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    "## Mode sources and mode monitors\n",
    "\n",
    "Here, we look at a simple demonstration of how to excite a specific waveguide mode, and how to decompose the fields recorded in a monitor on the basis of waveguide modes, i.e. how to compute the power carried in each mode."
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       "<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",
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       "\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"
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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\">           </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"
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       "\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=685873;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=545403;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/__init__.py#121\u001b\\\u001b[2m121\u001b[0m\u001b]8;;\u001b\\\n"
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   "source": [
    "# standard python imports\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib as mpl\n",
    "\n",
    "# tidy3D import\n",
    "import tidy3d as td\n",
    "from tidy3d import web\n"
   ]
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   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Straight waveguide simulation\n",
    "\n",
    "First, we will do a simulation of a straight waveguide, using a silicon ridge waveguide on a silicon oxide substrate. We begin by defining some general parameters."
   ]
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   "source": [
    "# Unit length is micron.\n",
    "wg_height = 0.22\n",
    "wg_width = 0.45\n",
    "\n",
    "# Permittivity of waveguide and substrate\n",
    "si_eps = 3.48**2\n",
    "sio_eps = 1.45**2\n",
    "\n",
    "# Free-space wavelength (in um) and frequency (in Hz)\n",
    "lambda0 = 1.55\n",
    "freq0 = td.C_0 / lambda0\n",
    "fwidth = freq0 / 10\n",
    "\n",
    "# Simulation size inside the PML along propagation direction\n",
    "sim_length = 5\n",
    "\n",
    "# Simulation domain size and total run time\n",
    "sim_size = [sim_length, 4, 2]\n",
    "run_time = 20 / fwidth\n",
    "\n",
    "# Grid specification\n",
    "grid_spec = td.GridSpec.auto(min_steps_per_wvl=20, wavelength=lambda0)\n"
   ]
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   "source": [
    "### Initialize structures, mode source, and mode monitor\n",
    "\n",
    "When initializing `ModeSource` and `ModeMonitor` objects, one of the three values of the `size` parameter must be zero. This implicitly defines the propagation direction for the mode decomposition. In this example, the waveguide is oriented along the x-axis, and the mode is injected along the positive-x direction (\"forward\"). Below, we add a mode monitor that will show us the waveguide transmission at a range of frequencies, as well as a simple frequency monitor to examine the fields in the xy-plane at the central frequency. Note that we use a rather wide frequency range in the flux and modal monitors. This will be used later to demonstrate the effect of mode mismatch away from the central frequency and discuss ways to remedy that."
   ]
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   "source": [
    "# Waveguide and substrate materials\n",
    "mat_wg = td.Medium(permittivity=si_eps)\n",
    "mat_sub = td.Medium(permittivity=sio_eps)\n",
    "\n",
    "# Substrate\n",
    "substrate = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, -sim_size[2]],\n",
    "        size=[td.inf, td.inf, 2 * sim_size[2]],\n",
    "    ),\n",
    "    medium=mat_sub,\n",
    ")\n",
    "\n",
    "# Waveguide\n",
    "waveguide = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[0, 0, wg_height / 2],\n",
    "        size=[100, wg_width, wg_height],\n",
    "    ),\n",
    "    medium=mat_wg,\n",
    ")\n",
    "\n",
    "# Modal source parameters\n",
    "src_pos = -sim_size[0] / 2 + 0.5\n",
    "src_plane = td.Box(center=[src_pos, 0, 0], size=[0, 3, 2])\n",
    "\n",
    "# xy-plane frequency-domain field monitor at central frequency\n",
    "freq_mnt = td.FieldMonitor(\n",
    "    center=[0, 0, wg_height / 2], size=[100, 100, 0], freqs=[freq0], name=\"field\"\n",
    ")\n",
    "\n",
    "\n",
    "# frequencies\n",
    "mon_plane = td.Box(center=[-src_pos, 0, 0], size=[0, 3, 2])\n",
    "Nfreqs = 17\n",
    "freqs = np.linspace(freq0 - 2 * fwidth, freq0 + 2 * fwidth, Nfreqs)\n",
    "fcent_ind = Nfreqs // 2  # index of the central frequency\n",
    "\n",
    "# flux monitor\n",
    "flux_mnt = td.FluxMonitor(\n",
    "    center=mon_plane.center, size=mon_plane.size, freqs=list(freqs), name=\"flux\"\n",
    ")\n",
    "\n",
    "# Modal monitor at a range of frequencies\n",
    "mode_mnt = td.ModeMonitor(\n",
    "    center=mon_plane.center,\n",
    "    size=mon_plane.size,\n",
    "    freqs=list(freqs),\n",
    "    mode_spec=td.ModeSpec(num_modes=3),\n",
    "    name=\"mode\",\n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Initialize simulation and visualize two cross-sections to make sure we have set up the device correctly."
   ]
  },
  {
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   "execution_count": 4,
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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\">           </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",
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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=210410;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=736761;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 y=0.00'}, xlabel='x', ylabel='z'>"
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WLVvyPg4RUT1if8D+IB9N0/DlL38Zv/3tb7F7926sWbMG55577pAvBo488khHPcJNN91k3SbbZ/crr7wC0zQd9Qhvv/32kD356T3GYYcdhkAgMORxotEoNmzYwB6BfMOwXSdUVcVZZ52F3//+90M2NACs83CymTNnDkKhEH72s5+lXPc//uM/0NPTg9NPPx0A0NvbC13XU257+OGHQ1VV69Cdjz/+eMj9y41cpsN7JCe3+5d/+Rds3boVd95555DrDgwMWDOnnnXWWVBVFdddd92QEJf89zU3N6O7uzvrmKQjjjgCo0ePxqpVq1L+hj/84Q946623rOenWPKDLXmM0WgUv/jFL4Zct7m52fFhY9u2bcO//Mu/4Nhjj7VmLM2kkHO2zzzzTASDwZQxCiGwatUq7LPPPpg9e3bKODZu3IhYLGZddvbZZ2PHjh343e9+Z13W2dmJ3/zmNzjjjDOs868OPfRQTJs2DXfccUfKN+u33XYbFEXB2Wef7ei5ICKqJ+wP2B848dWvfhW7d+/GN77xDfT19WWcIbyQc7ZPOukkjBgxArfddlvKfd12221oampKeX46OzuxcePGlHP+zz77bBiGgTvuuMO6LBKJ4O6778bRRx9tHbHQ1taGOXPm4N5778WePXus695zzz3o6+vDvHnzXD0fRI6VaWI2KoMtW7aIsWPHiqamJrFo0SJx++23i+9///vi0EMPtdbClLONZpqR9NprrxUAxMknnyx+/vOfi29961tC0zRx5JFHimg0KoQQ4qGHHhL77LOPWLRokfjFL34hfvazn4kjjzxSBINB8eKLLwohhPjOd74jZs6cKa655hpx5513iuuvv17ss88+YsKECSlrbaZzcjvDMMRpp50mFEUR55xzjrj11lvFihUrxCWXXCJGjBiR8nf9v//3/wQAMXv2bHHTTTeJW2+9VcyfPz9lduxvfvObQlEU8YMf/EA88MADYt26dUKIzOtoyufu6KOPFitWrBBLliwRTU1NYr/99ktZa1Suo5nt+c2ls7NTDB8+XEyaNEn85Cc/ETfffLOYOXOmmD59+pDx/PjHPxYAxOWXXy7uv/9+8cgjj2S937PPPltomiZuvvlmcc8996T8/PWvf805JieuvPJKAUBcfPHF4s477xSnn366ACDuu+++lOvJmVjfe+896zJd18WnPvUp0dLSIpYtWyZWrlwpDj30UDFs2DCxcePGlNv//ve/F4qiiJNOOknccccd4tvf/rZQVVUsWLCg6L+BiKhWsT9gf+DEYYcdJgCIgw8+2NH1nVq5cqUAIM4++2xx5513ivnz5wsA4vrrr0+5nnwe0tcwnzdvnrWG9u233y5mz54tAoGAeOaZZ1Ku9+qrr4pwOCxmzpwpbrvtNvG9731PNDQ0FL1WOFEuDNt15oMPPhDz588XHR0dIhwOiylTpojLLrtMRCIRIUTuD1Mh4kt5TJs2TQSDQTFmzBhx6aWXpnxQ/OMf/xBf+9rXxNSpU0VDQ4MYMWKEOPHEE8WTTz5pXWfdunXizDPPFOPHjxehUEiMHz9enHvuueLtt9/OOXant4tGo+KGG24Qhx56qAiHw2L48OFi1qxZYtmyZaKnpyflunfddZeYOXOmdb3jjz9erF271vr99u3bxemnny6GDRsmAFjLfGT6MBVCiAcffNC6vxEjRojzzjtPbNmyJeU6xXyYCiHE888/Lz71qU+JxsZGMX78eHHVVVeJP/7xj0PG09fXJ7785S+L9vZ2ASDnMh/HH3+8oyU6CmUYhvjRj34kJk2aJEKhkDj00EPFvffeO+R6mcK2EEJ8/PHH4qKLLhIjR44UTU1N4vjjj8/6Gn3ooYfEjBkzRDgcFhMmTBDXXHON1ewREVFm7A/YH+QjQ/qPfvQjR9d344477hAHHXSQCIVCYurUqeKWW25JWWpNiOxhe2BgQPzrv/6rGDt2rAiHw+LII4+0lgVN99xzz4nZs2eLhoYG0dHRIS677DLR29vr+d9DJClC5Dk+iIiIiIiI6tpPf/pTXH755Xj//fex7777lns4RFWBYZuIiIiIiLISQmD69OkYOXJk3snqiMjGpb+IiIiIiGiI/v5+PPLII3j66afxxhtv4OGHHy73kIiqCvdsExERERHREO+//z4mT56M9vZ2fPOb38T1119f7iERVRWGbSIiIiIiIiKPcZ1tIiIiIiIiIo8xbBMRERERERF5rK4mSDNNEx999BGGDRsGRVHKPRwiopIQQmDPnj0YP348VJXfsdYyfs4RERH5y01fVVdh+6OPPsLEiRPLPQwiorL48MMPMWHChHIPg3zEzzkiIqLScNJX1VXYHjZsGABg0eVXIBRusC5XYEB+/29CQaaj6xXE55GLhZoy/r5owkBAjwAA9EAYUDTvHyP/IBCIDQAATFWFqTXkub4/VGMQqmkCAPRgI4Ay7J1hPSyshzWIMtbDRDC61/r/fNurdNHIIFbc8hNrG0i1S9b4qquuQmNjo6f3LedTHTVqFILB4JDf7dq1CwAQDofR1tbm6WM71dPTg0gkvq3o6Ogoy979aDSK7u5uAEB7eztCoVDJx8B62FgPG+sRx3rYarkesVgMnZ2dAODouY1Go9bnXCgUynmbgYEB/PjHP3bUV9VV2JZPWijcgHBTU/wyU4cCAQHFCtSmogFKWgMrBBQIqKFmiPTfFTsu00BAH4AINQMAwsKEHmiAUEsYKIRAQB+AEmiEqWpQTQOGFoSplfZNpxpRaIawxhBSVOiBRqCEGyDWw8Z6JJS5HoowEdQEIExn26ts98PDimuerHFjYyNaWlo8vW/TNGGaJlpbW1MaMtM00dXVhebmZoTDYQwODkJV1ZJ/ubNnzx5omoYRI0YgEokgFoth5MiRJT11IhqNor+/32oWY7EY2traStrAsh421sPGesSxHrZar4f8+1RVzfu8RiIRKIoCVVUhhICiKAiHw3lv56SvquuT95KDtlADMBFv3lVhAMIs0RgSQSIRYvRAI4Sixht70yjJGKwgIUzogUYYgUYYWgiaEYVqREszBshgF4WhhWAkngtFmAjoA0CJVqhjPWysR0KF1CM5aJdre0XVwzRL85qQjVIsFsOoUaMwcuRItLa2ore3F3v27CnJGIB449rb24vW1laMHDkSo0aNQiwWQ1dXV8mei2g0is7OTgSDQYwaNco6AqCzsxPRaGm2FayHjfWwsR5xrIeN9bBFIhHouo5AIIDGxkaEQiEIIRCJRDypR92G7fSgDQBQ1ZI2sOlBAooCKEppA0VakJB7C00tVNJAkRzs5N5CoWolDXish431SKigepR7e0XVJRaLQdd1Xx8jvVGSe0OGDRtW0oYpuXGVe0NCoVBJG9jkxlXunVJVFSNHjixZA8t62FgPG+sRx3rYWA9bctAOh8MAgEAg4GngrsuwHT9HO61xlUrUwGYMEtYvSxQosgQJqVSBIlOws4ZYooDHethYj4QKqodqxuLbq/Rz1Rm4KYdoNOpb4M7WKEmlapgyNa5SqRrYTI2rVKoGlvWwsR421iOO9bCxHrZMQVvyMnDXadhG5qAt+dzA5gwS1pV8DhR5goTkd6DIFeysofoc8FgPG+uRUGH1MNVg9vOyGbgpAzm5ix+BO1+jJPndMOVqXCW/G9hcjavkdwPLethYDxvrEcd62FgPW66gLXkVuOsybAsge9CWfGpgHQUJ68o+BQqHQULyK1A4CXbWkH0KeKyHjfVIqMJ6MHBTOjm5i9eB2zRNdHd3522UJL8aJieNq+RXA+ukcZX8amCdNq4S6xHHethYDxvrEVfr9XAStCUvAnedhm2HsxgnN7Awiw4UroKEdSOPA4XLICF5HShcBYkErwMe62FjPRKquB4M3JROVVVPA7cQAoZhQNd1R42S5HXD5KZxlbxuYN00rpLXDazbxlViPeJYDxvrYWM94mq1Hm6CtlRs4K7LsO1KUgOrFBG4CwoS1o09ChQFBgnJq0BRUJBI8CrgsR421iOhBurBwE3pvArcpmkiEolACIHhw4e7XhrGq4apkMZV8qqBLaRxlbxqYAttXCXWI471sLEeNtYjrtbqUUjQltIDt3DR7zJsO6GqMBNPlWYMug4URQUJ606KDBRFBgmp2EBRVJBIKDbgsR421iOhhurBwE3pig3cyUE7EAggGAwWNI5iG6ZiGlep2Aa2mMZVKraBLbZxlViPONbDxnrYWI+4WqlHMUFbSg7cbp4Hhm2nFBUCCpREU+40UHgSJKw7KzBQeBQkpEIDhSdBIqHQgMd62FgPOfjaq8eQwA0G7npXaOBODtqhUKigZi1ZoQ2TF42rVGgD60XjKhXawHrVuEqsRxzrYWM9bKxHXLXXQ37mFRO0JRm43WDYdkNRYWhhx4HC0yBh3anLQOFxkJDcBgpPg0SC24DHethYDzno2q1H6pwT/q6JTtXBbeBOD9qa5s37w23D5GXjKrltYL1sXCW3DazXjavEesSxHjbWw8Z6xFVrPXRdh2EYngRtye0RXgzbLjkNFL4ECevOHQYKn4KE5DRQ+BIkElgPG+sh75z1sO/cDtxEgPPAnR60A4E8K3i45LRh8qNxlZw2sH40rpLTBtavxlViPeJYDxvrYWM94qqtHv39/TBNE5qmeRa0JVfnvnv6yHUiX6DwNUhYD5InUPgcJKR8gcLXIJHAethYD/kgrIf9ICpM+PAcU9XKF7j9DtpSvobJz8ZVytfA+tm4SvkaWL8bV4n1iGM9bKyHjfWIq6Z69PX1QVVV38bgFMN2gbIFipIECSlboChRkJCyBYqSBIkE1sPGeiSwHkm4qadU2QJ3qYK2lK1hKkXjKmVrYEvRuErZGthSNa4S6xHHethYDxvrEVct9WhpafH9M8yJ8o+gislAEdAHENAHYGghBPTB0gQJKREo5Bj0QAM0I1qyICHJsKAlhYnSBYk41sPGeiSwHkRZycAdiUSsZikWi5UsaEuyOe3t7bUuK1XjKskGtrOzE11dXWhtbUVXV1dJGldJNrBdXV3o7OzEyJEj0dvbW7LGVWI94lgPG+thYz3iqqEe4XA45fJyYdguUmqgKHGQkFICxSAAlDRISOmBohxBgvWwsR4JrAdRVjJwDw4OIhKJAADC4XDJ9wakN0ylbFwl2cDu2rWrZHuI0skGtrOzE52dnQCAjo6Okh8GyXrEsR421sPGesRVej0KXRfcazy2kIiIiIiIiMhjDNtFSj0HtcH1OsOeSDkHtcH9OsMeST4HtZB1hr3AethYjwTWgygreY42EN+jraqqq3W4vZJ8zmMh66h6QZ7zKPcY6brual1bL8hzHnVdtw7FdLOurVdYjzjWw8Z62FiPONbDGYbtIqRP9iTUgKt1hj0xZLKngLt1hj2SPtmT23WGvcB62FiPBNaDKKtMk6G5WYfbK+mTC7ldR9UL6ZMLhcNhV+vaeiF9cqFwOOxqXVuvsB5xrIeN9bCxHnHVUI/+/v6SjCEfhu0CZZtV2ek6w57INquy03WGPZJtVuVSBgrWw8Z6JLAeSUr3TTdVh2yzjjtdh9sr2WbxLWUDm20WX6fr2noh2yy+Tte19QrrEcd62FgPG+sRVy316OvrK/lRWpkwbBcg3/JFJQkU+ZYvKlGgyLd8USkCBethYz3kg7Ae9oOYUFHCw/ap4uVb3qtUgTvfcjmlaGDzLZdTigY233I5pWpgWY841sPGethYj7hqqkdLSwtM0yz7RGkM2y45XSfY10DhdJ1gnwOF03WC/QwUrIeN9ZB3znrYd25CRWnPTafK5nQdbb8Dt9N1af1sYJ2uS+tnA+t0XVq/G1jWI471sLEeNtYjrtrq0dzcDFVVYRiGNTeJV9w8rwzbbggTmhFxvHyRL4HCaZCQfAoUToOE5EegcBrsJNbDxnrIQdduPZKDtokSLrVGFctp0JbSA7dhePP+cNooSX40sE4bV8mPBtZp4yr51cCyHnGsh431sLEecdVaj0AgAE3ToOu6Z4Fb13XEYjHH12fYdkqYUCAgEs2503WCPQ0UboOE5HGgcBskJC8DhdtgJ7EeNtZDDr726pEStBUN3NST26AtpQfuYps2t42S5GUD67ZxlbxsYN02rpLXDSzrEcd62FgPG+sRV+31kJ95XgRuXddd/x3swJwwTaiJCYYMrcFxkJA8CRSFBgnJo0BRaJCQvAgUhQY7ifWwsR4JNVSPIUFb4Wa+3hUatKXkwO32G/1khTZKkhcNbKGNq+RFA1to4yp51cCyHnGsh431sLEecbVSj3A4XHTglkFbURRXzwO7sHySGlcB1XWQkIoKFMUGCanIQFFskJCKCRTFBjuJ9bCxHgk1UA8GbUpXbNCWkgP37t27XTdMxTZKUjENbLGNq1RMA1ts4yoV28CyHnGsh431sLEecbVWj2ICd3LQlp+FTtVlJ6Y4nTAo5ZzHwoO2VFCg8CpISAUGCq+ChFRIoPAq2Emsh431SKjiejBoUzqvgrakKAo0TUMgEHDVMHnVKEmFNLBeNa5SIQ2sV42rVGgDy3rEsR421sPGesTVaj0KCdzpQdttPeqyG1MAKGaemVV9alxdBQqvg4TkMlB4HSQkN4HC62AnsR421iOhCuvBoE3phBCeBm1JVVW0t7c7bpi8bpQkNw2s142r5KaB9bpxldw2sKxHHOthYz1srEdcrdfDTeAuNmgDdRq2BQAFInvg9rlxdRQo/AoSksNA4VeQkJwECr+CncR62FiPhAqrh2rGAJHlg5FBmzKIRqOeB23JacPkV6MkOWlg/WpcJScNrF+Nq8R62FgPG+sRx3rYWA+bk8DtRdAG6jZsaxBQMgfuEjWuOQOF30FCyhMo/A4SUq6A53ewk1gPG+uRUEH1MNVgfHsl0kI/g3ZFe/bZZ3HGGWdg/PjxUBQFa9asyXn99evXQ1GUIT/bt28v6PH9CNpSvobJ70ZJytXA+t24SrkaWL8bV4n1sLEeNtYjjvWwsR62XIHbq6AN1GnYBgChBoYG7hI3rhkDRamChJQlUJQqSEiZAl6pgp3EethYj4QKqke5t1fkXn9/P6ZPn46VK1e6ut2mTZuwbds262f06NGuHzsYDPoWtKVsDVOpGiUpUwNbqsZVytTAlqpxlVgPG+thYz3iWA8b62HLFLi9DNoA4O8nsYeWL1+O3/3ud9i4cSMaGxsxe/Zs3HDDDTjooIMKvk+hBgBThwJh/xelbVxloAjoA/FAAZQuSEiJQCHHYKoaVNMoWZCQ5GNpRhSKMKCaRsmCncR62FiPhAqpBxQVQphl3V6RO6eeeipOPfVU17cbPXo02tvbi3psv5u15McZOXIkurq60NnZiXA4jMHBwZI1SpJ8rN7eXkSjUUQikZI1rpJsYDs7O9HZ2Qkg3rSVonGVWA8b62FjPeJYDxvrYQuHwwDif79pmhBCeBa0gSras/3MM8/gsssuw5///GesXbsWsVgMJ598Mvr7+4u63+Q93EB5Gtd4oGiAIsxEkGgoXZCQEoECAFTTgKlqpQ0SCfFDZuNhBkBJg53EethYj4QKqYdQtLJvr8h/M2bMwLhx4/BP//RPeP7553NeNxKJoLe3N+Wn1GTDJITA4OAgGhoaStooScOGDUNDQwMGBwchhChp4yqFQiGMHDkSsVgMsVgMI0eOLFnjKrEeNtbDxnrEsR421sMmg7UM214FbaCKwvbjjz+OCy64AIceeiimT5+O1atXY/PmzXj11VeLu2PTtBpXIL7XrOSEgJZ0bqxmRN2tM+wR1Ywl/b/hep1hLyimYQW79DGVDOthYT1slVAPiArYXpFvxo0bh1WrVuG///u/8d///d+YOHEiTjjhBLz22mtZb7N8+XK0tbVZPxMnTizhiG3JX3xHIhHX66h6Qe4hyjSmUjFNM+ULj97eXlfr2nqF9YhjPWysh431iGM9bLquQyT1lrGYd/1u1RxGnq6npwcAMGLEiKzXiUQiKS9k+wUlEud/mlARf1GZUKFAHqIZg1DSnhohErczoHja6AtoesTaYwcAAX0QgdheGIEw4guV+U8xY9CMGAwtCKEGoOkRBGJ742Mq1Z4zYSKgD0IoKoxAGIqpQ9MjgDAh1GBpxsB62FgPS/nrYQLCsL4dzbu9GqL0X06QewcddFDKqVGzZ8/Gu+++i1tuuQX33HNPxtssWbIEixcvtv7d29uLiRMnpjQNfks+x665udk6JLCUhyOmn/PY399vfeaXai9J8jmPHR0dAIDOzk50dXWVdK8V6xHHethYDxvrEcd62JLP0W5oaEAsFoOux+fHkYeYF6Mqw7Zpmli0aBE+/elP47DDDst6veXLl2PZsmVDLlcQ3yOkJIK2gApFUQBo9jmRwkhrouONi2oagOJdE6OYBqAoMNUQVHloqBaCIgxoRqw0h8smDs81tSAURYUiTAgtCJgGNDMGoWj+Hzos4jMtCzUAoWpQhQkoKkwtCFWYEGasJKGG9ZBjYD0sFVAPRRjW1wrOtldpt/d1dOSno446Cn/605+y/j4cDmdsBqLRKEzT9L1hyjSZTfI5eKVomDJNLpR8TiTgfwObbXIheU5kqRpY1iOO9bCxHjbWI471sGWaDC35HG6g+MBdlWH7sssuw9/+9recDQiQ/Rv/WKABIUWFqQQy7h1L3YuV2IMnTKjCQO/wqTADxX/LQUTklKpH0Nb1NgwtCCipXzBk3F6liemM29Vqw4YNGDduXEG3jUQinp53li7brLHpk9742TDlmsW3VA1srll8kych8ruBZT3iWA8b62FjPeJYD1uuWce9DNxVF7YXLlyIRx99FM8++ywmTJiQ87rZvvEPGFGIcHPWyZ6EGp90SDOiMBQ1vifNBAABMxCGkZgoiYioVEQiaKfvzc+0vRqCk6iVRV9fH9555x3r3++99x42bNiAESNGYN9998WSJUuwdetW/PrXvwYArFixApMnT8ahhx6KwcFB/PKXv8RTTz2FJ554wvVjB4NBCCF8C9z5lmcpRcPkZLkcvxtYJ8vllKKBZT3iWA8b62FjPeJYD5uT5b28CtxV04EJIbBw4UI89NBDeOqppzB58uTC78vB8kWZ1hkmIqpE3F5VpldeeQUzZ87EzJkzAQCLFy/GzJkzsXTpUgDAtm3bsHnzZuv60WgUV1xxBQ4//HAcf/zx+Otf/4onn3wSn/3sZ10/tqqqCIVCVuD2ctIbeX5hvuVZsq2j6gU369JmWtfWC27Wpc20rq1XnK5Ly3rYWA8b6xHHethqvR5u1tHOtA63W1WzZ/uyyy7D/fffj4cffhjDhg3D9u3bAQBtbW1obHS3p9kIhKE5OMcyeZ1hQw1w7xARVazk7VXyv6l8TjjhhJwTla1evTrl31dddRWuuuoqzx4/EIh/xMtZb73Yw63rOvr6+tDe3u5or4sfeyjcNK6S13uM3DSukh97jJw2rhLrYWM9bKxHHOthq9V6uAnaUrF7uKsmPd52223o6enBCSecgHHjxlk/Dz74YAH35vz8RXuPUQzgMjtEVMG4h5vSBQIBz/Zwy0nXWlpaXDV/Xu6hKKRxlbzaY1RI4yp5ucfIbeMqsR421sPGesSxHrZaq0chQVsqZg931YRtIUTGnwsuuMD3x443sEGuaUtEFY+Bm9J5EbgjkQgMw4CqqmhubnZ9ey8apmIaV6nYBraYxlXyooEttHGVWA8b62FjPeJYD1ut1KOYoC0lB24363BXTdguN6EGIXgYORFVAQZuSldM4I5EItB1HZqmWYemF6KYhsmLxlUqtIH1onGVimlgi21cJdbDxnrYWI841sNW7fUwDKPooC3JwO3mOWB6dINhm4iqRHLgVkzn38BS7SokcMugLW9brEIaJi8bV8ltA+tl4yoV0sB61bhKrIeN9bCxHnGsh61a62GapmdBW3J7P0yPREQ1KmXOCSK4C9zJQbuYNUbTuWmY/GhcJacNrB+Nq+SmgfW6cZVYDxvrYWM94lgPW7XVIxaLQdd1T4O2FAwGHV+XYZuIqIbJOSeIJCeB26+gLTlpmPxsXKV8DayfjavkpIH1q3GVWA8b62FjPeJYD1s11WP37t2+BG23GLaJiGqcUBm2KVWuwO130JZyNUylaFylbA1sKRpXKVcD63fjKrEeNtbDxnrEsR62aqlHIBCApmlQHCz37CeGbSIiojqUKXCXKmhLmRqmUjauUnoDW8rGVcrUwJaqcZVYDxvrYWM94lgPWzXUo729vax7tKXCpxUlIiKiqiZnF49GoxgYGLAuK0XQlmTD1NXVhV27dgGIN3Klalwl2Rz29vait7cXiqKUrHGVZAPb2dmJbdu2AUDJGleJ9bCxHjbWI471sFV6PXRdL9k4cil/3CciIqKyCQQCKYfZuZn4xSuqqqK1tdX6d2tra1n2SCSvIR4Oh0vauEqhUCjly45C1jUvFuthYz1srEcc62FjPfKrnJEQERFRyclDyFVVhaIortfh9kI0GkVXVxeCwSCCwSC6urpcraPqBXkopqIoaGhowODgoKt1bb2yZ88eDA4OoqGhAYqiuF7X1gush431iGM9bKyHjfXIj2GbiIioTiWfo93Y2Oh6HW4vJJ9jN2rUKIwaNcrVOqpeSD/nceTIka7WtfVK8jmPI0eOdL2urRdYDxvrEcd62FgPW6XXIxarjGVPGbaJiGqeKPcAqAJlmgzNzTrcXsg0uZCbdVS9kG1yIafr2nol0+RCbta19QLrYWM94lgPG+thq4Z67N69u+R72TNh2CYiqmVCQNMj5R4FVZhcs46XKnDnmsW3VA1svll8S9XA5prFt1QNLOthYz3iWA8b62GrlnoEAgHoug7DMHwZg1MM20REtUoIBPQBKKL83+xS5XCyvJffgdvJcjl+N7BOl8vxu4F1slyO3w0s62FjPeJYDxvrYaumerS3t0NRFESjUc9nJhfC+RGDDNtERLUoKWjrgYZyj4YqhJt1tNMDt5vmIhc369L61cC6XZfWrwbWzbq0fjWwrIeN9YhjPWysh60a66FpmueB2zRNV7Vl2HZMQDHLexgCEZEjKUG7EVC4qSd3QVvyeg+3m0ZJ8rqBddu4Sl43sG4aV8nrBpb1sLEecayHjfWwVXM9wuGwZ4HbNE1EIu5OzWMH5oR1ziMnGSKiCpcWtIWqlXtEVAEKCdpScuA2DKPghqmQRknyqoEttHGVvGpgC2lcJa8aWNbDxnrEsR421sNW7fVQFMWTwC2DthACwWDQ8e0YtvNJalyFwqaViCoYgzZlUEzQlpIDd3d3t+uGqZhGSSq2gS22cZWKbWCLaVylYhtY1sPGesSxHjbWw1ZL9SgmcCcH7VAo5O7LF7eDrQlOJwtKP+dRUfwdFxFRoRi0KQMvgrakaZo1u6ubhsmLRkkqtIH1qnGVCm1gvWhcpUIbWNbDxnrEsR421sNWi/UoJHCnB+1AIODucQsZbLUL6IP5z7/mOY9EVC0YtCkDL4O2pKoqhg8f7rhh8rJRSh6DmwbW68ZVctvAetm4Sm4bWNbDxnrEsR421sNWy/VwE7iLDdpAnYZtoajxxjRb4GbjSkSVJttM0NxeUQaxWMzzoC0Fg0FHDZMfjZLktIH1q3GVnDawfjSuktMGlvWwsR5xrIeN9bDVQz2cBG4vgjZQp2HbCISzB242rkRUgRRhDD0FhtsrysI0TV+CtpSvYfKzUZLyNbB+N65SvgbWz8ZVYj1srEcc62FjPWysR1y+wO1V0AbqNGwDSrwxTQ/cbFyJqGIpqafAcHtFOchGwk/ZGqZSNEpStga2VI2rlK2BLUXjKrEeNtYjjvWwsR421iMuW+D2MmgDQHG3rmZKPHAH9AEE9AHogQZoRpSNKxFlNBLbcEZgdcplv9cvQBfGleTxhaoBwuT2ihxxsyxJMWTD1NnZia6uLrS2tqKrq6skjZIkG9iuri50dnZi5MiR6O3tLVnjKsnmtLe317qsVI2rxHrYWI841sPGethYjzgZuCORiPXlRywW8yxoA3W7ZztBSd7DPcjGlYgqmn0KDLdXVDlkwyT3SAQCgZI1SpJsYAOBgLXHqJSNq5S8x6jUjavEethYjzjWw8Z62FiPuOQjwSKRCEzT9CxoA/UetomIiIiIiIh8UN9hO20d7byzlBMRlZGmR7i9oooj90jIPRRu1+H2gjznUdd1aw+Rm3VtvZJ8zmMh69p6gfWwsR5xrIeN9bCxHnHyHG0ACIfDUFXV1Trc+dRv2B4yuVAg86RpREQVQDENbq/IsVgsVpLHSZ/MJhwOu1pH1QvpkwuFw2FX69p6JX1yIbfr2nqB9bCxHnGsh431sLEecZkmQ3OzDrcTdRq2s8ziq2SZpZyIqOxEfI82t1fkQPI39X7JNmus03VUvZBtFl+n69p6JdssvqVsYFkPG+sRx3rYWA8b6xGXbdZxp+twO1WXYds+FDPD5EJsYImoAglFA5S0TTa3V5SFqqrQdd23wJ1veZZSNEz5lsspVQObb7mcUjSwrIeN9YhjPWysh431iMu3vJeXgbsuw3beWXzZwBJRpVGUrJdze0XpgsEgAoGAL4E7Fos5WgfVz4bJ6bq0fjewTtel9bOBdbouLethYz3iWA8b62Grh3o4WUfbq8Bdl2E75VDMbNIaWIjSnahPROQKA3dFevbZZ3HGGWdg/PjxUBQFa9asyXub9evX45Of/CTC4TD2339/rF69uuDHD4fDngdu0zSxe/dux+ug+tEwOW1cJb8aWKeNq+RHA+u0cZVYDxvrEcd62FgPWy3Xw0nQlrwI3HUZtoccipn1eqnrcEMIf8dFRFQoBu6K09/fj+nTp2PlypWOrv/ee+/h9NNPx4knnogNGzZg0aJF+PrXv44//vGPBY/By8BtGAZ0XXe9DqqXDZPbxlXyuoF127hKXjawbhtXifWwsR5xrIeN9bDVYj3cBG2p2MBdn2HbjaQGVhFsXomogjFwV5RTTz0VP/zhD/GFL3zB0fVXrVqFyZMn4yc/+QkOPvhgLFy4EGeffTZuueWWosbhReDWdR3RaBSKoqC9vd1xoyR50TAV2rhKXjWwhTaukhcNbKGNq8R62FiPONbDxnrYaqkehQRtKT1wuxmDu0eqV4oCIxCGZpRmKRUiooIlAndAH0BAH4AeaCz3iMihF198EXPmzEm5bO7cuVi0aFHW20QikZQA3dvbCwAQQqQ0A8FgEEII6LpuNRtOGYZhNXqqqqb82622tjbs3r0bO3fuxPDhw6Fkm4sgjRACu3fvhq7rGD58OAAUPIbW1taUMQSDQce37e/vR19fH1paWhAOhwseQzgcRlNTE7q7u6HrOpqbmx3fNhaLYffu3QgEAmhtbS1q4h7WI471sLEeNtYjrlrrEYvFIISAYRjW/4dCIaiqWvAe8mAwiGg06mp5TYZtx5T853kTEVWCtMAd4SkwVWH79u0YM2ZMymVjxoxBb28vBgYG0Ng49IuT5cuXY9myZUMuTw/bAKxv8k3TRDQadfTNvmma0HUdqqpC0zQIIRCJRGAYhR810dLSgmg0it7eXoRCobwNkxAC0WgUqqqipaUFhmEU9fgA0NjYiGg0iv7+fqv5ykfXdcRiMTQ3N0PTNAwODhY1Bk3T0NzcjGg0CiGE43pEo1GEw2GEQiFPzsVnPeJYDxvrYWM94jRFR7PSg+ieXoh+gYBmAo3jADWc9Tblroeu6zAMw/osDAaDUBSl6HO/g8Ggq+eTYZuIqBalBO7+co+GfLJkyRIsXrzY+ndvby8mTpyIjo4OtLa2ZrxN8t6OXHso5B6JxsZGDB8+3DoM/bTTTkNbW5vnfwsREVWovVuAjWmnNE07F2iaUJ7xONDT04M1a9YgGo1ah+R7ed9OMWwTEdUq6xzugXKPhBwYO3YsduzYkXLZjh070NramnGvNhA/vC8cHrpnIRgMZj1UXJ6v1tvbi0AgkPE8vmg0ip6eHoTDYescO0VRYBgG2traMGLEiAL+QiIiqkqhHqAp7dDp9mFAS2V/Fshz390c+u6Em1OxGLaJiGpZYs4JqnzHHHMM/ud//iflsrVr1+KYY47x/LFkwJbneCcH7mInsyEiIqoEoVDI0z3aheAnKBFRzXM2qQt5q6+vDxs2bMCGDRsAxJf22rBhAzZv3gwgfgj4/Pnzretfcskl+Mc//oGrrroKGzduxC9+8Qv813/9Fy6//HJfxpdpllkGbSIiqhWV8BnGPdtEREQ+eOWVV3DiiSda/5bnVp9//vlYvXo1tm3bZgVvAJg8eTIee+wxXH755fjpT3+KCRMm4Je//CXmzp3r2xiT93BHo1FEIhEGbSIiIo8wbBMREfnghBNOgMgxE/zq1asz3ub111/3cVRDDRs2DNFo1JpdlUGbiIjIG/w0JSIiqmNyj7bU38/Z64mIiLzAPdtERER1Kv0c7f7+/oyTphEREZF7DNtERER1KNNkaLlmKSciIqomuU7lKhWGbSKiGqeYsfxXorqSa9ZxBm4iIqoF0WgUDQ0NZR0Dz9kmIqphqhGFZjBsk83J8l6ZlgUjIiKqJkII7N69G6Zplm0MVRW2n332WZxxxhkYP348FEXBmjVryj0kIqKKFQ/aURhasNxDoQrhZh1tBm4iIqpmoVAIuq6jq6vL08DtZiLRqgrb/f39mD59OlauXFmeAYjyfStCROSGHbRDECrDNrkL2lJy4OYs5UREVE1UVcXw4cMRi8U8C9x79uxx9XlYVedsn3rqqTj11FPL8tiKGYPCsE1EVSA5aJtaCAAPI693hQRtSZ6z3d3djebmZr+GSERE5LlgMIhRo0ahs7MTXV1drj8Dk+3Zswe9vb2uPguras92uchzHoXCp4uIKtvQoE31rpigLQ0bNgwtLS2IxfjFDRERVZdQKIRRo0YVtYdbBu3W1laGbSkSiaC3tzflJ875NPAp5zwybBNRBWPQpnReBG2pubkZwSBPSSAioupTTOBODtpuV+io6fS4fPlytLW1WT8TJ04EAGh6BHCw7hrPeSSiasGgTem8DNpSIFBVZ58RERFZCgncxQRtoMbD9pIlS9DT02P9fPjhhwAARZgI6AM5AzcbVyKqFtxeUbpYLOZ50CYiIqp2bgJ3sUEbqPGwHQ6H0dramvIDAHqgIWfgZuNKRJVGMQ1kOgWG2yvKpLu7m0GbiIgoAyeB24ugDVRZ2O7r68OGDRuwYcMGAMB7772HDRs2YPPmze7uSFGhBxozBm42rkRUmcSQU2C4vaJsAoEAgzYREVEWuQK3V0EbqLKw/corr2DmzJmYOXMmAGDx4sWYOXMmli5d6vq+hKoNCdxsXImoUglF4/aKHGtvb2fQJiIiyiFT4PYyaANVts72CSecAOFgYjOnZOAO6AMIxuKLk7NxJaKKpCjQAw0IGBFurygvRVHKPQQiIqKKJwN3Z2cntm3bBgCeBW2gyvZs+0GoGkxVs/5tctZxIqpUisrtFREREZGHQqEQwuGw9W8362jnU/dhWzWiUE3DamDzzVJORFQuihnj9oqIiIjIQ3v27MHg4CAaGhqgKIrrdbhzqeuwnXzOoxFozDppGhFR2QkTmhHj9oocicVi5R4CERFRxUs+R3vkyJGu1+HOp27DdqbJhTJNmkZEVAkUYcLQgtxekSPd3d2IRqPlHgYREVHFyjQZmpt1uJ2oy7CtmLGss/iygSWiSiQUFSLtHG1uryibQCCAzs5OBm4iIqIMcs067mXgrsuwLQ/FzDaLLxtYIqo4SubNNbdXlEl7ezuCwSADNxERURony3t5FbjrMmwnH4qZzZAGFmxgiagyMXBTOkVRMHLkSM8Dt5fLbxIREZWam3W0vQjcdRm20w/FzH49u4HV9IjPoyIiKhwDN6VTVdXTwC2E4F5yIiKqWm6CtlRs4K7LsO1GcgOrmEa5h0NElBUDN6XzKnCbpondu3dzzzYREVWlQoK2lB643XwWMmw7EG9gG8BDyYmo0jFwU7piA7dpmujq6oKu6wiFcp+CRUREVGmKCdpScuDu7u52fDuGbacUFULRyj0KIqK8OOcEpSs0cMugHYvFMHz4cKgq2wYiIqoe/f39RQdtSQZuXdcd34afmm4oSrlHQETkCOecoHRuA3dy0B41ahSCQWfznRAREVUCXdfR19fnSdCWQqEQ2tvbHV+fYZuIqEYlB24iwHngTg/aPHyciIiqTSwWQ0tLi2dBW3Lz5TPDNhFRDbPnnCCKyxe4GbSJiKgWBINBNDc3l3UMDNtERLVO4aaeUmUL3AzaRERUKwKBQLmHwLBNRETkp5UrV2K//fZDQ0MDjj76aPzlL3/Jet3Vq1dDUZSUn4YGf45MSA/ckUiEQZuIiMhDDNtEREQ+efDBB7F48WJce+21eO211zB9+nTMnTsXO3fuzHqb1tZWbNu2zfr54IMPfBufDNyBQMDaw82gTURE5A2GbSIiIp/cfPPNWLBgAS688EIccsghWLVqFZqamnDXXXdlvY2iKBg7dqz1M2bMmBKOmIiIiLzCsE1EROSDaDSKV199FXPmzLEuU1UVc+bMwYsvvpj1dn19fZg0aRImTpyIM888E2+++aZvY5TnaOu6bu3RdrMONxEREWXHsE1EROSDzs5OGIYxZM/0mDFjsH379oy3Oeigg3DXXXfh4Ycfxr333gvTNDF79mxs2bIl4/UjkQh6e3tTfpxKnwwtHA67WoebiIiIcmPYJiKqdVxnu2occ8wxmD9/PmbMmIHjjz8ev/vd79DR0YHbb7894/WXL1+OtrY262fixImOHifbrONO1+EmIiKqdLqul3sIDNtERLVMMQ0E9MFyD6MujRo1CpqmYceOHSmX79ixA2PHjnV0H8FgEDNnzsQ777yT8fdLlixBT0+P9fPhhx/mvc98y3sxcBMRUS2IxWLo7+8v6xgYtomIalQ8aA9AcJ3tsgiFQpg1axbWrVtnXWaaJtatW4djjjnG0X0YhoE33ngD48aNy/j7cDiM1tbWlJ9cnK6jzcBNRETVLhgMoq+vD3v27PH0fmOxmOPrsgNzQ4hyj4CIyJHkoG0EwuUeTt1avHgx7rzzTvzqV7/CW2+9hUsvvRT9/f248MILAQDz58/HkiVLrOtfd911eOKJJ/CPf/wDr732Gr7yla/ggw8+wNe//vWix+I0aEvpgdtNc0FERFRugUAALS0t6O3t9SxwR6NRdHd3Ox+DJ49aD4QJRRjlHgURUV7JQVsPNAKxveUeUt360pe+hF27dmHp0qXYvn07ZsyYgccff9yaNG3z5s1QVft77927d2PBggXYvn07hg8fjlmzZuGFF17AIYccUtQ43AZtSQburq4u7N69Gy0tLUWNg4iIqJSam5sRCASsCUSHDRtW8H1Fo1F0dnYiEHAeoRm2HZDnPAqVTxcRVbYhQVtRyj2kurdw4UIsXLgw4+/Wr1+f8u9bbrkFt9xyi6ePX2jQlmTg3rlzJw8nJyKiqiMDdjGBWwbtYDCIpqYmx7fjYeR5JDeuQtXKPRwioqwYtCldsUFbUlUVw4cPh8LXFBERVaFhw4ahtbW1oEPKk4P2yJEjXX0W1uWuWsV0dt5ZyjmPWggql88hogrFoE3pvArakqIoRd8HERFRuRSyhzs9aCef+uVEXYZtzYhBNaIwtexNQ3rjqjBoE1GFYtCmdEIIT4O2xD3bRERUzdwE7mKDNlCnYdvQgggb8fPOMgXujI0rJyInonISJqAMPZWFQZsy6e7uRigU8jRoExER1QIngduLoA3UadgWahCGFoSWIXCzcSWiSqQIE4oZS5k7gtsrykbXdYwfP55Bm4iIKINcgduroA3UadgG7ICdHLjZuBJRpRKKCs2IAYrK7RXl1d7ezqBNRESUQ6bA7WXQBuo4bAOpgVsRBlTTYONKRJVJUa0jcri9onyCwWC5h0BERFTxkgN3NBpFJBLxLGgDdR62gcQe7UTjCoCNKxFVLKEGYUJwe0VERETkEblHe3BwEAA8C9oA19mGYtpBGwBUh8uCERGVnDC5vSIiIiLykNyjLfX393t233W9Zzv9nEfVjGWcNI2IqOyEQMCIQKgat1eUlxBcQoOIiCif9HO0+/v7Xa3DnU/dhu1MkwtlmjSNiKgSKMLg9ooc6+7uRmtrq2eHwREREdWaTJOhuVmH24n6DNvCzDqLLxtYIqpMCoxAiNsrckTXdXR1dXl63hkREVGtyDXruJeBuy4/gQP6YM5ZfE0tBEMLQTOiUBNNLBFROcXX1+b2ipxpb29HLBZDV1cXTNMs93CIiIgqhpPlvYYNG4bW1lb09vZiz549BT9WXe7ZbtJ1jN6rQ0FfzusNqiYG1L1oNAcQMBXoqsBpb2xCs1GX31EQ1bVgqAtjJ3WnXPblDzYiFt3l+2P3ayb+0hbfDgUyBG4gdXvVYKZuo/ZEBnwfI1WWYDCI1tZWdHZ2cg83ERFRgpt1tL3Yw12Xn7yNhgolS8OarMFU0WgqGFAFIir3DBBR5UreXg1ye0UAQqEQRo0a5ekebl3XPRgZERFR6bkJ2lKxe7jrMmw7CdqSbGAjqoDB5WyJqIIxcFM6LwN3f38/YjEuN0dERNWnkKAtFRO46/IwcrcaTBUGBAyVS6kQVTaBcNMODGt/G4CJzm3HAUIr96AcUxQdo8Y/A2GGsKf7QEQGRiPTedq5xA8hNzGgCgDmkEPKqf7IwF3MIeV79uxBX18fmpubfRolERGRP4oJ2lLyIeVKhjm/smHYdihsqogoDNtElccO2K0j3kS4oROqFoWhh9G965PQY63lHqBjwVAPRo57AaoWxah9nkFkoAO9Hx8Cs/cAAM1wGrzTAzdRMYF7z5496O3tRUtLCzSter68IiIiisVi6OnpKSpoSzJwb9++3fFtGLZd0Ji1iSrE0ICtqDqEUGDqDTCNABTVKPcgC6ZHm6FAoKFpGxqbP8Iocz2G6yPwQe80bOvbH93RUcgXvJMDt8lDyuvOnr9vAcJdQy4PKwJ9Wj8iu7rR4mD+kvjEewKNpgLz40FEVYGN197NiUKJiOpIfJLYjSmXbf+v/0AsOrJMI8qvXzOxt20vBlUTAaEgaKjYs73wWcWTabFBx9dl2CaiKpEnYMeaIAOoqkbKO1QPmGYYZjQMQABaFKPCO9HRsQPGqOfRExmF9/dMw9a+qTmDtwzcH/MUGEoICAUthoo+zUSfZuYM3MlBu8FUoYOvIyIiqh66IqAKOPpy2Y2Qi1P0GLaJqII5D9i1S4FphtGvB6FAIKDEMLxhB0Y2bMf0UX9Cd2QUPsgRvBtMFWGz1p8jcsNJ4E4P2kRERNVGAdDkcdB2q+rC9sqVK3HjjTdi+/btmD59Om699VYcddRR5R4WEXnGu4CtqjEoatSTUSlqDPb5zwKAAsXD+7cfI+c1oIsQdD0EJIL3iIYdGJUneLv5BpbqQ67AzaBNRES1QBNKWYM2UGVh+8EHH8TixYuxatUqHH300VixYgXmzp2LTZs2YfTo0eUeHhEVzNs92AIqNHUQUw673bshKgYCgb0ARHxsZgDNbe97Ptu5quow9bCTATkO3nsinEGahsoUuCOqYNAmIqKaUAnH9bn+JD3//PPx7LPP+jGWvG6++WYsWLAAF154IQ455BCsWrUKTU1NuOuuu8oyHiIqhkC4aTtGjX8WUw5bhSmH3InRE9Yh3LgDphFELNIKPdoK0wzB7eZSmEEYeiOEgGc/FsWEophA4vxVLx9DCECPNUIIt9+DxoP3Xn0Y+vRh0M0ARjTswKyO9Thtv1/hi/v/p8v7qy0nnXQSli1bNuTy3bt346STTirDiCqHDNyGAnQHuEebiIjIS673bPf09GDOnDmYNGkSLrzwQpx//vnYZ599/Bhbimg0ildffRVLliyxLlNVFXPmzMGLL77o++MTkTdCDTvROmKj7+dgx0O6dxShQ2gR2CFbgWmEIcxKO0Bo6B7vjsad5R5UWa1fvx5vvPEGXn/9ddx3333WWtHRaBTPPPNMmUfnD0UxoCjOZuQPAggKgVgiXzcIASXDUpcKBKAAqjoArSL2FxARUSmo2gAURR9ymabtLdOI8lNVkdhBAs8PJXf6+QoUELbXrFmDXbt24Z577sGvfvUrXHvttZgzZw4uuuginHnmmQgGg27v0pHOzk4YhoExY8akXD5mzBhs3Lgx420ikQgiEXtW4t7eXl/GRkTOjZ7wFFpHvAVVi0CPNkOPtKIyDvSpRfHgHY0FAPSVezBl9eSTT+Ib3/gGPvWpT+H3v/899ttvv3IPyVfBYD+CoXxzAMTtRQA6ggjDQAwq9oYEWhEZcuibAgUmNAwb8SFa4ey+iYioUsgvUd33XGqgD6GG3SmXDRvxFky9pYix+Nv7KQhCw0QEYSDg8WoaQdP5fD0FHSfW0dGBxYsX469//Steeukl7L///vjqV7+K8ePH4/LLL8ff//73Qu7Wc8uXL0dbW5v1M3HixHIPiajudX70GXR+dCwG+8dBUQSC4V4EgnsSk4NxaSFvCWhKDE2B/nIPpOzGjRuHZ555BocffjiOPPJIrF+/vtxDqgh7EUA/gmhGDG2Iog0R6FDQizC4OjsRUbUTCIa6Max9Ezr2eQbtHa+Xe0BQlBhGjXseI8c9j+bWf0Cr8R6lqOMft23bhrVr12Lt2rXQNA2nnXYa3njjDRxyyCH48Y9/jMsvv9yrcWLUqFHQNA07duxIuXzHjh0YO3ZsxtssWbIEixcvtv7d29vLwE1UZoN7x2Nw73js3PJZNLZ8mJgU7f8QDPVACe6FMFUYRkPi8OzCv/VU1BgUD+OCohqAYliH1yqKgKpGIeD8UCInhFAhRDFHCAloio6QFoEGE4bQ0BNtA7DHqyFWHUWJv47C4TDuv/9+/PCHP8Qpp5yC7373u2UeWXklB+0mxA8PDEKgDRH0IIxehDPu4SYiokomEAz1oKFpBxqatyEQ7I8f9qyYUFQ9/819pmoxBMO9UJQYwg1dGDZ8I2LRNgz2j8Pg3jEwdO8mdRUVcOSk67Adi8XwyCOP4O6778YTTzyBT3ziE1i0aBG+/OUvo7W1FQDw0EMP4Wtf+5qnYTsUCmHWrFlYt24dzjrrLACAaZpYt24dFi5cmPE24XAY4bCTWX2JqPRUDPRNwkDfJM+Dt6LGEAjuhWl4d962opjxc1aFAiFU6zKo3m7INW0QerTZ5SRpQwN2X7QdH+yZhg/7puL/+loB3ODpOKuJEKlHTFxzzTU4+OCDcf7555dpROWXKWhLDNxERNUmc8AWQoUwAzBFCKqHS5V6wTTCEEKDougIN3zsS/COQYUGxfPDyN1wHbbHjRsH0zRx7rnn4i9/+QtmzJgx5Donnngi2tvbPRheqsWLF+P888/HEUccgaOOOgorVqxAf38/LrzwQs8fi4hKydvgrcCEaQTx/ltfgx4r9HyiVIHgboye8BQAQCgCilCwc8tJ0GPDPbl/AAiGuzFp2mpAMR0cUZ89YG/p2x+dg2MhoKBPM2EqA56NsRq999576OjoSLnsi1/8IqZNm4ZXXnmlTKPyVyzWjJjamPF3A6rAoAo0mEDQDGY9+7oZAn0a0I0QWgzAAGCowJ7egyHM8u8tICKqbyYamnague1dDBu+EaHw7vhReEKFHmse2i8FACPWhJ7O6a4fKRD6GE3NH6Vctufjg6FHRxRwXz0YNe4FmKYGISezjQFA/IjBYGgPgqFeNLf9A5G9Y7Bn90Ho65mKWMTdY/WpAqLNQC9CgAEEPNzLHY0576tch+1bbrkF8+bNQ0NDQ9brtLe347333nN713l96Utfwq5du7B06VJs374dM2bMwOOPPz5k0jS/8GxSolLwLnjrsWbosWGejEpRovbh3SK+PTB07+4fgINvnfMHbDkVh4BAn2bCUIAmo773S06aNCnj5YceeigOPfTQEo+mNITQIDKsAT+omhhQgEYjvrxXrs81DUCzEX8d7VGBBkMBBGCajTDq/DVFRFQeJhqat2FY+9/ROvxNhBo+jq/qYqowjDBELIhsfZEQCgAVhtHk+lFVY2DIEXem0VjgfUXjh3cL1TpSUDKMRhhGIwABVYuisfkjNLZsxajxz2Fw7zj0fnwI+roPRDQyMu/jmDChmXthKCb2aPFlLgOi+MAtILDXxUeg67D91a9+1e1NPLVw4cKsh437SUDAyLAUChH5yb9DzauHgKrG0BQYhAoDpghkDdj2Leyg3WKoGPDgw4Wq36Dqfh1tuQ53n2Zir2YiJBiyiYhKK1/A9m7Z1MoRX17VNMKQwbup5UM0DdsMc8I6x8FbQXyHw6AW74uKDdyyvzJdTNdTaQvEViQBgb2aCbXmXshE1cR58K4FihqFpkWgqCZMoWF3rB0f9B6Ej/oOyBiwpfSg7cW3uFSclStX4sYbb8T27dsxffp03HrrrTjqqKOyXv83v/kN/t//+394//33ccABB+CGG27AaaedVtQYCgnakgzcezQDBo/xIiIqAZ8CtmKisXmL65sFgj3QAnut+4BQ0dC0HYGg+9PUtKDb2ceLC94KFLQY8dPqignchR4xyLCdh/UNhgKEeI4aUYXIHbxVLQpDr97QHQz1wzSCiEaGo/fjQ7FrzwF4OtCOgKnlPOeIQbvyPPjgg1i8eDFWrVqFo48+GitWrMDcuXOxadMmjB49esj1X3jhBZx77rlYvnw5Pve5z+H+++/HWWedhddeew2HHXZYQWMoJmhLAaGgyVARVRm2iYj84e8ebCE0BEO92O+Qu1zfVoEBNTCI+NF2BkxTQ1PLFggMPV3J0f0pOnS9kElsnQfvfn140q3so7QKCdzFHDFYl2HbdHg4ePo3GOxbiSpR5uANxYShuz+XqJxi0Vbs3jkLphFGX/dBGOgfD0BFv2YCbXtz3pZBuzLdfPPNWLBggTWR56pVq/DYY4/hrrvuwtVXXz3k+j/96U9xyimn4MorrwQA/OAHP8DatWvx85//HKtWrXL9+F4EbUkTCgLM2kREHirdIeKm0QBhBlHILFSKasSXVFV1AALC1BKn8BUWtuPnbBd226RR5QzefQNjsXdwf2zdsz8GYiMKDtzF9ld1Gbb3aiaaFZHzyUp/YiEAnedsE1U4O3hXIyGC2LHZ/eHCDNqVKRqN4tVXX8WSJUusy1RVxZw5c/Diiy9mvM2LL76IxYsXp1w2d+5crFmzxvXjexm0Jb6yiIiKVb5zsDNNnOnshgCgwt7zqCQm4qyUKDk0eA9r+RDHDNsMfeRz+DgyBpv3HIQtfVOB2HDHgduL/qpSnqGSUgVyPsGZnlid56kRURll2wIxaFeuzs5OGIYxZMWMMWPGYOPGjRlvs3379ozX3759e8brRyIRRCIR69+9vb0AgKhqQvc4aBMRUfEmTfs1mlo+hKJGIcxADU9yVi7x4K2bYfRrBkJqFKMbt2Js02bMHPUsNnXPwCu7TsobuL3qr+oybDcaKpQsgZuNKxFVIl0RUBVwe0Upli9fjmXLlg25vDeoIdDQhF6tkHPiMlNMA6owcP++B8EIZF7Dm4iIcjtNm4mZ2h60oBcKTMSgYhBhGBUcywKIoU3pRxAGggAGAxp6tEboCJZ7aFkpwkDY6AMUA6YKxEQIvWjFu4EJ2NzWCgiBgD6AvcKEHmiEUJP2+id+pyR+16OmHhEQdbH2V+VW1Uc7WloQamwa+gTneGLZZBDVt5HYhjMCf0657Pdt09CFcb4/tqYPYPjON6GYOvRgU97tVTo3HwrknVGjRkHTNOzYsSPl8h07dmDs2LEZbzN27FhX11+yZEnKYee9vb2YOHEiDC0I1cOgTURE3vgf46tYa8zD/urfcLD6Kg5WX0ELehLBO4xBNFV08K5sAgHE0Ih+BJQYTFWg12jDW/2H4d3IQdgS3RdCruaiKNADjQjoAwjoA1nzoMjRXzlRv5Uc8gQ3QDOinj2xRERein8AmNxeVZFQKIRZs2Zh3bp1OOusswAApmli3bp1WLhwYcbbHHPMMVi3bh0WLVpkXbZ27Vocc8wxGa8fDocRDoeHXC7Uyt3bQERU72JowFvmEXjLPAJBnF+i4C3QgL1QCjg1VoMBDTpUmACAAHQ0YC+MAmcjN6EhAq92XtoBW1N0GCKAbozEm7EjsLVrOD6MTYKZ7TOxBHmwfsM2kPYEDwIAG1ciqlhGIAzNiHJ7VUUWL16M888/H0cccQSOOuoorFixAv39/dbs5PPnz8c+++yD5cuXAwC+853v4Pjjj8dPfvITnH766fjP//xPvPLKK7jjjjvK+WcQEZFPShW8m9AHFWZBh36LRMiOh2sBASXxU9iRcw3YCxMqYhj6ZbHTEWUK2G/on8JGcxY+EAdC1aNoj26EUPKM0ec8WN9hm4iIyEdf+tKXsGvXLixduhTbt2/HjBkz8Pjjj1uToG3evBmqajcCs2fPxv33349rrrkG//Zv/4YDDjgAa9asKXiNbSIiqh5+Bm8FAnvQhh9Hb3U9rpHYjs8FfpX4lwCg4FH9fHQh8ylOuQxHJy4PXVHAHvb8AbvQdb/9VN9hO+WY/IbEHqMB7i0iooqk6REoENxeVZmFCxdmPWx8/fr1Qy6bN28e5s2b5/OoiIiokvkVvAsJpPE92PayX/KyQu7LdLU3vAQB2+c8WL9hO8PJ77qiDT1JnoioAiimEd9eJSZI4/aKclHMWLmHQEREHinPOd7lUsI92CXIg9VejQJlmWUu26x0RERlF9+jze0VOaEZMahGFCZnJCciqim1GbzLcIh4tlnHPe6vqqUCntL0CJRAOPOTxwaWiCqQUDQgfZIPbq8oC0MLImxEAYCBm4ioRrkJ3pUogGh5zsHOt7yXh/1VXYbtvNO5Z3iCiYjKSlGyXs7ATemEGoShBaExcBMR1YV8wTuoRNAnWss9TMswpRtRES79JGdO19H2qL+qy7CtBxqg5nuy0p9grdCp6YmIfMbATRnIgO1p4Bbu12clIqLSyha8d4rx5R4a+tCGvxifRQzB0s8i7jRoSx70V3UZtoccipn1eqnrrnHPABFVLAZuysDTwC1MKMLwYlhERFQiycG7EugI4ffGhaV/YLdBWyryiOfCViKvJ4knWCgqmwwiqmxJ26uAPgDF5DaL4gHb0ELQjCjUROh2SzENBPRB2Eu/EBERVYlCg7aU1l9BmI5vyrDthKLACITBJoOIKh4DN2VQTOCOB+0BCEXl0RJERFRligzaUkp/Nej4ZgzbjilsMoioOhTxDSzVrkICd3LQjn/pTEREVD00PVJ80JaS+iunGLaJiGpRgd/AUm1zE7iTg3b8HDUe3UVERNVDMQ3vgrZ1p4qrL5/rc4I0IqJ6YAXugXKPhCqIk0nThgRtRQE4ETkREVUVAT3Q4MPRyc6/fGbYJiKqZS6/gaX6kCtwZwzaREREVUYomvNVqHzCsE1EVPMYlmioTIGbQZuIiGpGBXyGMWwTERHVqeTArQgDqmkwaBMREXmEYZuIiKiOmVrICtoAGLSJiIg8wtnIiYiI6phi2kEbAFQzVsbREBER1Q7u2SYiIqpT6edoq2Ys5yzlRERE5BzDNhERUR3KNBmak2XBiIiIyBmGbSKiGqfwsGBKk2vWcQZuIiKqBYppAFp5z5rmOdtERDVMNaLQDIZtsjlZ3svUQjC0EDQjCjURuomIiKqLgKZHACHKNgKGbSKiGhUP2lEYWrDcQ6EK4WYdbQZuIiKqZkLRoAgTAX3A08Dt5ohBhm03hFnuERAROWIH7RCEyrBN7oK2lBy4eToCERFVFUWBHmjwNHC7PWKQYdshxYxBYdgmoiqQHLR5vi0BhQVtyQ7cMX7pTERE1SXxuedF4C7kiEGGbQfkNxhC4dNFRJWNQZvSFRO0pXjgDvJLZyIiqjpC1YoO3IUeMVin6dH5E5zyDQbDNhFVMAZtSudF0JaEGuSXzkREVJWKCdzF9Fd1+anpdFY6nvNIRNWCQZvSeRm07Tuty7aBiIhqQCGBu9j+qi4/NZ08wWxciahacHtFQyQ+5zwN2kRERFXOTeD2or+qy7Cdb1Y6Nq5EVGkU00CmU2C4vaJMAvoggzYREVEGTgK3V/1VXYbtXLPSsXElosokhpwCw+0VZcOgTURElF2uwO1lf1WfYRuZn2A2rkRUqYSicXtFjhmBMIM2ERFRDqXIg3UbtoHUJzgY62fjSkSVS1GsU2C4vaL8GLSJiIjy8TsP1nXYBuJPsKlq1r9NzjpORJVKUbm9IiIiIvKQn3mw7sO2akShmob1BBe60DkRkd8UM8btVRX5+OOPcd5556G1tRXt7e246KKL0NfXl/M2J5xwAhRFSfm55JJLSjRiIiKi+uNnHgx4ci9VKv2YfDOxJmlAH+DEMkRUWYQJzYjBCIS5vaoS5513HrZt24a1a9ciFovhwgsvxMUXX4z7778/5+0WLFiA6667zvp3U1OT+wcXpvvbEBER1Rm/82Ddhu1MJ7/LY/bZwBJRpVGECUMLcntVJd566y08/vjjePnll3HEEUcAAG699VacdtppuOmmmzB+/Pist21qasLYsWOLevyAPgjFbIJIOiyOiIiIbKXIg3V5GLlixrKe/O5moXMiolIRigqRdg4Rt1eV68UXX0R7e7sVtAFgzpw5UFUVL730Us7b3nfffRg1ahQOO+wwLFmyBHv37nX9+EJREdAHEuuzExERUbJcs4572V9VzZ7t66+/Ho899hg2bNiAUCiE7u7ugu9LM2IwtKass8xl/EaDiKiclMzfjXIPd2Xavn07Ro8enXJZIBDAiBEjsH379qy3+/KXv4xJkyZh/Pjx+N///V9897vfxaZNm/C73/0u4/UjkQgikYj1797eXgDxpb9k4NYDjdzDTURElOBkeS+v+quq2bMdjUYxb948XHrppUXfV/KhmNkM+UYD3GNERJWJe7hL5+qrrx4ygVn6z8aNGwu+/4svvhhz587F4YcfjvPOOw+//vWv8dBDD+Hdd9/NeP3ly5ejra3N+pk4cWLiN0o8ZHMPNxERkcXNOtpe9FdVs2d72bJlAIDVq1cXfV/ph2Jmv579jYamRyA0LrNDRJWJe7hL44orrsAFF1yQ8zpTpkzB2LFjsXPnzpTLdV3Hxx9/7Op87KOPPhoA8M4772Dq1KlDfr9kyRIsXrzY+ndvb68duBVlyGuiuD3cgqGdiIiqlpugLRV7xHPVhO1CZDu8zg3rCY7tBdhkEFEFY+D2X0dHBzo6OvJe75hjjkF3dzdeffVVzJo1CwDw1FNPwTRNK0A7sWHDBgDAuHHjMv4+HA4jHA5nvwOvArcQ0PQIX09ERFSVCgnaUnp/FXVxxHPVHEZeiOyH17kTf4IbwEPJiajS8ZDyynDwwQfjlFNOwYIFC/CXv/wFzz//PBYuXIhzzjnHmol869atmDZtGv7yl78AAN5991384Ac/wKuvvor3338fjzzyCObPn4/PfOYz+MQnPlH4YJQiDykXIn47YUIoPPebiIiqSzFBW0rurzQ9kv8G8rELejSP+H3u25IlS9DT02P9fPjhh4UPVlHZZBBRVeCcE5Xhvvvuw7Rp0/DZz34Wp512Go499ljccccd1u9jsRg2bdpkzTYeCoXw5JNP4uSTT8a0adNwxRVX4Itf/CJ+//vfFz+YQgN3UtDWAw3cs01ERFUl1ypUbiX3V06V9TByp+e+FSrv4XVusckgoiqRPucEld6IESNw//33Z/39fvvtB5F05MHEiRPxzDPP+Dcgt4eUpwTtxDlqgqdTERFRlRBmfBWqQLjooG3dpXXEszNlDdtOz30jIiL37G9gB8o9FKoUTgN3WtAWqsbJ0YiIqKoownS0CpX7O3Z+cHjVTJC2efNmfPzxx9i8eTMMw7Amjdl///3R0tJS3sEREVUot9/AUh3IF7gzBG0iIqJqIxTV8SpUfqmasL106VL86le/sv49c+ZMAMDTTz+NE044oUyjIiKqAi6+gaU6kS1wM2gTEVGtqID+p/wjcGj16tUQQgz5YdAmIiIqwJBJ03QGbSIiIg9VTdgmIiIij6UE7kEGbSIiIg8xbBMRERERERF5jGGbiIioXqWto+16HW4iIiLKimGbiIioHg2ZDC2Qdg43AzcREVExGLaJiGqdMMs9Aqo02WYdHzJpGgM3ERFVqQrofxi2iYhqmGIaCOiD5R4GVZJ8y3sxcBMRUQ1QhAnFjJV1DAzbREQ1Kh60ByAqYJ1JqhBO19Fm4CYioionFBWaEYNqRD2+Y+d7zNmBuSFEuUdARORIctA2AuFyD4cqgdOgLaUF7ko4HI+IiMgxRYWhBaEZUc8Ct9sjBhm2nRImFMFv9omo8iUHbT3QCEAp95Co3NwGbSltHW5+6UxERNVEqEEYWsiTwF3IEYMM2w7Y32CwYSWiyjYkaCvcbtW9QoO2lBS4+aUzERFVG1MLFR24Cz1ikGE7j+Qn1nWDQkRUQgzaNESxQVtSlERzwdcUERFVn2ICdzFHDAZcjrMmOJ2VLuUbDC0EleerEVGFYtCmIbwK2haFXzoTEVHVMrUQAEBLhG3571yK7a/qcs+2k1npeM4jEVULBm0ayuugTUREVP3c7OH2or+qy7Cdb1Y6Nq5EVHGyHFnD7RVloukRBm0iIqIMnARur/qrujyMPD4rXTDjIQRsXImoEinChGLGUoITt1eUDYM2ERFRdrkOKfeyv6rLsA1kfoLZuBJRpRKKCs2IAYrK7RXlpQcaoDJoExERZVWKPFi3YRtIfYIVYUA1DTauRFSZFNU6IofbK8rLxRqgRERE9crvPFjXYRtIfIOReGIBsHEloool1CBMCG6viIiIiDziZx6s+6++FdN+YgFAdbgsGBFRyQmT2ysiIiIiD/mZB+t6z3b6MfmqGXO17hoRUckIgYARgVA1bq/IAVHuARAREVU8v/Ng3YbtTCe/F7LQORFRKSjC4PaKHNP0CCCaeZoBERFRFqXIg/UZtoWZdZY5NrBEVJkUGIEQt1fkiJL4nON5/UREREPlmnXcy/6qLsN2QB+ECDVnbULYwBJRui6Mw2p9SdkeP75eMrdX5IweaECYgZuIiGgIJ8t7edVf1WXYdjKde/oTLBSuV0pElYmBm4ZQVOiBBgT0AQZuIiKiBDfraHvRX9XlbORGIOyo6TC1EAwtFF93jbP+ElEFS95eqYkPBapvcjI9eUg5hAeTpgmz+PsgIiIqAzdBWyq2v6rLPduZDsXMxvpGQ4/A1IJ+DYiIqGjcw03pZOD2Yg+3YsagMGwTEVEVKiRoS+n9lRt1uWfbrfg3GkE2GURU8biHm9J5sYdbNaLQjBiEwraBiIiqSzFBWyr0iGd+ajok1CCbDCKqCgzclK6YwB0P2lEYWhDg5yAREVWTHKtQuWX3Vwzb/mCTQURVgnNOlN/111+P2bNno6mpCe3t7Y5uI4TA0qVLMW7cODQ2NmLOnDn4+9//7sl4CgncdtAOQag8lYqIiKqIEPFVqDwI2pI84tkppkciohpVyDew5J1oNIp58+bh0ksvdXybH//4x/jZz36GVatW4aWXXkJzczPmzp2LwcFBT8bkJnAnB22e/09ERNVGEYanQVty8+VznU6QRkRUH9x+A0veWbZsGQBg9erVjq4vhMCKFStwzTXX4MwzzwQA/PrXv8aYMWOwZs0anHPOOZ6My8mkaQzaRERU/RQYgVBZl77knm0iohrHw3+rw3vvvYft27djzpw51mVtbW04+uij8eKLL3r6WLn2cDNoExFRLRCqBjerUPmBe7aJiIgqwPbt2wEAY8aMSbl8zJgx1u/SRSIRRCIR69+9vb3x/xEmFNPI+5i6FkZAH0QgthdGIAzF1KEZMRhaEELRUu9DmIAwoeqR7HdIREQ1KIa9oiH1IiMGDQPlGY4Dqh6Jf25BgeL1glIuVqhi2CYiInLo6quvxg033JDzOm+99RamTZtWkvEsX77cOlw9WTC2F8GAwxnHhYAqdGjR+Mz1AgoChgDSZ7JP7P1u3f2uLxOGxoO9HLOS2CNRYsJMWeZTKFrpDz8UAoqwv+QQilqWCVpZD/mgrIeF9bDUYz3W4YS0S7rQLjortx7ChKZHoAGePy9mzPmXDAzbREREDl1xxRW44IILcl5nypQpBd332LFjAQA7duzAuHHjrMt37NiBGTNmZLzNkiVLsHjxYuvfvb29mDhxIgTiodkRRYk3bYl/xm+X+bYKBExVgy9noalAILHXXA+EAaUMzauiIpBookxVhamWoU1SANXQoZrxJtoIhlCWwyBZj8QYWA8L62FjPRJjqOB6KAo05P5MK5TzxTMZtomIiBzr6OhAR0eHL/c9efJkjB07FuvWrbPCdW9vL1566aWsM5qHw2GEw+EMv1Ecf5OvmDoUxBsSBQIqTJhQsu+dULT43gsPKaaBgBG19g4FjCj0QGNp9xYJET9/XVFgqhpU04AQRsnPW1eNKFQhYGoBqKYBLfFclHIPIuthYz0SWA8L62Gr5HrA2tPv/PPQxaM6viYnSCMiIvLB5s2bsWHDBmzevBmGYWDDhg3YsGED+vr6rOtMmzYNDz30EABAURQsWrQIP/zhD/HII4/gjTfewPz58zF+/HicddZZvowxHrQFBBQINQAzfsAdVGG4OietuDEYCOgD1vIseqARQlER0AccnXfuiUTjqggTeqARRqDRWqdeTT+c3kfJk9MZiefCzbroXmA9bKxHAuthYT1srIcz3LNNRFTzSvOhR6mWLl2KX/3qV9a/Z86cCQB4+umnccIJJwAANm3ahJ6eHus6V111Ffr7+3HxxReju7sbxx57LB5//HE0NKRNTOOB9KANAFBVmCagwoAqDJiAr+ffpTdKcu9D+tJkvu4xSmtc5WPJPURaonn1e49RplngnSzT5iXWw8Z6JLAeFtbDVg310IzEBGnlOMQ/CcM2EVEtEwIaZ48ui9WrV+ddY1ukffuvKAquu+46XHfddT6OLEvQlkoUuLM1SvFfKqVpYLM0rlKpGthcy62VqoFlPWysRwLrYWE9bNVTj71QISDKHLh5GDkRUa1K+mAmknIGbUlVfT2kPGejZF1J8feQwDyNq2RqIV8P0XSyrnmuddG9wHrYWI8E1sPCetiqqR6GFj8iTIUJmF73Qc7vj2GbiKgWpXwwe38IMlUnR0Fb8ilwO2qUrCv71MA6bFwlvxpYJ42rNWSfGljWw8Z6JLAeFtbDVo31EImoq8LwLnALE6qL0/MYth0TFXOiPRFRTmkfzOVY85Iqj6ugLSUHbphFN0yuGiXrRh43sC4bV8nrBtZN4yp53cCyHjbWI4H1sLAetmquh+ll4BZm/MtnF9iBOWGd88hJhoiowhX4wUy1raCgLSUFbqWIwF1Qo2Td2KMGtsj3h1cNbCGNq+RVA8t62FiPBNbDwnrYqr8eKkxFfmlcROBOCtoml/7yUNILXZR5NjsiopwYtCmDooK2pKrW3gHNGHTdMBXVKFl3UmQD69H7o9gGtpjGVSq2gWU9bKxHAuthYT1stVOPIgN3StDW4CZC12fYdnreWfo5jyVcoJ2IyBUGbcrAk6Bt3ZkKAQVK4rXmtGHypFGy7qzABtbj90ehDawXjatUaAPLethYDzl41kNiPWy1V48CA3d60Fbdxee6DNsBfTD/C57nPBJRtWDQpgw8DdrWnaowtLDjhsnTRsm6U5cNrE/vD7cNrJeNq+S2gWU9bKyHHDTrIbEettqth8vAXWTQjj9OFXj//fdx0UUXYfLkyWhsbMTUqVNx7bXXIhot7PyDvC94Nq5EVGmyfShxe0UZKDC8D9oJThsmXxol684dNrA+vz+cNrB+NK4S62FjPeSdsx4S62FjPeSdOwzcHgTt+GNUgY0bN8I0Tdx+++148803ccstt2DVqlX4t3/7t4LuzwiEs7/g2bgSUQVSMi29xO0VZaEAvgRtKV/D5GujZD1Inga2RO+PfA2sn42rxHrYWA/5IKyHxHrYWA/5IHkCt0dBGwD8+RT22CmnnIJTTjnF+veUKVOwadMm3HbbbbjpppsKuMf4Cz6gDyCgD9gvajauRFSxFAT0QeiKyu0V5SUA34K29RiJhin5sxSKUppGSVIq4/NcNqVaonmV/y5F4yqxHjbWI4H1sLAeNtYjQVFhAlCFARVGPG+rqqdBG6iSPduZ9PT0YMSIEYXfwZBvmHQ2rkRUsYSqcXtFjgmU5jWRvodCvjZL0ihJFfJ5nr7HqJSNq8R62FiPBNbDwnrYWI+EIXu4DU+DNlAle7bTvfPOO7j11lvz7tWORCKIRCLWv3t7e+P/I0zr8A1DC0HTIwjEBgAAeqABADIc3mHGv+nQIyAiKiVVjwDChKEFoRmx/NurdE5XYCAqQOoeisHSNkpSyh6jQQAoyxdR6XuMStm4SqyHjfVIYD0srIeN9UhI2cMd75e8CtpAmcP21VdfjRtuuCHndd566y1MmzbN+vfWrVtxyimnYN68eViwYEHO2y5fvhzLli0bcnkwthfBQOL8ACGgwEz5XcYCJ84naN39rj8zkwsTSqIhFopantnPhYifFyr/6fMhiNkopm6PQdHKs+Qa62FhPeQYylgPYULTI9AAZ9urNGYinBMRERFR6ZQ1bF9xxRW44IILcl5nypQp1v9/9NFHOPHEEzF79mzccccdee9/yZIlWLx4sfXv3t5eTJw4MX4uG5T4nmrrGwwF8RVETZgiczOvQMBU3S1k7oRixqAZMRhaEACs/xdq0NPHyUmYCBgRCEWFoQUR0COAEDACYcSn2inJIKDpkcShNGFoRgyqGY3vvSthuGI9rEGwHlK566Eo0OLTXQFwtr1KGb7/I6Q6lnyOnaGFENAHU87BK4mUcx4boBnR1HMiSyT5UExg6DmRpcB62FiPBNbDwnrYWI+ElHO0VagwU8/hLlJZw3ZHRwc6OjocXXfr1q048cQTMWvWLNx9991QHfzx4XAY4XA4w2/i87SmHypgJp5sFSZMoWR+gpX4eZNeUY0oNFOHEQjbL25Fjb/4FbUkL3jFNOJBInEoBxQFuqIhoA9AM6KlecHLDQ8E9GBTfCxqMH5YiREp2QaI9UhgPSyVUA/FRFLQdrG9su/B1/FR5VGQ59QCrx4nw2Q2mSa98VWGyYXke7SUDWy2cx5L2cCyHjbWI4H1sLAeNtYjIcNkaKZQhk6aVoSqmCBt69atOOGEE7Dvvvvipptuwq5du7B9+3Zs3769wHvMMsuc24XOi5Tthe524fliZJv1z+3C80XJNguj03UJPcJ6JLAelkqph2bEz+kyoZZte0XVRUHqKSC+PEaFvD+4vYpjPWysRwLrYWE9bKxHQrZZxz3ur6oibK9duxbvvPMO1q1bhwkTJmDcuHHWTyHUtD1EKUrUwOab9a8UL/h80+uX5AWfb7mDEm2AWA/5IKyHVFn1EPFTX9KPqmHgpiwE4kdD+BW4K+v9we0V62FjPeSDsB4S62FjPeSD5Fney8P+qirC9gUXXAAhRMafQuWcZc7nBtbp9Pp+vuCdrmPn6wve6bqCPm+AWA9556yHVGn1MLRw9vOyGbgpA5E4y9+PwF1p7w9ur1gPifWQd856SKyHjfWQd+5wHW2P+quqCNteM5Hv/EYMfYI9WjrH7Tp2frzg3S4Y78sL3umGxxq0Pxsg1kPeKeshVWc9GLhpKKEGvA/cwoSWmCywet4f3F5JrIeN9ZCDZj0k1sNWu/VwGLStQRffX9Vl2Hb8Z6c8wWbRgbvQBeO9fMG7faFLnr7g3W54rMF7uwFiPeSdsR5SddeDgZuG8jRwCxMKBETivV9d7w9uryTWw8Z6yMGzHhLrYau9ergM2lKR/VWdhm0Xkp7geLNS2Au+0Be65MULvtAXuuTJC77QDY/k0QaI9ZB3wnpItVEPBm4aypPAbdpLZRpaQ5W+P7i9klgPG+uRwHpYWA9b7dSjwKAtpfdXcN5fMWw7ocRXXAMAzYi4fsEX+0KXinnBF/tCl4p6wRe74ZGK3ACxHvLGrIdUW/Vg4KahigrcpploLgABtcrfH9xeSayHjfVIYD0srIet+utRZNCWUvor54/PsO2UokJAhVAUVy94r17oUiEveK9e6FJBL3ivNjxSgRsg1kPeiPWQarMehX8DS7WroMCdFLTNIoK2PYZKeH9weyWxHjbWI4H1sLAetmquhzwqq6igLSX1V04xbLuhKDC0BscveK9f6JKbF7zXL3TJ1Qve6w2P5HIDxHrIK7Me1pBruh6FfQNLtc1V4E4O2oqGrDPiux5DJbw/uL2SWA8b65HAelhYD1s11kPxMmhLihqfbNshhm23HL7g/XqhS05e8H690CVHL3i/NjwS62FhPWysR0IB38BS7XMUuH0K2vYYKuH9we2VxHrYWI8E1sPCetiqqR6aMRgfM1TvgrbF+f0xbBcizwve7xe6lOsF7/cLXcr5gvd7wyOxHhbWw8Z6JLj8BpbqQ87A7XPQtsdQCe8Pbq8k1sPGeiSwHhbWw1Y99RAQUHz7DHOKYbtQWV7wpXqhS5le8KV6oUsZX/Cl2vBIrIeF9bCxHhI39TRUxsBdoqBtj6EC3h/cXllYDxvrkcB6WFgPWzXUw9DCZQ/aABAo9wCqWuIFH9AHENAHYKoaVNMo2Qtdko+lGVEowoBqGiV7oUvyBS+fCwAlDBIJrIeF9bCxHkTZCTUAmDoUCPu/KE3QtsdQAe8Pbq8srIeN9UhgPSysh63S61GqMeRT/rhf7RIveABQTQOmqpX0hS6ZWsh6swEoy4ss/oJvgCLMxAu9ofRBgvWwsB421oMou+Q93EBpg7Y9hgp4f3B7ZWE9bKxHAuthYT1srEd+DNseUM1Y0v8bBS88XwzFNKwXevqYSkYIaEnnbmhG1Nm0/B5jPRJYDwvrQZSDaVpBG4jvFSi5Cnl/cHuVwHpYWA8b65HAelhYj/wYtouUfI5ELNhc8MLzxUg+RyIWbC544fmipJ2zkneWQJ+wHgmsh4X1IMoh7Rxt1+twe6FC3h/cXiWwHhbWw8Z6JLAeFtbDGYbtIgyZjKDAheeLkWkygkIWni9KhskhClp4vkisRwLrYWE9iHLIMBmaq3W4vVAh7w9urxJYDwvrYWM9ElgPSzXUQzMGK6K/YtguUNZZ/0r4gs8161/JXvA5ZmEs5QaI9UhgPeyHYj0sCkp/aBkB119/PWbPno2mpia0t7c7us0FF1wARVFSfk455RTvB5dj1vGSBe4KeX9we5XAetgPxXpYWI8E1sN+qKqph4ACEyjHqVFJGLYLkHd6/RK84J1Mr+/7C97Bcgel2ACxHgmsh/0QrIdFMXWusl0m0WgU8+bNw6WXXurqdqeccgq2bdtm/TzwwAPeDszB8l6+B+4KeX9we5XAetgPwXpYWI8E1sN+iCqqh6GFAQBqmQM3l/5ySTWiUE09//T6adPye7kkgJt17JKn5U/+d9FcrCuYPi2/lzMVOl5XkPWwr8p6WGq9HkpiKafyH0RVn5YtWwYAWL16tavbhcNhjB071ocRwdU62unLggnFo9ldK+T9we1VAuth3zXrYWE9ElgP+66rsB7yS2NVGDABz1bacHPEIPdsuyFMqGbM+Tp2PnzDVMiC8Z5/w+TihW7dxIdv/BxveCTWw74J62Gp1XrYQVuBQOUsgUH5rV+/HqNHj8ZBBx2ESy+9FF1dXd7csYugLaXs4RYe7CWpkPcHt1cJrId9l6yHhfVIYD3su6zSekBRYSbirioMT/Zwuz1ikGHbIUUYUCBgqkF33854+IIv5IUuefaCL+SFLm/q4QbI9YZHYj3sm7IellqrR0rQVnkAUzU55ZRT8Otf/xrr1q3DDTfcgGeeeQannnoqDCPzeyMSiaC3tzflJ6MCgraUsg53MY1Khbw/uL1KYD3su2I9LKxHAuth31WV1yMeuOPXLzZwF3LEIMO2A8mNa0GHQXjwgi/mhS4V/YIv5oUu78KDDVDBGx6J9bDvgvWw1Eo9GLT9dfXVVw+ZwCz9Z+PGjQXf/znnnIPPf/7zOPzww3HWWWfh0Ucfxcsvv4z169dnvP7y5cvR1tZm/UycOHHolYoI2lJy4K7m9we3Vwmsh30XrIeF9UhgPey7qJF6QC0+cBd6xGCdhm3nT3DyE1vUcf5FvOC9eKFLBb/gvXihy7sqYgNU9IZHYj3su2I9LNVeDwZt/11xxRV46623cv5MmTLFs8ebMmUKRo0ahXfeeSfj75csWYKenh7r58MPP0y9ggdBWxKJdbhVM1aV7w9urxJYD/umrIeF9UhgPeyb1lg9igncxfRXddmNqfJQuDxNR8oTq2jxQ+iKUcCkBV6+0CXXkxZ4+UKXd1nAJBKebXgk1sO+S9bDUon1kDNq5sKgXRodHR3o6Ogo2eNt2bIFXV1dGDduXMbfh8NhhMNZXh8eBm2LosJUgxX1/uD2qrK2V6wH68F6JN0l62GphHpAVWGagArD8aRpxfZXdbpnO/83Gr41ri6+YfLjhS45/obJjxe6vGsX3/h5vuGRWA/7rlkPS6XVQzMGc9aDQbsybd68GRs2bMDmzZthGAY2bNiADRs2oK+vz7rOtGnT8NBDDwEA+vr6cOWVV+LPf/4z3n//faxbtw5nnnkm9t9/f8ydO9flo/sQtOU9V9j7g9sr1gMA65F816yHhfVIYD1sLvZwe9Ff1WXYNhNzyGV7gn1vXB284P18oUt5X/B+vtDlQzjYAPm24ZFYD/shWA9LZdVDQMmyTiSDduVaunQpZs6ciWuvvRZ9fX2YOXMmZs6ciVdeecW6zqZNm9DT0wMA0DQN//u//4vPf/7zOPDAA3HRRRdh1qxZeO6557Lvvc5CTRyJ5XXQlirr/cHtFeuRwHrYD8F6WFiPBNbD5iBwe9Vf1WlnFn+CMx1CULLGNcchHaV4oUtZD+koxQs9IdchNr5veCTWw8J62CqlHoYWjp8nCxOmUEq/vaKCrF69Ou8a2yKp4WpsbMQf//hHzx7fr6Bt3X+FvD+4vYpjPRJYDwvrYWM9ElgPW45Dyr3sr+pyzzaAjN9olLxxzfANUylf6NKQb5hK+UJPyPSNX8k2PBLrYWE9bJVSD5F2RA6DNuViFjupp9PHqZD3B7dXcaxHAuthYT1srEcC62ErQR6s7w4t7RsNAKVvXNO+YQJQ0he6lPwNk/yWqWQv9ITkb/yCsX4AKN2GR2I9LKyHrRLqAUWFKQRUmOXbXlEVKd136ZXw/uD2ysZ6JLAeFtbDxnoksB42n/Ng/e7ZllTV2mMExF9oJacoMJLeYIYWKukLXTLVYNL/a6V9oScIVYOZ9LjJYyoZ1sPCetgqoR5QKmB7RZRBJbw/uL2ysR4JrIeF9bCxHgmsh83HPFj3nVrKOtoofKHz4sZgIKAPQihq4pCOwYIWni9K4tANIP5CV02jsIXni6QaUaimYW2A8s3a6AfWw8Z6JFRIPRRhlH17RTREhbw/uL1KYD0srIeN9UhgPSysh83PPFjXYTv9mPxCFzovbgyp50jkmyXQF2nnSBiBxsIWni9S8jkrRuK5cLJMgpdYDxvrkVAh9YAwy769ompSotdEhbw/uL1KYD0srIeN9UhgPSysh83vPFhXJ/vJWV+jkUEoMKAAEAAENACyqKa9ZAoUyO8jlMRlMcO+rPgBmQjog9AVFUYgDMT2xscHAU2PQBED0AMNPk9yE38sU5jxx9IHrd8opg7NGIChBSF8PrxFMWPQjBgiWhBCVQDEAAARIRDQ+yGUgfhzBB8Pb2E9kh6L9UgMoiLqoRoRCCPieHuVLhqJj1uU+FtzKj1Z41hEvla9e38M/RysjPcHt1fWIFgPifVIeizWIzEI1kOqm3qYMKOJ89GzPJ9u86Dkpq9SRB11X1u2bMHEiRPLPQwiorL48MMPMWHChHIPg3zEzzkiIqLScNJX1VXYNk0TH330EYYNGwalDBMAuNXb24uJEyfiww8/RGtra7mH45t6+Dvr4W8E6uPvrMa/UQiBPXv2YPz48VDVuj57qOZV2+ecX6rxfVoN+Lz6g8+rP/i8eo/PaZybvqquDiNXVbUq9+q0trbWxQu6Hv7Oevgbgfr4O6vtb2xrayv3EKgEqvVzzi/V9j6tFnxe/cHn1R98Xr3H59R5X8VdHEREREREREQeY9gmIiIiIiIi8hjDdgULh8O49tprEQ6Hyz0UX9XD31kPfyNQH39nPfyNRNWO71N/8Hn1B59Xf/B59R6fU/fqaoI0IiIiIiIiolLgnm0iIiIiIiIijzFsExEREREREXmMYZuIiIiIiIjIYwzbVeD999/HRRddhMmTJ6OxsRFTp07Ftddei2g0Wu6hee7666/H7Nmz0dTUhPb29nIPxzMrV67Efvvth4aGBhx99NH4y1/+Uu4heerZZ5/FGWecgfHjx0NRFKxZs6bcQ/Lc8uXLceSRR2LYsGEYPXo0zjrrLGzatKncwyKiHOrp87PUavXzutRqvT8oh3roSUqNPVDhGLarwMaNG2GaJm6//Xa8+eabuOWWW7Bq1Sr827/9W7mH5rloNIp58+bh0ksvLfdQPPPggw9i8eLFuPbaa/Haa69h+vTpmDt3Lnbu3FnuoXmmv78f06dPx8qVK8s9FN8888wzuOyyy/DnP/8Za9euRSwWw8knn4z+/v5yD42Isqinz89Sq8XP61Krh/6gHOqhJyk19kCF42zkVerGG2/Ebbfdhn/84x/lHoovVq9ejUWLFqG7u7vcQyna0UcfjSOPPBI///nPAQCmaWLixIn41re+hauvvrrMo/Oeoih46KGHcNZZZ5V7KL7atWsXRo8ejWeeeQaf+cxnyj0cInKo1j8/S62WPq9Lrd76g3Kol56k1NgDOcc921Wqp6cHI0aMKPcwKI9oNIpXX30Vc+bMsS5TVRVz5szBiy++WMaRUbF6enoAgO9DoirDz0+qBOwPqJqxB3KOYbsKvfPOO7j11lvxjW98o9xDoTw6OzthGAbGjBmTcvmYMWOwffv2Mo2KimWaJhYtWoRPf/rTOOyww8o9HCJyiJ+fVCnYH1C1Yg/kDsN2GV199dVQFCXnz8aNG1Nus3XrVpxyyimYN28eFixYUKaRu1PI30lUyS677DL87W9/w3/+53+WeyhEdalePj9LjZ/XRJQPeyB3AuUeQD274oorcMEFF+S8zpQpU6z//+ijj3DiiSdi9uzZuOOOO3wenXfc/p21ZNSoUdA0DTt27Ei5fMeOHRg7dmyZRkXFWLhwIR599FE8++yzmDBhQrmHQ1SX6uXzs9Tq+fO61NgfUDViD+Qew3YZdXR0oKOjw9F1t27dihNPPBGzZs3C3XffDVWtnoMS3PydtSYUCmHWrFlYt26dNTmHaZpYt24dFi5cWN7BkStCCHzrW9/CQw89hPXr12Py5MnlHhJR3aqXz89Sq+fP61Jjf0DVhD1Q4Ri2q8DWrVtxwgknYNKkSbjpppuwa9cu63e19u3n5s2b8fHHH2Pz5s0wDAMbNmwAAOy///5oaWkp7+AKtHjxYpx//vk44ogjcNRRR2HFihXo7+/HhRdeWO6heaavrw/vvPOO9e/33nsPGzZswIgRI7DvvvuWcWTeueyyy3D//ffj4YcfxrBhw6xz6tra2tDY2Fjm0RFRJvX0+Vlqtfh5XWr10B+UQz30JKXGHqgIgire3XffLQBk/Kk1559/fsa/8+mnny730Ipy6623in333VeEQiFx1FFHiT//+c/lHpKnnn766Yx1O//888s9NM9kew/efffd5R4aEWVRT5+fpVarn9elVuv9QTnUQ09SauyBCsd1tomIiIiIiIg8xhOXiIiIiIiIiDzGsE1ERERERETkMYZtIiIiIiIiIo8xbBMRERERERF5jGGbiIiIiIiIyGMM20REREREREQeY9gmIiIiIiIi8hjDNhEREREREZHHGLaJiIiIiIiIPMawTUREREREROQxhm0iIiIiIiIijzFsE/lo165dGDt2LH70ox9Zl73wwgsIhUJYt25dGUdGRERE5cL+gKg+KEIIUe5BENWy//mf/8FZZ52FF154AQcddBBmzJiBM888EzfffHO5h0ZERERlwv6AqPYxbBOVwGWXXYYnn3wSRxxxBN544w28/PLLCIfD5R4WERERlRH7A6LaxrBNVAIDAwM47LDD8OGHH+LVV1/F4YcfXu4hERERUZmxPyCqbTxnm6gE3n33XXz00UcwTRPvv/9+uYdDREREFYD9AVFt455tIp9Fo1EcddRRmDFjBg466CCsWLECb7zxBkaPHl3uoREREVGZsD8gqn0M20Q+u/LKK/Hb3/4Wf/3rX9HS0oLjjz8ebW1tePTRR8s9NCIiIioT9gdEtY+HkRP5aP369VixYgXuuecetLa2QlVV3HPPPXjuuedw2223lXt4REREVAbsD4jqA/dsExEREREREXmMe7aJiIiIiIiIPMawTUREREREROQxhm0iIiIiIiIijzFsExEREREREXmMYZuIiIiIiIjIYwzbRERERERERB5j2CYiIiIiIiLyGMM2ERERERERkccYtomIiIiIiIg8xrBNRERERERE5DGGbSIiIiIiIiKPMWwTEREREREReez/A+6o6UHK2UhsAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Simulation\n",
    "sim = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, waveguide],\n",
    "    sources=[],\n",
    "    monitors=[freq_mnt, mode_mnt, flux_mnt],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")\n",
    "\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, tight_layout=True, figsize=(11, 4))\n",
    "sim.plot(z=0, ax=ax1)\n",
    "sim.plot(y=0, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Mode source\n",
    "\n",
    "Before we can run a simulation with a mode source, we have to select which of the eigenmodes we would like to inject. To do that, we can first visualize the modes using the in-built eigenmode solver and plotting functions. The modes are computed at the central frequency of the source, and in order of decreasing effective index `n`, such that the modes that are fully below light-line (if any) should appear first. The solver assumes periodic boundary conditions at the boundaries of the 2D plane. Thus, for accurate results, the plane should be large enough for the fields to decay at the edges."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:25.777282Z",
     "iopub.status.busy": "2023-02-03T04:14:25.777100Z",
     "iopub.status.idle": "2023-02-03T04:14:28.299565Z",
     "shell.execute_reply": "2023-02-03T04:14:28.299078Z"
    },
    "tags": []
   },
   "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": {
      "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\">[22:14:26] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> Mode field at frequency index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, mode index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span> does not decay at the plane    <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">mode_solver.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">354</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundaries.                                                                  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:14:26]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Mode field at frequency index \u001b[1;36m0\u001b[0m, mode index \u001b[1;36m2\u001b[0m does not decay at the plane    \u001b]8;id=197965;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\u001b\\\u001b[2mmode_solver.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=545195;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\u001b\\\u001b[2m354\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         boundaries.                                                                  \u001b[2m                  \u001b[0m\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Effective index of computed modes:  [[2.333904  1.5509037 1.364464 ]]\n"
     ]
    },
    {
     "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: #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",
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      ],
      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m No sources in simulation.                                                     \u001b]8;id=529126;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=884622;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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    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1200x1200 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the modes\n",
    "from tidy3d.plugins import ModeSolver\n",
    "\n",
    "mode_spec = td.ModeSpec(num_modes=3)\n",
    "ms = ModeSolver(simulation=sim, plane=src_plane, mode_spec=mode_spec, freqs=[freq0])\n",
    "modes = ms.solve()\n",
    "\n",
    "print(\"Effective index of computed modes: \", np.array(modes.n_eff))\n",
    "\n",
    "fig, axs = plt.subplots(3, 2, figsize=(12, 12))\n",
    "for mode_ind in range(3):\n",
    "    ms.plot_field(\"Ey\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 0])\n",
    "    ms.plot_field(\"Ez\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 1])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The waveguide has a single guided TE mode, as well as a TM mode which is very close to the light line (effective index close to substrate index). Finally, the last mode shown here, is below the light-line of the substrate and is mostly localized in that region. However, modes like these should always be considered unphysical, because of the assumption is that they decay by the edges of the mode plane. Thus, for meaningful results, only Mode 0 and Mode 1 should be used by the mode source."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Run simulation\n",
    "\n",
    "We set the mode source to the fundamental TE mode. Then, we run the simulation as usual through the web API, wait for it to finish, and download and load the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:28.302640Z",
     "iopub.status.busy": "2023-02-03T04:14:28.302214Z",
     "iopub.status.idle": "2023-02-03T04:14:28.308855Z",
     "shell.execute_reply": "2023-02-03T04:14:28.308420Z"
    }
   },
   "outputs": [],
   "source": [
    "source_time = td.GaussianPulse(freq0=freq0, fwidth=fwidth)\n",
    "mode_source = ms.to_source(mode_index=0, direction=\"+\", source_time=source_time)\n",
    "sim = sim.copy(update=dict(sources=[mode_source]))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:28.310943Z",
     "iopub.status.busy": "2023-02-03T04:14:28.310781Z",
     "iopub.status.idle": "2023-02-03T04:14:56.266137Z",
     "shell.execute_reply": "2023-02-03T04:14:56.265585Z"
    },
    "tags": []
   },
   "outputs": [
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      ],
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       "\n",
       "\u001b[?25h"
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       "</pre>\n"
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       "\u001b[2;36m[22:14:31]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                      \u001b]8;id=890631;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=555612;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[22:14:37]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=263061;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=888146;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[22:14:54]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                       \u001b]8;id=933647;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=384206;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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       "model_id": "548fe929c55c454cb8133268e340400c",
