{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Grating coupler\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:37:13.846318Z",
     "iopub.status.busy": "2023-02-03T03:37:13.846002Z",
     "iopub.status.idle": "2023-02-03T03:37:17.090522Z",
     "shell.execute_reply": "2023-02-03T03:37:17.089645Z"
    },
    "tags": []
   },
   "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\">[21:37:16] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> This version of Tidy3D was pip installed from the <span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d-beta'</span> repository on   <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">__init__.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#103\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">103</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         PyPI. Future releases will be uploaded to the <span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d'</span> repository. From now on, <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         please use <span style=\"color: #008000; text-decoration-color: #008000\">'pip install tidy3d'</span> instead.                                        <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">               </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:37:16]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m This version of Tidy3D was pip installed from the \u001b[32m'tidy3d-beta'\u001b[0m repository on   \u001b]8;id=99469;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=402474;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#103\u001b\\\u001b[2m103\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         PyPI. Future releases will be uploaded to the \u001b[32m'tidy3d'\u001b[0m repository. From now on, \u001b[2m               \u001b[0m\n",
       "\u001b[2;36m           \u001b[0m         please use \u001b[32m'pip install tidy3d'\u001b[0m instead.                                        \u001b[2m               \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><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Using client version: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.9</span>.0rc1                                                  <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">__init__.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">121</span></a>\n",
       "</pre>\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=246591;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=162561;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": [
    "# basic imports\n",
    "import numpy as np\n",
    "import matplotlib.pylab as plt\n",
    "\n",
    "# tidy3d imports\n",
    "import tidy3d as td\n",
    "import tidy3d.web as web\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Problem Setup\n",
    "\n",
    "In this example, we model a 3D grating coupler in a Silicon on Insulator (SOI) platform.\n",
    "\n",
    "A basic schematic of the design is shown below.  The simulation is about 19um x 4um x 5um with a wavelength of 1.55um and takes about 1 minute to simulate 10,000 time steps.\n",
    "\n",
    "In the simulation, we inject a modal source into the waveguide and propagate it towards the grating structure.  The radiation from the grating coupler is then measured with a near field monitor and we use a far field projection to inspect the angular dependence of the radiation.\n",
    "\n",
    "<img src=\"img/grating_coupler.png\" width=600>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:37:17.096147Z",
     "iopub.status.busy": "2023-02-03T03:37:17.095009Z",
     "iopub.status.idle": "2023-02-03T03:37:17.102854Z",
     "shell.execute_reply": "2023-02-03T03:37:17.100924Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# basic parameters (note, all length units are microns)\n",
    "nm = 1e-3\n",
    "wavelength = 1550 * nm\n",
    "\n",
    "# grid specification\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20, wavelength=wavelength)\n",
    "\n",
    "# waveguide\n",
    "wg_width = 400 * nm\n",
    "wg_height = 220 * nm\n",
    "wg_length = 2 * wavelength\n",
    "\n",
    "# surrounding\n",
    "sub_height = 2.0\n",
    "air_height = 2.0\n",
    "buffer = 0.5 * wavelength\n",
    "\n",
    "# coupler\n",
    "cp_width = 4 * wavelength\n",
    "cp_length = 8 * wavelength\n",
    "taper_length = 6 * wavelength\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:37:17.107102Z",
     "iopub.status.busy": "2023-02-03T03:37:17.106770Z",
     "iopub.status.idle": "2023-02-03T03:37:17.115754Z",
     "shell.execute_reply": "2023-02-03T03:37:17.114294Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# sizes\n",
    "Lx = buffer + wg_length + taper_length + cp_length\n",
    "Ly = buffer + cp_width + buffer\n",
    "Lz = sub_height + wg_height + air_height\n",
    "sim_size = [Lx, Ly, Lz]\n",
    "\n",
    "# convenience variables to store center of coupler and waveguide\n",
    "wg_center_x = +Lx / 2 - buffer - (wg_length + taper_length) / 2\n",
    "cp_center_x = -Lx / 2 + buffer + cp_length / 2\n",
    "wg_center_z = -Lz / 2 + sub_height + wg_height / 2\n",
    "cp_center_z = -Lz / 2 + sub_height + wg_height / 2\n",
    "\n",
    "# materials\n",
    "Air = td.Medium(permittivity=1.0)\n",
    "Si = td.Medium(permittivity=3.47**2)\n",
    "SiO2 = td.Medium(permittivity=1.44**2)\n",
    "\n",
    "# source parameters\n",
    "freq0 = td.C_0 / wavelength\n",
    "fwidth = freq0 / 10\n",
    "run_time = 100 / fwidth\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mode Solve\n",
    "To determine the pitch of the waveguide for a given design angle, we need to compute the effective index of the waveguide mode being coupled into.  For this, we set up a simple simulation of the coupler region and use the mode solver to get the effective index. We will not run this simulation, we just add a ``ModeMonitor`` object in order to call the mode solver, ``sim.compute_modes()`` below, and get the effective index of the wide-waveguide region."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:37:17.121760Z",
     "iopub.status.busy": "2023-02-03T03:37:17.121406Z",
     "iopub.status.idle": "2023-02-03T03:37:18.334576Z",
     "shell.execute_reply": "2023-02-03T03:37:18.333848Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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       "\u001b[2;36m[21:37:17]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=204575;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=617577;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\u001b\\\u001b[2m494\u001b[0m\u001b]8;;\u001b\\\n"
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       "<AxesSubplot: title={'center': 'cross section at z=0.00'}, xlabel='x', ylabel='y'>"
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\n",
      "text/plain": [
       "<Figure size 1500x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# grating parameters\n",
    "design_theta_deg = -30\n",
    "design_theta_rad = np.pi * design_theta_deg / 180\n",
    "grating_height = 70 * nm\n",
    "\n",
    "# do a mode solve to get neff of the coupler\n",
    "\n",
    "sub = td.Structure(\n",
    "    geometry=td.Box(center=[0, 0, -Lz / 2], size=[td.inf, td.inf, 2 * sub_height]),\n",
    "    medium=SiO2,\n",
    "    name=\"substrate\",\n",
    ")\n",
    "\n",
    "cp = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, cp_center_z - grating_height / 4],\n",
    "        size=[td.inf, cp_width, wg_height - grating_height / 2],\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name=\"coupler\",\n",
    ")\n",
    "\n",
    "mode_plane = td.Box(center=(0, 0, 0), size=(0, 8 * cp_width, 8 * wg_height))\n",
    "\n",
    "\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, cp],\n",
    "    sources=[],\n",
    "    monitors=[],\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    "    run_time=1e-12,\n",
    ")\n",
    "\n",
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "sim.plot(x=0, ax=ax1)\n",
    "sim.plot(y=0, ax=ax2)\n",
    "sim.plot(z=0, ax=ax3)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compute Effective index for Grating Pitch Design"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:37:18.339044Z",
     "iopub.status.busy": "2023-02-03T03:37:18.338659Z",
     "iopub.status.idle": "2023-02-03T03:38:13.161242Z",
     "shell.execute_reply": "2023-02-03T03:38:13.160586Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: divide by zero encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n",
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: invalid value encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n"
     ]
    }
   ],
   "source": [
    "from tidy3d.plugins import ModeSolver\n",
    "\n",
    "ms = ModeSolver(\n",
    "    simulation=sim, plane=mode_plane, mode_spec=td.ModeSpec(), freqs=[freq0]\n",
    ")\n",
    "mode_output = ms.solve()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.165175Z",
     "iopub.status.busy": "2023-02-03T03:38:13.164707Z",
     "iopub.status.idle": "2023-02-03T03:38:13.824822Z",
     "shell.execute_reply": "2023-02-03T03:38:13.824129Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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f5/bdthvvs2jdD879bl1HMvvGbbvWdTufO/sQq69u16rc9kui75+yh+fd6cFMcCIiSlkit12p2ekKERERJSCZ2L19+3aUlZWZ02NlgU+YMAF//etf8f7776NDhw7m9IqKCtTV1WHv3r22bPBdu3ahoqIilbdAGVZVVQUZ42La/PnzXZdZs2ZNBntFRFS8eN6dHswEJyKilOnBWMR55LqXREREZEgmdpeVldkebhfBpZSYMGECXn31Vbz77rvo0qWLbf6AAQPg9/ttNaM3btyIbdu2sWY0ERFRAnjenR68CE5ERCnjAB1ERET5Jd2x+4YbbsDzzz+PRYsWoXnz5qiurkZ1dTV+/PFHAEB5eTmuueYaTJw4Ee+99x5Wr16Nq666CkOGDMFJJ52UoXdJRERUODJ13j1nzhx07twZpaWlGDx4MD755JOEllu8eDGEEBg5cmTyG80hlkMhIqKU+RWBQJzaYyHJq+BEREReke7Y/cQTTwDQy2FYPfvssxg7diwA4JFHHoGiKBg1ahRqa2sxfPhw/P73v0+q30RERMUqE+fdf/7znzFx4kTMnTsXgwcPxuzZszF8+HBs3LgRbdq0ibrc1q1bceutt+LUU09NantewExwIiJKWfxbsuKPYu30/vvv47zzzkP79u0hhMBrr70Wd5nly5fjJz/5CUpKStCtWzfXWpVERESU/tgtpXR9GBfAAaC0tBRz5szBnj17cPDgQbzyyiusB05ERJSgTJx3P/zwwxg3bhyuuuoq9OzZE3PnzkXTpk0xb968qMuEQiFcfvnlmD59Orp27drYt5V1vAhOREQpy8RtWQcPHkTfvn0xZ86chNpv2bIF5557Ls444wysXbsWN910E6699lr8/e9/T+EdERERFTaWMiMiIsov6Y7ddXV1WL16NYYNG2ZOUxQFw4YNw8qVK6MuN2PGDLRp0wbXXHNNY95OzrAcChERpSwTo1SPGDECI0aMSLj93Llz0aVLFzz00EMAgB49euCDDz7AI488guHDhye5dSIiosKWidhNREREmZNM7K6pqbFNLykpaTCw9ffff49QKIS2bdvaprdt2xYbNmxwXf8HH3yAZ555BmvXrk2m657CTHAiIkpZQAgElDiP8G1ZNTU1tkdtbW1a+rBy5UrbN9gAMHz48JjfYBMRERWrZGI3kdcIKW0PN1IISH6Gzf1j3U/GcymEbb6xv4yfxjTjp3OfWtu5bS/a+pyc/TCmGQ/n7zjaOqK9J2Oa9f1Y21rfl9vnxu29WJd1bjfa+3O+N7f9aJ0X7Xdn3W60PjifO9+PW1/dlnVunyJiHX9izWuMZGJ3ZWUlysvLzcesWbMavf39+/fjyiuvxNNPP42jjjqq0evLFWaCJynaQSnagYgoUbGCJ5Eb5/HI7Y/RTFMSqD2mWIKx1bRp03DXXXc1ug/V1dWu32DX1NTgxx9/RJMmTRq9Dcpf8U4E3KYTEWVaIhd2MiWZ2E1ERES5l0zs3r59O8rKyszpzixwADjqqKOgqip27dplm75r1y7XMTs2b96MrVu34rzzzjOnaZoGAPD5fNi4cSOOOeaYxN9QjvAiOBERpSyh27LC8xMJxkRERJRZycRuIiIiyr1kYndZWZntvNtNIBDAgAEDsGzZMowcORKAflF72bJlmDBhQoP23bt3x5dffmmbNmXKFOzfvx+PPvpog4Q3r+JFcCIiSplx61Us9dDnJxKMU1FRUeH6DXZZWRmzwImIiBySid1ERESUe5mI3RMnTsSYMWMwcOBADBo0CLNnz8bBgwdx1VVXAQBGjx6No48+GrNmzUJpaSl69eplW75FixYA0GC6l/EiOBERpUxN4LasePMba8iQIXjrrbds05YuXYohQ4ZkdLtERET5yAuxm4iIiBKXidh98cUX47vvvsPUqVNRXV2Nfv36YcmSJWap0W3btkFRCmsoSV4EJyKilClCxK0bmmxd0QMHDmDTpk3m6y1btmDt2rVo2bIlOnbsiMmTJ2PHjh1YsGABAOC6667D448/jttvvx1XX3013n33Xbzwwgt48803k39DREREBS4TsZuIiIgyJ1Oxe8KECa7lTwBg+fLlMZedP39+0tvLNV4EJyKilAlVQMS5LUskGYw/++wznHHGGebriRMnAgDGjBmD+fPnY+fOndi2bZs5v0uXLnjzzTdx880349FHH0WHDh3whz/8AcOHD09qu0RERMUgE7GbiIiIMoexOz14EZyIiFKmBFSoihq7jZbcOquqqiCljDrf7RvnqqoqrFmzJrkNERERFaFMxG4iIiLKHMbu9OBFcCIiSplQBEScYaoFB9ciIiLyDMZuIiKi/MLYnR68CJ4E4ZKZKMO3GxjzJG8/oBS5fb6IkuH2GbIemzJxfFJUASVOMFYYjClHhJS2/xfRjrM8/hJRrmXzXIKxm/KZ8/ybGpJCQEgZd1+5zY92LIp1jLKux9i2W3/clnFrl+jx0Lpe63t264d1XdZ94/YeovXZeO1cr9v2rNuwvi+3fkTrt9s8tz472znX4/aeou1r/r/yLsbu9OBFcCIiSplQFIg4I0bzjykiIiLvYOwmIiLKL4zd6cGL4ERElDI1oEBVYwdjNcRgTERE5BWM3URERPmFsTs9eBGciIhSJlQBEScYC3CEDiIiIq9g7CYiIsovjN3pwYvgRESUMtYmIyIiyi+M3URERPmFsTs9eBGciIhSJoSAUOKMUq0xGBMREXkFYzcREVF+YexOD14EJyKilKkBFapPjd1GYW0yIiIir2DsJiIiyi+M3enBi+BERJQyvTZZnG+kJb+RJiIi8grGbiIiovzC2J0evAieBCkEhJTmc+c8IqJsMo5HsRjHJiFlQu2TpagKlDgDdCgy9nwiIiLSWWN1ps4vGLspn8X6e5bn5BHWcwDrdYxo0+Ita923bscp57rclnX2wbkO47l1GeO1s89u/XG+p2jvMdZ7cduG27atfYr1uYu2rmj72Poz2u8u1vuzLhuN2+8lE+eJ+S7aZzuR5TJxLGLsTg9eBCciotQl8I00+I00ERGRdzB2ExER5RfG7rTgRXAiIkqZ6lOh+uPUJgMzC4iIiLyCsZuIiCi/MHanBy+CExFRyhRVQInzjbTCUaqJiIg8g7GbiIgovzB2pwcvghMRUcoSGqCDwZiIiMgzGLuJiIjyC2N3evAiOBERpUyoCkScATqExgE6iIiIvIKxm4iIKL8wdqcHL4ITEVHKVL+A6o8dbFXwG2kiIiKvYOwmIiLKL4zd6cGL4ERElDJFUaDE+UZaCfEbaSIiIq9g7CYiIsovjN3pwYvgSRBSQgphPgcQ9TVRsqQQ5ueIKBnO4042P0cJ1SaLM5+IiIgaElJmJKYzdlM+c55/U2zG/jLONd2uV1jPQ2PtX+s0Y5lo10Gc57bRXlu3Z12Hc71u7d3651yH23bd5kXbB9Hel1tfrcu47edE1+fGuh/c1mf0wfl+3PaBW795LaIhr+0Pxu704EVwIiJKWUK1yeLMJyIiouxh7CYiIsovjN3pwYvgRESUMtXvg+qPHUpUj32LTkREVMwYu4mIiPILY3d68CI4ERGlLoFvpMFvpImIiLyDsZuIiCi/MHanBS+CExFRyoSSwG1ZCoMxERGRVzB2ExER5RfG7vTgRXAiIkqZUJS4wZbBmIiIyDsYu4mIiPILY3d65N0emjNnDjp37ozS0lIMHjwYn3zySdS28+fPhxDC9igtLc1ib4mICpsS8EEJ+OM8+H1rsWPsJiLyDsZuIiKi/MLYnR55tYf+/Oc/Y+LEiZg7dy4GDx6M2bNnY/jw4di4cSPatGnjukxZWRk2btxovhZCZKu7REQFT1EUKHG+cY43nwobYzcRkbcwdhMREeUXxu70yKuL4A8//DDGjRuHq666CgAwd+5cvPnmm5g3bx4mTZrkuowQAhUVFWnZvhQCIjzaqgyfkDtfe12hDxabJ78GV6IQfjlSy3UPMkt4M6jE+uxk+nMlEhigI+4AHlTQch27KccKPS4UOo/GvWIhhcjIOQZjN3mdkDLqZ9/tfDxfzsVzze16hnN+rOWsy7stY7SxTnOu020dVtbfp5Ay5nad89z6Yp3u1i7WPnEu75xuXc753Nln67RYP519d67TbX60vhrLue2LaO+/IK5JZFAujzWM3emRN3uorq4Oq1evxrBhw8xpiqJg2LBhWLlyZdTlDhw4gE6dOqGyshLnn38+1q1bl43uEhEVBSMYx3tQcWLsJiLyHsZuIiKi/MLYnR55s4e+//57hEIhtG3b1ja9bdu2qK6udl3m+OOPx7x58/CXv/wFzz//PDRNw9ChQ/HNN99E3U5tbS1qampsDyIicqf4fFD8cR6+vLrpiNKIsZuIyHsyEbvff/99nHfeeWjfvj2EEHjttdds86WUmDp1Ktq1a4cmTZpg2LBh+Prrr9P4rijdOJ4HEZF38Lw7PRLaQ1988UXSK+7Zsyd8Of4FDBkyBEOGDDFfDx06FD169MCTTz6JmTNnui4za9YsTJ8+PVtdJCLKa7wty7sYu4mIyE0mYvfBgwfRt29fXH311bjgggsazL///vvxu9/9Ds899xy6dOmCO++8E8OHD8f//d//8WKphVdiN8fzICLyFp53p0dC0bJfv34QQkAmWB9IURT861//QteuXRvVOaujjjoKqqpi165dtum7du1KuG6o3+9H//79sWnTpqhtJk+ejIkTJ5qva2pqUFlZmVqniYgKnKIqUOIE23jzKTMYuxm7iYjcZCJ2jxgxAiNGjHCdJ6XE7NmzMWXKFJx//vkAgAULFqBt27Z47bXXcMkllyS1rULmhdgNcDwPIiKv4Xl3eiT8lfGqVavQunXruO2klOjVq1ejOuUmEAhgwIABWLZsGUaOHAkA0DQNy5Ytw4QJExJaRygUwpdffolzzjknapuSkhKUlJSko8tERAVPKAIizijUQmEmUK4wdhMRkVMysdtZXiqV4+2WLVtQXV1tGx+ivLwcgwcPxsqVK3kR3CHXsdsYz2Py5MnmtGTG89A0DT/5yU9wzz334IQTTkh7/4iIihHPu9MjoYvgp59+Orp164YWLVoktNLTTjsNTZo0aUy/XE2cOBFjxozBwIEDMWjQIMyePRsHDx40v6EePXo0jj76aMyaNQsAMGPGDJx00kno1q0b9u7diwceeAD/+c9/cO2116a9b0RExUgJ+KAEYocSRQtlqTdkxdhNRERukondzrtqpk2bhrvuuiup7RljQCQzPkSx8kLsjjWex4YNG1yXMcbz6NOnD/bt24cHH3wQQ4cOxbp169ChQwfXZWpra1FbW2u+5ngeRETRZeq8e86cOXjggQdQXV2Nvn374rHHHsOgQYNc2z799NNYsGABvvrqKwDAgAEDcM8990Rt70UJXQR/7733klrpW2+9lVJn4rn44ovx3XffYerUqaiurka/fv2wZMkSM0Bv27YNiuWbkR9++AHjxo1DdXU1jjzySAwYMAAfffQRevbsmZH+EREVGyGU+N9Ii+Rvy0omGM+fP9+8oGooKSnB4cOHk95uIWHsJiIiN8nE7u3bt6OsrMyczrtuMssrsTtZHM+DiCizMnHenez4D8uXL8ell16KoUOHorS0FPfddx/OOussrFu3DkcffXRS286VvBs6dMKECVFvoV6+fLnt9SOPPIJHHnkkrduX4QE+RIJ12nLFrXtanD6n8x3l7CYMx5tQMjggS16M9SK1jK5eZHj9CUtnP2IFDqlBus1P4SJvoRCqCkVV47ZJBgdjKjy5jt1kUSxxAcj4e82aXMYYxz50jYHpVMTx1I2QMiPnHMnE7rKyMttF8FQYdaJ37dqFdu3amdN37dqFfv36NWrdlH5eH89D8m+8hAkpIYUwjyNSCPO1c561vdE22vEn2jzr78a6Lutzazvn7zJau3ht3T4Tzr64rc853W1/WadHe+22bbdtxnrvxjLR3mesz7213/H+f8TaF/y/5W2ZOO9OdvyHhQsX2l7/4Q9/wMsvv4xly5Zh9OjRSW07V5K+CC6lxEsvvYT33nsPu3fvhqbZ/zh+5ZVX0tY5IiLytkyMUs3BmNKPsZuIiAyZiN2xdOnSBRUVFVi2bJl50bumpgarVq3C9ddfn7btFJpcxW6O50FE5D3JxO5ExvNIdfwHq0OHDiEYDKJly5YJtfeCpP+6uemmm3DllVdiy5YtaNasGcrLy20PIiIqHorfl9AD0IOx9WGtA2kwgrF18KxkBmOqrKzE+eefj3Xr1qX/zeYxxm4iIjIkE7sTdeDAAaxduxZr164FoA+GuXbtWmzbtg1CCNx00024++678frrr+PLL7/E6NGj0b59e/MiKzWUy9g9ceJEPP3003juueewfv16XH/99Q3G87BeOJkxYwbefvtt/Pvf/8bnn3+OK664guN5EBGlUTKxu7Ky0hYvjLGXrGKN/5DoeB133HEH2rdvbzt397qkM8H/+Mc/4pVXXon5rS4RERWHZL6RTmRwrWwNxlRsGLuJiMiQiUzwzz77DGeccYb52ihzMWbMGMyfPx+33347Dh48iPHjx2Pv3r045ZRTsGTJEpSWlib/BopELmM3x/MgIvKWZGJ3NsbzuPfee7F48WIsX748r2J50hfBy8vL0bVr10z0hYiI8oxQRPxgrOj15TIVjFMZjKnYMHYTEZEhmdidqKqqKsgY9cuFEJgxYwZmzJiR1HqLWa5jN8fzICLyjmRidyLjeTRm/IcHH3wQ9957L9555x306dMngd57R9LlUO666y5Mnz4dP/74Yyb6Q0REeUQoSkIPIBKMjYfbRfBsDcZUbBi7iYjIkEzsptxh7CYiIkO6Y7d1/AeDMf6DNcHM6f7778fMmTOxZMkSDBw4sFHvKReSzgS/6KKL8Kc//Qlt2rRB586d4ff7bfM///zztHWOiIi8TfgCEL5AnDZazPlW2RqMqdgwdhMRkSHdsZsyg7GbiIgMmYjdEydOxJgxYzBw4EAMGjQIs2fPbjD+w9FHH23WFL/vvvswdepULFq0CJ07dzZrhzdr1gzNmjVL4V1lX9IXwceMGYPVq1fjiiuuQNu2bSFEcrfKERFRAVEU/RGvTRKSDcYzZszASSedhG7dumHv3r144IEHOBiTA2M3ERGZMhC7Kf0Yu4mIyJSB2J3s+A9PPPEE6urq8POf/9y2Hrexvrwq6Yvgb775Jv7+97/jlFNOyUR/PE+Ea91Jj/0R4izBpxn9NF8b7aSlTRY6FkeS5QZtEvlDMOTYMYluL6Fm0lhn/NZp/bjIxL7dEwm2S2adDT5o6Vy3i6TeQ4ZIYQkkQoFAKPILDc+z7RXhnZNGKYTtmJWJ45ZQVQhVjdsmGRyMKf2KPXYXvASOlRmJCUDW4wLgjdjgRbKx8SeB5QVCjglJxJVE+hf+3Sb0XjwUb/NNJmI3pR9jt52IEm9yfV6eTBjMVVet5wTG62jtAH1fO58br53nF9a2BmOas50xz7mtaNt2W5+1H05uy8Z7v26fK2d7t30Rr0/OZaJdR4r2vp373a3fbr+TaO8z2nuL1j7W+tIumb/rchz7nfsl2uc4I9vOUOxOZvyHrVu3Jr1+r0n6InhlZWXcAutERFQkFFV/xGuTJA7GlF6M3UREZMpQ7Kb0YuwmIiITY3daJP01ykMPPYTbb7+9IL4BICKixhE+H4TPH+eR9PetlGaM3UREZGDszg+M3UREZGDsTo+k99AVV1yBQ4cO4ZhjjkHTpk0bDNCxZ8+etHWOiIg8TiTwjbQorG+k//GPf+DJJ5/E5s2b8dJLL+Hoo4/GH//4R3Tp0sWztywzdhMRkakIYnc+xmonxm4iIjIVQex2ykQsT/oi+OzZs1PaEBERFaAiuy3r5ZdfxpVXXonLL78ca9asQW1tLQBg3759uOeee/DWW2/luIfuGLuJiMhU4LE7X2O1E2M3ERGZCjx2O2Uqlid9EXzMmDEpbYiIiAqPUBSIOKNQx5ufT+6++27MnTsXo0ePxuLFi83pJ598Mu6+++4c9iw2xm4iIjIUeuzO11jtxNhNRESGQo/dTpmK5UlfBN+2bVvM+R07dky5M0RElGd8fsAXiNOmPjt9yYKNGzfitNNOazC9vLwce/fuzX6HEsTYTUREpgKP3fkaq50Yu4mIyFTgsdspU7E86YvgnTt3hhAi6vxQKJRyZ4iIKL8IVYVQY992FW9+PqmoqMCmTZvQuXNn2/QPPvgAXbt2zU2nEsDYTUREhkKP3fkaq50Yu4mIyFDosdspU7E86Yvga9assb0OBoNYs2YNHn74Yfz2t79NuSP5QEgJGf5DREgJAObrXJIS0Iz+hKeFNP2ZJoGQBKSU0My2+muDlub+JHIDRqw/6Mz1RGkSWVTapkfbbrRtua3fOcm1jWN9ISnjr0sCiks/rJOkEObnKjLR/tsR0uW35ZzmXEdj1pXMNADQ3Ke7biveusz5Ud5PsutJltA/UQIwa2tJoQCKos9TfPprAEJRzfbSsXwuOY9ZDT5f6aCE90m8NgVi3LhxuPHGGzFv3jwIIfDtt99i5cqVuPXWW3HnnXfmuntRFXPsLigux7kGx9dox8I48cV1XdHWl4a4EHV78dZnzk/ieJbu+JAtycQRIRr8DZPoumSs7UQ7frstk+A01+05pgkR5XdmbSe1hNZFLgo8dudrrHYq5tjtdo7thfNuKyMMaZZ4FC0yGT1XLEfqTL0d59/71tfW58a5p/UcNNa5grOt23LOacZrt2sn1vMU6/mK23O3Prv1LVZfE2kf7/26rdPtHN66rNvn1tneuW639s7+xlpfKud8zt9FrO2lheVvM/PvwWh/r1niunS8zhW3z6aB593pkalYnvRF8L59+zaYNnDgQLRv3x4PPPAALrjggpQ7Q0REeabIBuiYNGkSNE3DmWeeiUOHDuG0005DSUkJbr31VvzqV7/KdfeiYuwmIiJTgcfufI3VTozdRERkKvDY7ZSpWJ70RfBojj/+eHz66afpWh0REeUBofohfP64bQqFEAK/+c1vcNttt2HTpk04cOAAevbsiWbNmuW6aylh7CYiKj6FHrsLLVY7MXYTERWfQo/dTpmK5UlfBK+pqbG9llJi586duOuuu3Dsscc2qjNERJRfhKLq5WDitCk0gUAAPXv2zHU3EsbYTUREhmKJ3fkWq50Yu4mIyFAssdsp3bE86YvgLVq0aFATWUqJyspKLF68OG0dIyKiPKAoCdyWVTi1yc4444yYYxq8++67WexN4hi7iYjIVOCxO19jtRNjNxERmQo8djtlKpYnfRH8vffes71WFAWtW7dGt27d4POlrboKERHlgyIboKNfv36218FgEGvXrsVXX32FMWPG5KZTCWDsJiIiU4HH7nyN1U6M3UREZCrw2O2UqViedPQ8/fTTU94YEREVFuEPQPgDcdoEs9SbzHvkkUdcp9911104cOBAlnuTOMZuIiIyFHrsztdY7cTYTUREhkKP3U6ZiuUJfU3w+uuvIxhMfGe+9dZb+PHHH1PuFBER5QljlOp4jwJ3xRVXYN68ebnuhg1jNxERuSrS2O3FWO3E2E1ERK6KNHY7NTaWJ5QJ/rOf/QzV1dVo3bp1Qiu95JJLsHbtWnTt2jXljnmRFAJCSvM5gAavs9ofaXke/hnS9GdBTX9dF5Ko1ySCmkRIStSHAA3SXFYLPwlpiW1TTeBrEyXKvnBOVtCwnbWNIqLPcy7fYJ7ltTCnube3viWj5pBteeFsJ221iYy2wvHaub5QeF9b+yNlw77rm4j8QoTx3Pwpo7extXOZpsVbRjaclsj6Y7XXnO3ct9FguShtGrw2txNyn24uluCHHIAwbiMygojig1R8gBCQqg9QA5CqH/CX6utGIPIBEYq9nyJ3tyRZj1mZIhQlsr9itCl0K1euRGlpaa67YcPYXSDiHYsB1+Nqg9hhfR7lGO2+TJy4EOsYHa3vju3CeZyKFxuixYEU44O+aOIxorESPiZGO5GJFlcc06WzXYPX1j+GYiwb7bnldfT2ouF063zFZTmXdZnrF5bPihCRz4aw/pXWsH/5SgqRkXOMYo3dXozVTozdOiFlwp9969+62Tonl9JyHh3efEiTkAA0qdduB/RzQUUAqtCfS0gIRM4D9Tap96Mxf+cby7qtwziHMH5anzuvg0Tjdh7i/L269cG5DeM46LZtt3XFeq9u05zbcra3vg/rMrH2SbRzMKNdtH3g/Pwmuj1rm1j7ONX/H9H6ldrKXP5OlRKQGoRWH35tie3hh1R85iRz6zmM8bGuAzJ2Z1ZjY3lCF8GllBg7dixKSkoSWunhw4dT7hAREeURkcA3zqJwvpG+4IILbK+llNi5cyc+++wz3HnnnTnqlTvGbiIiclXgsTufYrUTYzcREbkq8NjtlKlYntBF8GSLjl9++eUoKytLqUNERJRHFBVQ4oSSArotq7y83PZaURQcf/zxmDFjBs4666wc9codYzcREbkq8NidT7HaibGbiIhcFXjsdspULE/oIvizzz6b8gaIiKhwSaE0vOXepU2hyKd4mE99JSKi7Cn02J3P8S+f+05ERJlT6LHbKVPxMKGL4ERERK6MWm3x2hAREZE3MHYTERHlF8butOBF8CTEGowhlwNkalJCMwbkCP+sD0+oDWn4MSixv64etfUa9teFEAxp0KREyDKgR7LcBr9UGwxOaZ+gWkaMtM6zLmdMt7c12omGyyqWZYR9/cYgnsb8yACXjtcizjzLOiPt7IOdGMuYYyMa06U++IkUaNBek9I2KIpiH8qp4WAR4ef26ZbnmmWQCetAl9EGSbO0M+dp9m1FXc4yyJjULK+t00OhyMBntvZGW81lmmXwMuv8kHW6Y4Azx2vXwc0SGBStgfCtREJRIEqaAD4/lEApREkpRNNyaCVH2AbxMr51NfaXF76FTWbwmtQ3YvkPFKtNHjvyyCNtg+HGsmfPngz3hoqG2+CQzgErpdtx3/Jc01yO4TGWs/wUlrjiGoMabCvBuBDul3WejHbsTyY2NGjX8LgfdfDLZGJEvLbJ3IYapa3roEbWto7lhGqdpzRoJxT3+eZ086dirs884lnaCJd1O0/IpPW1+UeTJXNJhP/Scomf+rpE5LmxPsWyTLTlYBmEFZYY7IFBqhvDGOQs/SsuvNjNWE1ERAWtAGO3UzZiOS+CExFRyqTqg1Rjh5J4871u9uzZue4CERFR2hRi7GasLixuiWXRktBitckkY+syvM06TaIupD9CUkKBQEAV8Cl6clZAAaDoCVFGMlQqMpbY4rIN67bcpkVbLla7RPrvbBNt29bXUgjb79+ZDGT9TBivreu1LuNczrqs8dz5M9Zzt9fR1hdtmXjbi7eOdP6fcO7L1FekJ+CJUB1QXweh1UMEf4TQ6gFN02OVrxTSVwIEmhob98QX27lIfi3E2O2UjVie33uIiIhyqwhuy0p2kCoiIiJPK8DYzVhNREQFrQBjt1M2YjkvghMRUeqKIBhHc/jwYdTV1dmmlZWV5ag3RERECSqi2M1YTUREBaGIYrdTOmN5ShfBly1bhmXLlmH37t3QHPUV582bl1JH8oHbrSe5rAXuxqgNHgw/+TEosefHIHYeqEXN4SC+P1iHunoNofB8508na23uRKcZz2NNc50nRINa4YplHhCu9W2WmBSWeuD2euLRpzvWpRjrbDjNul0hAEXIcN1vEX4NAHrNb6NeuAKEaxjJSE1yy3vUb6mK1AY3arIr4dusRLhWq1mn1foaALR6/We4VquzHQD99iGjjXVZo3aqbf2RuqxmDVejRmu4pre01mwN/3+X9eEDkKZZarxalnXUg5XO2uCObdimWdcBQIas9V812zzbtJD9WKSF4tcKdy5jEOFfnlH/1NekBIrfB/WIZlCaHwlf66OhlAMhNaAv4Au4ridXrMenjN8yWWTB+ODBg7jjjjvwwgsv4L///W+D+SFnjWIPKdbYnZcsdbdjjg9hfTjHhYgRP2z1vsPHXGdckPXByHzLMdt6fDfigrS0STQumNNctmGsx942tdjgfK6vMol64S7LJ8qIJa7zXOp+K6qz1rfi/tys3d1wvjkvRr1vc7pl7At7W9U+zWinqpGa4oqqb0NR7NtSFNdtKD6/0Xl7PW8lXH/cqBtuTvfZ2ut1MK3LKRDmPMey0Mya5rba4HkUi2Ld7p4WBR678zlWOzF2ExERgIKP3U6ZiuVJ76Hp06fjrLPOwrJly/D999/jhx9+sD2IiKh4SEWFVHxxHkkMFOdxt99+O95991088cQTKCkpwR/+8AdMnz4d7du3x4IFC3LdvagYu4mIyFDosTtfY7UTYzcRERkKPXY7ZSqWJ50JPnfuXMyfPx9XXnllyhslIqICUQSjVFu98cYbWLBgAaqqqnDVVVfh1FNPRbdu3dCpUycsXLgQl19+ea676Iqxm4iITAUeu/M1VjsVc+x2Dnho/ZnIAJnZZNxQXR+SOBTU8N3BIPbV1sOvCHQoK0UTv0BACvgVASklNETubE5Urt9jLjkHu7Rym+a2r9wGuozVLtHX1Ij/h9a72evrIEJBiPrDED98i9D+vUB9EEqzFlCOrIDWRIncqYjMX+R1/p6dA6sa02ItkxEFHrudMhXLk74IXldXh6FDh6a0sXwXKxjnmjEqtfHTKG8S1DT8cDiIb/b9iH/vPoid+35ESJNxy6BYOcufuJUyAQBfzDIoSoPpqqPUiXWaL/zcWj7FeB7wKbZp5vTwrcBGyRRFEWaJFeMPDV+4jSoAv6W937Id47kiBPxqpI9+1SizIqGKSEmUSBkUhLejj/YtpV72RApA06RZKkUCUCERkvr2XD9BzlvZjUeo3nJre8g+P3yruwjVm7fMC63ecqt85DZ2qYUipUjCr223tBu3s4dfW0ulNCh1EozcMi8tpU+0uvrwW9EgQ5p5O7kWatjGaKdZSptYb293ljzRHLfDS8utMIncDq8lcGu7YrnNXAn4oJaWINC8KZp3bAsRKIVyRHOz9Iy0lpbJQmCOx+1Y5Xyevo0V121Ze/bsQdeuXQHodcj27NkDADjllFNw/fXX57JrMRVz7M4rbmVQXOYL45jvUhrLVhJLq7eXxHLGlFhxIVwOJZG4AITLpzhLXTnignFsdx7XjfIkzulmrAi5Tzdem+uJevx3lF9xbeMeFxKJF7EoLiVRnGVSGrx2li5xtFEUJVL+xFEmxTpdsZRIsU431q+oaoPpQlVspVWEUdLEUeZEGOVNwvOFokSeG2VTjJIpgN7euh7nckIvb2KWNVHrjTell0axlkkRApDhtoreXig+mJFPWPabcdIsIifQ+RCTrHE8Ixe/Cjx252usdmLsJiIiU4HHbqdMxfKk99C1116LRYsWpbxBIiIqHDJ80SLeo1B07doVW7ZsAQB0794dL7zwAgD9m+oWLVrksGexMXYTEZGh0GN3vsZqJ8ZuIiIyFHrsdspULE86E/zw4cN46qmn8M4776BPnz7w+/22+Q8//HDKnfG6aLfNALkdINPaIyNfKRSeeCgYwr7D9diwcz8+/edOaKFIay2BLHAgMjglYP9iSRiDSRqDPjp+KkLYppnthIgk9CiWNkKYrxtkeYezv32KsGSCK7as8IAayTYv8Sm2dRiPgGW6X7FnhRsZ4z5VMQfU9NueRzLLnc+FkFCgD6ppZIarir5uER6MUwpAzwMPv18AQsIcINMHWLL0LFng1mw/rT4yL1QXaWPN8NPqzSw9WV8XGeCyvs6W7S2DwUhGXziDT2r67UhuWXxaXb0tq9vI6DamA0Cort6W5Wdk5unPQw2ywkPBcCZ1SIMMSTPjLhTUbNMBQAtJSya4tEyPtNGXiUzXd2lkeatEBzozMuIUVf9sdjmrJ1q1bA3tx4NA0xYId8iyYu9kmlmPRxkbJFPxAWqcUKKkNAazJ1111VX45z//idNPPx2TJk3Ceeedh8cffxzBYNDT8a+YY3de00J6lqyR5e12Z1A4o9t6V5Ax8KUIBc32keN85PgvLRnfmY4LAKAF623HfyNDW7PEAs2aAV4Xnh/SbMfyWLFBX4+0ZXAbbZ3xAYjEiMguTy1WuHEbGFNx3AMvLH9jmZnb4TZCtc8zXpt/T6mKuT6hCvtrRZjrUwKRATAVS6a34veFl1Whms8Vy3QFasAXWTbgC69DNTPGrdMbZI37AmamdyQTXIXw+yODbfr85nLmdKO9kR2u+s2BM0V4gEspwtuTkRM+Y6BMKRUA4YEwjf9DZFfgsTtfY7VTMcdut3PqZMqgxJqXqfN1DUBdSOLrPQfx/r++x7Ftm6G821FQFR9UIaBJsAxKEoxrL8ZPt7IozrtmnMs450Urb+KVu/vzmfO8MxlC6tc5RLAW9dXb8OO/v0bNlp1oPbgPSpq3AGTzNPfWLt4xJdZ7i3as4nl342Uqlie9h7744gv069cPAPDVV1/Z5gkePIiIikuR3ZZ18803m8+HDRuGDRs2YPXq1ejWrRv69OmTw57FxthNRESmAo/d+RqrnRi7iYjIVOCx2ylTsTzpi+DvvfdeyhsjIqICU2TBePv27aisrDRfd+rUCZ06dcphjxLD2E1ERKYCj935GqudGLuJiMhU4LHbKVOxvFG58t988w0AoEOHDo3uSL6IdqtENm+hSeTOilC40eF6DQfq6vHNnkM4sPcwgrV14duYQ+HyFKE4a4I5qBHgGKTJuJXVMvBRg9IolhInzjIpxmvVF2mr+hRzeVW1Pzf+P6s+xbV0ilHqxGc+VyLThd7GWiYl4PI8oCrwh0u3qOEBM5XwYJnWkil+o50Q8GvCHDhTg4ACvTwKIKAJCUUAUGAOlKko+qjgSpyPjPW2d32wy/At7+HyKEKrN29NNwfA1EKQdYcjJVDqDkctf2IOYmaZp9UHbbe3h+qC5nMtWG8OTmbc0i5DmnlLu3ELvGYrh6Lfkh4KWl/LcJkUac6XIctzTdpubzeX0TTzNnVprMN5i7uU5mffuKPd+do6LR41/PsOhMvnqAEFB3f+Fy0P1kDWHYYSqo+/khyWR3EOkJmJ45S+3tjvLZXtzpkzBw888ACqq6vRt29fPPbYYxg0aFDU9i+++CLuvPNObN26Fcceeyzuu+8+nHPOOUlvN57OnTvjlFNOwRVXXIGf//znOPLII9O+jUwrxtidb8zjv5W1FIpMoDyWVg+EgpGBL2sP20ugGMf++rpIG3N6HVAfdC17kkpcAPQSJHqbhsf6UF2kBJZRDitabACsZVKkZfDMSJksZ3zQLMfCaDHCOs3ZtrFUxzHQeju8OTi4aNhWESJSAiVc7gTQS59Eyp5ESqAYZU+M8l1GCRW9fbgEnD9SDkUNKGYJFWt7xe+zlFIJlzoJl0wxyqAo4eeK5blQFKgBv3uZFJ8fwh+wlUYRigLpC5hlUER9pDQKSkrNNkJqkIpPL3eianopFKFAIgAICSE0SMUSh6RmGxwTUoMACqpOZmN5JXZnSiHEaqdii91G+YpMrdsq1e04lzL+R+3cdxiLHngcp11zNYZ0OhLNAz5bHEq1n5lgLR/iRdHKlcTqr3OZeO/POd/62q3EittPt/XF+pzFauM8f4vWL2f7aP3KRdneWGWETUIBpOVaVPhv19B/q7Fz5Vd4dP4XuPfJdigx2lqXa2Tf4s1z22fx9mM29rNXYne+n3cn/QnSNA0zZsxAeXm5eSW+RYsWmDlzJjQt9bqJRESUh8wasHEeSfjzn/+MiRMnYtq0afj888/Rt29fDB8+HLt373Zt/9FHH+HSSy/FNddcgzVr1mDkyJEYOXJkg1uH0+Gzzz7DoEGDMGPGDLRr1w4jR47ESy+9hNra2rRvK50Yu4mIyOSB2J1J+RqrnRi7iYjI5IHYXQjn3ULK5L5inDx5Mp555hlMnz4dJ598MgDggw8+wF133YVx48bht7/9baM6FE+2v6WoqalBeXk5dlVXo3l5edRv9LL5DZvzNxaSEsFw+lJt+Oe+Wv1btS0//Iivdu3Hm5/vwObPt6D2wB5o4QGuzIzwGNngtixwS+Y3EMkKd05Xwpnh1gxx83V4GcUXMKeb2d8umeDGgJpCiWSVKz7FzCY3ssKFYs8Q9zmyvI0M8IBPjUxXrdMjP60Z4qWqYmaFl4S3a2SFWzPC/aqeFV5q9E0AfkWYg2KqQh+8UwHgU/WfQgj4w+9LFYBPwJLJF4wMchmqNzP+jGw/SA2iPmjP9jMy+GqN7G/NkhWuZ4jDkQEowxmARpafVlePUDBoZvPVH64zB7rU6urNQS5Dh2vNAcysmX3WjO9QXcjM9g7VhaJm/0UGT9PM7D0jcy8kJUIyko1Xp0Uy+Ix51tfGc+P/hVv2d6IZ4ebvTQg0UY2Hgt7DOqPTWQNRelwvqEcfBwDQjmgJGWgKAPoAXgCkc1AKD2Sg1dTUoG1FBfbt24eysrJGr6u8vBy7v/0m7rpqamrQpn2HhLc7ePBgnHjiiXj88ccB6CeBlZWV+NWvfoVJkyY1aH/xxRfj4MGD+Otf/2pOO+mkk9CvXz/MnTs3yXeWGCklli9fjkWLFuHll1+Gpmm44IILMG/evIxsr7GKOXY39rOeVeHs78idQFL/Y1YL2TK+rYNe6ncF1YfvGJLm65h3BplZ4ZoZG6zxQ2oaQsbxP6SZcUEL1tsGQG5MXLBmeoeCIduAl9a7f6x3/jhjAwBbnHA7/lvjg/N1tHiQrozwZDLAjWnRXhvxyPrcbZqRPW5kjpvPwxnj1gE0Vb9qyxQXavhOuIBqtlP9CpwZ4kJVoJaW6OuxZnyHB9I0MsNVv9/MHFdLA2ZWuAhneUNRIQKlkcEzzexvfboxwKb+XAUUnx5bhYBUfZbXkcEz9ecBPeYa/3eEMAfTBOCJeJyMQo3d2ZBvsdop17E726LF7kQGwkynRM/nQ+Hzkvrwz8MhiQN1GvYdDqHtET408SsoCZ8jWleZzcEuvZrh7VWJZoVbxcp6jjZQZ6LLZ5oXPh+29y71v29FqA6i9iCUH76BbNYSWmm5ea4N1d/wPDuGdLzHZO+WEFIWbOwuhPPupP8KfO655/CHP/wB119/Pfr06YM+ffrgl7/8JZ5++mnMnz8/pU4kysvfUhARFSMZvrAQ75Gouro6rF69GsOGDTOnKYqCYcOGYeXKla7LrFy50tYeAIYPHx61fToIIXDGGWfg6aefxjvvvIMuXbrgueeey9j2Gouxm4iIDF6I3dmQb7HaKZexm4iIvMULsbsQzruTrgm+Z88edO/evcH07t27Y8+ePSl3JBEPP/wwxo0bh6uuugoAMHfuXLz55puYN2+e67cUjz76KM4++2zcdtttAICZM2di6dKlePzxx1P+lsILNcEToVkyoH6sCyFYG0L94QMIHtyn132ur4OmhaAF6wDANRvcNQvcUhNccWR66z+VhhngaiQrXFEimeDC+ly1T1eUSP1K1+xvI4PaF84WF+E2ip7xFApFssLrfArqwtndJT7NzPJuEvChLqRBFQJNA3qGeF29hibh54FwVrpfKuHa3gKqkNCk/rvWFAFAg/FdkiIANVwD3K8KaFKfE4K+rJSAJmD+dN6oon8LbJ1gyQg0XjtqhBu1wO3Z3UFLHfA6ew3w8F0A0DRodYcjNV0tGeDWTD8tWB+u7apBa5Ahbs/yC9VpCAUjGd9anWZmfkcywaXZxpnZV6dJW8a3kYnnfK5/rmWDbL6QlNDQ+Iw/oGGWXZ2moE4TCEmg7kAQocN1ej12Z83eHHM7DlnvUsnIcSqJATpqampsk0tKSlBSUmKb9v333yMUCqFt27a26W3btsWGDRtcV19dXe3avrq6OpF3kJJvvvkGixYtwqJFi/DVV19hyJAhmDNnTsa211jFHrvzmvM4o2lmprj9pwxniddHjvuhUKS2d71+3JIhyx1BRlwIjwsRqq01s7zrf6w1a3/XW7LCk4kLse4KsrUxM8H1NoBeyzuoaY5Y0DBGWLPAnTHBmhlu7MVEa4K7ZX+7xQs3qsuh1poVHi0j3FYP3GWetW54w2n6+BXG/MhzwK8oZm1xI8vbngluz/hWg5qZFa7ZssJDZhsZ0iL1wYP+8HyfPr2uHkJVIEs1sz44gEi2OKBnfPv9kADg8wOKpk9TNUglpGeBK6o+vz4IYZyxCAVAuE54+LMvof+tJDUAqqM2OLnzQOzOhnyL1U65jN25lkzd3nSLVpPZSTGO0eH/Sn4JHOFXEFD1c00RbiNEdrO/rbxc79uL3Op8x6vFHet3m0ybXPDCNS3bvoZi3r0FRYXWoj2g+gFfwCzzkchF3nS/D7fa4LG2xfPu9Ep3LE86E7xv375mqrzV448/jr59+6bckXiy9S1FbW0tampqbA8iInKnQST0AIDKykqUl5ebj1mzZuW498l78skncfrpp6Nz585YsGABLr74YmzevBn/+Mc/cN111+W6e1ExdhMRkaHQY3e+xmqnXMVuw5w5c9C5c2eUlpZi8ODB+OSTT2K2f/HFF9G9e3eUlpaid+/eeOuttzLeRyKiYlHosdspU7E86Uzw+++/H+eeey7eeecdDBkyBIB+wrp9+/aMBrpsfUsxa9YsTJ8+Per8XIyu2xjGSNSaJhGqrzOzwEPBOr02eJya4ED0uuDSkR0eqQWuAQhGssK18Hx/AFqU9aHebd36x1OGM6+lIiDCz/Va4QCgQVGEPk8RiOT8hKdLfXpdfSQD3GDUcYMSqeVmnR7SJEKahCokABHelwLQJDRFQoWeGeyHnjGmCGH+1KTU+235mGhSNqgPatvPsb4FdplnZogbWd8hy+8xXBPcqPlqa2NMN+u2atBCoUjtV0u9VyPbT4ZCeu3X8HRr5p5WZ6/lamT6WWu8GrW/7e3ttV2NLD97Vl/Deq/O+uDW7G+37D9jutvrWFQhw9l0QECRUDV9mzKk73fb/vYIt2+mM32s0qSMO+K9MX/79u222mTOb6MB4KijjoKqqti1a5dt+q5du1BRUeG6/oqKiqTaN8bdd9+NSy+9FL/73e+ycgKaLsUeuwuBiJXVqtnvHDLGWoD1ZzgL3IgH9rgQHiPEPMZbflofceKCkeFtjQuhoGbW/w7VhcxxIcw2mmYbEyJUHx4nwrxDyC0OxB8rImge7xuODxErC9yZAZ5o9nc0kaxvGX5trwVuzwqXjoxx/XVQAn5bbXBjOWnL/g5Jac4Lhf/m0NtpUKUly1wVkOHURRFSoKjhv201CREK/51lbaNG2gCAAgWhYH142Uimdwh6Brj5jkOa+3MtBAFAhhQIJQRo4WW0EMJ/aemfWUU1P8NS0/S/KaWmZ4FpWtRUHrMNReWF2J1J+RqrnXIVu4FIKbO5c+di8ODBmD17NoYPH46NGzeiTZs2DdobpcxmzZqF/+//+/+waNEijBw5Ep9//jl69eqVUh+c593Zrg0ea1vSUudbDZ/wBVT9+FsSPt76VQEFUj/8GzGcx6asSiUT3to+WgZ4LrO3C5G5O4UAVH3sOBjjbYWzws064Jb/Q7m8JhdtbMBEsv9T5YXYXQjn3UkfhU8//XT861//ws9+9jPs3bsXe/fuxQUXXICNGzfi1FNPTVvHcmXy5MnYt2+f+di+fXuuu0RE5FkywQcAlJWV2R5uwTgQCGDAgAFYtmyZOU3TNCxbtsw8AXQaMmSIrT0ALF26NGr7xti2bRvuv//+vDupZuwmIiKDF2J3JuVrrHbKZey2ljLr2bMn5s6di6ZNm0YdiMxayqxHjx6YOXMmfvKTn7hmshMRUfK8ELsL4bw76UxwAGjfvn3WR6PO1rcUbrVyrPIlA9xg1CpTFBHO1FbMOt0KAtDq6/TM60RrglunqZEa3/Y64Iqt3rfR1loXXLg9VOc0Ydb1NmqC6+vXpwmlYb1wxbKMsbyRAa4qAj7LcwD6c2F57jIfsGdsKeEa5FaRzC5h7nfnR8W5jFODmuC2X4aIHNHM9npNTCiq/rBmJhvZU9afCEKo4fqaWkiv0xmKfA8mLBlf5moUxcyuF6oCBXrmtVA1iJCAAkCqIjxdgdAk1ICq1wQPaeZ0RZXQoJg180Q4QxB1xtr1bDYjw69Oi2Sy1Wki/FzP+NOz3YCAok9TAbNfRjt7rVh7Vpwx3eBW99VZb1UxpwnLfnJWdfeeRGsaNoYmI2MQxGqTjIkTJ2LMmDEYOHAgBg0ahNmzZ+PgwYNmTenRo0fj6KOPNm/ruvHGG3H66afjoYcewrnnnovFixfjs88+w1NPPZXKW4pJ5FkMsCrm2F0IpFAQ9dOnKEAoZLYRimKP64qi11hGeAwQRdUzwY2Yruh5bMbxTYY0M7vXqP0M6Nm4seKCAgVSkw3iggIFGjQoavgnHLFDlUC4FaBAhoysabge/91iAcI5xMbx3rgVS0EkhhvTI68jP6PFCWumtlu8cIp2x1e0OuCxXrvVBbc+d9YFDyjO55G/TRQhzFrgIlzXWyhK+HV4eng8Fv21YtYCt7ZRbMsq4XWpejsl8neE9W8KZ01wYfzdAjT4KVTV/LxamZ9HIwPMMd+KWeDx5SJ2Z1M+x2qnXMRuo5TZ5MmTzWmJlDKbOHGibdrw4cPx2muvpdSHaHWYvcL6N7bRK0UAPp/l3EoLQWiWu2CEwozwLHN+ZpwZ3bHGU3LDDPD0ce5KTUrzeoeilkAxMsLhjf/70Y5Dbq8z9TnheXd6JHQR/IsvvkCvXr2gKAq++OKLmG379OmTlo45Wb+lGDlyJIDItxQTJkxwXcb4luKmm24yp2XqWwoiomJklA2K1yYZF198Mb777jtMnToV1dXV6NevH5YsWWKWyNi2bZt5sQUAhg4dikWLFmHKlCn49a9/jWOPPRavvfZayrffFgrGbiIicpOL2E2J8ULszlYps9raWtTW1pqvOZ4HEVF0PO9Oj4Qugvfr1w/V1dVo06YN+vXrByEEpFuNYiEQymCd3Fx/S+H2jY5Xv6FWzGwiIOBT4PMr8JU2g7++DlqwDqpZD1yLWRPcng2u2KZZfxpZsdaMcGvGt3WeW9a3NXPbeK4aWUSKgOpT9MFwhfFcz2pSfIqZ/a36LNnfPsXM6A6En5f4FAR8qjm9iV81s8MDPsVsZ/3pVxSoAvCrCvyKgE+NvFaFnt3tD/dFVWD+FEL/HQgBKBCRDAHHT9u+dn6+rNkCxmtrBpSUltcqhD8AGayD8PkBTYnU1QT0eptaCFJTIRS95qYS/p1qwXr4ALPmK4zn4cwFJVwXVqhKuI54EJqqQPHrbVR/KFwTViJUp4TrwuoZ4UaNWK1Oc23ja6KZ9cFDdaHwtiWCmlET1lrv1VkTHLbpsZ4brwFY6sbHzupThTCz8Jr5FDRRBZqoAr4mPigBn/478FgWR6xshkzWr8vEWidMmBD1Iuny5csbTLvwwgtx4YUXZqAn+Yuxu0ApChDSIjHCOA4JASB8XFIA4UO45rcCUQ/AF4Csr4Pw65k1EnqWWqQ2uAJFC0GqmpnJq9XVm9m7MqQhFM7qjRYXtJAGJaBGjQuhQMiMC6pfv2sIAEJBo+64Pp4EAGghCX+4bjiABrXC9eexYkDD8SKM50Zbt9eAPU4YEskCt3JmhCtR5sXKBnd/7p4RDjiyv8PZiIoqoARUKOFGql81M7xVv9FGgRJQzCxv1a+a2d9qQDUzxJWAamaAKwEfFL8/vB6fmfGtBHzma8Xvg6Kq4baRNvD5wxnfqv43S/in8Af0OxZ8Af1vx3A7o435d5Cx/8zPfvzs8HyVybE9sh27KTFeid3ZUAzjeRARpRPPuxsvoYvgW7ZsQevWrc3nuVKM31IQEXlZJm7LovRg7CYiIjeM3d7lhdidrVJmkydPtpVQqampQWVlJYDMlhRIG2kflBpS00ugSM38kjoymJ+eFGWWa7J+iU1Z4zbopZWzDE9efA7TKJWBRNNBkxISetyR4cEfjYQ+RUBPMgy3dSs7mw3R9otbMmymvsBm7E6PhC6Cd+rUyXz+n//8B0OHDoXPZ1+0vr4eH330ka1tJhTbtxRERF4mpXTNUHK2oexj7CYiIjeM3d7lhdidrVJmxTCeBxFRujB2p0fSA2OeccYZ2LlzJ9q0aWObvm/fPpxxxhl5f1tWsrxWBsVgdMevKmhW6kNpEz9Ky4+E4g9AhkLQzHIo8X9fsQbIFJaBjNzmGaVN9D5ZBqxULANIKpZBLZWG7YyyJ0B4UErVXjLFWFfAUgKlxFYOJVICJaBaS6M0LJmiKgKlPtUcANMoh+ILl0NRw/0p9Sn6t5IivK3woFN+NTx4YrgUij49XCZF6O9NhH8aJWuUWB8doVgGQ4tkDEjFB6FpenaB1CB8ml7yRFEBVQWCQX3AUyU8wFR4cEwRLoEjfH7I+qCerRAIQak7rJfGCWlQAj6zNIpaGgjf6l6PUF29WSZFq6uHFm6vBYNm+1Cw3iypEqoLQWr6LfBa+JZ2GdKgadK8HV6GLM/DbY1b4rWQ1LcVvlddGsu73BrvLHuSyO3uoTjxwXobehNVIKAIBPwqSspK4GtaCuELICdfQ7twlmXKJutApLHa5LP+/fsnPDDH559/nuHepIaxO48JBZChyHOEB8kUWjgW1OuxQGgQUoOUPj0LTSiAT4NQQnpcsMUDxSyhZQySKbQQpDFN06D46yBLNTMGGMf5+sO1ZixIJC5o4fkypNnigvVYb5RAcZbGspZGccaGyHRpxh3jNaBnFbnFgGgDI8caMDnVY5gqnK8blkGxTo9VGsUcHDw8QKX+XLG/tgx0aQxoCURKoADQy5tYpjvbCyVcAsUob2IOfqmY5U+UcNkTo1SOannuKy2xtI+UQBG+gPm5M8ubuJRBMcuh+CNtoPrNv4egqvrP8EP/7AvbNJP1/06eylQps0KM3YUQq51yGbu9UMos2vl1Lv/ujXRCi2SAh8+nRagOqK+DCAX12Kz6gUDTcDa4nsoqpMbBe3PMmuFt/Yw5M7+jPS9kXsgCrwtJBDWgXpPh6zACfgn4zIsmEsbVES+cirsNvpqp/ViIsdspG7E86YvgUkrXTv33v//FEUcckVIniIgoPxXDbVlGFhQAHD58GL///e/Rs2dPM7vp448/xrp16/DLX/4yRz2Mj7GbiIgMhRi7CyFWO+UydrOUGRGRtxRi7HbKRixP+CL4BRdcAEDPYB07dqzt1qVQKIQvvvgCQ4cOTbkj+cLrA2Ea3TG+HStRFTQP+NCuRRPsPrIJgk0DehaW0f8Y/0uEI0XZzEJSRIP5ijkN5h9riqOddaBLMxM8PJCl8YW4MZCTbYBMl4fP9lqxzxd6ZrfPZbkG2d+ODG7juZG57VcVx3M9IyvSJvLcyPxWFX3/G7WrrFngxvKK0OdZ/7DVv2E2d35kYEvVByk1iFB9JPNbapA+RJ4DEEo4I0FRAF9Az0oI1kFopfqgZ/VByHC2HzQtnO2nZ4ajvk7/qYXMLEBoIWj1lmy+cCagFgpBC9brfbZkf0tLtp8xXW/TsL3x3C0LHABCdZEBOjUtkgluZI8brwGYy+vPpbmctY1tnmYf8kyL8XWpNYtOH+xNQdPWR0I5ogwiUGoOwiWNDLUccWYmOGvZubVJl2K4LWvatGnm82uvvRb/7//9P8ycObNBm+3bt2e7a3Exducn8w4gMwPcMuglAKi+cC3ScDY4AEhNjxW+8HFOSghj8EypAcphCL8fMhSCqPfr8SBQClmvH/P16ZZYUB+MDJoZDJqZbv4occF5/HeLC5r53N5es7WT5oCZzqxxIJIV7owNxnPnNOt69HmW6S4xIrKM2/CYqROWi0WKJQ1c2J7b29j+zgpnfVuXsU5TFHv2tzO729reLctbz+RWzUxv+3TFPgCmubxqz/hWFSg+v9FhWza3OQBm+G8UfWBMS/a3ZSBMKKoeYx3Z3lCM547pQtH/T1izwa1/n+c4RjdGpuqKFmLszudY7eSV2O3VUmaeycg1aoJr+rmNCB6GCP4IUfcjhFYPrbQ5pL+U2d8eYxxTk7nTwPq8kLPCc1UT3KCFM53rQhoOBSVUBSjRBKRPidQEd95ml2W5vA5YiLHbKRuxPOGL4OXl5QD0ndq8eXM0adLEnBcIBHDSSSdh3LhxKXeEiIjyjxZ+xGtTKF588UV89tlnDaZfccUVGDhwIObNm5eDXkXH2E1ERE6FHrvzLVY7MXYTEZFTocdup0zF8oQvgj/77LMAgM6dO+PWW28tytun440m7AXGd8xGMlGpT0GzgIpOrZrim3bNEazVv6nWomSAK0rD92XNRLJmLlvbmtneMX4az32u85QG7QKqfZrPsS7rA9BrghvzzeciktWtKML22mes35LxDcBS+9uyvAL4FUsbVc/8NjO+w8+FgJnlrSoCSnif6dnh4f0mIiMdR56Hv1E2MsCFBsB4Hs42VsPZflAhw/VeRTjzD0a2HwCEAmaGuAjUm9newsjoC4XMTG9pZIWHMwEB2DLEFWOZcHu35a3ZfMZzAAjVBfX1WeYDcGSCa2a2nbWNZlmPkTFotDF+2rP8nPMjWeJW1jsf3DLAZcg9bBjZdL5SH444+igoTZtDlJRGRnxXvJXd4Za5kKlsspCUCMW578pZXzefNWnSBB9++CGOPfZY2/QPP/wQpaWlOepVdIzdBUIoADTLGBF6TACgH4+FAKTU44BQAMWoU6rq86WEMO4kAoBQ0H73T3g9tlhgyRCHJRYkExcA2O4EcmaNm9M1zZLN3TCeGFnkxnP9Z7h2uKOdIZJN3nCePQO84XE/2l1yse4cMsTKUHLeYae3j8QPt6xwI4Pc3k4xfxrzhara5hnZ3NZ2Rra2sT7h0sbI7jbb+X32dSiR+vLCrDUfzvB2e27N+NY7ZmZ/AwjXAw8vo/qNHdUw+9s2Xf/DSyq+SPw1ssONLPACybrMXE3wwo7d+RarnRi7dc6MS09k3xrZ31KPrQAAIxO8vhbK4f3Q9u/Rz738HPTTq9yyeZ130kb73DlrhxcSL1zj0iRQrwF7fgxCVYDyEj8UISPXgiQgoO/7XNQGd6sB7pzO2J0emYrlSdcEt6anExFRcZPhR7w2heKmm27C9ddfj88//xyDBg0CAKxatQrz5s3DnXfemePeRcfYTUREhkKP3fkaq50Yu4mIyFDosdspU7E8oYvgP/nJT7Bs2TIceeSRcUfrzJfRtlMRq75uNr81MzZldMFty2q4UalfQXmpH51aNYWqtMbumlrz26F43yKZ63JkLqmW92qdZ33uzPa2Pk8kW9z63Hxt1BoPZ3IDega3c5qiCPtrYWR2u02zZ3sDesZ3pA3Met9Gprfen8g3j0btb+t7USzP9WWtNcERni5svzvbN8rhrD9Az3oS4Zqu0sj41jQIoehZ4FIC4Qw/ve6rFnmu+c0PitDqI1mAUnPP5AOAeiODO5wlrjmmW7ICAeh1Y4HI+sLPbes0thNer1tmt9s0fVWRbD+3+dZ5entrtp/7c+cysRiZcr7SAPxHNEFpu7ZQmh8JUdI0kp1mXyD26yyIVhM8E99IF8MAHVaTJk1C165d8eijj+L5558HAPTo0QPPPvssLrroohz3zo6xuwAoqv11+G4hmDXDNUAN3zUkNQBqpO6okRWuIlwv3K+30TRAtdwxVKKZmW3W47kzw1tfpSUuhJ8DLnHBGlsccSHSPjJdag2zuvV2iccGtzbO+Q3uDorz2imZuBFzvqrEfG3L+rasy5q17ZyvODLBrZnkwpFFbmaPG1ndQCSzW1+ZOb1BhrdlfqS9Ep6vRup7m+3sGeMA9Prg+srN7G0zg1sxnkdq4JvZ38Y6Ab2N6sgQN9Zp35nIZ5m6i6vQY3c+xWonxu4I52ffUxnhViEjE/wwtP17EPzPBgifH742nRqMSWA+L5C7VfKVWzZvrGnGeXoi4y7la5Z4rrLAFSHM61OK0K+tqAqwfd+PCGoSx7ZqioAaQInPHDwtJ/00ODO/3Y5Tmfr9F3rsdspULE/oIvj5559vDshhHa2TiIiKmyZl3NuutDz8QzCWiy66yPMn0QBjNxERuSuG2J0vsdqJsZuIiNwUQ+x2ykQsT+giuPVWrGK+Lcv6rY4X6iVZGVkCwswy1vvpVwTKS3xoc0QJSlUFrZuXmLWEjEcszixwt2mxMsUVy3NrprazrdHO2abBdOO1Zb7bPGMTRpa3Pt26PvfpzoxvRUT2aaSvke8fI1niCC8vzGUaTLO8NtZj7bfrN4ZCwKgNDqHo2dxCAUS4FrgWGZVcQo3UhAUi2eDGay2cDWVkslnaCq3eliGuP408j5XVbWYCWrL8jHaRZSzrsWbSJTDdYNu+s52xfQtnxp5bhl+srD9rNp3i80OUlEIESqE0PxJK8xaQasCezeGhjI5s1gSXMnJXSqw2lH2M3XnIksVtHF+EcQy33CFkvjbuDlJ9epywjBfhzAoXUou0Me4uMtZvHC/VQGSbjjuH9KcpxIVwW6OdW1ww1x1russ8wBIbjH442yJ+fIisK7FMb2dbZyZ3PNHaOzPIhTWL2fbcmtnt0sbS1pa9bfkZdXq4hre9rSVb3JHlHVkmMt22bkuclGZmd2R9DeKo0cYaV63Z34piWyecWZWOeuDWDEwvxelEZeouLsZu72Lsji+nGeHGMQqWQ4pfr02rac2hlAUhaw/jj2N+j8H/8zq6j78IauujoTRvidARrSBVvx6z1QCM8Q1s2eIZOE65ZTmTzrlvnPW+o/10PneukyKsu0OTEhJ6tnJIkwhJvYb1oaCGH4MS+2qDeOfr77Hsi53418df4a5bz0OLUj+a+hUEjIoBwn7tJuvvJ87xxzjn5nm3dyVdE3z79u0QQqBDhw4AgE8++QSLFi1Cz549MX78+LR3kIiIvKsYbss68sgjY96ObLVnz54M9yY1jN1ERGQoxNhdCLHaibGbiIgMhRi7nbIRy5O+CH7ZZZdh/PjxuPLKK1FdXY1hw4ahV69eWLhwIaqrqzF16tSUOkJERPmnGL6Rnj17dq670GiM3UREZCjE2F0IsdqJsZuIiAyFGLudshHLk74I/tVXX5kjc77wwgvo3bs3PvzwQ7z99tu47rrrCj4Ye2FgzFiMEhv+8JOAKnBEQEU7UYKWTXzYXxsK1xIK1xRK8qsit/Io+nadJVFit7Gux7rKqKVUFPs0ZxkVtzZmSRPL4AlCRLbnnG8tgQLo5Uus63eWODHaRtbjMs/yHp1lUKzrFwKQCN96FR74LLLlyO3vxsBPxq3qUKDf0q76LGVPHLe9A4CUevkUY1nbPHtbYVkPbLd8aQ2XtT6Pdku7dV4yJU2sg525rMumQekTtzYu0+IxBv7y+SF8fohAKURJE6DkCEh/CaBaBvfyqEwfm0IJ1CaLN9/rxowZk+suNFqxx+68Y5Q5AexlUcySKJF4AOexWWiRkeGtpU5spbKk+TwyqGakjbSW0jLmW0tpWaY3Ni4AaYoNzvU71+fcVjSpxIpkxBio0VbaxLZM7MEeRbRSKXHKqbiWUrE8b1AyxaW0iK1sCQAIoX/+FKVhKRLH7f4Nbv+3lDIx5ynO9UcpmWLWA3Qs7+gv6QoxdhdCrHYq5tgda+BBz5COGCMlhNSgNG+B8yf/D0paNNfLKDY5Qi+D4jhOUe5ZB7y0ljzJ18Et840igJDUr3v4VKCpX0WXVkfgrH7tMaDbUSgv9YUv/Eaujnjtt+J2rp2pUmaFGLudshHLkz4CB4NBc7COd955B//7v/8LAOjevTt27tyZ3t4REZGnaVIm9CgkmzdvxpQpU3DppZdi9+7dAIC//e1vWLduXY57Fh1jNxERGYohdudjrHZi7CYiIkMxxG6nTMTypC+Cn3DCCZg7dy7+8Y9/YOnSpTj77LMBAN9++y1atWqVckeIiCj/hLTEHoVixYoV6N27N1atWoVXXnkFBw4cAAD885//9PQAVozdRERkKPTYna+x2qnYY7eRTWkdaC6Tg841mhCQqh++dp1x5MmnoukJ/aAe2RoycASkLzwQphq+i8ttUEzKCeOz5Bwgs5hk8/+Tfjd85O54VQj4Ff1R6lPQuUUT/OTocvzP8a3RsbwUPhUJ14jOpljHoUwdowo9djtlKpYnfcS977778OSTT6KqqgqXXnop+vbtCwB4/fXXzdu1iIioOBTbN9KTJk3C3XffjaVLlyIQCJjTf/rTn+Ljjz/OYc9iY+wmIiJDocfufI3VTozdRERkKPTY7ZSpWJ50TfCqqip8//33qKmpwZFHHmlOHz9+PJo2bZpyR/KF8a2g1759jnyTpv/0hSeUqAp8ikSpTyCkqWhRKiEloEGaZT2T/Y/irP/tFG22tTZ3tLbOkuMN5jvWYZ1vXdbaylnXO7Iu63rca5S7tXdra99enHU6+hVtf5l1YI1/pAYIvS6nlOHeOOt4A4DiqAfreC4tNVLdarlK6+fBURM21nobPHf2C4Bw1md1bMu5K5zLu20j7nRDsnVeLTVQpeILZ2+okIoPUg0AiqpndSBcm9djxwSDNZMhE1kN9ZpE0KXurrNNofjyyy+xaNGiBtPbtGmD77//Pgc9Skyxx+68JOzHeSkUS11wwKgNDqFGYoKlPRA+hqqIjP1gnW897msusSRdccGtT1aa49jvPE4lGhvcthtvuq0fGa4FbhWjLrhNtOzAKNNdswkb1MZ2/mFln29dR8y62tHaOeqDx2yvuCwXre54Kut3tidTocfufI3VTozdRERkKPTY7ZSpWJ70RXAAUFUV9fX1+OCDDwAAxx9/PDp37pxyJ4iIKD8lcttVId2W1aJFC+zcuRNdunSxTV+zZg2OPvroHPUqMYzdREQEFH7szudY7cTYTUREQOHHbqdMxfKk0yMOHjyIq6++Gu3atcNpp52G0047De3bt8c111yDQ4cOpdwRIiLKP8V2W9Yll1yCO+64A9XV1RBCQNM0fPjhh7j11lsxevToXHcvKsZuIiIyFHrsztdY7VTMsdut9rdRI9yrpOKDVtIMaHU01A7HQ+1wPLQjWkKWHAHpb2LWBc/FHaRe33de4NU7/vNdtN0phIAarg3uUwVKVAVNfAoqmgXQtWUTdG3ZBG2OCKCJT4GaBzd1ZeP/WKHHbqdMxfKkP04TJ07EihUr8MYbb2Dv3r3Yu3cv/vKXv2DFihW45ZZbUu4IERHln5CUCT0KxT333IPu3bujsrISBw4cQM+ePXHaaadh6NChmDJlSq67FxVjNxERGQo9dudrrHZi7CYiIkOhx26nTMXypMuhvPzyy3jppZdQVVVlTjvnnHPQpEkTXHTRRXjiiSdS7gwREeWXoCYRDMUOtsECqk0WCATw9NNP484778RXX32FAwcOoH///jj22GNz3bWYGLuJiMhQ6LE7X2O1E2M3EREZCj12O2Uqlid9EfzQoUNo27Ztg+lt2rQp+NuyhJSeuj3G6IoCYd72oJojMOqvFSEQ0gBNFZASCIX/UxilgqxfFCVy60S8QTGj9THmOqMu676wc/DMeNtyrt9tvW7rdE5qOGhn7PW4dce5/6LuH8uAaNIyWJQ5GJj5a9afSIQH2XIZUKzBqq2Dnbm1iTKAmHQZzCzWus31x1hng/4m0I9Y24srXnsRZYAwoei/LKHo0xQFUHz67YyAPsiZcwCvIhmMSyZw25UsoG+kDR07dkTHjh1z3Y2EFXPszntu8SA8vUFMAMy4AIRjQ5y4YA6eiRjH7EbEBXMbZp9irzO84ujz4i3rss2kNWbZWBoRF1wHvUx2/bH+KHNZNuo2HYNpJjyAZyLbiDeQZ6L9LJIYnKpiid35FqudGLuJiMhQLLHbKd2xPOmL4EOGDMG0adOwYMEClJaWAgB+/PFHTJ8+HUOGDElbx4iIyPtCUn/Ea5PPJk6ciJkzZ+KII47AxIkTY7Z9+OGHs9Sr5DB2ExGRoRBjdyHEaqdij93OGs1eSkYDEEmACSfFCH8ppOqD9JXor6UGqRoJM+HkGUeyjPPLbco+5+fM+tpIgizkeurZ+H8lhJ7fYCQEalJCEYAGAZ/Qczmkog/qWOLTkzeNbqnh2uFGsqfHjgKmbOzHQozdTtmI5UlfBH/00UcxfPhwdOjQAX379gUA/POf/0RpaSn+/ve/p9QJIiLKT4kMwJHvA3SsWbMGwWAQAPD5559HvUsl2nQvYOwmIiJDIcbuQojVTozdRERkKMTY7ZSNWJ70RfBevXrh66+/xsKFC7FhwwYAwKWXXorLL78cTZo0SbkjRESUf4IhDcFQ7NIB8eZ73aOPPoqysjIAwPLly3PbmRQxdhMRkaEQY3chxGonxm4iIjIUYux2ykYsT/oiOAA0bdoU48aNS3dfiIgozxTDbVn9+/fHzp070aZNG3Tt2hWffvopWrVqletuJY2xm4iIgMKM3YUSq50Yu4mICCjM2O2UjVie0kXwjRs34rHHHsP69esBAD169MCECRPQvXv3tHaOiIi8rRhuy2rRogW2bNmCNm3aYOvWrdCiDP7ndYzdREQEFGbsLpRY7cTYTUREQGHGbqdsxPKkL4K//PLLuOSSSzBw4EBzQI6PP/4YvXv3xuLFizFq1Ki0d9Ir3AZF8MoAHdZBBgDLwAESUAWghbstVWE+B5yjx2b2vSRbt0dJsHm8ZomsJ1rf4i0ba7YStX5RlHW5HbCMAVKk/p9fOgdMEQqEtBwYnOuWDTcmoYafxDhAytgHGyE1GKuxrzvxdSTdzqV9xg/xjsFrbIPYCCXyyxRKw9+NB2RjIBdNk9C0OME4znyvGzVqFE4//XS0a9cOQggMHDgQquryHwDAv//97yz3LjHFHLsLhvMYIzXX406Do36cuCCtB/MMxAV9G4mtI9FtJbJcfh914kg13iS6XALt4sa8WPNj/T0YZ71Rt+vBGOxlhRi7CyFWOxVz7DYGJIw2zwuM45F5ugYAig9QtchrQ6zzhiwev2Lt12Ji3Q/W/WEdCNPtc2Y9t8r3ATOz/TkwBscE9OskmpRQhfH/Ru+L6tIl4zqNMS/aNZZiUIix2ykbsTzpi+C33347Jk+ejBkzZtimT5s2DbfffntBB2MiIrKr1ySCcYJtfZ4H46eeegoXXHABNm3ahP/3//4fxo0bh+bNm+e6W0lh7CYiIkMhxu5CiNVOjN1ERGQoxNjtlI1YnvRF8J07d2L06NENpl9xxRV44IEH0tIpIiLKDyEpEYqTBRFvfj44++yzAQCrV6/GjTfemHcn1ozdRERkKNTYne+x2omxm4iIDIUau50yHcuTvvemqqoK//jHPxpM/+CDD3DqqaempVNERJQfjNuy4j0KxbPPPpuXJ9WM3UREZCj02J2vsdqJsZuIiAyFHrudMhXLk84E/9///V/ccccdWL16NU466SQAem2yF198EdOnT8frr79ua0tERIUrhARGqc7g9vfs2YNf/epXeOONN6AoCkaNGoVHH30UzZo1i7pMVVUVVqxYYZv2i1/8AnPnzs1gT3OLsZuIiAy5jt2UGMZuIiIy5Dp2J3vevWfPHkybNg1vv/02tm3bhtatW2PkyJGYOXMmysvLM9jT2ISUyeXLK0piyeNCCIRC+f/nU01NDcrLy7GruhrNy8s9OTCmtUvGwJjSfK0PfmkOjAnEGBgzszgwprGtKOtKcUAyEWsAsZjzGjkAWjxZGBgz4xozMKYHBulyDthSU1ODthUV2LdvH8rKyhq1buPYeP/Sf6LJEbG/of3x4H7c/j9907JdpxEjRmDnzp148sknEQwGcdVVV+HEE0/EokWLoi5TVVWF4447zlZjs2nTpmnvm5cUc+wu2N9rlGNh3ONzIcaFxi6XbzgwZtLL5bNCjN2UmGKP3Z4eGNMSb8z4p4UazIs08sbAmIA3rl/kWrQBQq0DYxqiDYbJgTFT2GaU61bmtSqX/RlrYEwvf5RrampQ0bZtQcXuZM+7v/rqK0ybNg1jx45Fz5498Z///AfXXXcd+vTpg5deeimtfUtG0pngmlYkJxguvDqasnOkXSByUFGFfoBTEe3id/T347yTItGL0o2V7MVyp1T6mewiyYxKnGjTmIHU7Y+j8B9YMU9EjVHLXf8Yi9YRDRDuI/CaTeAyv7F/BGTp4oVzX8Q9kQfs+9/yB6zrOjx0Iu78Ay4Txy9NkwjlaJTq9evXY8mSJfj0008xcOBAAMBjjz2Gc845Bw8++CDat28fddmmTZuioqIiI/3yomKO3QXLeaxJJCaEl4t6wbpI44JTQhf0U5BQvMmExm431diR5HaT2j8eirX5KJexmxJXzLHbebHRc4TSIO6ahyUpGrY1Z+U+acar1zRyzbpfnPvH7XW0C+XRXhvbyLVc/u6NTUvpuJhtpHAK85llni5fLn5n8v9Xvp139+rVCy+//LL5+phjjsFvf/tbXHHFFaivr4fPl/Tl6LTgX5BERJSyUDgYx3sA+rfY1kdtbW2jtr1y5Uq0aNHCDMQAMGzYMCiKglWrVsVcduHChTjqqKPQq1cvTJ48GYcOHWpUX4iIiPJFMrGbiIiIci+Xsbsx591WRoZ6ri6AA7wITkREjZBMMK6srER5ebn5mDVrVqO2XV1djTZt2tim+Xw+tGzZEtXV1VGXu+yyy/D888/jvffew+TJk/HHP/4RV1xxRaP6QkRElC9yfRH8t7/9LYYOHYqmTZuiRYsWrm22bduGc889F02bNkWbNm1w2223ob6+PmN9IiIi8rJcJp+let5t9f3332PmzJkYP358o/rSWLm7/E5ERHmvrl5CqY99u25dvR6Mt2/fbqtNVlJS4tp+0qRJuO+++2Kuc/369Un2NMIaeHv37o127drhzDPPxObNm3HMMcekvF4iIqJ8kEzszsj26+pw4YUXYsiQIXjmmWcazA+FQjj33HNRUVGBjz76CDt37sTo0aPh9/txzz33ZKxfREREXpVM7K6srLRNnzZtGu66664G7TN93m2oqanBueeei549e7r2I5t4EZyIiFKWSLaYMb+srCyhATpuueUWjB07Nmabrl27oqKiArt377ZNr6+vx549e5Kq9z148GAAwKZNm3gRnIiICl4ysTsTpk+fDgCYP3++6/y3334b//d//4d33nkHbdu2Rb9+/TBz5kzccccduOuuuxAIBDLWNyIiIi9KJnYnmnyWjfPu/fv34+yzz0bz5s3x6quvwu/3x2yfabwIngS3gQu9MqiEdZABwD5wgHWQTEMi/Y49BFbmZXrPJjO4ZTzpWFXSA2VEG0jFZUCvxgw2lfAAYanuA2P9cQZdSxfXwdvicdl/XhjYJhlCyowMxpKJATpat26N1q1bx203ZMgQ7N27F6tXr8aAAQMAAO+++y40TTMvbCdi7dq1AIB27dol1U8iT4l1DEplQOAY6y60uNBg8zn/CyhDMhyn0j7wp8fjaj7z+sCYK1euRO/evdG2bVtz2vDhw3H99ddj3bp16N+/f876RkRElAvJxO5Ek88yfd5dU1OD4cOHo6SkBK+//jpKS0vjbivTkv7r8qc//an57b3VDz/8gJ/+9Kdp6RQREeWHkEygNlmGRkLv0aMHzj77bIwbNw6ffPIJPvzwQ0yYMAGXXHKJOUL1jh070L17d3zyyScAgM2bN2PmzJlYvXo1tm7ditdffx2jR4/Gaaedhj59+mSkn17A2E1ERIZkYne664omorq62nYBHID5OtHao4WgmGO3kBJSCM8knLkSiu3LOikU/aH47A9juvWLPcey2ZaJxBivs75nt8+VMS3avomWDOlcl5E4af38GslI1mWsD+f6on3u3bYVq511vpf+PwlhTyJUhDAfquNhTLcu62WZ3Mf5dt5dU1ODs846CwcPHsQzzzyDmpoaVFdXo7q6GqFQKCP9TETSR97ly5fj8ccfx8iRI3Hw4EFzel1dHVasWJHWzhERkbfV1WsJPTJl4cKF6N69O84880ycc845OOWUU/DUU0+Z84PBIDZu3IhDhw4BAAKBAN555x2cddZZ6N69O2655RaMGjUKb7zxRsb66AWM3UREZEgmdic6qPWkSZMghIj52LBhQzbfZt5j7CYiIkO+nXd//vnnWLVqFb788kt069YN7dq1Mx/bt2/PWD/jSakcyjvvvINf/OIXOOmkk/DGG2+gc+fOae4WERHlg3pNQo1zW1Z9Bm+pbtmyJRYtWhR1fufOnSEt34hXVlYW7YkjYzcREQHJxe501xVNREVFhZlJZti1a5c5r5gwdhMREZB/591VVVW2116R0j047dq1w4oVK9C7d2+ceOKJWL58eZq71dCePXtw+eWXo6ysDC1atMA111yDAwcOxFymqqqqQQbCddddl/G+EhEVi7i3ZCVQu4yyg7GbiIiA5GK3UVfUeES7CN66dWt079495iPRAS2HDBmCL7/80jYI19KlS1FWVoaePXs2fgfkkVzEbiIi8h6ed6dH0pngIlzjpqSkBIsWLcLdd9+Ns88+G3fccUfaO2d1+eWXY+fOnVi6dCmCwSCuuuoqjB8/PuY3EQAwbtw4zJgxw3zdtGnTjPaTiKiYeH1wLdIxdhMRkSHXsXvbtm3Ys2cPtm3bhlAoZA5Q3a1bNzRr1gxnnXUWevbsiSuvvBL3338/qqurMWXKFNxwww1RL8IXolzFbiIi8p5cx+5CkfRFcGc6+5QpU9CjRw+MGTMmbZ1yWr9+PZYsWYJPP/0UAwcOBAA89thjOOecc/Dggw+ahdjdNG3aNG23zVkHM/DqYBLOOvxSwjaQgJOWo/cRq09ekIvuGYNoNFoqg6zI6LWjZKYHbYmzfhGjb5mU0PvO4YA2sbgdpzI1GEpdSANCsX9HdXHmU+YVc+wmFFxcAHIXG7wq47+TxvJ6/4pMrmP31KlT8dxzz5mv+/fvDwB47733UFVVBVVV8de//hXXX389hgwZgiOOOAJjxoyxfTlaDHIRu73C7W9Wr55/ux7fjBjFY19KjOsu1usvjZXoehIdbNKtb9EGpDTaJ8po69wH1unWPjjbJ/qecs2tW9bue7Hbbr8D5+tM7e9cx+5CkfRRecuWLWjdurVt2qhRo7Bq1SrMmzcvbR2zWrlyJVq0aGGeRAPAsGHDoCgKVq1aFXPZhQsX4qijjkKvXr0wefJks0g7ERE1Hm/Lyg+M3UREZMh17J4/fz6klA0eVVVVZptOnTrhrbfewqFDh/Ddd9/hwQcfhM+X0nBWeSsXsZuIiLwp17G7UCT9l0SnTp1cp59wwgk44YQTGt0hN9XV1WjTpo1tms/nQ8uWLVFdXR11ucsuuwydOnVC+/bt8cUXX+COO+7Axo0b8corr0Rdpra2FrW1tebrmpqaxr8BIqIClUiwZTDOPcZuIiIyMHbnh1zEbkAfz+NXv/oV3njjDSiKglGjRuHRRx9Fs2bNoi5TVVXVYODxX/ziF5g7d27G+klEVEwYu9Mjp1+nT5o0Cffdd1/MNuvXr095/ePHjzef9+7dG+3atcOZZ56JzZs345hjjnFdZtasWZg+fXrK2yQiKiYhqSGkxb7tKsSyBQWFsZuIKL8xdlMsHM+DiMh7GLvTI6cXwW+55RaMHTs2ZpuuXbuioqLCNjo4ANTX12PPnj1J1QwdPHgwAGDTpk1RT6QnT56MiRMnmq9rampQWVmZ8DaIiIpJsF4D6mMH22Cc+ZRfGLuJiPIbYzdFw/E8iIi8ibE7PXJ6Ebx169YN6py5GTJkCPbu3YvVq1djwIABAIB3330XmqaZJ8eJMEYeb9euXdQ2JSUlRTXqOBFRY9RrgIhz2xVjcWFh7CYiym+M3RRNvPE8fvazn0VdduHChXj++edRUVGB8847D3feeWfMbHCWMiMiShxjd3rkxegiPXr0wNlnn41x48Zh7ty5CAaDmDBhAi655BLz2+gdO3bgzDPPxIIFCzBo0CBs3rwZixYtwjnnnINWrVrhiy++wM0334zTTjsNffr0SakfzpF384Gzm87BgpU8eR/R5Hn3bXI64nmmRi5Pw+040iujqnulHzG4jT5unZaJz1hIk1BYm4xceCV2U4o8HBcAD8WGQsP9WhQYuymabI7nEauUmZCywfm229+5nuXhY6n1mobbfvYCo0/W33mq/TSWdVtHrPVa58XbfrT51unR3lOibQzR3ku0dXjx9xuL17sbbb9bX/O829vy4iI4oH+zPGHCBJx55pnmAB2/+93vzPnBYBAbN27EoUOHAACBQADvvPMOZs+ejYMHD6KyshKjRo3ClClTcvUWiIgKDoMxxcLYTUTkPYzdxceL43mwlBkRUeIYu9Mjby6Ct2zZMuZgHJ07d4a0fNtSWVnZYIRqIiJKr2C9Bhnnvqt63pdVtBi7iYi8h7G7+HhxPA+WMiMiShxjd3rkzUVwIiLynpAm49Ym4zfSRERE3sHYXXy8OJ4HEREljrE7PbxbrIqIiDxPSgmpxXnkQ+1GIiKiIsHYTdFYx/P45JNP8OGHH7qO59G9e3d88sknAIDNmzdj5syZWL16NbZu3YrXX38do0eP5ngeRERpxNidHswET1K+DSzglOfdp3zj4UFhCpHbAByZHjxI0yS0ON84x5tPREWEcYEo5xi7KRavjOdh/A2b7+ffXpXMYJO5HkAzkUEpo/Ux2kCgyQyU6bZ+t+ex2jgHt3Trn7O9dXBL5/t0G1DTup5c/86KmRQiI/uesTs9eBGciIhSpoU0aKHYtcfizSciIqLsYeymWDieBxGR9zB2pwcvghMRUcr4jTQREVF+YewmIiLKL4zd6cGL4ERElDKp6Y94bYiIiMgbGLuJiIjyC2N3evAiOBERpUzK+ANwcIAOIiIi72DsJiIiyi+M3enBi+BERJSyUL0GUR/7K+dQnPlERESUPYzdRERE+YWxOz14ETxJHKWaMsU6MjRRKpwjgzvnZeS4pUnIeLXHWJuMiIjIOxi7KQ9E+7s11t+7lJhkzgms+1lImfSyqZ5/JHrdxZjvbGfddrR5zv65PTfaONs7l3Wu09p/5zS3PjnX7zbf7XW0ZdzmN+b3QYkTUmbm+MTYnRa8CE5ERCnTEgjyGk9SiIiIPIOxm4iIKL8wdqcHL4ITEVHKpIz/jTRrkxEREXkHYzcREVF+YexOD14EJyKilIXqJaDGq03GYExEROQVjN1ERET5hbE7PXgRnIiIUsZRqomIiPILYzcREVF+YexOD14ET4JzUAErDjBARLnmdlwypmVqgA6p6Y94bYhyxW3QYQ6qRUReluljFGM3ERFRfmHsTg9eBCciopRpmoSIU5tM4yjVREREnsHYTV5n/QKbyWbpZST2WRP84rU1JPu7cGuf6PYb83tP5L3F2oZ1+UTfv7O9c7lYn2e3ZWLtp2jvzzm9sb8/So0UIiP7mrE7PXgRnIiIUqbVaxBxapNp9fxKmoiIyCsYu4mIiPILY3d68CI4ERGlTEugzIrGkhNERESewdhNRESUXxi704MXwYmIKGVSk5BxbruKN5+IiIiyh7GbiIgovzB2pwcvghMRUcqkTCAY8xtpIiIiz2DsJiIiyi+M3enBi+BJsA5o4MSBO4jIa7IxGIoW0oBQnNpkceYTZYozbhv/B+LdSkhElCvOuM3YTcUo1sCGjOGNE2tQSue+tf7dFG3QRmdbN24DTcYblDLRwS3dOJdPZCBJtz4mu1y89xLrs+t23pbI4JixzvV4bSpzYl3/EwmULUkFY3d6KLnuABER5S/jtqx4j0z57W9/i6FDh6Jp06Zo0aJFYn2WElOnTkW7du3QpEkTDBs2DF9//XXG+khEROQluY7dRERElBzG7vTgRXAiIkqZpsmEHplSV1eHCy+8ENdff33Cy9x///343e9+h7lz52LVqlU44ogjMHz4cBw+fDhj/SQiIvKKXMduIiIiSg5jd3rwIjgREaVMaqGEHpkyffp03Hzzzejdu3di/ZUSs2fPxpQpU3D++eejT58+WLBgAb799lu89tprGesnERGRV+Q6dhMREVFych279+zZg8svvxxlZWVo0aIFrrnmGhw4cCCxvkuJESNGQAiR83NuXgQnIqKUafVBaPV1cR7BXHfTtGXLFlRXV2PYsGHmtPLycgwePBgrV67MYc+IiIiyI99iNxERUbHLdey+/PLLsW7dOixduhR//etf8f7772P8+PEJLTt79mwIj9So58CYRESUMhkKQYZif+NszK+pqbFNLykpQUlJScb65qa6uhoA0LZtW9v0tm3bmvOIiIgKWTKxm4iIiHIvl7F7/fr1WLJkCT799FMMHDgQAPDYY4/hnHPOwYMPPoj27dtHXXbt2rV46KGH8Nlnn6Fdu3YZ6V8ymAmeBOfox24PIqJsi3b8MUYTz8To1OY2ZAK3ZUk9GFdWVqK8vNx8zJo1y3WdkyZNghAi5mPDhg0Ze09UOKwjt2fj/wMRUaqyeS6RTOwmyhVnzGYMT49o+9T6N5OzrfE3lDHNaGO9DmKd77Zet364/Y6j9de5TrfPg9s2rf11trH229km1mfP7W/KWO/Tur/iLed8D87+u8UKt75G+/8S7/dCscXar5nep8nE7pqaGtujtra2UdteuXIlWrRoYV4AB4Bhw4ZBURSsWrUq6nKHDh3CZZddhjlz5qCioqJRfUgXZoITEVHKEqk9Zszfvn07ysrKzOnRssBvueUWjB07NuY6u3btmlxHw4zgu2vXLts30bt27UK/fv1SWicREVE+SSZ2ExERUe4lE7srKytt06dNm4a77ror5W1XV1ejTZs2tmk+nw8tW7aMeTf1zTffjKFDh+L8889PedvpxovgRESUMq2+DhBq/DYAysrKbBfBo2ndujVat26dlv45denSBRUVFVi2bJl50bumpgarVq3C9ddfn5FtEhEReUkysZuIiIhyL5nYnWjy2aRJk3DffffFXOf69euT7Knu9ddfx7vvvos1a9aktHym8CI4ERGlTGpaAt9Iaxnb/rZt27Bnzx5s27YNoVAIa9euBQB069YNzZo1AwB0794ds2bNws9+9jMIIXDTTTfh7rvvxrHHHosuXbrgzjvvRPv27TFy5MiM9ZOIiMgrch27iYiIKDnJxO5Ek88SvQO7oqICu3fvtk2vr6/Hnj17opY5effdd7F582a0aNHCNn3UqFE49dRTsXz58rj9ywReBCciopRpWgiIE4y1DN5SPXXqVDz33HPm6/79+wMA3nvvPVRVVQEANm7ciH379pltbr/9dhw8eBDjx4/H3r17ccopp2DJkiUoLS3NWD+JiIi8Itexm4iIiJKTidid6B3YQ4YMwd69e7F69WoMGDAAgH6RW9M0DB482HWZSZMm4dprr7VN6927Nx555BGcd955SfUznTgwZhLcBkuINiADBxqgZPEzQ8mKNSCmdaAXIHPHpbiDcyRQu6wx5s+fDyllg4dxARwApJS2b7iFEJgxYwaqq6tx+PBhvPPOOzjuuOMy1kfKPbcBjTiYNRF5UawBzdIll7F769atuOaaa9ClSxc0adIExxxzDKZNm4a6Onv5lS+++AKnnnoqSktLUVlZifvvvz8j/aH8wdidXrEGj4w2kKPbgI7G/GiDTFrbuw3Cad2GsZzb9RXrPOtnIdrAktG2Ha1vbu2c51PO9s4+RetDvD45/0Z1Po81IGisvlv3rXMf8/9SapzHIet+jfZ5Sdu2cxi7e/TogbPPPhvjxo3DJ598gg8//BATJkzAJZdcgvbt2wMAduzYge7du+OTTz4BoI/F1atXL9sDADp27IguXbpkpJ+JYCY4ERGlTAbroMX5PlUGWVeUiIjIK3IZuzds2ABN0/Dkk0+iW7du+OqrrzBu3DgcPHgQDz74IAB9rI6zzjoLw4YNw9y5c/Hll1/i6quvRosWLTB+/PiM9IuIiMjLcn3evXDhQkyYMAFnnnkmFEXBqFGj8Lvf/c6cHwwGsXHjRhw6dChjfUgHXgQnIqKUSRn/tiwpeUs1ERGRV+Qydp999tk4++yzzdddu3bFxo0b8cQTT5gXwRcuXIi6ujrMmzcPgUAAJ5xwAtauXYuHH36YF8GJiKgo5fq8u2XLlli0aFHU+Z07d4aMkwkfb342sBwKERGlzBigI/aDg2sRERF5RTKxu6amxvaora1Ne3/27duHli1bmq9XrlyJ0047DYFAwJw2fPhwbNy4ET/88EPat09EROR1PO9OD14EJyKilOW6JjgRERElJ5nYXVlZifLycvMxa9astPZl06ZNeOyxx/CLX/zCnFZdXY22bdva2hmvq6ur07p9IiKifMDz7vRgORQiIkqZVh+EiFebrD6Ypd4QERFRPMnE7u3bt6OsrMycXlJS4tp+0qRJuO+++2Kuc/369ejevbv5eseOHTj77LNx4YUXYty4cYl2n4iIqOjwvDs9eBE8CbFGeo01ajARUSZEO8Zk89gjtQRqk/EbafIYxmci8ppo5xKZOF4lE7vLyspsF8GjueWWWzB27NiYbbp27Wo+//bbb3HGGWdg6NCheOqpp2ztKioqsGvXLts043VFRUXcvlD+k0KYn33jpxQil10qWNZ9bd3HxvNo+90533qsElKa63Vb3rqMFCJqH6L1Kd5r62cn1vbjrd/aJ7fjsXN+vG25vY7GbZ2xfhfWfZ7K9ig58X4XGdkmz7vTghfBiYgoZZoWgmAwJiIiyhuZiN2tW7dG69atE2q7Y8cOnHHGGRgwYACeffZZKIo9s23IkCH4zW9+g2AwCL/fDwBYunQpjj/+eBx55JFJ9YuIiKgQ8Lw7PVgTnIiIUiZDGmQoFOfBATqIiIi8Ipexe8eOHaiqqkLHjh3x4IMP4rvvvkN1dbWt1vdll12GQCCAa665BuvWrcOf//xnPProo5g4cWJG+kREROR1PO9OD2aCExFRyrRQHeLdZCdDdVnpCxEREcWXy9i9dOlSbNq0CZs2bUKHDh3s2wzfQl5eXo63334bN9xwAwYMGICjjjoKU6dOxfjx4zPSJyIiIq/jeXd68CI4ERGlTGohQPC2LCIionyRy9g9duzYuLXDAaBPnz74xz/+kZE+EBER5Rued6cHL4LHYWQk7N+/P8c9ISJqHOM4JtM4WIcMHo4fbEMcpZqyi7GbiAoFYzcVC2vsjjXAHwe3Tq9Ygzomw+33FW+91vnp6INbXxqzTufAl9E432u8gUGT2X685Z3bSud+pNQIKRm7PYwXweMwPrzdjj02xz0hIkqP/fv3o7y8vFHrCAQCqKioQPX/vZBQ+4qKCgQCgUZtkyhRjN1EVGgYu6nQMXYTUaFh7PYeIdP51UQB0jQN3377LZo3bw6Rhm/UampqUFlZie3bt6OsrCwNPcxf3Bd23B8R3Bd26dofMvytdPv27aEojR8X+fDhw6irS6zuWCAQQGlpaaO3SZSIdMZuHo/suD8iuC8iuC/s0rk/GLupWPC8O7O4PyK4LyK4L+x43l34mAkeh6IoDQZtSYeysjIeZMK4L+y4PyK4L+zSsT8a+020VWlpKQMseVImYjePR3bcHxHcFxHcF3bp2h+M3VQMeN6dHdwfEdwXEdwXdjzvLlyN/0qCiIiIiIiIiIiIiMijeBGciIiIiIiIiIiIiAoWL4JnWUlJCaZNm4aSkpJcdyXnuC/suD8iuC/suD+Icof//+y4PyK4LyK4L+y4P4hyj/8P7bg/IrgvIrgv7Lg/Ch8HxiQiIiIiIiIiIiKigsVMcCIiIiIiIiIiIiIqWLwITkREREREREREREQFixfBiYiIiIiIiIiIiKhg8SK4B9TW1qJfv34QQmDt2rW57k5ObN26Fddccw26dOmCJk2a4JhjjsG0adNQV1eX665lxZw5c9C5c2eUlpZi8ODB+OSTT3LdpZyYNWsWTjzxRDRv3hxt2rTByJEjsXHjxlx3yxPuvfdeCCFw00035borREWPcZtxm3Fbx7gdHeM2kfcwfjN+M37rGL+jY/wubLwI7gG333472rdvn+tu5NSGDRugaRqefPJJrFu3Do888gjmzp2LX//617nuWsb9+c9/xsSJEzFt2jR8/vnn6Nu3L4YPH47du3fnumtZt2LFCtxwww34+OOPsXTpUgSDQZx11lk4ePBgrruWU59++imefPJJ9OnTJ9ddISIwbgOM24zbOsZtd4zbRN7E+M34zfitY/x2x/hdBCTl1FtvvSW7d+8u161bJwHINWvW5LpLnnH//ffLLl265LobGTdo0CB5ww03mK9DoZBs3769nDVrVg575Q27d++WAOSKFSty3ZWc2b9/vzz22GPl0qVL5emnny5vvPHGXHeJqKgxbkfHuM24zbjNuE3kVYzf0TF+M34zfjN+FwtmgufQrl27MG7cOPzxj39E06ZNc90dz9m3bx9atmyZ625kVF1dHVavXo1hw4aZ0xRFwbBhw7By5coc9swb9u3bBwAF/zmI5YYbbsC5555r+4wQUW4wbsfGuM24zbjNuE3kRYzfsTF+M34zfjN+FwtfrjtQrKSUGDt2LK677joMHDgQW7duzXWXPGXTpk147LHH8OCDD+a6Kxn1/fffIxQKoW3btrbpbdu2xYYNG3LUK2/QNA033XQTTj75ZPTq1SvX3cmJxYsX4/PPP8enn36a664QFT3G7dgYtxm3GbcZt4m8iPE7NsZvxm/Gb8bvYsJM8DSbNGkShBAxHxs2bMBjjz2G/fv3Y/LkybnuckYluj+sduzYgbPPPhsXXnghxo0bl6OeU67dcMMN+Oqrr7B48eJcdyUntm/fjhtvvBELFy5EaWlprrtDVLAYt+0YtylVjNuM20TZxPhtx/hNqWL8ZvwuJkJKKXPdiULy3Xff4b///W/MNl27dsVFF12EN954A0IIc3ooFIKqqrj88svx3HPPZbqrWZHo/ggEAgCAb7/9FlVVVTjppJMwf/58KEphf09TV1eHpk2b4qWXXsLIkSPN6WPGjMHevXvxl7/8JXedy6EJEybgL3/5C95//3106dIl193Jiddeew0/+9nPoKqqOS0UCkEIAUVRUFtba5tHRKlh3LZj3I6Ncdsd4zbjNlG2MX7bMX7HxvjtjvGb8bvY8CJ4jmzbtg01NTXm62+//RbDhw/HSy+9hMGDB6NDhw457F1u7NixA2eccQYGDBiA559/vmgONIMHD8agQYPw2GOPAdBvR+rYsSMmTJiASZMm5bh32SWlxK9+9Su8+uqrWL58OY499thcdyln9u/fj//85z+2aVdddRW6d++OO+64o2hvVSPKFcbthhi3GbcZtyMYt4m8ifG7IcZvxm/G7wjG7+LCmuA50rFjR9vrZs2aAQCOOeaYog3EVVVV6NSpEx588EF899135ryKiooc9izzJk6ciDFjxmDgwIEYNGgQZs+ejYMHD+Kqq67Kddey7oYbbsCiRYvwl7/8Bc2bN0d1dTUAoLy8HE2aNMlx77KrefPmDQLuEUccgVatWjEQE+UA47Yd4zbjNsC4bcW4TeRNjN92jN+M3wDjtxXjd3HhRXDyhKVLl2LTpk3YtGlTgz9GCv1mhYsvvhjfffcdpk6diurqavTr1w9LlixpMGhHMXjiiScAAFVVVbbpzz77LMaOHZv9DhERkSvGbcZtgHGbiCjfMH4zfgOM31S8WA6FiIiIiIiIiIiIiApWYY9+QERERERERERERERFjRfBiYiIiIiIiIiIiKhg8SI4ERERERERERERERUsXgQnIiIiIiIiIiIiooLFi+BEREREREREREREVLB4EZyIiIiIiIiIiIiIChYvghMRERERERERERFRweJFcCIiIiIiIiIiIiIqWLwITpRGY8eOxciRI2O2Wb58OYQQ2Lt3b0b7UlVVBSEEhBBYu3ZtRrcFAJ07dza3l+n3RkRElC6M3YzdRESUXxi7GbuJUiGklDLXnSAqFPv27YOUEi1atACgB8R+/fph9uzZZpu6ujrs2bMHbdu2hRAiY32pqqrCcccdhxkzZuCoo46Cz+fL2LYA4LvvvsM//vEPjBo1Cj/88IO5D4iIiLyMsZuxm4iI8gtjN2M3USoy+7+TqMiUl5fHbRMIBFBRUZGF3gBNmzbN2rZat26Nli1bZmVbRERE6cLYzdhNRET5hbGbsZsoFSyHQnlpwYIFaNWqFWpra23TR44ciSuvvNJ1ma1bt0IIgcWLF2Po0KEoLS1Fr169sGLFClu7FStWYNCgQSgpKUG7du0wadIk1NfXm/Nfeukl9O7dG02aNEGrVq0wbNgwHDx4EID9tqyxY8dixYoVePTRR83blbZu3ep6W9bLL7+ME044ASUlJejcuTMeeughW586d+6Me+65B1dffTWaN2+Ojh074qmnnkp6v82fP7/BN8Wvvfaa7Zvxu+66C/369cO8efPQsWNHNGvWDL/85S8RCoVw//33o6KiAm3atMFvf/vbpLdPRETFi7GbsZuIiPILYzdjN1Eh4UVwyksXXnghQqEQXn/9dXPa7t278eabb+Lqq6+Ouextt92GW265BWvWrMGQIUNw3nnn4b///S8AYMeOHTjnnHNw4okn4p///CeeeOIJPPPMM7j77rsBADt37sSll16Kq6++GuvXr8fy5ctxwQUXwK2q0KOPPoohQ4Zg3Lhx2LlzJ3bu3InKysoG7VavXo2LLroIl1xyCb788kvcdddduPPOOzF//nxbu4ceeggDBw7EmjVr8Mtf/hLXX389Nm7cmOyuS8jmzZvxt7/9DUuWLMGf/vQnPPPMMzj33HPxzTffYMWKFbjvvvswZcoUrFq1KiPbJyKiwsPYzdhNRET5hbGbsZuooEiiPHX99dfLESNGmK8feugh2bVrV6lpmmv7LVu2SADy3nvvNacFg0HZoUMHed9990kppfz1r38tjz/+eNs65syZI5s1ayZDoZBcvXq1BCC3bt3quo0xY8bI888/33x9+umnyxtvvNHW5r333pMA5A8//CCllPKyyy6T//M//2Nrc9ttt8mePXuarzt16iSvuOIK87WmabJNmzbyiSeecO1HtG0/++yzsry83Dbt1VdfldZDwbRp02TTpk1lTU2NOW348OGyc+fOMhQKmdOOP/54OWvWrJjvjYiIyIqxm7GbiIjyC2M3YzdRoWAmOOWtcePG4e2338aOHTsA6LccjR07Nu6gF0OGDDGf+3w+DBw4EOvXrwcArF+/HkOGDLGt4+STT8aBAwfwzTffoG/fvjjzzDPRu3dvXHjhhXj66afxww8/NOp9rF+/HieffLJt2sknn4yvv/4aoVDInNanTx/zuRACFRUV2L17d6O2HU3nzp3RvHlz83Xbtm3Rs2dPKIpim5ap7RMRUWFi7GbsJiKi/MLYzdhNVCh4EZzyVv/+/dG3b18sWLAAq1evxrp16zB27NiMblNVVSxduhR/+9vf0LNnTzz22GM4/vjjsWXLloxuFwD8fr/ttRACmqYltQ5FURrcQhYMBhPaVjq2T0RExY2xm7GbiIjyC2M3YzdRoeBFcMpr1157LebPn49nn30Ww4YNc6395fTxxx+bz+vr67F69Wr06NEDANCjRw+sXLnSFrA+/PBDNG/eHB06dACgB6GTTz4Z06dPx5o1axAIBPDqq6+6bisQCNi+VXbTo0cPfPjhh7ZpH374IY477jioqhr3/SSjdevW2L9/vzmgCACsXbs2rdsgIiKKhbE7OYzdRESUa4zdyWHsJvImXgSnvHbZZZfhm2++wdNPPx13YA7DnDlz8Oqrr2LDhg244YYb8MMPP5jL/vKXv8T27dvxq1/9Chs2bMBf/vIXTJs2DRMnToSiKFi1ahXuuecefPbZZ9i2bRteeeUVfPfdd2Ywd+rcuTNWrVqFrVu34vvvv3f9BveWW27BsmXLMHPmTPzrX//Cc889h8cffxy33npr6jsmisGDB6Np06b49a9/jc2bN2PRokUNBgIhIiLKJMbu5DB2ExFRrjF2J4exm8ibeBGc8lp5eTlGjRqFZs2aYeTIkQktc++99+Lee+9F37598cEHH+D111/HUUcdBQA4+uij8dZbb+GTTz5B3759cd111+Gaa67BlClTAABlZWV4//33cc455+C4447DlClT8NBDD2HEiBGu27r11luhqip69uyJ1q1bY9u2bQ3a/OQnP8ELL7yAxYsXo1evXpg6dSpmzJiRkVvMWrZsieeffx5vvfUWevfujT/96U+466670r4dIiKiaBi7k8PYTUREucbYnRzGbiJvEtJZqIgoz5x55pk44YQT8Lvf/S5mu61bt6JLly5Ys2YN+vXrl53O5VBVVRX69euH2bNnZ22by5cvxxlnnIEffvgBLVq0yNp2iYgovzB2u2PsJiIir2LsdsfYTZQ/mAlOeeuHH37Aq6++iuXLl+OGG27IdXc86fe//z2aNWuGL7/8MuPbOuGEE6J+M09ERAQwdieCsZuIiLyEsTs+xm6i/ODLdQeIUtW/f3/88MMPuO+++3D88cfnujues3DhQvz4448AgI4dO2Z8e2+99ZY54nVZWVnGt0dERPmHsTs2xm4iIvIaxu7YGLuJ8gfLoRARERERERERERFRwWI5FCIiIiIiIiIiIiIqWLwITkREREREREREREQFixfBiYiIiIiIiIiIiKhg8SI4ERERERERERERERUsXgQnIiIiIiIiIiIiooLFi+BEREREREREREREVLB4EZyIiIiIiIiIiIiIChYvghMRERERERERERFRweJFcCIiIiIiIiIiIiIqWP8/kWVgz9hihZYAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1500x300 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "mode_output.Ex.real.plot(x=\"y\", y=\"z\", ax=ax1)\n",
    "mode_output.Ey.real.plot(x=\"y\", y=\"z\", ax=ax2)\n",
    "mode_output.Ez.real.plot(x=\"y\", y=\"z\", ax=ax3)\n",
    "ax1.set_title(\"Ex\")\n",
    "ax2.set_title(\"Ey\")\n",
    "ax3.set_title(\"Ez\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.828370Z",
     "iopub.status.busy": "2023-02-03T03:38:13.828144Z",
     "iopub.status.idle": "2023-02-03T03:38:13.831028Z",
     "shell.execute_reply": "2023-02-03T03:38:13.830578Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "effective index = 2.6885\n"
     ]
    }
   ],
   "source": [
    "neff = float(mode_output.n_eff)\n",
    "print(f\"effective index = {neff:.4f}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Simulation\n",
    "Now we set up the grating coupler to simulate in Tidy3D."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.834307Z",
     "iopub.status.busy": "2023-02-03T03:38:13.834019Z",
     "iopub.status.idle": "2023-02-03T03:38:13.843395Z",
     "shell.execute_reply": "2023-02-03T03:38:13.842899Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# gratings\n",
    "pitch = wavelength / (neff - np.sin(abs(design_theta_rad)))\n",
    "grating_length = pitch / 2.0\n",
    "num_gratings = int(cp_length / pitch)\n",
    "\n",
    "sub = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -Lz / 2],\n",
    "        size=[td.inf, td.inf, 2 * sub_height],\n",
    "    ),\n",
    "    medium=SiO2,\n",
    "    name=\"substrate\",\n",
    ")\n",
    "\n",
