA4YNG6ZZactu8WJq3zjKo1ev0Le2T3VfSb+mD+nX9JHR+zUqKirVdT95mcsnT55w7do1AIoVK4atre2nNpWuhg8fzsC37sdFRETg6OhIyZIlsbKy0mFkEBgYSKlSpXQaQ2Yk/ZqSs7MzN27cYM2aNYwYOZLTRw6T084OIzPzj+/8P9Kv6UP6NX1k9H7V5uqu1oPJoqOj6dKlCw4ODtSoUYMaNWqQO3duunbtSkxMjLbNacXe3p7H/3m05PHjx1hZWb3z1zS8flTFysoq2UuIrObNFKPFihXjwYMHdOzRE31jE832sysXkBCXdk90CCHSjtaJeuDAgRw6dIjt27fz8uVLXr58ydatWzl06FC6TyHq7u6Or69vsrJ9+/ZppjIVQryfhYUFmzZtwszMjP3792tmEVw9pAtNjixhWL8WKGq1jqMUQvyX1ol606ZNLF68GC8vL80v1AYNGrBw4UL++ecfrdqKiorC398ff39/4PXjV/7+/ty9exd4fdm6Q4cOmvq9evXi1q1bDB06lKtXr/LXX3+xYcMGBgwYoO1pCJElOTs7s2TJEgAmT57M5s2byVWkJAqQeO0qSX/M/HADQogvTutEHRMTk2JAF0CuXLm0vvR99uxZ3NzccHNzA17/Wndzc2P06NEAPHr0SJO0AQoWLMiOHTvYt28frq6uTJ8+nUWLFsmjWUJooVWrVpovtx07dsSxRiN25q/Dn363MBg8BLbJGtZCZCRaDyZzd3dnzJgxrFixAhOT1/e4YmNjGTdunNaXoD08PFAU5b3b3zXrmIeHBxcuXNDqOEKI5KZMmcL58+c5dOgQzZo149TJk6juPYMFC1DatOHxjq3Ye9T5eENCiHSndaL+888/8fT0JG/evLi6ugJw8eJFTExMZIYwIb4ShoaGrF+/nnLlynH16lV+aN+eLf/8A7dDGBN5lX+WD2e7uTGFK1TXdahCZHlaX/ouVaoUwcHBeHt7U6ZMGcqUKcPkyZMJDg7G2dk5PWIUQqQDOzs7fHx8MDY2Zvv27fw6bhyvVq/ibEE7Xhjrc2r/Vl2HKITgE5+jNjMzo3v37mkdixDiC6tYsSKLFi2iffv2TJo0idKlS7Ny3EpO7/WhQe/hug5PCMEn/KJevnw5O3bs0LwfOnQoNjY2VKlShTt37qRpcEKI9PfDDz8wdOhQADp37sydl1HJknT8s6fEx6bvHAlCiPfTOlFPmjRJM7nIiRMnmDNnDr///js5c+aUx6SE+EpNmjSJBg0aEBsbS9OmTXn48CEA0XdC6NjHi59/bkJSGqyYJ4TQntaJ+t69exQuXBiALVu28N1339GjRw+8vb05cuRImgcohEh/+vr6rFmzhuLFi3P//n0aN25MVFQUgcf2c9RSxV7lJTEzJsEHntIQQqQPrRO1hYUFz549A2Dv3r3UrVsXABMTE2JjY9M2OiHEF2Ntbc2OHTuwtbXl/PnztG3blvKtujCvVEP++fcq7is3wm+/6TpMIbIcrRN13bp16datG926deP69es0aNAAgMuXL1OgQIG0jk8I8QU5OTmxbds2TExM2L59O4MGDaJRvzGUGznxdYXRo4mbPUu3QQqRxWidqOfOnYu7uztPnjxh06ZN5MiRA4Bz587Rpk2bNA9QCPFlVa5cmRUrVgCv502YPXs29O1LWK9e3Lcwos7Rxaz6fZiOoxQi69D68SwbGxvmzJmTovxdaz4LIb5OLVu2ZMqUKQwbNox+/fqRO3duiv34I756TwhOus+swAO0iAjH1Mpa16EKkel90nPUL168YPHixVy5cgWAEiVK0KVLF7Jnz56mwQkhdGfIkCGEhIQwf/582rZty/z58+k7az3qoR1p+eMASdJCfCFaX/o+fPgwBQoUYNasWbx48YIXL14we/ZsChYsyOHDh9MjRiGEDqhUKubMmUPz5s2Jj4+nb9++BAQGMmD6KvKWLqepF/P4kQ6jFCLz0zpR9+nTh1atWhESEoKPjw8+Pj7cunWL1q1b06dPn/SIUQihI/r6+qxevZoaNWoQFRVF/fr1CQkJ0Ww/t2QOlYY2Zu8yGWAmRHrROlHfuHGDQYMGoa+vrynT19dn4MCB3LhxI02DE0LonomJCVu3bqVIkSKEhobi6elJaGgoKAorDvvwxNSAxZvmo+zapetQhciUtE7UZcuW1dybftuVK1c0q2kJITIXGxsb5s+fT4ECBQgODqZu3bo8e/6cafP+ZWiUBUt2X0PVtCns3KnrUIXIdFI1mCwgIEDz7759+9KvXz9u3LhB5cqVATh58iRz585l8uTJ6ROlEELncuXKxf79+6levTqBgYF4enri6+vLwKW7ILY1+PhAs2aErlmOfYvWug5XiEwjVYm6TJkyqFQqlLemD3wzif/b2rZtS6tWrdIuOiFEhlKoUCH2799PzZo1OXfuHA0bNmTPnj2Yr1sHbdqw6aIfA3fN4M/QmzTtM1LX4QqRKaQqUb89eEQIkbWVLFmSffv2UatWLY4dO0aTJk3Yvn07pmvX4tezPnEG0Zy+fIqmug5UiEwiVYk6f/786R2HEOIrUqZMGXbt2kXdunXx9fXl22+/ZevWrfyxYBfVZoym5SCZE1yItPJJE54ABAUFcffuXeLj45OVf/vtt58dlBAi46tcuTK7du3Cy8uL/fv307hxY7Zv306rYf8/VkWJj8dv6Z949BiMSqXSYbRCfL20TtS3bt2iWbNmXLp0Kdl96zf/EyYlJaVthEKIDKtatWrs3r2b+vXrc+DAARo1asT27dsxNzcHtRrvHo2ZZRJOr36nGPvHBtDT+kETIbI8rf+v6devHwULFiQsLAwzMzMuX77M4cOHKV++PH5+fukQohAiI6tatSp79uzB0tKSgwcP0rBhQyIjI0FPjxx58qNSFArtPwydOkFCgq7DFeKro3WiPnHiBOPHjydnzpzo6emhp6dHtWrV8Pb2pm/fvukRoxAig6tSpQp79+7FysqKQ4cOUbt2bZ49e0bPiX9zoEwr2l9/DitXQpMmEB2t63CF+KponaiTkpKwtLQEIGfOnDx8+BB4PeDs2rVraRudEOKrUblyZXx9fcmRIwdnzpyhZs2aPHz4kBK9B8LWrWBqyqu9uxnRoTZPQq7rOlwhvhpaJ+pSpUpx8eJFACpVqsTvv//OsWPHGD9+PE5OTmkeoBDi61G+fHkOHz5M7ty5uXz5MtWrV3/9eGfDhnDgACO+KcYSW2g3uj2KWq3rcIX4KmidqEeNGoX6f/+DjR8/npCQEKpXr87OnTuZNUsm5hciqytZsiRHjx6lUKFC3Lp1i6pVq76e3bByZfqMn0+R6CTGNOqBSgaWCZEqWo/69vT01Py7cOHCXL16lefPn5MtWzZ5/EIIAUDBggU5cuQI9erVIzAwkOrVq+Pj40Pt2rU56HYEA2MTTd2o+3ewyCtzNQjxPmnylTZ79uySpIUQyTg4OHD48GFq1qxJREQEXl5erFq1KlmSfnL2BLV+aYb3wDaoExN1GK0QGZdcexJCpJts2bKxZ88eWrduTUJCAu3bt8fb21sz/8KurSu5Z2HEvw+DiP6+BURF6ThiITIeSdRCiHRlbGzM6tWrGTx4MAAjRoyga9euxMXF0WHCX8wtUoflviFYbt4GVaqArC0gRDKSqIUQ6U5PT4+pU6cye/Zs9PT0WLp0KXXq1OHJkye0GPQbhbfvBXt7uHQJ38Y1ObJuoa5DFiLDkEQthPhifvrpJ3bu3Im1tTVHjx6lQoUKXLp0CSpXhjNnuFGlHD0r2tHqwCKOrpVkLQSkctT3tm3bUt2gLMohhPgQT09PTp48SaNGjbh58yZVqlRhxYoVNGvWjDw799Ng0PfcjY2kUrMfdB2qEBlCqhJ106ZNU9WYSqWSRTmEEB9VvHhxTp06RcuWLTl48CDNmzfnl19+YcKECfz5925iw19gaGIKvF6B68Glc+Qt567jqIXQjVRd+lar1al6SZIWQqRWjhw52LNnDwMHDgRg8uTJ1K9fn6fPnmGWLYem3uJBHak+rx/rf/8F/jdaXIisRO5RCyF0xtDQkOnTp7N+/XrMzc3x9fWlbNmynDx5EvjfetYv7xFroEfkimXQvj1ERuo2aCG+MK1nJgOIjo7m0KFD3L17l/j4+GTbZAUtIYS2vv/+e0qVKkWzZs24fv061atXZ+LEiQwePJgVS/3YPqYf3149C5dXw+nTKOvXo3Jz03XYQnwRWifqCxcu0KBBA2JiYoiOjiZ79uw8ffoUMzMzcuXKJYlaCPFJSpYsyZkzZ+jRowfr169n2LBh+Pr6smLFCppMnAtebaBNGxJvBNNmzA/Udq1GjzFz0TP4pN8bQnw1tL70PWDAABo3bsyLFy8wNTXl5MmT3Llzh3LlyjFt2rT0iFEIkUVYWVmxdu1aFi5ciKmpKXv37sXV1ZV9+/ZBtWrg78+W7+tyJLclMx6cJ+zGFV2HLES60zpR+/v7M2jQIPT09NDX1ycuLg5HR0d+//13RowY8UlBzJ07lwIFCmBiYkKlSpU4ffr0e+suW7YMlUqV7GViYvLe+kKIr4tKpaJbt26cOXMGZ2dnHj9+TL169ejbty8xpqa0WLObafmq8nuZRtgXd9F1uEKkO60TtaGhIXr/W54uV65c3L17FwBra2vu3bundQDr169n4MCBjBkzhvPnz+Pq6oqnpydhYWHv3cfKyopHjx5pXnfu3NH6uEKIjM3Z2ZnTp0/Tu3dvAGbPnk3ZsmU5e+4cP4yYTtO+YzR1A9cspleXb3gSEqyrcIVIN1onajc3N86cOQNAzZo1GT16NKtXr6Z///6UKlVK6wBmzJhB9+7d6dy5MyVLlmT+/PmYmZmxZMmS9+6jUqmwt7fXvOzs7LQ+rhAi4zMzM+Ovv/5i165dODg4cO3aNdzd3RkzZoxmIKsSH8+g7X+xxSiGib2bwMaNOo5aiLSldaKeNGkSDg4OAEycOJFs2bLRu3dvnjx5woIFC7RqKz4+nnPnzlGnTp3/D0hPjzp16nDixIn37hcVFUX+/PlxdHSkSZMmXL58WdvTEEJ8RerXr09gYCCtWrUiKSmJ8ePHU65cOU6dOoXKyIipnUZR7WUSIw8Hw/ffw3ffwePHug5biDShdaIuX748tWrVAl5f+t69ezcRERGcO3eOMmXKaNXW06dPSUpKSvGL2M7OjtDQ0HfuU6xYMZYsWcLWrVtZtWoVarWaKlWqcP/+/XfWj4uLIyIiItlLCPH1yZ49O+vWrWPdunXY2toSGBiIu7s7AwcOpFC1evyz4hi2Q0aAgQFs2sS0FlVZNXmIrHMtvnoqRdFuqp9vvvkGHx8fbGxskpVHRETQtGlTDhw4kOq2Hj58SJ48eTh+/Dju7v8/PeDQoUM5dOgQp06d+mgbCQkJlChRgjZt2jBhwoQU28eOHcu4ceNSlJ84cQILC4tUx5oenj59Ss6cOXUaQ2Yk/Zo+MlK/vnjxgt9//51///0XgDx58jBy5EiqV6+OydWrRE0eS4Oy5qj1VPxVqilFPRrpOOL3y0j9mplk9H6NiorC3d2d8PBwrKysPlxZ0ZJKpVIeP36covzx48eKgYGBVm3FxcUp+vr6yubNm5OVd+jQQfn2229T3c53332ntG7d+p3bXr16pYSHh2te9+7dUwAlPDxcq1jTw6VLl3QdQqYk/Zo+MmK/7ty5U3F0dFQABVCaNWum3LlzR0l4FavMH9VD6d/NM/kOarVuAv2AjNivmUFG79fw8PBU56JUX/oOCAggICAAgKCgIM37gIAALly4wOLFi8mTJ49W3yiMjIwoV64cvr6+mjK1Wo2vr2+yX9gfkpSUxKVLlzT3zf/L2NgYKyurZC8hRObg5eXF5cuXGTRoEPr6+mzevJkSJUowbeYfdP51NjMX7tbUjb59i2/bVWT7X5NQ1GodRi2EllKb/VUqlaKnp6fo6ekpKpUqxcvMzExZvHix1t8q1q1bpxgbGyvLli1TgoKClB49eig2NjZKaGiooiiK0r59e+WXX37R1B83bpyyZ88e5ebNm8q5c+eU1q1bKyYmJsrly5dTdTxtvsWkt4z+je9rJf2aPjJ6vwYEBCjVq1fX/LouUqSIsnXrVkX9v1/Rf/7YQrHrWUkp38ZVia3zjaKk8m9Gesvo/fq1yuj9qk0uSvXceyEhISiKgpOTE6dPn8bW1lazzcjIiFy5cqGvr6/1F4VWrVrx5MkTRo8eTWhoKGXKlGH37t2aAWZ3797VPLcNr+9Nde/endDQULJly0a5cuU4fvw4JUuW1PrYQojMw8XFhUOHDrFy5UqGDBlCcHAwTZo04ZtvvmHGjBl0m/g3ceN/wnX/fkxuXgRXV5RevQgfOggbxwK6Dl+I99J6MNnXLiIiAmtr69TdwE9ngYGBn/Tsufgw6df08TX1a0REBN7e3sycOZO4uDhUKhVdunRh7Nix5I2PhwEDYNs29uazoU/twgzOW56e4+fpJNavqV+/Jhm9X7XJRZ+0zOXNmzf5+eefqVOnDnXq1KFv377cvHnzk4IVQoi0ZmVlhbe3N1euXOH7779HURQWL15MkSJFGDp/Ps+WLIF9+9hcoTCRRvqEvXyq65CFeC+tE/WePXsoWbIkp0+fpnTp0pQuXZpTp07h7Oz8euJ8IYTIIAoWLMj69es5duwY1apV49WrV0ydOhUnJycmnjrFlIV7mVukDn2Hz9Tsc8d3FzsW/C4DzkSGoXWi/uWXXxgwYACnTp1ixowZzJgxg1OnTtG/f3+GDRuWHjEKIcRnqVKlCocPH2bHjh2ULl2aiIgIRo0ahVORIlyPN0fPwvp1RUXh94Xj6XrBhzHfuYOvL2Stu4MiA9I6UV+5coWuXbumKO/SpQtBQUFpEpQQQqQ1lUpFgwYNuHDhAqtXr6Zw4cI8e/aMESNGUKBAASZOnEj4s2fkt8+PRXwS3x0JhDp1oEYNEnbvkl/YQme0TtS2trb4+/unKPf39ydXrlxpEZMQQqQbPT092rZty5UrV1ixYgVFixbl+fPnjBo1ivyFC/PSzIn9P82jdNtuYGQER48yf3hXPDu5c3T9Il2HL7KgVCfq8ePHExMTQ/fu3enRowdTpkzhyJEjHDlyhMmTJ9OzZ0+6d++enrEKIUSaMTAwoH379gQFBbFq1SqKFy9OeHg43t7eFK9SjV5xcYQcOIC6Xz9WlLQnwEzFo/u3dR22yIpS+3C2np6e8vjxY0WtViszZsxQ8uTJo5nsJE+ePMoff/yhmVggI5MJTzI/6df0kdn7NSkpSdm8ebNSuXJlzaQpKpVKadKkifLvmhXKH0M6KgmvYjX1ff+YoMwd1UOJCHv0WcfN7P2qKxm9X9NlClHlfwMqVCoVAwYM4P79+4SHhxMeHs79+/fp168fKpUqXb5MCCFEetPT06Np06YcP36cQ4cO0aBBAxRFYevWrTRq24Eley6wfNVqYmNjUeLjmXrCh/FPLjK/WTUYMgRu39b1KYhMSqt71P9NxJaWllhaWqZpQEIIoUsqlYoaNWqwY8cOgoKC6NWrF2ZmZgQEBNCtWzfy5s3L0CFDaFKgPC6RiXQ6fwemTYNChQhu0YjDa/+WgWciTWmVqIsWLUr27Nk/+BJCiMyiRIkSzJs3j/v37/P777+TL18+nj9/zrRZs+g9ZSHKIyuu/TwQde3aoFYz+/kVvj+0hN8GtNZ16CITSfVc3wDjxo3D2to6vWIRQogMKVu2bAwZMoSBAweye/du5s+fz44dO/A9eBDfgwfJkSMHA3/4ATP9x5gnvMDLq5lm3ycB57l54zKVmrZDpfdJk0GKLE6rRN26dWt5BEsIkWXp6+vTsGFDGjZsyN27d1m0aBGLFy/m4cOHjFy1CgB3VxeOlgolb2go9vb2rJn3G97KQ75bMZM57q3ghx9AyyWBRdaW6q93MlBMCCH+X758+Rg/fjx37txh586dtGzZEiMjI05cvMSAgQPJkycPnp6ePHj+FLOEJKpduQe//AL58hFX35PNf44l+sUzXZ+G+ApoPepbCCHE/zMwMMDLy4sNGzbw8OFDZs+eTaVKlVCr1ezdu5epG44Qtf4yjy3zEVa8OKjV7L1+lt5XdtOgb31dhy++AqlO1Gq1Wi57CyHEB+TIkYOffvqJkydPEhwczLhx4yhatChPomPpf+48dlev4mxkxLG8eXCMSuAba0fNvkp8PFN+bM7BlXNJfBWrw7MQGY1W96iFEEKkTuHChRk9ejS//vorFy5cYOPGjWzcuJGgmzcJOnIJgGvGl9h74THt2rXDVfWKmeqHGB9azuVBo7Fo0BhatIC6dcHERMdnI3RJErUQQqQjlUpF2bJlKVu2LJMmTcLf359//vmHTZs2ce3aNY4fP87x48cpbm1CtYoFcFAnYfHkOSxfDsuX09OzGIn29gzqMJSS3zTQ9ekIHZBELYQQX4hKpcLNzQ03NzcmTpzItWvXWLBgAadOneLEiRNc3XcVPeAi8IOJCV5G+uzOa0WcwSsG6+tr2rlz7ACRsdE4f9NQHvnKAiRRCyGEjhQrVowuXbowY8YMHj9+zK5du9i5cyd79+6lZ3g4vIJSW4NwzGNFq+NDqFdvH3Xr1uX4mmksMI2ky+/DmJS7ItSv/3pJzpw5dX1KIh1IohZCiAzAzs6OTp060alTJxISEjh58qQmae86fx54xKVLl5g+fTotquTHtLgtFW89hn2vL5GHmhnSoXkZamYvwIiZ6+SXdiYiiVoIITIYQ0NDqlevTvXq1fH29ubJkyf4+vqyb98+9u3bx6bjdzA6eZc/gGDAS6XiSh5rAsz1UJ7cok9EBDY2NgBsnjiE7PmdqNDwe8yy5dDhWYlPJYlaCCEyOFtbW1q3bk3r1q1RFIVbt27h5+fHwYMH+ePgQYY+fIjdvZeU9L1BfJKa7NmzU6pUKTwqlGd/4kWe3zvC1mHDqZSvBFSrxtMKbijly2PrVFTXpyZSQRK1EEJ8RVQqFYUKFaJQoUJ07doVRVG4efMmR44c4ejRoxw5cgRFecGlS5d4cvUybtUKYGlrgVtoBDw8CSdPstItN1MqOtJVz46Jf2193bBaTWJ8HAYmpro9QZGCJGohhPiKqVQqChcuTOHChencuTMAjx8/5tixY5w8eZKTJ08SsO0MRdUKNYCqwGULIwCCzgbQvHnz14+P2VjS58IqSsfrs8HWHeOKlaBcOShUCOR+t05JohZCiEzGzs6O5s2b07x5cwASEhIICAjg5MmTnDhzhjNnzhC/9CwHgIgzt9m8eTMN81gR26gEoTGvMJ75h6atYbWKcC1vDvrX64DHD711c0JZnCRqIYTI5AwNDSlXrhzlypXTlEVFRXH+/HnOnj3LhQsXOH/uHNbrA7AzMWAuUA4oA5zIacJ1M4U5s/5k8Z7jlCpVCseXj1h87xjVTW0ZW8oTXFxev2xtdXSGmZskaiGEyIIsLCyoUaMGNWrU0JTFxMQQEBDAhQsXWB4QwFB/f6KPXqW0pQEH77zk+ZlrAHxf3JbLNZ3IeS8EFvXX7N+qsTOvLC0Y1+EXyng2BSApPg49A0N5XOwzSKIWQggBgJmZGZUrV6Zy5cqaMrVazZ07d7h48SKXL1/m8uXLPLx8Eef9N7GKS2Az4AIUAE7bmhJrCK1atyUxuwNFixaljOolPnYJNH6mZrRpEczd3NAvXpw79tmwdymLsbmljs726yGJWgghxHvp6elRsGBBChYsSNOmTTXliYmJ3Lhxg6tXr7LxyhVuXgqgzKVLxMc8Z2/EKxJf3uLWrVvYVHQkPF9u9F48xmr7BtiwAQWo26kcUYb69LeuRGF3DwoWLIhy+yqPn9ynpHN58pepCObmOjvvjEQStRBCCK0ZGBhQvHhxihcvniyBK4pCaGgo169f5/r16wQHXqL+VX9ePlYzQV+fQklJ5DbSJ0mlQlHB6JlziJs2G4DW5fNwsFxeOqz6i9+P3CbS1JRIW1vGVM5NLqscdBvgTYESpVCpVChJSajemv88M5NELYQQIs2oVCocHBxwcHCgZs2aybap1WoePnzIjRs3GB4cTEjAeW5+V5CQkBBCQkKIi02k8JMoHJ+/Xo/bMjaWxMcP2J7NAXjKjNKuKAZGODo64pHXgBP5zGgdEk3bCBNwdMSgUCFOOJhRqFgpDPMV08HZpw9J1EIIIb4IPT098ubNS968efHw8EixPSoqipCQEO7cucPCK1eIDgwk+lYw31x9SWxSHFuSFEiK48aNG7g6OvHU1BqryEicLl6Dixd5YaxPv07lIeQARltv45AvPw4ODhSOf8gd0yS+iTfnG5v8GBcsiHnhwjyytyZPEWey53fK0IPdJFELIYTIECwsLHBxccHFxQUaNUqxPT4+ngcPHnDv3j1CAi9SJsifV3mt+VudE+OwMBIToikWGkmCgR4nQh9zL/QxAC08nDiaz5bqp25S7N8jADw3NqBep9ePq9kdiSB7Ljvs7OzIH3WXx8aJuCtWuGfLj7GjIyYFCvDU1pL8JV3JoYOkLolaCCHEV8HIyEgzsO3tx8re1iEhgdDQUI62OIqZmRkPHz4k9NQBcj64zyuVJVty5MAyKopXxpAtNgEFCAi6AkFXgP8l9by2lDsVROnNvgA8NTGgUsdysB0Mt93hyvVgLCwsvtRpS6IWQgiReRgaGuLo6IiLiwulSpV6Xdg75YxqarWais+e8eDeXZ51eMnjx48JCwvjycl92DwII1GxYF/27FjExBBtDNavEtBT4ObTZ5h/4dHokqiFEEJkOXp6etja2mKbYja1/u+sf/HVKx49uE/koBhUKlW6x/c2SdRCCCHER5iYmFCwUGGdHDvjDnMTQgghhCRqIYQQIiOTRC2EEEJkYJKohRBCiAxMErUQQgiRgUmiFkIIITKwLPd4lqIoAEREROg4ktfz2maEODIb6df0If2aPqRf00dG79c3sb3JSR+S5RJ1ZGQkAI6OjjqORAghRFYXGRmJtbX1B+uolNSk80zkzTJrlpaWX3x2mbdFRETg6OjIvXv3sLKy0lkcmY30a/qQfk0f0q/p42voV0VRiIyMJHfu3Oh9ZJGPLPeL+s0yaxmFlZVVhv0gfc2kX9OH9Gv6kH5NHxm9Xz/2S/oNGUwmhBBCZGCSqIUQQogMTBK1jhgbGzNmzBiMjY11HUqmIv2aPqRf04f0a/rIbP2a5QaTCSGEEF8T+UUthBBCZGCSqIUQQogMTBK1EEIIkYFJok4nkydPRqVS0b9/f02Zh4cHKpUq2atXr17J9rt79y4NGzbEzMyMXLlyMWTIEBITE79w9BnL2LFjU/Rb8eLFNdtfvXpFnz59yJEjBxYWFrRo0YLHjx8na0P6NaWP9at8Xj/dgwcP+OGHH8iRIwempqa4uLhw9uxZzXZFURg9ejQODg6YmppSp04dgoODk7Xx/Plz2rVrh5WVFTY2NnTt2pWoqKgvfSoZysf6tVOnTik+s/Xr10/WxtfYr1luwpMv4cyZMyxYsIDSpUun2Na9e3fGjx+veW9mZqb5d1JSEg0bNsTe3p7jx4/z6NEjOnTogKGhIZMmTfoisWdUzs7O7N+/X/PewOD/P7oDBgxgx44dbNy4EWtra3766SeaN2/OsWPHAOnXD/lQv4J8Xj/FixcvqFq1KrVq1WLXrl3Y2toSHBxMtmzZNHV+//13Zs2axfLlyylYsCC//vornp6eBAUFYWJiAkC7du149OgR+/btIyEhgc6dO9OjRw/WrFmjq1PTqdT0K0D9+vVZunSp5v1/R35/lf2qiDQVGRmpFClSRNm3b59Ss2ZNpV+/fppt/33/Xzt37lT09PSU0NBQTdm8efMUKysrJS4uLh2jztjGjBmjuLq6vnPby5cvFUNDQ2Xjxo2asitXriiAcuLECUVRpF/f50P9qijyef1Uw4YNU6pVq/be7Wq1WrG3t1emTp2qKXv58qVibGysrF27VlEURQkKClIA5cyZM5o6u3btUlQqlfLgwYP