       "version_major": 2,
       "version_minor": 0
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      "text/plain": [
       "Output()"
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     },
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    {
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       "\n",
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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\">[22:14:56] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/simulation.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"
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       "\u001b[2;36m[22:14:56]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/simulation.hdf5                                  \u001b]8;id=778392;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=116373;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#415\u001b\\\u001b[2m415\u001b[0m\u001b]8;;\u001b\\\n"
      ]
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     "metadata": {},
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    }
   ],
   "source": [
    "job = web.Job(simulation=sim, task_name=\"mode_tutorial\")\n",
    "sim_data = job.run(path=\"data/simulation.hdf5\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's first examine the in-plane fields recorded by the frequency monitor. We can already see how the source emits all of its power in the desired direction and waveguide mode."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:56.592046Z",
     "iopub.status.busy": "2023-02-03T04:14:56.591927Z",
     "iopub.status.idle": "2023-02-03T04:14:57.063388Z",
     "shell.execute_reply": "2023-02-03T04:14:57.062943Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data.plot_field(\"field\", \"Ey\", z=wg_height / 2, f=freq0, val=\"real\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Mode monitors"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Mode monitors allow us to decompose the frequency-domain fields recorded in a simulation into the propagating modes of a waveguide. Specifically, we can write the modes of the waveguide at angular frequency $\\omega$ that are propagating in the *forward* direction, i.e. in the positive `x` direction in the example above, as\n",
    "\n",
    "$$\n",
    "\\mathbf{E}_p^f(\\omega, x) = \\mathbf{E}_p^f(\\omega) e^{i k_p x}, \\quad \\quad \\mathbf{H}_p^f(\\omega, x) = \\mathbf{H}_p^f(\\omega) e^{i k_p x},\n",
    "$$\n",
    "\n",
    "where $p$ is a discrete mode index, $k_p = n_p \\omega/c$ is the wave-vector, $n_p$ is the effective index of the $p$-th mode, and superscript $f$ specifies forward propagation. The fields in the backward direction can be obtained via reflection symmetry. In the axes of the simulation we have as $k_p \\rightarrow -k_p$ and $\\mathbf{E}_{p}^b(\\omega) = (-E_{p,x}^{f}, E_{p,y}^{f}, E_{p,z}^{f})$, $\\mathbf{H}_{p}^b(\\omega) = (H_{p,x}^{f}, -H_{p,y}^{f}, -H_{p,z}^{f})$.\n",
    "\n",
    "The fields stored in a monitor can then be decomposed on the basis of these waveguide modes. Following [1](https://journals.aps.org/pre/abstract/10.1103/PhysRevE.66.066608), [2](https://arxiv.org/abs/1301.5366), we can define an inner product between fields in the 2D plane as\n",
    "\n",
    "$$\n",
    "(\\mathbf{u}_1, \\mathbf{u}_2) = \\frac{1}{4} \\int_A \\left(\\mathbf{E}_1^* \\times \\mathbf{H}_2 + \\mathbf{E}_2 \\times \\mathbf{H}_1^* \\right) \\cdot \\mathrm{d}\\mathbf{A},\n",
    "$$\n",
    "\n",
    "where $\\mathbf{u} = (\\mathbf{E}, \\mathbf{H})$ combines both electromagnetic fields, the integration is over the plane area $A$, and $\\mathrm{d}\\mathbf{A}$ is the surface normal. If a waveguide mode is normalized such that $(\\mathbf{u}_p, \\mathbf{u}_p) = 1$, and we denote the fields stored in the mode monitor by $\\mathbf{u}_s$, then the power amplitude carried by mode $p$ is given by the complex coefficient\n",
    "\n",
    "$$\n",
    "c_p = (\\mathbf{u}_p, \\mathbf{u}_s),\n",
    "$$\n",
    "\n",
    "while the power is given by $|c_p|^2$."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can have a look at the monitor modes, but as expected they should be identical to the source modes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:57.066547Z",
     "iopub.status.busy": "2023-02-03T04:14:57.066300Z",
     "iopub.status.idle": "2023-02-03T04:14:59.404844Z",
     "shell.execute_reply": "2023-02-03T04:14:59.404417Z"
    }
   },
   "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": {
      "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\">[22:14:57] </span><span style=\"color: #800000; text-decoration-color: #800000\">WARNING </span> Mode field at frequency index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">0</span>, mode index <span style=\"color: #008080; text-decoration-color: #008080; font-weight: bold\">2</span> does not decay at the plane    <a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">mode_solver.py</span></a><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">:</span><a href=\"file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">354</span></a>\n",
       "<span style=\"color: #7fbfbf; text-decoration-color: #7fbfbf\">           </span>         boundaries.                                                                  <span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">                  </span>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\u001b[2;36m[22:14:57]\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING \u001b[0m Mode field at frequency index \u001b[1;36m0\u001b[0m, mode index \u001b[1;36m2\u001b[0m does not decay at the plane    \u001b]8;id=292993;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py\u001b\\\u001b[2mmode_solver.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=32990;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/plugins/mode/mode_solver.py#354\u001b\\\u001b[2m354\u001b[0m\u001b]8;;\u001b\\\n",
       "\u001b[2;36m           \u001b[0m         boundaries.                                                                  \u001b[2m                  \u001b[0m\n"
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     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1200x1200 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Visualize the monitor modes\n",
    "ms = td.plugins.ModeSolver(\n",
    "    simulation=sim, plane=mode_mnt.geometry, mode_spec=mode_mnt.mode_spec, freqs=[freq0]\n",
    ")\n",
    "modes = ms.solve()\n",
    "\n",
    "fig, axs = plt.subplots(3, 2, figsize=(12, 12))\n",
    "for mode_ind in range(3):\n",
    "    ms.plot_field(\"Ey\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 0])\n",
    "    ms.plot_field(\"Ez\", \"abs\", f=freq0, mode_index=mode_ind, ax=axs[mode_ind, 1])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We note that in ``Tidy3D``, the fields recorded by frequency monitors (and thus also mode monitors) are automatically normalized by the power amplitude spectrum of the source (for multiple sources, the user can select which source to use for the normalization). Furthermore, mode sources are normalized to inject exactly 1W of power at the central frequency."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.407740Z",
     "iopub.status.busy": "2023-02-03T04:14:59.407432Z",
     "iopub.status.idle": "2023-02-03T04:14:59.411230Z",
     "shell.execute_reply": "2023-02-03T04:14:59.410759Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Flux at central frequency:  0.99999183\n"
     ]
    }
   ],
   "source": [
    "# Flux in the mode monitor (total power through the cross-section)\n",
    "flux_wg = sim_data[\"flux\"].flux\n",
    "print(\"Flux at central frequency: \", flux_wg.isel(f=fcent_ind).values)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can also use the mode amplitudes recorded in the mode monitor to reveal the decomposition of the radiated power into forward- and backward-propagating modes, respectively. As we would expect, all of the power is injected into the fundamental waveguide mode, in the forward direction. More precisely, this is true up to some numerical precision that decreases with increasing simulation resolution."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.413358Z",
     "iopub.status.busy": "2023-02-03T04:14:59.413226Z",
     "iopub.status.idle": "2023-02-03T04:14:59.525203Z",
     "shell.execute_reply": "2023-02-03T04:14:59.524764Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Power distribution at central frequency in first three modes\n",
      "  positive dir.  [9.99991721e-01 5.50487488e-12 9.86647957e-14]\n",
      "  negative dir.  [1.41365978e-09 1.88499613e-14 1.09869501e-14]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients\n",
    "mode_amps = sim_data[\"mode\"]\n",
    "coeffs_f = mode_amps.amps.sel(direction=\"+\")\n",
    "coeffs_b = mode_amps.amps.sel(direction=\"-\")\n",
    "\n",
    "print(\n",
    "    \"Power distribution at central frequency in first three modes\",\n",
    ")\n",
    "print(\"  positive dir. \", np.abs(coeffs_f.isel(f=fcent_ind) ** 2).values)\n",
    "print(\"  negative dir. \", np.abs(coeffs_b.isel(f=fcent_ind) ** 2).values)\n",
    "\n",
    "# Free-space wavelength corresponding to the monitor frequencies\n",
    "lambdas = td.C_0 / freqs\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "ax.plot(lambdas, np.abs(coeffs_f.values) ** 2)\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power in mode (W)\")\n",
    "ax.set_title(\"Mode decomposition (forward-propagating)\")\n",
    "ax.legend([\"Mode 0\", \"Mode 1\", \"Mode 2\"])\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can examine the frequency dependence of the results a bit more closely, and compare them to the total power flux, which can be computed for any frequency monitor. The flux is the area-integrated time-averaged Poynting vector and gives the (signed) total power flowing through the surface. The flux computation and the modal decomposition are done in separate monitors and in a completely different way, but because all the power is in the fundamental mode here, the flux matches really well the zero-mode power from the power decomposition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.527471Z",
     "iopub.status.busy": "2023-02-03T04:14:59.527285Z",
     "iopub.status.idle": "2023-02-03T04:14:59.632424Z",
     "shell.execute_reply": "2023-02-03T04:14:59.631972Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "\n",
    "ax.plot(lambdas, flux_wg)\n",