    "wg = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[wg_center_x, 0, wg_center_z],\n",
    "        size=[buffer + wg_length + taper_length + cp_length / 2, wg_width, wg_height],\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name=\"waveguide\",\n",
    ")\n",
    "\n",
    "cp = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[cp_center_x, 0, cp_center_z],\n",
    "        size=[cp_length, cp_width, wg_height],\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name=\"coupler\",\n",
    ")\n",
    "\n",
    "tp = td.Structure(\n",
    "    geometry=td.PolySlab(\n",
    "        vertices=[\n",
    "            [cp_center_x + cp_length / 2 + taper_length, +wg_width / 2],\n",
    "            [cp_center_x + cp_length / 2 + taper_length, -wg_width / 2],\n",
    "            [cp_center_x + cp_length / 2, -cp_width / 2],\n",
    "            [cp_center_x + cp_length / 2, +cp_width / 2],\n",
    "        ],\n",
    "        slab_bounds=(wg_center_z - wg_height / 2, wg_center_z + wg_height / 2),\n",
    "        axis=2,\n",
    "    ),\n",
    "    medium=Si,\n",
    "    name=\"taper\",\n",
    ")\n",
    "\n",
    "grating_left_x = cp_center_x - cp_length / 2\n",
    "gratings = [\n",
    "    td.Structure(\n",
    "        geometry=td.Box(\n",
    "            center=[\n",
    "                grating_left_x + (i + 0.5) * pitch,\n",
    "                0,\n",
    "                cp_center_z + wg_height / 2 - grating_height / 2,\n",
    "            ],\n",
    "            size=[grating_length, cp_width, grating_height],\n",
    "        ),\n",
    "        medium=Air,\n",
    "        name=f\"{i}th_grating\",\n",
    "    )\n",
    "    for i in range(num_gratings)\n",
    "]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.845931Z",
     "iopub.status.busy": "2023-02-03T03:38:13.845727Z",
     "iopub.status.idle": "2023-02-03T03:38:13.850158Z",
     "shell.execute_reply": "2023-02-03T03:38:13.849733Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# distance to near field monitor\n",
    "nf_offset = 50 * nm\n",
    "\n",
    "plane_monitor = td.FieldMonitor(\n",
    "    center=[0, 0, cp_center_z],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name=\"full_domain_fields\",\n",
    ")\n",
    "\n",
    "rad_monitor = td.FieldMonitor(\n",
    "    center=[0, 0, 0], size=[td.inf, 0, td.inf], freqs=[freq0], name=\"radiated_fields\"\n",
    ")\n",
    "\n",
    "near_field_monitor = td.FieldMonitor(\n",
    "    center=[cp_center_x, 0, cp_center_z + wg_height / 2 + nf_offset],\n",
    "    size=[td.inf, td.inf, 0],\n",
    "    freqs=[freq0],\n",
    "    name=\"radiated_near_fields\",\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.852854Z",
     "iopub.status.busy": "2023-02-03T03:38:13.852536Z",
     "iopub.status.idle": "2023-02-03T03:38:13.860063Z",
     "shell.execute_reply": "2023-02-03T03:38:13.858761Z"
    },
    "tags": []
   },
   "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\">[21:38:13] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> No sources in simulation.                                                     <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">simulation.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">494</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:38:13]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=83607;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py\u001b\\\u001b[2msimulation.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=776839;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/components/simulation.py#494\u001b\\\u001b[2m494\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, wg, cp, tp] + gratings,\n",
    "    sources=[],\n",
    "    monitors=[plane_monitor, rad_monitor, near_field_monitor],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Make Modal Source"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:13.863568Z",
     "iopub.status.busy": "2023-02-03T03:38:13.863336Z",
     "iopub.status.idle": "2023-02-03T03:38:21.169209Z",
     "shell.execute_reply": "2023-02-03T03:38:21.168748Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: divide by zero encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n",
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/numpy/linalg/linalg.py:2139: RuntimeWarning: invalid value encountered in det\n",
      "  r = _umath_linalg.det(a, signature=signature)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1500x300 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "source_plane = td.Box(\n",
    "    center=[Lx / 2 - buffer, 0, cp_center_z],\n",
    "    size=[0, 8 * wg_width, 8 * wg_height],\n",
    ")\n",
    "\n",
    "ms = ModeSolver(\n",
    "    simulation=sim, plane=source_plane, mode_spec=td.ModeSpec(), freqs=[freq0]\n",
    ")\n",
    "mode_output = ms.solve()\n",
    "\n",
    "f, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(15, 3))\n",
    "mode_output.Ex.real.plot(x=\"y\", y=\"z\", ax=ax1)\n",
    "mode_output.Ey.real.plot(x=\"y\", y=\"z\", ax=ax2)\n",
    "mode_output.Ez.real.plot(x=\"y\", y=\"z\", ax=ax3)\n",
    "ax1.set_title(\"Ex\")\n",
    "ax2.set_title(\"Ey\")\n",
    "ax3.set_title(\"Ez\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:21.171919Z",
     "iopub.status.busy": "2023-02-03T03:38:21.171564Z",
     "iopub.status.idle": "2023-02-03T03:38:21.182647Z",
     "shell.execute_reply": "2023-02-03T03:38:21.182229Z"
    }
   },
   "outputs": [],
   "source": [
    "source_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "mode_src = ms.to_source(mode_index=0, direction=\"-\", source_time=source_time)\n",
    "sim = sim.copy(update={\"sources\": [mode_src]})\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:21.184810Z",
     "iopub.status.busy": "2023-02-03T03:38:21.184643Z",
     "iopub.status.idle": "2023-02-03T03:38:21.600799Z",
     "shell.execute_reply": "2023-02-03T03:38:21.599770Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1400x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(14, 3))\n",
    "sim.plot(x=0, ax=ax1)\n",
    "sim.plot(y=0.01, ax=ax2)\n",
    "sim.plot(z=0.1, ax=ax3)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:21.604516Z",
     "iopub.status.busy": "2023-02-03T03:38:21.604188Z",
     "iopub.status.idle": "2023-02-03T03:38:21.659623Z",
     "shell.execute_reply": "2023-02-03T03:38:21.658962Z"
    }
   },
   "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: #000080; text-decoration-color: #000080\">╭───────────────────────────────── </span><span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">&lt;</span><span style=\"color: #ff00ff; text-decoration-color: #ff00ff; font-weight: bold\">class</span><span style=\"color: #000000; text-decoration-color: #000000\"> </span><span style=\"color: #008000; text-decoration-color: #008000\">'tidy3d.components.source.ModeSource'</span><span style=\"color: #000080; text-decoration-color: #000080; font-weight: bold\">&gt;</span><span style=\"color: #000080; text-decoration-color: #000080\"> ─────────────────────────────────╮</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008080; text-decoration-color: #008080\">Injects current source to excite modal profile on finite extent plane.</span>                                          <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                                                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">╭─────────────────────────────────────────────────────────────────────────────────────────────────────────────╮</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSource</span><span style=\"font-weight: bold\">(</span>                                                                                                 <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSource'</span>,                                                                                      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>,                                               <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>,                                                                                  <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">source_time</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">GaussianPulse</span><span style=\"font-weight: bold\">(</span>                                                                              <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">amplitude</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.0</span>,                                                                                      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">phase</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                                          <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'GaussianPulse'</span>,                                                                               <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">freq0</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">193414489116771.6</span>,                                                                            <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">fwidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19341448911677.16</span>,                                                                           <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">offset</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.0</span>                                                                                          <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"font-weight: bold\">)</span>,                                                                                                      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">name</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                              <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">num_freqs</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>,                                                                                            <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">direction</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'-'</span>,                                                                                          <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">mode_spec</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSpec</span><span style=\"font-weight: bold\">(</span>                                                                                     <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">num_modes</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>,                                                                                        <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">target_neff</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                   <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">num_pml</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">)</span>,                                                                                     <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">filter_pol</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                    <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">angle_theta</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                                    <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">angle_phi</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                                      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">precision</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'single'</span>,                                                                                 <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">bend_radius</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                   <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">bend_axis</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                     <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">track_freq</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'central'</span>,                                                                               <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   │   </span><span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSpec'</span>                                                                                     <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"font-weight: bold\">)</span>,                                                                                                      <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #7fbf7f; text-decoration-color: #7fbf7f\">│   </span><span style=\"color: #808000; text-decoration-color: #808000\">mode_index</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>                                                                                            <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"font-weight: bold\">)</span>                                                                                                           <span style=\"color: #008000; text-decoration-color: #008000\">│</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #008000; text-decoration-color: #008000\">╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────╯</span> <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                                                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">angle_phi</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>                                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">angle_theta</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>                                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>   <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">bounding_box</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">Box</span><span style=\"font-weight: bold\">(</span>                                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'Box'</span>,                                                                                <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span>                                                                                   <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>,                                                                    <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                                   <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                          <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.3306690738754696e-16</span>                                                                <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"font-weight: bold\">)</span>,                                                                                         <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>         <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">bounds</span> = <span style=\"font-weight: bold\">(</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-1.6</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-0.8800000000000003</span><span style=\"font-weight: bold\">)</span>,                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.6</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.8799999999999997</span><span style=\"font-weight: bold\">)</span>                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>         <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">center</span> = <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">direction</span> = <span style=\"color: #008000; text-decoration-color: #008000\">'-'</span>                                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">frequency_grid</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">array</span><span style=\"font-weight: bold\">([</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.93414489e+14</span><span style=\"font-weight: bold\">])</span>                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>       <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">geometry</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">Box</span><span style=\"font-weight: bold\">(</span>                                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'Box'</span>,                                                                                <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">center</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">12.012500000000001</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">-3.191891195797325e-16</span><span style=\"font-weight: bold\">)</span>,                                  <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">size</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span> <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">injection_axis</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>     <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">mode_index</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">mode_spec</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">ModeSpec</span><span style=\"font-weight: bold\">(</span>                                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">num_modes</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>,                                                                               <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">target_neff</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                          <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">num_pml</span>=<span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">)</span>,                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">filter_pol</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">angle_theta</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">angle_phi</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                             <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">precision</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'single'</span>,                                                                        <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">bend_radius</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                          <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">bend_axis</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">track_freq</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'central'</span>,                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'ModeSpec'</span>                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">name</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>                                                                                           <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">num_freqs</span> = <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">plot_params</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">PlotParams</span><span style=\"font-weight: bold\">(</span>                                                                                    <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">alpha</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.4</span>,                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">edgecolor</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'limegreen'</span>,                                                                     <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">facecolor</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'limegreen'</span>,                                                                     <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">fill</span>=<span style=\"color: #00ff00; text-decoration-color: #00ff00; font-style: italic\">True</span>,                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">hatch</span>=<span style=\"color: #800080; text-decoration-color: #800080; font-style: italic\">None</span>,                                                                                <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">linewidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.0</span>,                                                                             <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'PlotParams'</span>                                                                          <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">size</span> = <span style=\"font-weight: bold\">(</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">3.2</span>, <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.76</span><span style=\"font-weight: bold\">)</span>                                                                               <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>    <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">source_time</span> = <span style=\"color: #800080; text-decoration-color: #800080; font-weight: bold\">GaussianPulse</span><span style=\"font-weight: bold\">(</span>                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">amplitude</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.0</span>,                                                                             <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">phase</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0.0</span>,                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">type</span>=<span style=\"color: #008000; text-decoration-color: #008000\">'GaussianPulse'</span>,                                                                      <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">freq0</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">193414489116771.6</span>,                                                                   <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">fwidth</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">19341448911677.16</span>,                                                                  <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                      <span style=\"color: #808000; text-decoration-color: #808000\">offset</span>=<span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">5.0</span>                                                                                 <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>                  <span style=\"font-weight: bold\">)</span>                                                                                              <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>           <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">type</span> = <span style=\"color: #008000; text-decoration-color: #008000\">'ModeSource'</span>                                                                                   <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">│</span>      <span style=\"color: #808000; text-decoration-color: #808000; font-style: italic\">zero_dims</span> = <span style=\"font-weight: bold\">[</span><span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span><span style=\"font-weight: bold\">]</span>                                                                                            <span style=\"color: #000080; text-decoration-color: #000080\">│</span>\n",
       "<span style=\"color: #000080; text-decoration-color: #000080\">╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────────╯</span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[34m╭─\u001b[0m\u001b[34m────────────────────────────────\u001b[0m\u001b[34m \u001b[0m\u001b[1;34m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'tidy3d.components.source.ModeSource'\u001b[0m\u001b[1;34m>\u001b[0m\u001b[34m \u001b[0m\u001b[34m────────────────────────────────\u001b[0m\u001b[34m─╮\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[36mInjects current source to excite modal profile on finite extent plane.\u001b[0m                                          \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                                                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m╭─────────────────────────────────────────────────────────────────────────────────────────────────────────────╮\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[1;35mModeSource\u001b[0m\u001b[1m(\u001b[0m                                                                                                 \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeSource'\u001b[0m,                                                                                      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m, \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m,                                               \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m,                                                                                  \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33msource_time\u001b[0m=\u001b[1;35mGaussianPulse\u001b[0m\u001b[1m(\u001b[0m                                                                              \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mamplitude\u001b[0m=\u001b[1;36m1\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                                      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mphase\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                                          \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'GaussianPulse'\u001b[0m,                                                                               \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mfreq0\u001b[0m=\u001b[1;36m193414489116771\u001b[0m\u001b[1;36m.6\u001b[0m,                                                                            \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mfwidth\u001b[0m=\u001b[1;36m19341448911677\u001b[0m\u001b[1;36m.16\u001b[0m,                                                                           \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33moffset\u001b[0m=\u001b[1;36m5\u001b[0m\u001b[1;36m.0\u001b[0m                                                                                          \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[1m)\u001b[0m,                                                                                                      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mname\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                              \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mnum_freqs\u001b[0m=\u001b[1;36m1\u001b[0m,                                                                                            \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mdirection\u001b[0m=\u001b[32m'-'\u001b[0m,                                                                                          \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mmode_spec\u001b[0m=\u001b[1;35mModeSpec\u001b[0m\u001b[1m(\u001b[0m                                                                                     \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mnum_modes\u001b[0m=\u001b[1;36m1\u001b[0m,                                                                                        \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mtarget_neff\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                   \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mnum_pml\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m0\u001b[0m\u001b[1m)\u001b[0m,                                                                                     \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mfilter_pol\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                    \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mangle_theta\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                                    \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mangle_phi\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                                      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mprecision\u001b[0m=\u001b[32m'single'\u001b[0m,                                                                                 \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mbend_radius\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                   \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mbend_axis\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                     \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mtrack_freq\u001b[0m=\u001b[32m'central'\u001b[0m,                                                                               \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   │   \u001b[0m\u001b[33mtype\u001b[0m=\u001b[32m'ModeSpec'\u001b[0m                                                                                     \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[1m)\u001b[0m,                                                                                                      \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[2;32m│   \u001b[0m\u001b[33mmode_index\u001b[0m=\u001b[1;36m0\u001b[0m                                                                                            \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m│\u001b[0m \u001b[1m)\u001b[0m                                                                                                           \u001b[32m│\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[32m╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────╯\u001b[0m \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                                                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mangle_phi\u001b[0m = \u001b[1;36m0.0\u001b[0m                                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33mangle_theta\u001b[0m = \u001b[1;36m0.0\u001b[0m                                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m   \u001b[3;33mbounding_box\u001b[0m = \u001b[1;35mBox\u001b[0m\u001b[1m(\u001b[0m                                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtype\u001b[0m=\u001b[32m'Box'\u001b[0m,                                                                                \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m                                                                                   \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                          \u001b[1;36m12.012500000000001\u001b[0m,                                                                    \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                          \u001b[1;36m0.0\u001b[0m,                                                                                   \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                          \u001b[1;36m-3.3306690738754696e-16\u001b[0m                                                                \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[1m)\u001b[0m,                                                                                         \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m         \u001b[3;33mbounds\u001b[0m = \u001b[1m(\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m-1.6\u001b[0m, \u001b[1;36m-0.8800000000000003\u001b[0m\u001b[1m)\u001b[0m,                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m1.6\u001b[0m, \u001b[1;36m0.8799999999999997\u001b[0m\u001b[1m)\u001b[0m                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m         \u001b[3;33mcenter\u001b[0m = \u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m, \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mdirection\u001b[0m = \u001b[32m'-'\u001b[0m                                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[3;33mfrequency_grid\u001b[0m = \u001b[1;35marray\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[1;36m1.93414489e+14\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m       \u001b[3;33mgeometry\u001b[0m = \u001b[1;35mBox\u001b[0m\u001b[1m(\u001b[0m                                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtype\u001b[0m=\u001b[32m'Box'\u001b[0m,                                                                                \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mcenter\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m12.012500000000001\u001b[0m, \u001b[1;36m0.0\u001b[0m, \u001b[1;36m-3.191891195797325e-16\u001b[0m\u001b[1m)\u001b[0m,                                  \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33msize\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m \u001b[3;33minjection_axis\u001b[0m = \u001b[1;36m0\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m     \u001b[3;33mmode_index\u001b[0m = \u001b[1;36m0\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mmode_spec\u001b[0m = \u001b[1;35mModeSpec\u001b[0m\u001b[1m(\u001b[0m                                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mnum_modes\u001b[0m=\u001b[1;36m1\u001b[0m,                                                                               \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtarget_neff\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                          \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mnum_pml\u001b[0m=\u001b[1m(\u001b[0m\u001b[1;36m0\u001b[0m, \u001b[1;36m0\u001b[0m\u001b[1m)\u001b[0m,                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mfilter_pol\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mangle_theta\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mangle_phi\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                             \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mprecision\u001b[0m=\u001b[32m'single'\u001b[0m,                                                                        \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mbend_radius\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                          \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mbend_axis\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtrack_freq\u001b[0m=\u001b[32m'central'\u001b[0m,                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtype\u001b[0m=\u001b[32m'ModeSpec'\u001b[0m                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33mname\u001b[0m = \u001b[3;35mNone\u001b[0m                                                                                           \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mnum_freqs\u001b[0m = \u001b[1;36m1\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33mplot_params\u001b[0m = \u001b[1;35mPlotParams\u001b[0m\u001b[1m(\u001b[0m                                                                                    \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33malpha\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.4\u001b[0m,                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33medgecolor\u001b[0m=\u001b[32m'limegreen'\u001b[0m,                                                                     \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mfacecolor\u001b[0m=\u001b[32m'limegreen'\u001b[0m,                                                                     \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mfill\u001b[0m=\u001b[3;92mTrue\u001b[0m,                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mhatch\u001b[0m=\u001b[3;35mNone\u001b[0m,                                                                                \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mlinewidth\u001b[0m=\u001b[1;36m3\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                             \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtype\u001b[0m=\u001b[32m'PlotParams'\u001b[0m                                                                          \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33msize\u001b[0m = \u001b[1m(\u001b[0m\u001b[1;36m0.0\u001b[0m, \u001b[1;36m3.2\u001b[0m, \u001b[1;36m1.76\u001b[0m\u001b[1m)\u001b[0m                                                                               \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m    \u001b[3;33msource_time\u001b[0m = \u001b[1;35mGaussianPulse\u001b[0m\u001b[1m(\u001b[0m                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mamplitude\u001b[0m=\u001b[1;36m1\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                             \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mphase\u001b[0m=\u001b[1;36m0\u001b[0m\u001b[1;36m.0\u001b[0m,                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mtype\u001b[0m=\u001b[32m'GaussianPulse'\u001b[0m,                                                                      \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mfreq0\u001b[0m=\u001b[1;36m193414489116771\u001b[0m\u001b[1;36m.6\u001b[0m,                                                                   \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33mfwidth\u001b[0m=\u001b[1;36m19341448911677\u001b[0m\u001b[1;36m.16\u001b[0m,                                                                  \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                      \u001b[33moffset\u001b[0m=\u001b[1;36m5\u001b[0m\u001b[1;36m.0\u001b[0m                                                                                 \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m                  \u001b[1m)\u001b[0m                                                                                              \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m           \u001b[3;33mtype\u001b[0m = \u001b[32m'ModeSource'\u001b[0m                                                                                   \u001b[34m│\u001b[0m\n",
       "\u001b[34m│\u001b[0m      \u001b[3;33mzero_dims\u001b[0m = \u001b[1m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1m]\u001b[0m                                                                                            \u001b[34m│\u001b[0m\n",
       "\u001b[34m╰─────────────────────────────────────────────────────────────────────────────────────────────────────────────────╯\u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mode_src.help()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run Simulation\n",
    "\n",
    "Run the simulation and plot the field patterns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:38:21.662855Z",
     "iopub.status.busy": "2023-02-03T03:38:21.662559Z",
     "iopub.status.idle": "2023-02-03T03:40:53.695362Z",
     "shell.execute_reply": "2023-02-03T03:40:53.694920Z"
    },
    "tags": []
   },
   "outputs": [
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       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'92a96726-ec1e-4d58-a796-7af21caf0424'</span>.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
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       "\u001b[2;36m[21:38:22]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'grating_coupler'\u001b[0m with task_id                                       \u001b]8;id=752;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=424095;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'92a96726-ec1e-4d58-a796-7af21caf0424'\u001b[0m.                                           \u001b[2m             \u001b[0m\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[21:38:34]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m1.623\u001b[0m                                                      \u001b]8;id=898049;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=266127;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[2;36m[21:38:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=110144;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=582376;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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       "\u001b[2;36m[21:40:23]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m early shutoff detected, exiting.                                                  \u001b]8;id=348729;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=632746;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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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = postprocess                                                              \u001b]8;id=423269;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=479172;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[2;36m[21:40:43]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                                                  \u001b]8;id=14759;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=504546;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#307\u001b\\\u001b[2m307\u001b[0m\u001b]8;;\u001b\\\n"
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       "\n",
       "\u001b[?25h\r",
       "\u001b[1A\u001b[2K"
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       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:40:44]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.459\u001b[0m                                                       \u001b]8;id=176261;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=280463;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\u001b[0m\u001b]8;;\u001b\\\n"
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       "</pre>\n"
      ],
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m downloading file \u001b[32m\"output/monitor_data.hdf5\"\u001b[0m to \u001b[32m\"data/grating_coupler.hdf5\"\u001b[0m        \u001b]8;id=598889;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=386385;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#593\u001b\\\u001b[2m593\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "model_id": "41895520e06843b88acc879fe68b07d8",
       "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\">\n",
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       "\n",
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     "metadata": {},
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    },
    {
     "data": {