0Cz4D+1i/KoqidOzYUWnSpMl7t3+t/SqXvtNYnz59aNiwIXXq1Hnn9tWrV5MzZ05KlSrF8OHDiYmJ0Ww7ceIELi4u2NnZaco8PT2JiIjg8uXL6R57RhYcHEzu3LlxcnKiXbt23L17F4Bz586RkJCQrL+LFy9Ovnz5OHHiBCD9+iHv69c35POqvW3btlG+fHlatmxJrly5cHNzY+HChZrtISEhhIaGJvvMWltbU6lSpWSfWRsbG8qXL6+pU6dOHfT09Dh16tSXO5kM5GP9+oafnx+5cuWiWLFi9O7dm2fPnmm2fa39Kpe+09C6des4f/48Z86ceef2tm3bkj9/fnLnzk1AQADDhg3j2rVr+Pj4ABAaGprsjx6geR8aGpq+wWdglSpVYtmyZRQrVoxHjx4xbtw4qlevTmBgIKGhoRgZGWFjY5NsHzs7O02fSb++24f61dLSUj6vn+jWrVvMmzePgQMHMmLECM6cOUPfvn0xMjKiY8eOmr55V9+9/ZnNlStXsu0GBgZkz549y/btx/oVXl/2bt68OQULFuTmzZuMGDECLy8vTpw4gb6+/lfbr5Ko08i9e/fo168f+/bt09xj+q8ePXpo/u3i4oKDgwO1a9fm5s2bFCpU6EuF+tXx8vLS/Lt06dJUqlSJ/Pnzs2HDBkxNTXUY2dftQ/3atWtX+bx+IrVaTfny5TX36d3c3AgMDGT+/PmahCK0l5p+bd26taa+i4sLpUuXplChQvj5+VG7dm2dxJ0W5NJ3Gjl37hxhYWGULVsWAwMDDAwMOHToELNmzcLAwICkpKQU+1SqVAmAGzduAGBvb59itPKb9/b29ul8Bl8PGxsbihYtyo0bN7C3tyc+Pp6XL18mq/P48WNNn0m/ps7b/fou8nlNHQcHB0qWLJmsrESJEprbCm/65l199/ZnNiwsLNn2xMREnj9/nmX79mP9+i5OTk7kzJkz2Wf2a+xXSdRppHbt2ly6dAl/f3/Nq3z58rRr1w5/f3/09fVT7OPv7w+8/gACuLu7c+nSpWQfpH379mFlZZXiA5qVRUVFcfPmTRwcHChXrhyGhob4+vpqtl+7do27d+/i7u4OSL+m1tv9+i7yeU2dqlWrcu3atWRl169fJ3/+/AAULFgQe3v7ZJ/ZiIgITp06lewz+/LlS86dO6epc+DAAdRqteYLU1bzsX59l/v37/Ps2bNkn9mvsl91PZotM3t71OyNGzeU8ePHK2fPnlVCQkKUrVu3Kk5OTkqNGjU09RMTE5VSpUop9erVU/z9/ZXdu3crtra2yvDhw3V0BhnDoEGDFD8/PyUkJEQ5duyYUqdOHSVnzpxKWFiYoiiK0qtXLyVfvnzKgQMHlLNnzyru7u6Ku7u7Zn/p13f7UL/K5/XTnT59WjEwMFAmTpyoBAcHK6tXr1bMzMyUVatWaepMnjxZsbGxUbZu3aoEBAQoTZo0UQoWLKjExsZq6tSvX19xc3NTTp06pRw9elQpUqSI0qZNG12cUobwsX6NjIxUBg8erJw4cUIJCQlR9u/fr5QtW1YpUqSI8urVK007X2O/SqJOR28n6rt37yo1atRQsmfPrhgbGyuFCxdWhgwZooSHhyfb5/bt24qXl5diamqq5MyZUxk0aJCSkJCgg+gzjlatWikODg6KkZGRkidPHqVVq1bKjRs3NNtjY2OVH3/8UcmWLZtiZmamNGvWTHn06FGyNqRfU/pQv8rn9fNs375dKVWqlGJsbKwUL15c+fvvv5NtV6vVyq+//qrY2dkpxsbGSu3atZVr164lq/Ps2TOlTZs2ioWFhWJlZaV07txZiYyM/JKnkeF8qF9jYmKUevXqKba2toqhoaGSP39+pXv37skeH1SUr7NfZfUsIYQQIgOTe9RCCCFEBiaJWgghhMjAJFELIYQQGZgkaiGEECIDk0QthBBCZGCSqIUQQogMTBK1EEIIkYFJohZCCCEyMEnUQmQBY8eOpUyZMroOQ0OlUrFlyxat97t27Rr29vZERkamfVBvefr0Kbly5eL+/fvpehwhUkMStRBpZP78+VhaWpKYmKgpi4qKwtDQEA8Pj2R1/fz8UKlU3Lx58wtH+WWl9ReE4cOH8/PPP2NpaZlmbb5Lzpw56dChA2PGjEnX4wiRGpKohUgjtWrVIioqirNnz2rKjhw5gr29PadOneLVq1ea8oMHD5IvXz5Z11kLd+/e5d9//6VTp05f5HidO3dm9erVPH/+/IscT4j3kUQtRBopVqwYDg4O+Pn5acr8/Pxo0qQJBQsW5OTJk8nKa9WqBcDKlSspX748lpaW2Nvb07ZtW83SkWq1mrx58zJv3rxkx7pw4QJ6enrcuXMHgJcvX9KtWzdsbW2xsrLim2++4eLFix+Md9GiRZQoUQITExOKFy/OX3/9pdl2+/ZtVCoVPj4+1KpVCzMzM1xdXTlx4kSyNhYuXIijoyNmZmY0a9aMGTNmYGNjA8CyZcsYN24cFy9eRKVSoVKpWLZsmWbfp0+f0qxZM8zMzChSpAjbtm37YLwbNmzA1dWVPHnyaMqWLVuGjY0Ne/bsoUSJElhYWFC/fn0ePXqkqdOpUyeaNm3KpEmTsLOzw8bGhvHjx5OYmMiQIUPInj07efPmZenSpcmO5+zsTO7cudm8efMH4xIivUmiFiIN1apVi4MHD2reHzx4EA8PD2rWrKkpj42N5dSpU5pEnZCQwIQJE7h48SJbtmzh9u3bml+Nenp6tGnThjVr1iQ7zurVq6latapmLd6WLVsSFhbGrl27OHfuHGXLlqV27drv/TW4evVqRo8ezcSJE7ly5QqTJk3i119/Zfny5cnqjRw5ksGDB+Pv70/RokVp06aN5tL+sWPH6NWrF/369cPf35+6desyceJEzb6tWrVi0KBBODs78+jRIx49ekSrVq0028eNG8f3339PQEAADRo0oF27dh/89XrkyBHKly+fojwmJoZp06axcuVKDh8+zN27dxk8eHCyOgcOHODhw4ccPnyYGTNmMGbMGBo1akS2bNk4deoUvXr1omfPninuSVesWJEjR468NyYhvghdL98lRGaycOFCxdzcXElISFAiIiIUAwMDJSwsTFmzZo1mLWdfX18FUO7cufPONs6cOaMAmqX3Lly4oKhUKk39pKQkJU+ePMq8efMURVGUI0eOKFZWVsnW3FUURSlUqJCyYMECRVEUZcyYMYqrq2uybWvWrElWf8KECZp1vENCQhRAWbRokWb75cuXFUC5cuWKoiivl8ls2LBhsjbatWunWFtba97/97hvAMqoUaM076OiohRA2bVr1zv7RFEUxdXVVRk/fnyysqVLlypAsmVP586dq9jZ2Wned+zYUcmfP7+SlJSkKStWrJhSvXp1zfvExETF3NxcWbt2bbL2BwwYoHh4eLw3JiG+BPlFLUQa8vDwIDo6mjNnznDkyBGKFi2Kra0tNWvW1Nyn9vPzw8nJiXz58gFw7tw5GjduTL58+bC0tKRmzZrA63uyAGXKlKFEiRKaX9WHDh0iLCyMli1bAnDx4kWioqLIkSMHFhYWmldISMg7B6tFR0dz8+ZNunbtmqz+b7/9lqJ+6dKlNf92cHAA0FyWv3btGhUrVkxW/7/vP+Ttts3NzbGystK0/S6xsbGYmJikKDczM0t2r9/BwSFFO87Ozujp/f+fOzs7O1xcXDTv9fX1yZEjR4r9TE1NiYmJSfU5CZEeDHQdgBCZSeHChcmbNy8HDx7kxYsXmqSbO3duHB0dOX78OAcPHuSbb74BXidNT09PPD09Wb16Nba2tty9exdPT0/i4+M17bZr1441a9bwyy+/sGbNGurXr0+OHDmA1yPL/3tv/I0394vfFhUVBby+v1ypUqVk2/T19ZO9NzQ01PxbpVIBr++bp4W3237T/ofazpkzJy9evEhVO4qifLROao7//PlzbG1t338SQnwBkqiFSGO1atXCz8+PFy9eMGTIEE15jRo12LVrF6dPn6Z3794AXL16lWfPnjF58mQcHR0Bko0af6Nt27aMGjWKc+fO8c8//zB//nzNtrJlyxIaGoqBgQEFChT4aHx2dnbkzp2bW7du0a5du08+z2LFinHmzJlkZf99b2RkRFJS0icf421ubm4EBQWlSVupFRgYmOLROiG+NLn0LUQaq1WrFkePHsXf31/zixqgZs2aLFiwgPj4eM1Asnz58mFkZMTs2bO5desW27ZtY8KECSnaLFCgAFWqVKFr164kJSXx7bffarbVqVMHd3d3mjZtyt69e7l9+zbHjx9n5MiR70z68Hogl7e3N7NmzeL69etcunSJpUuXMmPGjFSf588//8zOnTuZMWMGwcHBLFiwgF27dml+eb+JOyQkBH9/f54+fUpcXFyq2/8vT09PTpw4kWaJ/2NiYmI4d+4c9erV+yLHE+J9JFELkcZq1apFbGwshQsXxs7OTlNes2ZNIiMjNY9xAdja2rJs2TI2btxIyZIlmTx5MtOmTXtnu+3atePixYs0a9YMU1NTTblKpWLnzp3UqFGDzp07U7RoUVq3bs2dO3eSHf9t3bp1Y9GiRSxduhQXFxdq1qzJsmXLKFiwYKrPs2rVqsyfP58ZM2bg6urK7t27GTBgQLL7yC1atKB+/frUqlULW1tb1q5dm+r2/8vLywsDAwP279//yW1oY+vWreTLl4/q1at/keMJ8T4q5b83c4QQ4hN1796dq1evptsjTXPnzmXbtm3s2bMnXdp/W+XKlenbty9t27ZN92MJ8SFyj1oI8cmmTZtG3bp1MTc3Z9euXSxfvjzZxClprWfPnrx8+ZLIyMh0nUb06dOnNG/enDZt2qTbMYRILflFLYT4ZN9//z1+fn5ERkbi5OTEzz//TK9evXQdlhCZiiRqIYQQIgOTwWRCCCFEBiaJWgghhMjAJFELIYQQGZgkaiGEECIDk0QthBBCZGCSqIUQQogMTBK1EEIIkYFJohZCCCEyMEnUQgghRAb2f3N8DhKkhj5GAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# load Mie series data\n",