    "ax.plot(lambdas, np.abs(coeffs_f.sel(mode_index=0)) ** 2)\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power (W)\")\n",
    "ax.set_title(\"Power in mode monitor\")\n",
    "ax.legend([\"Total\", \"Mode 0\"])\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As we already saw, at the central frequency, the source power is extremely well directed in the waveguide mode. Since the source mode is computed at the central frequency only, away from that it is not perfectly matched, leading to a small decrease of the total radiated power. In certain situations, it is even possible to observe injected power larger than one away from the central frequency. That said, we see that all the radiated power is still emitted into the desired waveguide mode, within the wavelength range of interest. For best accuracy when computing scattering parameters away from the central frequency, we can choose one of the following two options. The first option is to do a “normalization” run with a straight waveguide, like the one we just did, and normalize w.r.t. the computed flux to account for the small frequency dependence of the total radiated power. The other one is to use the Tidy3D's broadband source functionality, which takes into account the frequency dependence of injected fields. Both approaches are illustrated below."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Waveguide junction (using normalization run)\n",
    "\n",
    "We repeat the simulation, but this time introduce a much bigger waveguide in the second half of the domain."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.634637Z",
     "iopub.status.busy": "2023-02-03T04:14:59.634474Z",
     "iopub.status.idle": "2023-02-03T04:14:59.637058Z",
     "shell.execute_reply": "2023-02-03T04:14:59.636688Z"
    }
   },
   "outputs": [],
   "source": [
    "# Output waveguide\n",
    "wgout_width = 1.4\n",
    "\n",
    "waveguide_out = td.Structure(\n",
    "    geometry=td.Box(\n",
    "        center=[2, 0, wg_height / 2],\n",
    "        size=[4, wgout_width, wg_height],\n",
    "    ),\n",
    "    medium=mat_wg,\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.639048Z",
     "iopub.status.busy": "2023-02-03T04:14:59.638892Z",
     "iopub.status.idle": "2023-02-03T04:14:59.642282Z",
     "shell.execute_reply": "2023-02-03T04:14:59.641884Z"
    }
   },
   "outputs": [],
   "source": [
    "sim_jct = td.Simulation(\n",
    "    size=sim_size,\n",
    "    grid_spec=grid_spec,\n",
    "    structures=[substrate, waveguide, waveguide_out],\n",
    "    sources=[mode_source],\n",
    "    monitors=[freq_mnt, mode_mnt, flux_mnt],\n",
    "    run_time=run_time,\n",
    "    boundary_spec=td.BoundarySpec.all_sides(boundary=td.PML()),\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.644360Z",
     "iopub.status.busy": "2023-02-03T04:14:59.644196Z",
     "iopub.status.idle": "2023-02-03T04:14:59.873504Z",
     "shell.execute_reply": "2023-02-03T04:14:59.873083Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'cross section at y=0.10'}, xlabel='x', ylabel='z'>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1100x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(11, 4))\n",
    "gs = mpl.gridspec.GridSpec(1, 2, figure=fig, width_ratios=[1, 1.4])\n",
    "ax1 = fig.add_subplot(gs[0, 0])\n",
    "ax2 = fig.add_subplot(gs[0, 1])\n",
    "sim_jct.plot(z=0.1, ax=ax1)\n",
    "sim_jct.plot(y=0.1, ax=ax2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:14:59.875681Z",
     "iopub.status.busy": "2023-02-03T04:14:59.875518Z",
     "iopub.status.idle": "2023-02-03T04:15:29.588534Z",
     "shell.execute_reply": "2023-02-03T04:15:29.587979Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</pre>\n"
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       "</pre>\n"
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       "\n",
       "\u001b[?25h"
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       "</pre>\n"
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       "\u001b[2;36m[22:15:02]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                      \u001b]8;id=399609;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=586431;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[?25h\r",
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       "\u001b[2;36m[22:15:08]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=170163;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=595559;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[22:15:18]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=211796;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=281513;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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       "\u001b[?25l"
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       "\u001b[2;36m[22:15:27]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                                                  \u001b]8;id=466692;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=699570;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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       "\u001b[?25h\r",
       "\u001b[1A\u001b[2K"
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      "text/plain": [
       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                       \u001b]8;id=751969;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=349472;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\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> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to <span style=\"color: #008000; text-decoration-color: #008000\">\"data/mode_converter.hdf5\"</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#593\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">593</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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/mode_converter.hdf5\"\u001b[0m         \u001b]8;id=949269;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=224504;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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     },
     "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"
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      "text/plain": [
       "\u001b[?25l"
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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "7877ae59f02f4ab6b0a0f099f28b4f30",
       "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\">[22:15:29] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/mode_converter.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[22:15:29]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/mode_converter.hdf5                              \u001b]8;id=682281;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=375392;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"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_jct, task_name=\"mode_tutorial\")\n",
    "sim_data_jct = job.run(path=\"data/mode_converter.hdf5\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:15:29.939828Z",
     "iopub.status.busy": "2023-02-03T04:15:29.939716Z",
     "iopub.status.idle": "2023-02-03T04:15:30.486753Z",
     "shell.execute_reply": "2023-02-03T04:15:30.486285Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sim_data_jct.plot_field(\"field\", \"Ey\", z=wg_height / 2, f=freq0, val=\"real\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This time, the output waveguide is multi-mode, and there is obviously some mode-mixing happening. We can use the mode monitor to exactly quantify this."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:15:30.489414Z",
     "iopub.status.busy": "2023-02-03T04:15:30.489194Z",
     "iopub.status.idle": "2023-02-03T04:15:30.630154Z",
     "shell.execute_reply": "2023-02-03T04:15:30.629657Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients normalized to the straight waveguide flux\n",
    "mode_amps_jct = sim_data_jct[\"mode\"]\n",
    "coeffs_f_jct = mode_amps_jct.amps.sel(direction=\"+\") / np.sqrt(flux_wg.data[:, None])\n",
    "coeffs_b_jct = mode_amps_jct.amps.sel(direction=\"-\") / np.sqrt(flux_wg.data[:, None])\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "ax.plot(lambdas, np.sum(np.abs(coeffs_f_jct.values) ** 2, axis=1))\n",
    "ax.plot(lambdas, np.abs(coeffs_f_jct.values) ** 2)\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_ylabel(\"Power in mode (W)\")\n",
    "ax.set_title(\"Mode decomposition (+ propagating)\")\n",
    "ax.legend([\"Mode 0 + 1 + 2\", \"Mode 0\", \"Mode 1\", \"Mode 2\"])\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Because of the symmetry with respect to the $y=0$ plane, the power in Mode 0 cannot be converted to Mode 1, but a significant amount of power is converted to Mode 3. Note also that the combined power in the computed modes is smaller than 1W. The missing part is most likely lost in scattering at the sharp waveguide interface."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Waveguide junction (using broadband source)\n",
    "\n",
    "To demonstrate the broadband source capabilities more clearly we will re-run both the straight waveguide and waveguide junction cases. To create a broadband source one needs to specify the number of points, `num_freqs`, that will be used for approximating the frequency dependence. Note that these points will be arranged into a Chebyshev grid, thus a very fast convergence of polynomial approximation is expected and only few points are enough to reach converged results. Another important aspect is that these points are placed in the interval `(freq0 - 1.5 * fwidth, freq0 + 1.5 * fwidth)`, where `freq0` and `fwidth` are the source's parameters, and using broadband sources is not expected to significantly improve results outside of this interval. Use `freq0` and `fwidth` source parameters to adjust the frequency window where the best accuracy is desired."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:15:30.633049Z",
     "iopub.status.busy": "2023-02-03T04:15:30.632723Z",
     "iopub.status.idle": "2023-02-03T04:15:30.635843Z",
     "shell.execute_reply": "2023-02-03T04:15:30.635415Z"
    }
   },
   "outputs": [],
   "source": [
    "broadband_mode_source = mode_source.copy(update={\"num_freqs\": 7})\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Duplicate previously defined simulations and update the source lists."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:15:30.638165Z",
     "iopub.status.busy": "2023-02-03T04:15:30.638018Z",
     "iopub.status.idle": "2023-02-03T04:15:30.649108Z",