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       "<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\">[21:40:53] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/grating_coupler.hdf5                             <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">415</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:40:53]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/grating_coupler.hdf5                             \u001b]8;id=138038;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=551478;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulation domain Nx, Ny, Nz: [1157, 334, 102]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 4.0500e+07.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 1.3520e+05\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 3.8241e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     0.5154\n",
      "Compute monitor modes time (s):    0.0030\n",
      "Rest of setup time (s):            3.7869\n",
      "\n",
      "Running solver for 135204 time steps...\n",
      "- Time step   1076 / time 4.11e-14s (  0 % done), field decay: 1.00e+00\n",
      "- Time step   5408 / time 2.07e-13s (  4 % done), field decay: 1.00e+00\n",
      "- Time step  10816 / time 4.14e-13s (  8 % done), field decay: 1.75e-02\n",
      "- Time step  16224 / time 6.20e-13s ( 12 % done), field decay: 3.27e-03\n",
      "- Time step  21632 / time 8.27e-13s ( 16 % done), field decay: 2.49e-04\n",
      "- Time step  27040 / time 1.03e-12s ( 20 % done), field decay: 6.97e-05\n",
      "- Time step  32448 / time 1.24e-12s ( 24 % done), field decay: 2.11e-05\n",
      "- Time step  37857 / time 1.45e-12s ( 28 % done), field decay: 6.44e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   90.1841\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# create a project, upload to our server to run\n",
    "job = web.Job(simulation=sim, task_name=\"grating_coupler\")\n",
    "sim_data = job.run(path=\"data/grating_coupler.hdf5\")\n",
    "print(sim_data.log)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:40:57.030703Z",
     "iopub.status.busy": "2023-02-03T03:40:57.030569Z",
     "iopub.status.idle": "2023-02-03T03:41:00.397988Z",
     "shell.execute_reply": "2023-02-03T03:41:00.397450Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'cross section at y=0.00'}, xlabel='x', ylabel='z'>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1400x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(14, 8))\n",
    "sim_data.plot_field(\"full_domain_fields\", \"Ey\", f=freq0, ax=ax1)\n",
    "sim_data.plot_field(\"radiated_fields\", \"Ey\", f=freq0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Far Field Projection\n",
    "Now we use the `Tidy3D`'s [FieldProjector](https://docs.flexcompute.com/projects/tidy3d/en/v1.9.0rc2/_autosummary/tidy3d.FieldProjector.html) to compute the anglular dependence of the far field scattering based on the near field monitor."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:00.405095Z",
     "iopub.status.busy": "2023-02-03T03:41:00.404855Z",
     "iopub.status.idle": "2023-02-03T03:41:01.026889Z",
     "shell.execute_reply": "2023-02-03T03:41:01.026446Z"
    }
   },
   "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\"></pre>\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f4555d874bbe496a85cdcbd6b2580c5e",
       "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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create range of angles to probe (note: polar coordinates, theta = 0 corresponds to vertical (z axis))\n",
    "num_angles = 1101\n",
    "thetas = np.linspace(-np.pi / 2, np.pi / 2, num_angles)\n",
    "\n",
    "# make a near-to-far monitor specifying the observation angles and frequencies of interest\n",
    "monitor_n2f = td.FieldProjectionAngleMonitor(\n",
    "    center=near_field_monitor.center,\n",
    "    size=near_field_monitor.size,\n",
    "    normal_dir=\"+\",\n",
    "    freqs=[freq0],\n",
    "    theta=thetas,\n",
    "    phi=[0.0],\n",
    "    name=\"n2f\",\n",
    ")\n",
    "\n",
    "# make a near field to far field projector with the near field monitor data\n",
    "near_field_surface = td.FieldProjectionSurface(\n",
    "    monitor=near_field_monitor, normal_dir=\"+\"\n",
    ")\n",
    "n2f = td.FieldProjector(sim_data=sim_data, surfaces=[near_field_surface])\n",
    "\n",
    "# compute the far_fields\n",
    "far_fields = n2f.project_fields(monitor_n2f)\n",
    "\n",
    "# Compute the scattered cross section\n",
    "Ps = far_fields.radar_cross_section.sel(f=freq0).values[0, ...]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:01.039673Z",
     "iopub.status.busy": "2023-02-03T03:41:01.039556Z",
     "iopub.status.idle": "2023-02-03T03:41:01.246779Z",
     "shell.execute_reply": "2023-02-03T03:41:01.246331Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/twhughes/.pyenv/versions/3.10.9/lib/python3.10/site-packages/matplotlib/cbook/__init__.py:1369: ComplexWarning: Casting complex values to real discards the imaginary part\n",
      "  return np.asarray(x, float)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# plot the angle dependence\n",
    "fig, ax = plt.subplots(subplot_kw={\"projection\": \"polar\"}, figsize=(5, 5))\n",
    "ax.plot(thetas, np.abs(Ps), label=\"measured\")\n",
    "ax.plot(\n",
    "    [design_theta_rad, design_theta_rad],\n",
    "    [0, np.max(Ps) * 0.7],\n",
    "    \"r--\",\n",
    "    alpha=0.8,\n",
    "    label=\"design angle\",\n",
    ")\n",
    "ax.set_theta_zero_location(\"N\")\n",
    "ax.set_theta_direction(-1)\n",
    "ax.set_yticklabels([])\n",
    "ax.set_title(\"Scattered Cross-section (arb. units)\", va=\"bottom\")\n",
    "plt.legend()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:01.249351Z",
     "iopub.status.busy": "2023-02-03T03:41:01.249204Z",
     "iopub.status.idle": "2023-02-03T03:41:01.252388Z",
     "shell.execute_reply": "2023-02-03T03:41:01.251673Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "expect angle of -30.00 degrees\n",
      "got maximum angle of -27.16 degrees\n"
     ]
    }
   ],
   "source": [
    "print(f\"expect angle of {(design_theta_rad * 180 / np.pi):.2f} degrees\")\n",
    "i_max = np.argmax(Ps)\n",
    "print(f\"got maximum angle of {(thetas[i_max] * 180 / np.pi):.2f} degrees\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The agreement between the target angle and the actual emission angle of the coupler is good. The small difference comes from the fact that the design is very sensitive to the value of the effective index that we use in the coupler region, and that value depends on which waveguide height we pick in that region: the one with the grating comb, or without. In our setup, we used a thickness that is at the mid-point, but this is a heuristic choice which results in the small final mismatch in angles observed here."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Gaussian beam into the coupler\n",
    "\n",
    "We can also run the coupler in the opposite way, injecting a Gaussian beam from above and monitoring the transmission into the waveguide. We will use the measured angle rather than the design angle to see the highest in-coupling efficiency that we can obtain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:01.254808Z",
     "iopub.status.busy": "2023-02-03T03:41:01.254638Z",
     "iopub.status.idle": "2023-02-03T03:41:01.261112Z",
     "shell.execute_reply": "2023-02-03T03:41:01.260567Z"
    }
   },
   "outputs": [],
   "source": [
    "gaussian_beam = td.GaussianBeam(\n",
    "    size=(td.inf, td.inf, 0),\n",
    "    center=[-8, 0, 2],\n",
    "    source_time=td.GaussianPulse(freq0=freq0, fwidth=fwidth),\n",
    "    angle_theta=27.16 * np.pi / 180,\n",
    "    angle_phi=np.pi,\n",
    "    direction=\"-\",\n",
    "    waist_radius=2,\n",
    "    pol_angle=np.pi / 2,\n",
    ")\n",
    "\n",
    "mode_mon = ms.to_monitor(freqs=[freq0], name=\"coupled\")\n",
    "\n",
    "flux_mon = td.FluxMonitor(\n",
    "    size=mode_mon.size,\n",
    "    center=mode_mon.center,\n",
    "    freqs=[freq0],\n",
    "    name=\"flux\",\n",
    ")\n",
    "\n",
    "\n",
    "sim2 = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[sub, wg, cp, tp] + gratings,\n",
    "    sources=[gaussian_beam],\n",
    "    monitors=[plane_monitor, rad_monitor, mode_mon, flux_mon],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:01.264044Z",
     "iopub.status.busy": "2023-02-03T03:41:01.263792Z",
     "iopub.status.idle": "2023-02-03T03:41:01.652423Z",
     "shell.execute_reply": "2023-02-03T03:41:01.651852Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1400x300 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2, ax3) = plt.subplots(1, 3, tight_layout=True, figsize=(14, 3))\n",
    "sim2.plot(x=0, ax=ax1)\n",
    "sim2.plot(y=0.01, ax=ax2)\n",
    "sim2.plot(z=0.1, ax=ax3)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:41:01.655468Z",
     "iopub.status.busy": "2023-02-03T03:41:01.655047Z",
     "iopub.status.idle": "2023-02-03T03:42:42.495568Z",
     "shell.execute_reply": "2023-02-03T03:42:42.495123Z"
    }
   },
   "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\">[21:41:02] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Created task <span style=\"color: #008000; text-decoration-color: #008000\">'grating_coupler_beam'</span> with task_id                                  <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">120</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         <span style=\"color: #008000; text-decoration-color: #008000\">'2c6b7b54-1161-4bed-b353-0bfe7b661510'</span>.                                           <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">             </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:41:02]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Created task \u001b[32m'grating_coupler_beam'\u001b[0m with task_id                                  \u001b]8;id=153124;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=102587;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#120\u001b\\\u001b[2m120\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         \u001b[32m'2c6b7b54-1161-4bed-b353-0bfe7b661510'\u001b[0m.                                           \u001b[2m             \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\"></pre>\n"
      ],
      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "59dbef89fd424c7280116c233cc953b3",
       "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\">\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\n",
       "\u001b[?25h"
      ]
     },
     "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\">[21:41:04] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> Maximum FlexUnit cost: <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">1.621</span>                                                      <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">253</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[21:41:04]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m1.621\u001b[0m                                                      \u001b]8;id=842459;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=833077;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#253\u001b\\\u001b[2m253\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><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> status = queued                                                                   <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">webapi.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#262\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">262</span></a>\n",
       "</pre>\n"
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     "text": [
      "Simulation domain Nx, Ny, Nz: [1157, 334, 102]\n",
      "Applied symmetries: (0, 0, 0)\n",
      "Number of computational grid points: 4.0500e+07.\n",
      "Using subpixel averaging: True\n",
      "Number of time steps: 1.3520e+05\n",
      "Automatic shutoff factor: 1.00e-05\n",
      "Time step (s): 3.8241e-17\n",
      "\n",
      "\n",
      "Compute source modes time (s):     1.8071\n",
      "Compute monitor modes time (s):    0.5088\n",
      "Rest of setup time (s):            4.0165\n",
      "\n",
      "Running solver for 135204 time steps...\n",
      "- Time step   1076 / time 4.11e-14s (  0 % done), field decay: 1.00e+00\n",
      "- Time step   5408 / time 2.07e-13s (  4 % done), field decay: 9.71e-03\n",
      "- Time step  10816 / time 4.14e-13s (  8 % done), field decay: 1.60e-03\n",
      "- Time step  16224 / time 6.20e-13s ( 12 % done), field decay: 2.77e-05\n",
      "- Time step  21632 / time 8.27e-13s ( 16 % done), field decay: 5.87e-06\n",
      "Field decay smaller than shutoff factor, exiting solver.\n",
      "\n",
      "Solver time (s):                   57.9375\n",
      "\n"
     ]
    }
   ],
   "source": [
    "job2 = web.Job(simulation=sim2, task_name=\"grating_coupler_beam\")\n",
    "sim_data2 = job2.run(path=\"data/grating_coupler.hdf5\")\n",
    "print(sim_data2.log)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:42:44.199145Z",
     "iopub.status.busy": "2023-02-03T03:42:44.198861Z",
     "iopub.status.idle": "2023-02-03T03:42:47.791712Z",
     "shell.execute_reply": "2023-02-03T03:42:47.791081Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'cross section at y=0.00'}, xlabel='x', ylabel='z'>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1400x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(2, 1, tight_layout=True, figsize=(14, 8))\n",
    "sim_data2.plot_field(\"full_domain_fields\", \"Ey\", f=freq0, ax=ax1)\n",
    "sim_data2.plot_field(\"radiated_fields\", \"Ey\", f=freq0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T03:42:47.798241Z",
     "iopub.status.busy": "2023-02-03T03:42:47.797952Z",
     "iopub.status.idle": "2023-02-03T03:42:47.801865Z",
     "shell.execute_reply": "2023-02-03T03:42:47.801408Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "flux in waveguide / flux in = 0.0485 \n"
     ]
    }
   ],
   "source": [
    "flux = sim_data2[\"flux\"].flux\n",
    "print(f\"flux in waveguide / flux in = {float(flux):.4f} \")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The coupler has close to 5% in-coupling efficiency, and we did not put any effort into optimizing it beyond just defining the grating pitch to target the correct angle!"
   ]
  }
 ],
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