    "savefile_flux_abs = \"./misc/mie_plasmonic_flux_abs.txt\"\n",
    "savefile_flux_scat = \"./misc/mie_plasmonic_flux_scat.txt\"\n",
    "savefile_RCS = \"./misc/mie_plasmonic_RCS.txt\"\n",
    "\n",
    "flux_abs_mie = np.loadtxt(savefile_flux_abs, delimiter=\"\\t\", skiprows=1)[:, 1]\n",
    "flux_scat_mie = np.loadtxt(savefile_flux_scat, 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",
    "    return val\n",
    "    return 10.0 * np.log10(val)\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(5, 3))\n",
    "ax.plot(td.C_0 / freqs * 1e3, to_db(RCS_mie), \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, to_db(RCS), \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Forward scattering (dBs$\\\\mu$m)\",\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=(5, 3))\n",
    "ax.plot(td.C_0 / freqs * 1e3, flux_abs_mie, \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, absorbed, \"--r\", label=\"Tidy3D: I - S\", mfc=\"None\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, absorbed_power_E.real, \":\", label=\"Tidy3D : $P_{abs}$\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Total absorbed power\",\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=(5, 3))\n",
    "ax.plot(td.C_0 / freqs * 1e3, flux_scat_mie, \"-k\", label=\"Mie\")\n",
    "ax.plot(td.C_0 / freqs * 1e3, scattered, \"--r\", label=\"Tidy3D\", mfc=\"None\")\n",
    "ax.set(\n",
    "    xlabel=\"Wavelength (nm)\",\n",
    "    ylabel=\"Total scattered power\",\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",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "description": "This notebook demonstrates how to model the scattering of a plasmonic nanoparticle in Tidy3D FDTD.",
  "feature_image": "./img/plasmonic_nanoparticle_feature_image.png",
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "keywords": "plasmonic nanoparticle, total-field scattered-field, TFSF, Tidy3D, FDTD",
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.12"
  },
  "title": "Scattering of a Plasmonic Nanoparticle | Flexcompute",
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