     "shell.execute_reply": "2023-02-03T04:15:30.648611Z"
    }
   },
   "outputs": [],
   "source": [
    "sim_bb = sim.copy(update={\"sources\": [broadband_mode_source]})\n",
    "sim_jct_bb = sim_jct.copy(update={\"sources\": [broadband_mode_source]})\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First, let us re-run the straight waveguide case."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:15:30.651677Z",
     "iopub.status.busy": "2023-02-03T04:15:30.651465Z",
     "iopub.status.idle": "2023-02-03T04:16:01.688608Z",
     "shell.execute_reply": "2023-02-03T04:16:01.688047Z"
    },
    "tags": []
   },
   "outputs": [
    {
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       "\u001b[2;36m[22:15:32]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Maximum FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                      \u001b]8;id=407740;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=226945;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[?25h\r",
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       "\u001b[2;36m[22:15:43]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m starting up solver                                                                \u001b]8;id=173762;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=501624;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[22:15:52]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m running solver                                                                    \u001b]8;id=469575;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=585885;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#284\u001b\\\u001b[2m284\u001b[0m\u001b]8;;\u001b\\\n"
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     "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\">[22:16:01] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/simulation_bb.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[22:16:01]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/simulation_bb.hdf5                               \u001b]8;id=591093;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=218148;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"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_bb, task_name=\"mode_tutorial\")\n",
    "sim_data_bb = job.run(path=\"data/simulation_bb.hdf5\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plotting the total injected power and the power in injected mode one can see that a broadband source injects a chosen mode much more accurately throughout the target frequency range (`+/- 1.5 * fwidth`). That is, the total injected power is equal to 1 W at all frequencies and all of that power is concentrated in the chosen mode. Note that results degrade outside of the target range as expected."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:02.151475Z",
     "iopub.status.busy": "2023-02-03T04:16:02.151365Z",
     "iopub.status.idle": "2023-02-03T04:16:02.321322Z",
     "shell.execute_reply": "2023-02-03T04:16:02.320994Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 600x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "flux_wg_bb = sim_data_bb[\"flux\"].flux\n",
    "\n",
    "# Forward and backward power amplitude coefficients\n",
    "mode_amps_bb = sim_data_bb[\"mode\"]\n",
    "coeffs_f_bb = mode_amps_bb.amps.sel(direction=\"+\")\n",
    "coeffs_b_bb = mode_amps_bb.amps.sel(direction=\"-\")\n",
    "\n",
    "fig, ax = plt.subplots(1, figsize=(6, 4))\n",
    "\n",
    "ax.plot(lambdas, flux_wg)\n",
    "ax.plot(lambdas, flux_wg_bb)\n",
    "\n",
    "ax.plot(lambdas, np.abs(coeffs_f.sel(mode_index=0)) ** 2, \"x--\")\n",
    "ax.plot(lambdas, np.abs(coeffs_f_bb.sel(mode_index=0)) ** 2, \".--\")\n",
    "\n",
    "ax.set_xlim([lambdas[-1], lambdas[0]])\n",
    "ax.set_xlabel(\"Wavelength (um)\")\n",
    "ax.set_ylabel(\"Power (W)\")\n",
    "ax.set_title(\"Power in mode monitor\")\n",
    "ax.axvspan(\n",
    "    td.C_0 / (freq0 + 1.5 * fwidth),\n",
    "    td.C_0 / (freq0 - 1.5 * fwidth),\n",
    "    facecolor=\"k\",\n",
    "    alpha=0.1,\n",
    ")\n",
    "\n",
    "ax.legend(\n",
    "    [\n",
    "        \"Total (single freq)\",\n",
    "        \"Total (broadband)\",\n",
    "        \"Mode 0 (single freq)\",\n",
    "        \"Mode 0 (broadband)\",\n",
    "        \"+/- 1.5 * fwidth\",\n",
    "    ]\n",
    ")\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let us re-run the waveguide junction example now and compare to previous results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:02.323790Z",
     "iopub.status.busy": "2023-02-03T04:16:02.323616Z",
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       "\u001b[2;36m[22:16:37]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m status = success                                                                  \u001b]8;id=618657;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=732996;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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       "\u001b[2;36m          \u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m Billed FlexUnit cost: \u001b[1;36m0.025\u001b[0m                                                       \u001b]8;id=922850;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=156265;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#311\u001b\\\u001b[2m311\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> downloading file <span style=\"color: #008000; text-decoration-color: #008000\">\"output/monitor_data.hdf5\"</span> to <span style=\"color: #008000; text-decoration-color: #008000\">\"data/mode_converter_bb.hdf5\"</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#593\" target=\"_blank\"><span style=\"color: #7f7f7f; text-decoration-color: #7f7f7f\">593</span></a>\n",
       "</pre>\n"
      ],
      "text/plain": [
       "\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/mode_converter_bb.hdf5\"\u001b[0m      \u001b]8;id=847366;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=375446;file:///Users/twhughes/Documents/Flexcompute/tidy3d-docs/tidy3d/tidy3d/web/webapi.py#593\u001b\\\u001b[2m593\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\"></pre>\n"
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      "text/plain": [
       "\u001b[?25l"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "57e6cc0bf33749c4b0ea81edcaf650b0",
       "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\">[22:16:39] </span><span style=\"color: #000080; text-decoration-color: #000080\">INFO    </span> loading SimulationData from data/mode_converter_bb.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[22:16:39]\u001b[0m\u001b[2;36m \u001b[0m\u001b[34mINFO    \u001b[0m loading SimulationData from data/mode_converter_bb.hdf5                           \u001b]8;id=271350;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=996254;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"
    }
   ],
   "source": [
    "job = web.Job(simulation=sim_jct_bb, task_name=\"mode_tutorial\")\n",
    "sim_data_jct_bb = job.run(path=\"data/mode_converter_bb.hdf5\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here we plot the comparison for mode mixing results between three options: (1) the simulation containing a mode source that uses only one frequency point, (2) the same as first one, but normalized by flux derived from straight waveguide simulation, and (3) the simulation containing a broadband mode source that uses mutliple frequency points. As one can see, using the broadband source feature allows to obtain results of the same accuracy without running an additional normalization simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-02-03T04:16:40.305776Z",
     "iopub.status.busy": "2023-02-03T04:16:40.305667Z",
     "iopub.status.idle": "2023-02-03T04:16:40.739767Z",
     "shell.execute_reply": "2023-02-03T04:16:40.739376Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x400 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Forward and backward power amplitude coefficients using broadband source\n",
    "mode_amps_jct_bb = sim_data_jct_bb[\"mode\"]\n",
    "coeffs_f_jct_bb = mode_amps_jct_bb.amps.sel(direction=\"+\")\n",
    "coeffs_b_jct_bb = mode_amps_jct_bb.amps.sel(direction=\"-\")\n",
    "\n",
    "# Forward and backward power amplitude coefficients using single frequency source and without normalization\n",
    "coeffs_f_jct_nonorm = mode_amps_jct.amps.sel(direction=\"+\")\n",
    "coeffs_b_jct_nonorm = mode_amps_jct.amps.sel(direction=\"-\")\n",
    "\n",
    "fig, ax = plt.subplots(1, 3, figsize=(18, 4))\n",
    "for mode_index in range(3):\n",
    "    ax[mode_index].plot(\n",
    "        lambdas, np.abs(coeffs_f_jct_nonorm.sel(mode_index=mode_index)) ** 2, \"x:\"\n",
    "    )\n",
    "    ax[mode_index].plot(\n",
    "        lambdas, np.abs(coeffs_f_jct.sel(mode_index=mode_index)) ** 2, \".--\"\n",
    "    )\n",
    "    ax[mode_index].plot(\n",
    "        lambdas, np.abs(coeffs_f_jct_bb.sel(mode_index=mode_index)) ** 2\n",
    "    )\n",
    "    ax[mode_index].set_xlabel(\"Wavelength (um)\")\n",
    "    ax[mode_index].set_xlim([lambdas[-1], lambdas[0]])\n",
    "    ax[mode_index].set_ylabel(\"Power in mode (W)\")\n",
    "    ax[mode_index].set_title(f\"Mode {mode_index}, direction='+'\")\n",
    "    ax[mode_index].axvspan(\n",
    "        td.C_0 / (freq0 + 1.5 * fwidth),\n",
    "        td.C_0 / (freq0 - 1.5 * fwidth),\n",
    "        facecolor=\"k\",\n",
    "        alpha=0.1,\n",
    "    )\n",
    "    ax[mode_index].legend(\n",
    "        [\"Single freq\", \"Single freq + norm\", \"Broadband\", \"+/- 1.5 * fwidth\"]\n",
    "    )\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
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  "language_info": {
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    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
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   "pygments_lexer": "ipython3",
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        {
         "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: #008000; text-decoration-color: #008000\">🏃 </span> <span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">Starting 'mode_tutorial'...</span>\n<span style=\"color: #008000; text-decoration-color: #008000\">🏃 </span> <span style=\"color: #008000; text-decoration-color: #008000; font-weight: bold\">Starting 'mode_tutorial'...</span></pre>\n",
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